(* Content-type: application/mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 7.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 145, 7] NotebookDataLength[ 13713356, 233723] NotebookOptionsPosition[ 13710950, 233649] NotebookOutlinePosition[ 13711288, 233664] CellTagsIndexPosition[ 13711245, 233661] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"VectorPlot", "[", RowBox[{ RowBox[{"{", RowBox[{"x", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"x", ",", RowBox[{"-", "6"}], ",", "6"}], "}"}], ",", RowBox[{"{", RowBox[{"y", ",", RowBox[{"-", "6"}], ",", "6"}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.465639650604794*^9, 3.465639651001733*^9}}], Cell[BoxData[ GraphicsBox[{{}, {Hue[0.67, 0.6, 0.6], {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, -6.}, {-6.606091526731326, -6.}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, -5.142857142857143}, {-6.606091526731326, \ -5.142857142857143}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, -4.2857142857142865`}, \ {-6.606091526731326, -4.2857142857142865`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, -3.4285714285714293`}, \ {-6.606091526731326, -3.4285714285714293`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, -2.571428571428572}, {-6.606091526731326, \ -2.571428571428572}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, -1.7142857142857149`}, \ {-6.606091526731326, -1.7142857142857149`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, -0.8571428571428578}, \ {-6.606091526731326, -0.8571428571428578}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, -6.661338147750939*^-16}, \ {-6.606091526731326, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, 0.8571428571428564}, {-6.606091526731326, 0.8571428571428564}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, 1.7142857142857135`}, {-6.606091526731326, 1.7142857142857135`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, 2.5714285714285707`}, {-6.606091526731326, 2.5714285714285707`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, 3.428571428571428}, {-6.606091526731326, 3.428571428571428}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, 4.285714285714285}, {-6.606091526731326, 4.285714285714285}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, 5.1428571428571415`}, {-6.606091526731326, 5.1428571428571415`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-5.393908473268674, 5.999999999999998}, {-6.606091526731326, 5.999999999999998}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, -6.}, {-5.662364165769709, -6.}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, -5.142857142857143}, {-5.662364165769709, \ -5.142857142857143}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, -4.2857142857142865`}, \ {-5.662364165769709, -4.2857142857142865`}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, -3.4285714285714293`}, \ {-5.662364165769709, -3.4285714285714293`}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, -2.571428571428572}, {-5.662364165769709, \ -2.571428571428572}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, -1.7142857142857149`}, \ {-5.662364165769709, -1.7142857142857149`}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, -0.8571428571428578}, \ {-5.662364165769709, -0.8571428571428578}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, -6.661338147750939*^-16}, \ {-5.662364165769709, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, 0.8571428571428564}, {-5.662364165769709, 0.8571428571428564}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, 1.7142857142857135`}, {-5.662364165769709, 1.7142857142857135`}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, 2.5714285714285707`}, {-5.662364165769709, 2.5714285714285707`}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, 3.428571428571428}, {-5.662364165769709, 3.428571428571428}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, 4.285714285714285}, {-5.662364165769709, 4.285714285714285}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, 5.1428571428571415`}, {-5.662364165769709, 5.1428571428571415`}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-4.623350119944577, 5.999999999999998}, {-5.662364165769709, 5.999999999999998}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, -6.}, {-4.718636804808091, -6.}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, -5.142857142857143}, \ {-4.718636804808091, -5.142857142857143}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, -4.2857142857142865`}, \ {-4.718636804808091, -4.2857142857142865`}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, -3.4285714285714293`}, \ {-4.718636804808091, -3.4285714285714293`}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, -2.571428571428572}, \ {-4.718636804808091, -2.571428571428572}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, -1.7142857142857149`}, \ {-4.718636804808091, -1.7142857142857149`}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, -0.8571428571428578}, \ {-4.718636804808091, -0.8571428571428578}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, -6.661338147750939*^-16}, \ {-4.718636804808091, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, 0.8571428571428564}, {-4.718636804808091, 0.8571428571428564}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, 1.7142857142857135`}, {-4.718636804808091, 1.7142857142857135`}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, 2.5714285714285707`}, {-4.718636804808091, 2.5714285714285707`}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, 3.428571428571428}, {-4.718636804808091, 3.428571428571428}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, 4.285714285714285}, {-4.718636804808091, 4.285714285714285}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, 5.1428571428571415`}, {-4.718636804808091, 5.1428571428571415`}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-3.8527917666204816`, 5.999999999999998}, {-4.718636804808091, 5.999999999999998}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, -6.}, {-3.7749094438464734`, -6.}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, -5.142857142857143}, \ {-3.7749094438464734`, -5.142857142857143}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, -4.2857142857142865`}, \ {-3.7749094438464734`, -4.2857142857142865`}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, -3.4285714285714293`}, \ {-3.7749094438464734`, -3.4285714285714293`}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, -2.571428571428572}, \ {-3.7749094438464734`, -2.571428571428572}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, -1.7142857142857149`}, \ {-3.7749094438464734`, -1.7142857142857149`}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, -0.8571428571428578}, \ {-3.7749094438464734`, -0.8571428571428578}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, -6.661338147750939*^-16}, \ {-3.7749094438464734`, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, 0.8571428571428564}, {-3.7749094438464734`, 0.8571428571428564}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, 1.7142857142857135`}, {-3.7749094438464734`, 1.7142857142857135`}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, 2.5714285714285707`}, {-3.7749094438464734`, 2.5714285714285707`}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, 3.428571428571428}, {-3.7749094438464734`, 3.428571428571428}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, 4.285714285714285}, {-3.7749094438464734`, 4.285714285714285}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, 5.1428571428571415`}, {-3.7749094438464734`, 5.1428571428571415`}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.0822334132963856`, 5.999999999999998}, {-3.7749094438464734`, 5.999999999999998}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, -6.}, {-2.8311820828848546`, -6.}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, -5.142857142857143}, \ {-2.8311820828848546`, -5.142857142857143}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, -4.2857142857142865`}, \ {-2.8311820828848546`, -4.2857142857142865`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, -3.4285714285714293`}, \ {-2.8311820828848546`, -3.4285714285714293`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, -2.571428571428572}, \ {-2.8311820828848546`, -2.571428571428572}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, -1.7142857142857149`}, \ {-2.8311820828848546`, -1.7142857142857149`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, -0.8571428571428578}, \ {-2.8311820828848546`, -0.8571428571428578}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, -6.661338147750939*^-16}, \ {-2.8311820828848546`, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, 0.8571428571428564}, {-2.8311820828848546`, 0.8571428571428564}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, 1.7142857142857135`}, {-2.8311820828848546`, 1.7142857142857135`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, 2.5714285714285707`}, {-2.8311820828848546`, 2.5714285714285707`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, 3.428571428571428}, {-2.8311820828848546`, 3.428571428571428}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, 4.285714285714285}, {-2.8311820828848546`, 4.285714285714285}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, 5.1428571428571415`}, {-2.8311820828848546`, 5.1428571428571415`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.311675059972289, 5.999999999999998}, {-2.8311820828848546`, 5.999999999999998}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, -6.}, {-1.8874547219232367`, -6.}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, -5.142857142857143}, \ {-1.8874547219232367`, -5.142857142857143}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, -4.2857142857142865`}, \ {-1.8874547219232367`, -4.2857142857142865`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, -3.4285714285714293`}, \ {-1.8874547219232367`, -3.4285714285714293`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, -2.571428571428572}, \ {-1.8874547219232367`, -2.571428571428572}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, -1.7142857142857149`}, \ {-1.8874547219232367`, -1.7142857142857149`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, -0.8571428571428578}, \ {-1.8874547219232367`, -0.8571428571428578}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, -6.661338147750939*^-16}, \ {-1.8874547219232367`, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, 0.8571428571428564}, {-1.8874547219232367`, 0.8571428571428564}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, 1.7142857142857135`}, {-1.8874547219232367`, 1.7142857142857135`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, 2.5714285714285707`}, {-1.8874547219232367`, 2.5714285714285707`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, 3.428571428571428}, {-1.8874547219232367`, 3.428571428571428}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, 4.285714285714285}, {-1.8874547219232367`, 4.285714285714285}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, 5.1428571428571415`}, {-1.8874547219232367`, 5.1428571428571415`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.541116706648193, 5.999999999999998}, {-1.8874547219232367`, 5.999999999999998}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, -6.}, {-0.9437273609616187, -6.}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, -5.142857142857143}, \ {-0.9437273609616187, -5.142857142857143}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, -4.2857142857142865`}, \ {-0.9437273609616187, -4.2857142857142865`}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, -3.4285714285714293`}, \ {-0.9437273609616187, -3.4285714285714293`}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, -2.571428571428572}, \ {-0.9437273609616187, -2.571428571428572}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, -1.7142857142857149`}, \ {-0.9437273609616187, -1.7142857142857149`}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, -0.8571428571428578}, \ {-0.9437273609616187, -0.8571428571428578}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, -6.661338147750939*^-16}, \ {-0.9437273609616187, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, 0.8571428571428564}, {-0.9437273609616187, 0.8571428571428564}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, 1.7142857142857135`}, {-0.9437273609616187, 1.7142857142857135`}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, 2.5714285714285707`}, {-0.9437273609616187, 2.5714285714285707`}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, 3.428571428571428}, {-0.9437273609616187, 3.428571428571428}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, 4.285714285714285}, {-0.9437273609616187, 4.285714285714285}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, 5.1428571428571415`}, {-0.9437273609616187, 5.1428571428571415`}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.7705583533240967, 5.999999999999998}, {-0.9437273609616187, 5.999999999999998}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, -6.}, {0.9437273609616174, -6.}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, -5.142857142857143}, { 0.9437273609616174, -5.142857142857143}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, -4.2857142857142865`}, { 0.9437273609616174, -4.2857142857142865`}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, -3.4285714285714293`}, { 0.9437273609616174, -3.4285714285714293`}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, -2.571428571428572}, { 0.9437273609616174, -2.571428571428572}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, -1.7142857142857149`}, { 0.9437273609616174, -1.7142857142857149`}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, -0.8571428571428578}, { 0.9437273609616174, -0.8571428571428578}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, -6.661338147750939*^-16}, { 0.9437273609616174, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, 0.8571428571428564}, {0.9437273609616174, 0.8571428571428564}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, 1.7142857142857135`}, {0.9437273609616174, 1.7142857142857135`}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, 2.5714285714285707`}, {0.9437273609616174, 2.5714285714285707`}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, 3.428571428571428}, {0.9437273609616174, 3.428571428571428}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, 4.285714285714285}, {0.9437273609616174, 4.285714285714285}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, 5.1428571428571415`}, {0.9437273609616174, 5.1428571428571415`}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.7705583533240956, 5.999999999999998}, {0.9437273609616174, 5.999999999999998}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, -6.}, {1.8874547219232354`, -6.}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, -5.142857142857143}, { 1.8874547219232354`, -5.142857142857143}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, -4.2857142857142865`}, { 1.8874547219232354`, -4.2857142857142865`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, -3.4285714285714293`}, { 1.8874547219232354`, -3.4285714285714293`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, -2.571428571428572}, { 1.8874547219232354`, -2.571428571428572}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, -1.7142857142857149`}, { 1.8874547219232354`, -1.7142857142857149`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, -0.8571428571428578}, { 1.8874547219232354`, -0.8571428571428578}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, -6.661338147750939*^-16}, { 1.8874547219232354`, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, 0.8571428571428564}, { 1.8874547219232354`, 0.8571428571428564}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, 1.7142857142857135`}, { 1.8874547219232354`, 1.7142857142857135`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, 2.5714285714285707`}, { 1.8874547219232354`, 2.5714285714285707`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, 3.428571428571428}, {1.8874547219232354`, 3.428571428571428}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, 4.285714285714285}, {1.8874547219232354`, 4.285714285714285}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, 5.1428571428571415`}, { 1.8874547219232354`, 5.1428571428571415`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.5411167066481917`, 5.999999999999998}, {1.8874547219232354`, 5.999999999999998}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, -6.}, {2.8311820828848537`, -6.}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, -5.142857142857143}, { 2.8311820828848537`, -5.142857142857143}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, -4.2857142857142865`}, { 2.8311820828848537`, -4.2857142857142865`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, -3.4285714285714293`}, { 2.8311820828848537`, -3.4285714285714293`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, -2.571428571428572}, { 2.8311820828848537`, -2.571428571428572}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, -1.7142857142857149`}, { 2.8311820828848537`, -1.7142857142857149`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, -0.8571428571428578}, { 2.8311820828848537`, -0.8571428571428578}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, -6.661338147750939*^-16}, { 2.8311820828848537`, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, 0.8571428571428564}, {2.8311820828848537`, 0.8571428571428564}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, 1.7142857142857135`}, {2.8311820828848537`, 1.7142857142857135`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, 2.5714285714285707`}, {2.8311820828848537`, 2.5714285714285707`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, 3.428571428571428}, {2.8311820828848537`, 3.428571428571428}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, 4.285714285714285}, {2.8311820828848537`, 4.285714285714285}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, 5.1428571428571415`}, {2.8311820828848537`, 5.1428571428571415`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.311675059972288, 5.999999999999998}, {2.8311820828848537`, 5.999999999999998}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, -6.}, {3.7749094438464716`, -6.}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, -5.142857142857143}, { 3.7749094438464716`, -5.142857142857143}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, -4.2857142857142865`}, { 3.7749094438464716`, -4.2857142857142865`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, -3.4285714285714293`}, { 3.7749094438464716`, -3.4285714285714293`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, -2.571428571428572}, { 3.7749094438464716`, -2.571428571428572}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, -1.7142857142857149`}, { 3.7749094438464716`, -1.7142857142857149`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, -0.8571428571428578}, { 3.7749094438464716`, -0.8571428571428578}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, -6.661338147750939*^-16}, { 3.7749094438464716`, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, 0.8571428571428564}, { 3.7749094438464716`, 0.8571428571428564}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, 1.7142857142857135`}, { 3.7749094438464716`, 1.7142857142857135`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, 2.5714285714285707`}, { 3.7749094438464716`, 2.5714285714285707`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, 3.428571428571428}, {3.7749094438464716`, 3.428571428571428}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, 4.285714285714285}, {3.7749094438464716`, 4.285714285714285}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, 5.1428571428571415`}, { 3.7749094438464716`, 5.1428571428571415`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.0822334132963842`, 5.999999999999998}, {3.7749094438464716`, 5.999999999999998}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, -6.}, {4.718636804808089, -6.}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, -5.142857142857143}, { 4.718636804808089, -5.142857142857143}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, -4.2857142857142865`}, { 4.718636804808089, -4.2857142857142865`}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, -3.4285714285714293`}, { 4.718636804808089, -3.4285714285714293`}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, -2.571428571428572}, { 4.718636804808089, -2.571428571428572}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, -1.7142857142857149`}, { 4.718636804808089, -1.7142857142857149`}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, -0.8571428571428578}, { 4.718636804808089, -0.8571428571428578}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, -6.661338147750939*^-16}, { 4.718636804808089, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, 0.8571428571428564}, {4.718636804808089, 0.8571428571428564}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, 1.7142857142857135`}, {4.718636804808089, 1.7142857142857135`}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, 2.5714285714285707`}, {4.718636804808089, 2.5714285714285707`}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, 3.428571428571428}, {4.718636804808089, 3.428571428571428}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, 4.285714285714285}, {4.718636804808089, 4.285714285714285}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, 5.1428571428571415`}, {4.718636804808089, 5.1428571428571415`}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{3.8527917666204803`, 5.999999999999998}, {4.718636804808089, 5.999999999999998}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, -6.}, {5.6623641657697075`, -6.}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, -5.142857142857143}, { 5.6623641657697075`, -5.142857142857143}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, -4.2857142857142865`}, { 5.6623641657697075`, -4.2857142857142865`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, -3.4285714285714293`}, { 5.6623641657697075`, -3.4285714285714293`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, -2.571428571428572}, { 5.6623641657697075`, -2.571428571428572}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, -1.7142857142857149`}, { 5.6623641657697075`, -1.7142857142857149`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, -0.8571428571428578}, { 5.6623641657697075`, -0.8571428571428578}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, -6.661338147750939*^-16}, { 5.6623641657697075`, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, 0.8571428571428564}, {5.6623641657697075`, 0.8571428571428564}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, 1.7142857142857135`}, {5.6623641657697075`, 1.7142857142857135`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, 2.5714285714285707`}, {5.6623641657697075`, 2.5714285714285707`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, 3.428571428571428}, {5.6623641657697075`, 3.428571428571428}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, 4.285714285714285}, {5.6623641657697075`, 4.285714285714285}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, 5.1428571428571415`}, {5.6623641657697075`, 5.1428571428571415`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{4.623350119944576, 5.999999999999998}, {5.6623641657697075`, 5.999999999999998}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, -6.}, {6.6060915267313245`, -6.}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, -5.142857142857143}, { 6.6060915267313245`, -5.142857142857143}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, -4.2857142857142865`}, { 6.6060915267313245`, -4.2857142857142865`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, -3.4285714285714293`}, { 6.6060915267313245`, -3.4285714285714293`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, -2.571428571428572}, { 6.6060915267313245`, -2.571428571428572}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, -1.7142857142857149`}, { 6.6060915267313245`, -1.7142857142857149`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, -0.8571428571428578}, { 6.6060915267313245`, -0.8571428571428578}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, -6.661338147750939*^-16}, { 6.6060915267313245`, -6.661338147750939*^-16}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, 0.8571428571428564}, {6.6060915267313245`, 0.8571428571428564}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, 1.7142857142857135`}, {6.6060915267313245`, 1.7142857142857135`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, 2.5714285714285707`}, {6.6060915267313245`, 2.5714285714285707`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, 3.428571428571428}, {6.6060915267313245`, 3.428571428571428}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, 4.285714285714285}, {6.6060915267313245`, 4.285714285714285}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, 5.1428571428571415`}, {6.6060915267313245`, 5.1428571428571415`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.393908473268672, 5.999999999999998}, {6.6060915267313245`, 5.999999999999998}}]}}}, AspectRatio->1, Frame->True, Method->{"TransparentPolygonMesh" -> True}, PlotRange->{{-6.606091526731326, 6.606091526731326}, {-6.606091526731326, 6.606091526731326}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}]], "Output", CellChangeTimes->{3.4656396527398157`*^9}], Cell[BoxData[ TagBox[ StyleBox[ DynamicModuleBox[{$CellContext`i2$$ = 17, Typeset`show$$ = True, Typeset`bookmarkList$$ = { "\"min\"" :> {$CellContext`i2$$ = 1}, "\"max\"" :> {$CellContext`i2$$ = 301}}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{ Hold[$CellContext`i2$$], 1, ""}, 1, 301, 1}}, Typeset`size$$ = Automatic, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True, $CellContext`i2$958713$$ = 0}, PaneBox[ PanelBox[ DynamicWrapperBox[GridBox[{ { ItemBox[ ItemBox[ StyleBox[GridBox[{ { TagBox["\<\"\"\>", HoldForm], AnimatorBox[Dynamic[$CellContext`i2$$], {1, 301, 1}, AnimationRate->1.0808639105689204`, AppearanceElements->{ "ProgressSlider", "PlayPauseButton", "FasterSlowerButtons", "DirectionButton"}, AutoAction->False, ContinuousAction->True, DisplayAllSteps->True, PausedTime->3112.0955958124946`]} }, AutoDelete->False, GridBoxAlignment->{ "Columns" -> {Right, {Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], "ManipulateLabel", StripOnInput->False], Alignment->{Automatic, Inherited}, StripOnInput->False], Background->None, StripOnInput->False]}, { ItemBox[ TagBox[ StyleBox[ PaneBox[ TagBox[ PaneSelectorBox[{1-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlns41Okbxr/DTI4z5mjoZCqFpCaRY71v0dJhN9tKbcdxqCRqdFBpZUjM KKVIk1qpJFs2VkgOfZ/dJKGSNXaUZeR8inKm5Te/P97r+e+9rvt5P/d9v/N8 jmzZp0EQRLn6/H9mX+h6ffTBFHmxn/nfznwmcH021BWxZ0CpIY/aojTEBTbf hZ6t4+FWafA9z3QeFg8eCgs6Q2BVevlz6uxetB1YHoouGh6KSvLM+EaHVHvj kjir/xCsmD7WHa8Lwu29hQrjKdI5JNpg45AuEHOEhRKvVgTjf5VO+U0gVWmd cftWHYh/0vz3CnttyCiKc1x1kAaRa6xiEsN4cCqc3nBzmAZEVNwo+jcHCftc +5ROTCySZlcOr/6CVIlc+cuYURJiZ/vklVOwzTGyM3MDC6eltDsEnediYNw/ rFOiRLlPiBmSHUwsoV0xHCiigIRz0Tpy7kckMIkpjznfgXKV0W/DQ3VBtLr/ tVod6TEcLIvO08LxXWt+yo8bJUWXXxhaXB9BUdTEn09HsjBxfV7651QlKU8+ faC9WBOkfW3rAtexsCowzb119ii6Zen2yewbEw80WsykyYYRsXVWVWC7Jpbg 5asWrtXFaUOjs+7OZsJAdNz83uhxUl9LVvxnBhdSqROxB3f3oDHTROkttY4Q +CnSu4kH+getUjl72ZDRkhE3GUqFAb8hU7avIY6q7aEF2/GBWMg95/09AacQ 5X6ESANSl3roxUcNI49658qkeQT2kAQva6JoY8n8WeUKRw6WdIYWNpeOIy+X JV0Zi1mAA+CqbV49mahlt1h6gYP9/gmw0nDj4osp7X5PNmkBMWTfKS55ixpG liVZJPEB8qeveCsGyYKEhUNLd2uDPLpwASHXBUkpLUUw/CfCD2OTy+yogA+e LUpzGiUJ97pab6/3JJF/+L/GiDdIEphPsB6oeSgTJQ/nlJLmIk8WzYeKCe21 967MbyMltya4fJMWkhjZWFZq10bi+3vkS853IUHHzk87ltEwtn0kIzYMIvPA xr/9WVog31Rh2b+VAu7ZToVXKGxwf+Gz6sFbPfgq4T7rfMsBYea68cgSDTwg nv7MM59AqUvTTbofT6Pq6GWG/i9puPNyzxnND1oYFw5Orhr/RlLpzbHF00yA k9tlB0aYoCp1zElWcyopg0HvKhrEP5wcGNw7gfTXLghlb+XgVM/GEJGxPpbs eRLwdiUDt066HSmcx8GExsTmZ40TSBDoH5D/XAsnltzNVdgy8amS32Y23DLE ypDNwpBnfCiI3ocdvhligblRxN1vX5Fkgbzs/mFDyO1/dU4mYgHzrtGxz7Ha INB23pcwMEQyI01Lrh/VwwJlD3/dLn2c0XP7LSrWAf3aI/6HArggUQYR9odV pJgX98/hCjbG9Bq7huYREl5E0DaO8zBze0bCuQkGrtata25VaQEW7nisYfUZ gf+7lpD3XGxECYk/0c4DotdtdV9QCakqDVpwqIAGWMe7wi22GnlceKfhVkiF o//U8iLqOYCjN/94erIfGb26W3T1MA0TF178e/brGMJZXS3CNE1cWzP6sPUd F3CiVqjzjU5SZJAVkB84RFbnlBs9nTFJRr3PfWURygL7cvtjyaYEBmcp//a3 IVIcv3DbVkcN8Ke2V4V7qX1bdy7DgsXExEal166POSTT82zo3HQ6UDsj7295 ygfpPWBGSgxgYPEQ/488BhaNja6s3jyJ5M+NPrVdZkO1Mip8a6UeFtZ7PjzJ moExt1VjbjMDz76Zf/7XNVxQnrl24ncGH+/hJfTaqO+T3Gt9HCR9idzbtvZ+ 6aNicNu/YtOTZlJ0IMVMMtpPXjSxTqgc0YWR1YM7WK5sCHye4y1VUICAoswX 0TUIP7DoUnjR8HHj9XQinoM37QR+GIMH2S8uyToCdXF82ua0KcUQmXo/a/ma mwZA3YhZ3+ur8w6HjXM8jpGEkcm9zZWVZFWe7iEfmdq3xkavi9wbyERRl8lu Llftn4QDbY+GUanJnChJvJrXewaUwv4mRLR5tFUbVyPqAZc7yfPYINjmf3jl 9CCyN9G94/mEi6VbK2KdqWzYUhK1FDH4kJlByfFjcEBU+KzcRZOCqc1TSotX TBz/l27g068jSIVi1vi1t5NERbuHk5ozUWTTcsddw2TVRVHmnFxNIDrEjj49 VQjmt80ONB9Ht5haP2u8ZuP4PkfV4z/p2KOiSCy1mQGSt/sOL8vpQfL8ztOC RRQsVhqGn7wzAx+fKamufM4EoR0FR9upZ1qlPEzN8cDMY1ZHJoeR6uJJD6aK qs7XiH8Z2/hYsozYFXr5E3L/3SZ170Imxl+Miw9c6CLL/X/MS79MxUOaBzcF BtBgLFyv/+pRXXxxPuf03mtcSDxgbh+eTAVXI1c3qSUHQ36T7NqlDvJb8Aez C5gJRHvk3tiYBhJEDN/JNfVIpDix0im6F8kLru40t+Ripuzo89IFQ6Tk0oni lY0fkOjXhGTOoxGUej1u25nOUVRumj7zsZUB3p+6zSIgXP0eVY9/1+VPkQVl 1otjOAZYWzi8UG5DBcHvtPa9ZgxsX1nb03SEAzYpw3FOCi6WrF737rXzBySO MAq0WqTOB8EHmYGWOkfsO+dc5v9Baj8iS4KWsvBA1YGqaw+mkCmP99/CDj4W s7L0Zx7XAW0zu5LkjVxsf44ffCzAEBeH7ZqzU8yCgc5r/lsOMLB5xrVLOIGK T6WPadaGMDCztyPSTp0LhJOLS1djF0lYd9gOLpsixXvwyxtCPZC03NDztaRg YZnZtrXheli1jyIk9SdIwaLlWj9YT5G4nuuq+H6AlGjyzDvfqGek8URJWx+q OXJ3Z6UDG4jTwsKTTXUo13EdvZuqDaru9ZRpNU3MOSbrFkVxIDVW6Pq8kw7O tu2k5Uc2zq4quPPsGg9gtd6g1pI61JuR4RZnywGl7Vj2mRgGhvpr8wtBhWBb 4J5nh+qQ+fGsLZ8e8CF+v2g7q84A9/b0fgluZmJpt6xBe702jo/J3P54rQ72 t/3bKSWbCn6C2TUfRw0AzpqIbxoOIYKI1brhEEUSGrknctpqSfnl23o7p7i4 WvnwZqY/HYOR4Lr0D30M/Y2aCSa1aNci13qTbi5U767or6kdJY+bfAgcua3u /0fLdawGGSC4khr1Jk0P54YuW/HLBBuL57FX+K7XwK6uXjcsg2kgfe+sOJvE A+e/X7YkpvBARPeeCM39jERTtb5/arEwc9qgqi+Cg+1n/KS0W6UP5eI8n/NJ dDg+7ZKm95oOgrqmL+xoPQwz8sr++DaNCnzDZ81VaIOp74kG1komdC8/2qxY wQLhqiW8afUeB7JTEl6a6uACM42zug8NwFp8suPbS3V/13jlvpkYUPfydK80 oQoREJEd3l1KEjljv7X7lJNV8pPr88w4IHForMmsbyKF9TUaCodh0qNM92QF f5yslkf9EH2ThyUO7k9dtrUiryKZqHKTIcjb7zPSabog7dzwLMyUD0bPjHc+ 9WXjscOzCtPYekDU9jc8Snuv5idQT3mBBQR97EPaPy2ktqNYy3SvWlfP3B+D Y5XIXqvmkd8GNi6g5xdtnKaD0Ze3Dr9d0wQjMnLN1QxNjD331X+u52MYzKrQ yOghwUVmT75pIonLEYurbVRIbGHtt9eJD9t3XyTLsyjgEdd78j1LnSdcat25 3hFScvtImPwQDyTdt74Ht4+k6jUxn683QIpygm2KUydQbUxed7EfD6L+3eWw egkXspkZMkUnHTd4MIn25XQgPqdEtkUoUe3Blnve+9k4VSslLJs9hkBnMsPz VBfyf5C0QI/PxEqKzy+mdLWP5k2E5RJ1KEqnuVOzjgPyxF9AcZuJBa8iLP7q 0wDRSKROq/YQEtzukk5rcPCA4Vv3AD869v8urTHOWBOf2nHFV2BHB0OGq/Xq X7hg6FC67tVxDqjqnhlXJ6l7IMvrUo+gixS3zx1vmRxFStnzgDgvCnaNV9ie tmJDIlFS/JemOjcnXgXtkzUhkZ91dHLIAHI/k9jxw6A+Zt6cuQHXqLlvPHM9 njtK4v1xLvGSz4i54ZPM8Y66zx315xtoqvf0YO9K9I6PzS939n2nQ8HVXTcs oyQUEMutbWFkDKVeMBFlXvqKRFnLp6ofdiNhEGGVzlD/M8zYiutXJ0lVkqXM SDaAhtpyw4+vZOP/AT1Q770= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 2-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnlYzfkXx7/dpXvrttz9MpZKqyES0oLPR7SQIbSQUuqiSahJ2bVQCmlR tI2alFSGUFlavocSJZU2LbSgtE2Lyu0W9ev3x3nOv+d5P+/n9Tpqrsd2HqAQ BFExO//fe9VVyl2HCbg6xP61N58NPX9oV8seYEKpUED70iTEV4XONnprKLjj zpti2vwBdHPPPFHdGiYeu3jD5u5PRagqvC6MUiEwrJzx6YuUB8HxQ+1qqQSs 9QtRthqTB2Xe/T28090IpC9Lp8WTSNPGsUWWUIDIx511Kw2Z8LDM5lVuJgOC NuheijkngBoNyv3GTUwgLoZL0KdHqGzm5Ej/MAe7hOa8HV8/gjasNdXZKjNJ wuX5rnlvZPCyPsNUk/k8nHar2+hIMB+Pzq2LF9q3otzHhGyAAxsrt9zb6B5P hQDeVf2gha0oKYRNqZ3uRblNIVX+p+Whenl23oXxTtJ63DssJI+BDVyN6z4y JkmXiBLh4ps/kKNS/f7uPTxM3FS7M5jSRCLr+3/tqKFD6H9dZp5mHLx5bbKJ 7hUpSlpi8Vn7Jxs3BDhtq6+UIMJ2XqVnNxVzpLq3F9IVcdqYZF7qfDZk1+GK VQY/SQVGWOGLu3yoi8uP0F0/iCY0YkKTtnBwZvQjW3GqLAyLxzS4bkJsQP+e bLmdBinLrFmRF8fRkwMjjd11Mtg6wHt5uwwT16jf+xmNBTig5/TzzlIpombG ZzRPcAF7QPTqvGayUIXOfBkvwOIPHroUCz7OWXkpjApyQIwZ9ngVVSGaka2D 9n/yEBfyXJ2IkwfCwT01qakE4azLCWVraGDevjt18b9SkrBsrN9v9570PfBH rc62GhTgmU9wMuShO3lR9IaOMlLHxYZDd6XhsFLdswl7v5EBSZN8kcoXcrpq wUGmzzcSp++LWxrci5prsiQFfzIwXp0dRmwZRRX7/FPOnpeDuK0VS4ZsZYD7 auC2YzcPLEtc12VUsaB9oi7V8KsA9O6ZSYOKKHhoUVjejp6fKGXZHZW++zOo VkZVJUqZiXsi+s9QWxg4wbt55i6FAJpi5+XCGTbwz/yzby7JhY5S40cJtnLg FtxVZS5iQmTW1PCo8yTKHHMURDsJcIpNm5/LXAW8XLzBSOMRG3+dsjj2XI2H NxAt4t8f/UKqnu4e+cUMPBBq9MG8j4NPFmX+9jFJiB34UwoNU2MoQD2uLP2o EFJ/fWkUr+IBO3WOz+BlJixL+2rsoCEh2UEaRTf/YmFLJffaRntlfLc/uQoV ysG6NVZIGCmEgKYjhOHRDtKlIvflnlI+xoq1az52/iCrYnnfK9zkAes53Kfo DqK/3zgKJmREeI6MX6RvtwAe+H0OVN8IZEfpEfXDT+lQ0yi9lmBRi6yvVFMs ntPg1aFrpoNDAsAh23ecmhpCO8Z7P8c/YGDiSsmn898nkC897B4lj47rayVZ X6v5UHqiqjB4eT/povzAI99zjJRewF2Obb/Ii+9zXy8+zYFlitV3TD7IYFgb Kkr+OUYeEE9cm6NJA3dad6W/nQxUmyZ7ky84mLBqsnNsfUQuv6FwXs+VDbSe oPSdT0TQndLoY+POgeHfx0QP85Qw7qoTai2fRnHFcz53RXDhVEmvTOYTJazX bJN1giOLg22KnmE2B89PzA/+ewMfRguU5XUrXyPLLtuBkf9oWDd9oqQ14gvp cuiWdoBkiHxxWbe4tFIRfqwfdeBs4sJEnWb2wzwqEFBwrySkFmVlR487xTLw 8bmbFYlIHp5ffHfzn2YiyCm5FvbNUx4XnjteI5WVkCnpD1ZsSFSGiqEnTtOm DCDwOSnP2ofcqy9ISn1SRVbmyR92DePhUPHpa8i0nYxx6VVx4vPhtOrKROdR CSpVWXAxIJINBeyFd8rTOxHRZd1VM7cGWajIy5fK8UHV3v2owcwo+rXkeWBW hxCH2lZcXkvjwtQxk7bt7yiY1jndtPg1G7tKJC2RjlLUgS5tEHd3k2d9q7GK twK4BLWvMHYcJ5eZb1uTVEYH4puXsWt/Jeq9HXqy9N0USmIz9lDKufjYd7MX h73Z2LqiwCt0lSwIIrxbPyUOorj8nlOqWjJ4kP7K5RVFDh//LaDmbTEbvq2y 7tAY4IBe2tu4cx6zdyr81WRuNYE6rp6wZnfQsHnrSISgiYPxyNzCQ1d6yW9R 8yUmz2TxGPXPrZ4edGCeDF6dZqyIry7inXKO5cOtfsWzhq9kYdOcTRahS3h4 v7MgpI7ZR/70btG+gtmwNr1eI/NSOwkuSm5TG5qRROdxvkHIEIp7Gr1XZwkf 7w9XOShj+oMMuOZbaNDWgvw+FxmKFaUo5Wa4/ZkeCUo4nukTYczBB1PsF3v4 s2GVV1PxjRQCnpbp/36Jp4xN541Xx9vIguq/9G5nbSX87vlXrRVnBLDq1ni4 SQMfv1+6grJy5iPyCpzjqaslxNONR944MASYMOxZECF6SN4wYY5Tf3HxcOWh ytiMaWS85Vw/46gQG14Qeft4CLFazje7DjMeDPfEuu88pITJWJlSgyJZfPLO BLXeTwknmL0vN9o8y0+TjRt723rJheYKuxzuE+C1D7+K12PBRB99X4aUgvXK tO1N/Vm4t4fe/VvFT1JVawVjm/40+aFXPbSS9p0MoAp0et4Nk88YQwW7g4dR 7bHUvW+NuPB6PX1ki0UzyjU2U+yjMcEezRQGjnci9gIVM62LPHja/d5M5tJs zqu7ySWtXPx9b3B3W4sIYD1rlLG0Edl+qlxXaCyAptUTOWcuKeF+5vyKsguf Edh77nt2uBHFl9ifGsrg4tC+sI/MzUzckjB4v7yPhd1X15ncyqFBa9JhqmUW B+C8ileicAwVDhjkqzmEkAQl1/dRVz1ZirU6Y1aKcE1TVuI9d0X8RPv1ECdf GcNQG/W6Sj0y1naeMlwgghqniqHaegmZv9XHyS5n1q/ZK+R0R5Xgy0RaMi9c CeeeXr7y7CQX20+igoLVNLxpk138Em86tC0+9uFpqwjW1r36EnNLACq3h3bc kAwjl+l6txcMDg4567JAM0KADWV3Na1ZpwCDdv9Iovaw4fjMxjRWuSJkua16 suCwEgbZvLKHP2eQpk5r7GNvFmi4+X7kGLAh8/V41i8KD/TWLRXMxAogKutL WkE5Cz/VppyXz1KGFYHh9/piqhEBgTn+faVkULaz4NRoBVkZd2JznjYPct9b rUqI7yT1mmspDUbjZNbzGnm3gimyJu7itpBEAY58Gd/UN/sf2RWEubzdKgT+ SHiG6UsFCO3Z8uychgiKOuRf1O/k44mj856ncVnw492pjIf+dbP98GQ1XeEA LuH8aP+vi2QaezE0nFn4qGPh1qUqrciQUZst3sLFK09bJp64zoY5I1VGmbFU sPQJlDY/o2Nsc6B5sFmEWeuVNydHDpKwMcyQfNdOfvb4UK3Z24m8FuuLnU1E UB6Y+1h6hQrW4QMn3nP40H/y9z/ybaVkQPKxc3GHBUCpo2iu02ojO8qJRSLW MPl1t9OOu0d+ofpLeX2FYgG47W6Tc7YSQg77blhDjyLObUvOlaixgRi8FdQV 2IQMj519W2bLxymMW+dyuBOo4bqmH19rALln3FBnidh42aeSXSe6FCFAbfJc LtGIhHd+aPIGBBAXcxYaktlYjrtbV9xPA5cfQXJfmWPobdqDg58oAjwsrLL0 ECti/9NFjLfz6PikQ5Sb6hpF6PW52PPmthCERqVmr4/zoHNX2VKtF0IgHthd 61ftJXv0GV9SAidRU1ixR7idDNaYl6D3WciHGKKo8CVVhP+de+jduiOdyEWs H5LgN4yUNrVrlUwrY3bib1tw7ay3b2/fIw2Ukvhg+MbIgEE07aV7KfbbrG+N FRYpU1vJTZOl5wvtqeAVp78afkygCvfW3duCxpDLgxXTNVl9qM+IfWE0kY1r tLkNN6OnSPmUVy5W5t/RWFeu/3EDLr6+fa9lKpUPulNaBXrmQrhis3++gpMI 7mhu6il9+Av1+sjlxXbxIEjXKiotiofT1X2pnx5w4dAxg0z/FxJyOiFKjf5G GQbLk2r1VkrJnbX/NLz/mwOv86qD/a62IuO6NB32CAdcnVIGs4NkcM75jQq0 GC44iawsbvgp437ToF59fQKyHouNAgeZIGKtinPAFFgYE/hYh6WAJ76Ln0Yf byfTBrzfDySxIN242LI9jY03Wo+mpIq7SdvDaZvZDUrYl/EvM/blLN/j9qjQ WwT4L9/+yHodBbg52RA9uU+AJ1WZ17Ii5PH/AEelDx4= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 3-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41Pv/HWOYMbbZR9FiuZaklGRpeb8tXSpKQrfVJJWLLImkK0MKldKK yxdJEnW1WFrU5yWhbFlrJGUPyTr2iV+/P85z/n095zznvI66m6/jYTKJRGr6 jf9nWf1lN44/I8OlIcavvQUMyFbZLagfp8NbHpfSKeJho3abjhR1Cm7LfPea ojaAvlxbkdlaQsfiyFtOWRJFqA55mptdJ4XBaD6gP44Of5eYvJ84SIb1QeeV t4rpMNkvzl3/qRfB9Ju3c+4zKNuySaF7RAninrY3GJnSwNW8dLJKmw4RFgZR N0K5YPd9JhXV04EUGTuJWp8gRs7gnYkGNhZEP6oc3ziCFOaGkgJeSQi4oOaW /04K30pS64fFXJyR0mN27BwHWzt2uxqafEV5T0mywj0MXErryOfflwEh+9Lq iMUtKLAquqzgxQDKE52vCQuhQ6VcGIfe3Ek4jPvHnM+n4rZrlbT8txJCcKWE pxc/gUwmLKa+u3ExKV49czBNRNwfc7dKU6VB9M/uTd6bmFjH/+exXnMJSta3 6dCRMPD2LSKdFPsZRHJWrfLukcbJiVUmZnIMnCGeVE1XY0C/+528UoN5QoEa U1ScxQEDf3m6ScEwmtK6EZ28hYlH9oqXVErLwbC7WIt1iIf/ONXaqnJcFtJW OMjHRY6jOrmEtV1PpbGD0H/lNyka1q9Qe1DyDx8Le0NetL+dRvJtuXaZkxzA nnDNOL+ZaD3d1bbzGx+7f/I0INtw8CqzW/b2gQpAEpv2+r2qQSZrIobU3ihC wvkXmqQEOugRv1pHBksRzr7wb5kJBUbuLv5yUiAhSLYfGw+61BGmrI29ujL1 SOhdQGLeo0N/m4zyMtv3hK7AiSnjRsG1K2ntp2v7CGHyDIe/pJN4UrgzUdDf R+C7BxKWn+tDIeWs6gVtchgb58SQtoyhjdd+6XYsV4AEuwr9IWcpyDiT80tz jgu2JW4b7tXIw5TucpWU0XmUtiJzSf9/88jfs7HCNZ6Oe6/8OC39mYpbW6oc nz2WAopi+4WieQawX1loNhRyoO2t+ZN/neXgc9Y9xe5UOsRlzw6Puc4gj8lj QR+S+TjN6WuQYIEC/jEVrpcVwMJdsza+L9TZ+KABN1XkQcJLvT08C15TcRg7 5XZKFRsHv7q/8EsyD1/VTRmrMJxEQs2Esrs+PNh1+1XqCTMuMNJVAgYv0MDd rErB+/o0wYjQehV/XB4neL7b3bKDibN+pNagIjn4lvmy/dQYD2PFepMv7RME nHWz2LZMEbDhnv/IBoNIZTjwx8xUMdH29pim1zMZ0NtBWlhi1IgcLn4g27yg wPiQR5WDAR2TLpa0nhmdQoz0/VbHf1FxY/1kdtcHDghqIs2D5AcJgXKuZ4G3 mMh9XtBsHU6CyLq8cr0QJjRr7yu8ViiNYX00P1UiJiKDLo8GW8mCB6WnKsxF CtguAvnGVDYmbRW57Gt5QoiWqddvVWUBpTfirmMhH1bv1rsltYENw8vE/Mf5 SnjNtOFM70MSTnit0tF9hQVBFVs1/ppmYMNmp+yTTFncyEg8k93CwmpJBef+ Z8EBy323XbvtKpBtt/PAyE8K1q6r17iQ0k0IjqboCCeHiKIEqx8XTzJgYuPY HqY1C8ybtJ7ueScDJHj5oOR8PdK7qxLryKDjEws2K5Li2LjOLjpPfHyaSLub u8oiSRkSzyjrbs6XAxIOnWY7BBAWT5zuOE3XElX5dC+3GDa+X/6J83NTO3FD 0LdkP4cDNi3+xibBM+jtkkWRwjgGZGmFnvop7ESkbofu2gW16MDHiATrP3iw dJeHz9r5MTT86Lh9dDkFU9rnRHrlDDzA/KZ2mCpBbSjKwr2nhxANJhzp8FEG QcS3Veb7xold9zdmdTNoQPruZ+72owoR/g3C3S/mUDKDupv8noVTA7WWqy9n YYeKl37Ra2Qh92Xs35K+YZRQ0HtqqbYUzpB2puhmyOMTC4W1la8Z4OZjMvJf DRsMMyoTQj05EH5BoLG/eQa1XTrpwGij4ImL/RfOPmNjPLKg6OjFPoIUGlMs t0gOi6X/tvP2lIEvoaLwKm0GvqTBPuV6kwMh2y/M2S6TA2sVa5tofTbO0ln+ qLR0gJD4f9a5iBlQHk+xs/VuJ0CgdGjWohl5rbsbf9prBCU8u7ZXV5+DPZzS VDclThHCy4FFa79+RpmFP2u6cmdRWnzsrtO9k+hDmbOdN52Nj6Tt0vMM++2r yp6FlgIyPCtbvSyKrYyzbgqX1z+kwdKHMj2uOkp4j326wqVXfFiTMh67romD byadfzYm04b8wlW8DbR5OFhi8v38Bj4mmfYuusJ/TLSoSV5jCQcPVx2tunlv Dq1Sk6krs+PCcO9ND8ejSlj30748X3U5HJw5Jd0YpITNoz1cZEZnCdI6K6u+ r32ErHaUZbAvGfwO4NJEQ3lINTPJjJmiYMMynV2WYfLYti6yxqxunliqvYq6 bfUcYdmKPAb7xgihNFe3t3qYUBplpmtbjqJ63/S9lWYsiJN2DukYakF55psU +yk0CPYneqjNnYixaMkm7Ug2lHm51s5asWC9cQ+h/zsXWx6yn28P4oPIeOrR 6SglHOu9+ZBVUBeCXd4Hnnt9RGOzfbfMUjg4uj/mC20zDQ9Yuyl4f1bCHsYN 61IeUcDnQHxN1zk2wJklfkk8MUr6Q3rn0NNogkTOC3zS3Uj8Itp8fp5jYhj6 Kn19SSN6YaSjaTtFheicVXIGY0qApViGte0MnBey0uifGRZO+rtE+YuzLLa2 dknU95eB60vlpTxgFAnmGg8VU5nYPO6eaWIDH5vK7hSZbFCAr36l60qZLDgx b5Uh/14ROh2jlBU+MDDI5pc9lsyjGLr650QnJdA6FPiFuZYBn8+ddGkhc8Fw w3Lu/E0uZJ08pdD1u0ee6ZDP0LOVwZrWEJ0UUIdIEP4orP8tQX25r0PlfTVR lXByc74OGw7KRogDAzoJw+Z6cpPZOMEvtzeSy5wjahMit51P4uJnJk2iZaJe 5PIyRlBpx4NvSQG7L79ThujeLc9DtfhwdGW2kBLEw1M+qi8yWPLgnOr68cGl pt/+esuLLjJBJ8vj6pb1vQTN3I+q5SqPs6R4ae7TrciUWp/jvoWFfVsSHxbv YIHKSI3Z/ZvSkBw10VNJpmHsdLh5sPm3Lg8OFpd2DhNgFWNKVH8j9EdrTV0r O5Gf3mp313V8CNn2PQL9KwMOsQMn65gcyKjtpNbPzxLCVN/QBC8u/JnjfF2S 1Ua0vSdp8OWHicLjfc6/LEm4MSq/v8j99z5aPz+8o5EJpMGUiO5wEVqUXyja dIqH06gpoY9YUygn+NuaMdUh5HHvlqY8n4E3Hu7LXXWOAUL1mdA80kcU6afh nbqYCoKJCLkumhgZulTfiTPl42Feja2nuyKes6rzWeRExcF7rh5aaqII5tej Qm22/kKimNeesS5SWLZM5WeJEQ9ukF4VvZHm48LdGYa+lp1I4L76/L9Bw8jN 5fD/VP5jYkbSwi24noN5d13LigwlBD4SaxUnHEQXHf8sWOn1+3+ZK2goS7cQ 7utpTWcFMuCXsNoYJqbQuEXstn+yJ5Agd9VcbXY/ot8wl9LYy8K1Oqym+Guz RKC30x2H1WIk7s4LO7GWhe8d4xGhi3lgMKv90vBPHpzTLtaw/cWFCIOtVzOu snHLis/XJZkcOOq79n5Y8SSx/UlhjugKEwbfJ9cbGk0Tnv3Gi5YEs6E8/8O5 oEstyG+dXvbiRja47U8bzImQwm5Czc/G0RzYz99qcytIGf+VaqRr2SMF2U/d zcIHaaDa5tpL6FNg8Y3wp7ryCviUaL960cF2ImPAv24gWR5e7Lw98cudha0c xtLS3XsI0+jTifFyTBxIfUi7+YaDXx7JbN2fwsczS2mXs6/QsbGK/Y8GER8U irXThx3poHp1r1S2DR/o25IC9I88IDb8k2ChGc8Ao/YYT0qXGA3uJxc43lcE 2W1vDqqsm0UHjndIdHxYgBbE6qq84uGe4wszOHYK8GS5kUkbHiEq/jhjX6hG g+rRrdffhXehDG6hf/AKCmRP/Vz9JZmBucleq8wryGC1LEp4KEgJtsWz9av5 M0RYzqVGzYcs0C2hms64kMFp2+0Z5iY5MGVTwvh5M8TTRtLho6qKuCtE9j2l toRQGEtWkqtUhHfTF75/dR4lgu9JfKpiFOFS5WznwNkRwuNRlnryn2TY3TAH r/sH0KK2gLGV5R/RXovt5cceDqOz1Vdnrq6YR7GBz01lP3xCNT7X30dc5uJi jciS4WPz6BP90xX9t8qQfaZi7cqr02hm44Yw+3gS/DMfskP6LBWvqd2uxdNg QM2ORkNcpICbtpSNVe+cRtFYj8d1kcF4wnqPzEJZfDupFz3nK+IHbmLbo1Nc uOHsTbMwZOPmi1ceX5cmg6+v7fRfNCZu/tE8PpvUgRaSTZXF6RzccONerrqX FNjXpC8m6/2+a0oiu6O+HP0fzmpc6w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 4-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41HsbxmdjMIbZhxIqkRApKS3fr+iQFo5IqSRLC0KLoo4Mya6UFgfH kRTpqGRJRb8nSYslIZGSZCSJwdi31/vHfT3/39f1fO7PfDc/e08KiURqmM3/ r3nge4ugBzSI62NN7S5iQW3eiGNeJRPKBXza9yYB3lz+V8ENJIvbbr9+RlPr QZojKOXMFSaWhl9zyJ5kwrRLY7t3HhXD8pnj3QkKsHEqgiK2o8HakxHKm6UK sMF/zXrGiV8IxsrKpz3GkRV9RjVClQ0J+d/ql6+Sg5Pv9bU6OxUhzNwg8kow Hw79yH7vmskEUnj8CPryEIW6VGbU/ORj16gHlUPr+1HZx78b172YISBGza3w NRmLHz2VcXcS4sy0ztVHzvNwtuGQi/PDNlSQT5IVObNw0077I39I6CDixhmH qbegioyEbabQhwqaImpCTitAnNOR5159YsJu6Gh0RCEdl8GfqRsqZwjXiy8E uteHUWySGqkwQ4hJ1+ff7k1vIp7pxqbmZypA1G/xRp+NbMyOre4dMZ5BqXpW 7TqTLHx8VaVfFXsKkRznVvl0UnFR0gQaK2bjTOnI3Aw1FngLJGdTzcigSI8u eZ7NA3d6QvbiwAE0qnUlKtWGjXfsemyz6RYDJB5SLY67AD+N0NrvXSMH6Uvt GAnhQ2iv3pmiPRUy2E501PArWQ6rGI1e0dMXAvaCyyaFzcTbcwumRMeVgSRd 1eVfWoOMHp+/nH2UBUkRTxaSkhSgzlWwK2jda4RzYpIrTGkwnH4m/fSeGYJk 3diwf8d7Ij4sJdKhux6JfIpI7CwFsFzJnNssqSQWuzqwZdxoePDUCZXQyB5C lDrOE2p8JyZjK4bVM3sIfMslSf/8T6QRLj31IkkRY5O70SSbQSQXs4IduFAZ kra81etzJMPJuS1JbllknL70tkb3vRm0x8yo1dadibsu/jpD/UTHO4h8z3kX qEBjfospmWHBPcUhaoZYAG3lZg+THeXhzGz1T3yYkJAzIRncN46cznCfHfPg 4Y4JK78n87n4ct1Gg6wFFKzpc8ir6BkdN7cn/njwjY8DS+/M+ZwqwF80DIv0 bowh0cKkilu+AiiI235bfEIIrAyV470xclBzePV6GctJghWmVXr9GAO/ukg+ oqfFxdm//q1BJfKQebMh7eU8FmAj53sUg17U6P8up/XzC6Kt/MhC72IZeO9n 6nlveyOyi31HsXpCA71s7n7VXkVMin3x5ezAKGosvaq865wCbqgbyel4x4OO NK+bRskSwlX5vleRj5TopLoNZa6jQPj7gle6p9lw3W1kh+9bGQxro4T/TkoJ 5WyudkeyHByidVaF7CCD7YryvUYP+Ji0uWnHnpaHRGLw0gOVFB7QusJu2T8S QpABH41t4INkiVSYV6iExzX7p8Z9KTjpmUq7+CIH3G44qO8q42CjZoecU2xZ nHKH5OH5kYfVUorO/2POg3kfOzaT2NXIWuzY0/+bhrUNfUpTO34QrgfTdEQj fUSH6syGTmMODK8fdGZbcuDmjKpqPUcOSPD0vxcRdUj11kyEUo0iPqG6iUlK 4OJF7s5vFmpOEum37i8zT1EGXeE6/rHDikDCwWNcu+PEx2yTzY5ldURVoYK3 WzQXd7+jSCcE34krrj819vJ48Ch3r1sbnkLlGvPCRQmzvHL91Sx/QYxIYjtx rWotmgiPE04Py2Lat+km3VcsPGfBf3ny49OoDUWae3R2Ep/6rPddd2GDa9jX ZWZ7hggjv2NaTbN/Qfrhb+b2qwrl2ZVdaxgn4VQWfRflDQfbx6qPevJ52O7t U/+oFbLAb7/RuS9vACUVdQVpapNx5Ee/R3vilPCJOaLaymcssPW0eTX6nQ9G mZVJwV486Cti/Vj33xRqiztlx2qj4bk5PcGBlXyM+1VLDsb+JCyUk5MNnzOw lHp4i4+XDDxqv/g+u5mN4xZwg/Zd5QG1PVBU/44BliqWVlF6XHzz58yAX1Uf MXn0k04sZsGPkw5f9pl/J8BVyX3CvBndjB9MC8aDKKn48u7FejzcUr7V8qLh BCG6EFCysvUTChf7Rjr+PY3Sr8c7nekaQdrBlWwOg48PpDvpeoWwgBCdO0Cx pUFxhfGSSK4y7mnKvbnxDwZo5sp07tNRwvLW5x/sLvyG/ENVfAy0BfhzbOCI +TIhllQdrLqaNdvztVx5HCMESdfVQ/YHlTAzyGiUUcHAgbdHqQ0nlbD9QNAx r/ZpgrTGwuJn609iqJqqVrePBv4u+OXfRgy4MaLdpG1Ax0YVOk4bQhg4IoYu 6b1CBk3tZfRtxtPEl3vwhU8ZJkRU/uKuaglB3+PhWGIgRXV+GbsrV3NAbcPt OUptrajAbCOzmyYH11gyuw71iRFrnsZG7XAuOM5jfyoz5MFak05Cr4WD3fXv qxv804nAycflsXcjYkLwaqc3AhzVHf1ZbpMcLvq6/Z94RTY+ZFK/Jm12J7Vt X3+NSOQDnNXwTxFIkWRYpYK+NZYgUQoCHoobiPNJI0cf7eVi6GulJmo0IP+B V+03g2ehdXeZvMGgEjBwS7pTNgcXnDZc/tc4B8cWnbJbeV8OW1ru+FvvqAw8 S6ONWT6WItfpBvfndDaeChU7WY5y4cSMRSbjDRNMxvRRciIHg2xhRd7kDNLV vCSXUsYCLfeAz+yVLFhymb7nwiohGK3T589c5YNJY+eHvaMsXKxDOauQowxZ C/R3Bm6qRyQIfRDSXU40MFakhAfUElVJpzYV6nBhzeOXoBMiJoya6ygfVg8R ZyWLx5P7SFCbFL4tIoWPrd5uOM4J+IV2PI12rdwigIz+r2e1EtgQ1WXzOFhL CDdaeH+11n4kNLV9GE2xbPBf0Xig+nU3IWfmT9fax8C8mqiUFQltaBW97q6H DQcX/6iMmljPA5X+mtV3rlIha5xMbIhWwNjBs7m3WYjtFcjS0JwBAiyiVxHV Xwlj8a5ftm1i5K9r7LFvjRA4j4outH6lg118z6n3bB6cZm3PzemfJkT/+gUn efPhTflCxZjD7UTbG9ICIUNCJDhvvV07SsYNkYXdJR58UFXLTXQu4AKpNy1M HNo06ykBDi+M+tGhrGsLGUIWVmCSgibMOSCaPx5cQGpEk0u7RwXx8uA6HCbf ISdFB5Uqlpm8lseBzpfcNU2ZkPzVUXPakISbop95xe8gY2u3ZdQxazFy9TCO SD4pQf6bd6qrxXAxK2WODa7j4Wl9leNPdGYIfCDeIkHUi8hjQ/zTxkxMMlNc oExtITgx7n+x0ungn2RsAsOjyI68llqqOIZc7y+brs3pRrrDZtt2buLhWh3O h+uXJ4gyiqmEZz+MpOKCkBMrOfhhqUBNtl4AB/1W3gl5PkLImaaV5B7iQu+b 1Dqj5WNEqMK5/dvC+fCq8N35k3EtyOJbeuv4Tz647U3vvRtGxrZ+oS8peQLY K9xsde2kMib3qr8weE2FnHyP1aG9cuDlG+5fbyML6ldC8xczFPGmS0rFj0y+ E5k9R9/3pDLg8WtO0ToHHrawG0zP8Ogk9vgMyG9r4OAAeq7c1TIeXuLzTrvW kQPLv0V70TqkiMnJLR1yZ4HstrL9KmsmUAZnXqCLCw+QavxilVIBHj/vcnZg ozI81F9u2ob7Cfe/fGd+3FKA6oHNia9DO9DU+rVrPmyVhZzR38afU1lYLyQt UaOcBhZLIkXuJ5XAkVQdZt84SYTcjWtYmMuB07JBmWBJA4dtN8bZG+VhLGii TPHcFJHfQPI8OJeJdcYOZx8TvyQUB1OV5Ge9WCfMOjrSQkoEZk36VkUzoakY kUN3DxKHHmTPT/2DAlbc3ye3DPWheW3HBw1fNSJrzqaPx3wH0LnqS+OXls4g s0VTxgy7T6jGN/FN2AU+brjg1cx2IeOPCh8v6pUrg/o/9rpx5pNofP26kK3X SbDh4gAhPymPV9TaagkWzPpjQCi/+7ky/mBTMVi9fQzlSWgtUVfoGA9bOsvM kcXGB76MiLgs/J+b1PrgKB+uXti6+9sKPm6OvZiXSKUAT3vRj991HNz8q3lo IqUdvZNdRrpUI8D1V7Luz/cmwz3hTftiNyF+Pjop+2fdK7R2l/IFXMKHCMsH VlMTDEyJ8KJpFbJhzTqNNKEtB8iLnLRzmFyYmLQ7n585QMgaW0ac8FeG6ZdR qlqXydjqHf+hzAo65A/leb4te4Xu6GYpaxkpgCmJtKlMpIhN8Rbv8Lk0+LYo PfS0PgsvVSuutX1LhfJS9ZSnA4rYTW1iyNJUSgRVZFQGPJAgp/iu5Te0p4nC 3fsjJV1cvDQ+hnq/pJ6YZVzMegcudupqSRzXakABuX92LXw+68Up84wlhq1o SWDVIy1fRfB2qZp+ePk32nlp65fVTtPENW3FP9dby2BKw624fg8Stimc6vG8 I4OTzZ0lOUFCPJMvGi4Y5GKFFI328F9cSGi3y1jUKMRzs2OP+wmnif8BOuNQ gg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 5-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41Gsbx2cYjLHMPiMS4qC0WFpQeh5RyinHWyItSJaOKIRKiyFrUSrh MActKC2Srdf2u0kqRRKhxRYaVMjYxev9477uv+/r+nw/91fD9fgudwkSidSw MP/fai0zJmFfpCF2iPF7fxEDHmfeKx0NYkA1j0v52srDWz/7hGQmUnFn1ssK yuLvaFqv5rbfXgYWhyfa3Z1VAINDyt03n0lhMJo/MRBPA9t2j/TOE9KwMSiS /qeYBpVGGkn6Dj8RTFVVz7lNIxM1+TP9vSyIz+96b2RMhYvHWdvlR+gQZr4y KuEcF5rn15uaHmIAKTxuAn15gvrTpp6siSMDXFzsWviSjCOEXlI9J7pRQT5J WrCPgYtvK6TWBtBAwI41DFvyCSkrhhdGXxpBBa2R9SHBNLg5uLh7zkxE2I75 xUQWymDVbhL19lUyuFx5xluWNI6yA7rDaP4KEP2jd4v3FiY+ru5y5YwZGQv1 rLp1ZhnYv8W4zpRBwqQ9Km+8+yTxwahn/2oksvEd8YTKrcUMmPc6UBxMkwR5 mZiyyrsceKrkHuD9txhNaiVEC62ZWNnf0EsYpwjDbmIt1mEeVtmYGL7DSw4y VtnKxYePoTX1D06nM6jYVuC3uoNMxbdSjnzUOsQEkthY5Ftej5o7Gl3dVrAg ObJEk5RMAzPJUP7i2lqEcy6m1KynQLfjyeKjdmQgbfvQdMj+HeHrU1AVKfEB CbyLSMxsGjCrJ4uWdNUTui52TClXCua/eNSeFjVECITTHL7aV0LrevcalD1E 4Eyn5BUR/ajPra4/L4WO8dr7MSTrUXTgntLUwBomJO+o1RvaQwY2vcMrL0wS Z6zKUht4NI96mdkftpgxsOjK4BnJjzK4hDNQLxRKAUWh62LZPAMiWqSHT29m QHzOzPCo8zTSHQx/ezaGh3tmrI6XaLDxrus9Td9pFKzufcSrqEIGPx1QZa3f PYsEmsk1mcd40H3HiE8zmycYYVrlSf5yWGmFk1ukDhffHUyvR2Wy4HP6Tc+j t0zA+vseSaz8icL4ehezRp8TndU+mkefSsGQwg1q/YNWZHvprYRVCQVGSz+5 kKfomHTp2ZfzvyYR5TNXvHKnAm5qnMjpecuB1jT1p6sdfxEu9FyvIm8x0Ztr uatSlwLh7wpeLAtmgkdlTtYSLhXDxmh++qyYMNzGEDsayMERSt+bEPsFrsY+ ai6Z5GPSn632Bz49ISp0/SziVXlAEYVl7irmw4stedFeIXwYXi7m5xUqYn85 IsfKmYKTK5S6e6+wgEquOuBVysH6bXY5J5nS+Gjrn9sjqXy8OLUo4l9zDjh5 llJr6Q1oW++e7yM/KFg2uOd7n+cA4eKZpiOYGCLi7TfZdS3mwPim0X1MSxYE h94InkqhAQlKHzyLbES7Pq19n9RMxwGLtiuQ4tlY9Hpfkit3nsjIzDUwT6VD 6W+LOA8POpDwuSm27QnCozhihUdpE/GmkHbUNYaNHz22HBpV6iUSXPrVDnI4 8D1tb/Sm5SRcraYaLohnwLov/atcGr8hUq9tb8OiBiR4NJJpfUgWU7rmWpe9 YOAH/oby0kvIuBNFmbv19RFmzyNtNhmywSWsw8D0wBjhOXflzZCbApC++Zq6 Dr5B7mPpib+fSWAhQ8ZR4hULr8/KLFYz5GHb2lLf6DXSUDthvOzuXTFKLhKd Vtcm4/sFeapHuxg4QFnQ8LqCAawLTjevuZNwZ+xJW0YnBZuq//zq90ARiyX/ 3uHtJQUefxSuNS9h49il7NPONzgQ9GrbWHqZIlgqWVpF67HxpzKNuO3XRohZ v486lzADbtJfatdZ9RLgonh4xrwN7XlxQfn91jGU/PTafl09Dv5CUQeB3Bwh uBxYtq79I8oqTNdOFJFwRlKcwxnRBGo4V7vxljkfe2Q4LPMKYUD7fIn5az9p eFpjuDyKTccd55XTU7QUQf2hVJ+zjiLe280sXXrtK/INVfJeqc3DLQ1h6u/y FPGprEnJpiBFbPttp88kYyH/Gyws+tv7iW7HjUnO4dLg64Sf/6MvB8I9ZVf/ +FcW69foOGwOkcPidPeJHcckQV3bQMbGcI7o3BCRmrFrkhBIcnVFdcNEZb6v g9TOcdR4/Nb+1yYsKC26dS6H3oUKTLcoDFCooJfZaTxrJkIMVbUt2uFsYLl9 dN38Fw82ru0j9D6xcEuUMERmToTAwdvpv0c/IAuyZ831FhY+svb9hrTHFOB8 pY75tvIBzqv5pvLEyD8lS4O94jJBkigIfNLbRPgop9SqeXIxDLVLXldrQorv xpU7ti74+b6B7MpRRUg5mP3kQRoHFwSvNjo7zcL5ids2vrWSw5aW9v/o+UlB 0K8XYPptHLnMNR2ulGFimS9Lq38weRAwb3FH7pUCiJ+e/Q5RHAzShTV5s/Po Zucu9DGCBVqHAz8z1zHgefz4ectKFn6qI3GelkMHk3HlNMK2GZEg9HHIQDVR WsJzvqvfSLxJPrm9UIcNeEea84/Kb4R+W6NEs8kYES8rrLxRLAENyeE2kalc HFz/KHj33p/IvjTG5fUOHpTlWcSQ/2ZDtMj6v+e0+FDC89Pg7vpIqGt7y7Ve YsITw5Pbhv/5QVBNfWW0nOVwIknUqW3TjYxlGu+7WbNwkLqom+PCA6WRepN7 NyQhfvE/zUW7FTC2c2/72cbHZx1odsybYgIsYoyJug7i8q/tTjtXipDvMkM3 5w0L3tmgT73nuvCn476ffMfkwPLW363ui8ggSD9+LvkoF8zKPc0sHXuIzlek pXy5YcJmxX/acz9L4qaowoEyNy7czq6P6KjhAulnWlhvaCt6/Pd7j+T5X+hI dqKmHJ+BXecvZsSu5IBAY/pcAekDyjief1/KTB5cxsNke6hi1PDh9rX95+Xx qX1XD6uvV4CkyI7Jd1/JuDWmwivOnoxrDt9slov8hlzcDCNTgoZR373sJ6uT uZiRqmyNGzlYatogdMt6MmCPOIt4wU+kz+HGbF/KwCRT+aV0yU9E0B07/h+L aeCbbLgWxifRnfZIyRW5M8gl12CuIWcAxXzsy4o+ysMNOqzmpGszhGLcuTOy 9yeRuLcgJGAdC3sU6ZqYneDCz1fCRn2jKULVOSYn7cWCtwvfRgTFfkI07dZT Lz9LQU6+m0noTyrsDa5Np9ymwpKE0HxdOXl8Uk9l2aBpL3Hnu9+770I52BlI 8b5+koctbEczbrn1EfdaSyo2v+XgQJmH1BtVHJz4l9DkpAUHjLpivCg9YjSR KyrDqiyQtqk6pLRhBq1Z/eFzdRgP0KI4XaVyHt4U8Wv3pNUCJyuM1nfiEeL1 kcd2zicUoO7Xn9dfhvYgbVNDF4csKuRM/jD8LGTgqiv3EkxGpcFieZTgcJAi VAUc3FfSPk+E3I9t0nzIAu46n72BHtJgZ3NzmrlFFlychmLe2pAgv4nk7qmi gHN2bPCfNnxJyI8KFWVfK4CXqpetivs4cSp79tibGAVw8+h/+dBtjDjy+K6G cKsEuAdZdn25O4JUO0+Mrn7xAR1STDDKcxKjC3VXp6+umkcHchPeB3O+oPpj 11+FXeZi7bVbK3IMJHELreWKXjUdbkcf9LExnUfTm8xCdiaRQJeplXy7WB6v afhLi7eUAfbrNMWnYpm42bpmtG73FOoU/KZ60mkYj1vuk1KWxvY+mS/3VDPx A1fxNs9JLjD8pwxbjvNx26UredclJeDoOpXr5XUc3DbYNjaT2o0Gc0tW915l wwYztTT+Xyx4iyMMsxW5MDNrG5F/5xfhmRKYEOjMhLnn0Yu0rpFxRUqsR/kd Wcgfy3OvrXqB4lZZFhqPyMN6Eml7lUAev1PjDXQbS0PXHxmhwSsYOE97k1iz Qwqqy5eklv6Sx9a0rqzLDuPE6ZpbrwMfDyNdFVGb0T0SFO4/FDUsYmOJmVxL TkMzcXCScXGTHRsHhp9pc7D4gAIf/kekWcmHpfe8Hux91ImWn3pTrHVMHox7 ztgFOgyjvVd3fjFxmCOeJ2w8ZxYhgyWaMmNH3Ei4zNKqXTgsg1PM9w3nnF7w g2Ow8Ks8D9NS1brDB9lQzxJtpnuyIXWz4/QyaTYotvkIrKW5oF8AGebFTCwZ sPLixEIvKOvKfH82SIw2vDwvRgWjRI3C+t2X+hiQ50nNNdgmJtSSTmk+r51E CTqW3szkdqL8kqPyvvJ8wuz1ia92zCpUa/ZEpdL+N1Fgl2B1eH4EHbj6tCKp dIj4dFajqy5lEA1YxpN1YudRfbBnWEKXBN55cVeq3u8e9HtuyHsqYhw5usW+ f5Q5gVJd9z8M2CyPJ6P2ln3mU6Ehxn/OZOFem6Db/d0ps6grFNa6O9Hxc3b5 jQvlEnDBuoWkcoqBy1dv76MbMPHWWuuA4ww+VjZUOXN/bhj9D5bfL6Y= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 6-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk01fsXvde9psvle+fSQCmUyFAU8fkopXollVKUxNVE4clQyFVeiEIp ikoDeuKpDKnoe1Io0zNH4iFzkeFmjp/fH2ftf87aa+21ztl7L3F02+MsQaFQ Gubm/6ivcvpvlc2yEPGT+G2XQ0DmiUmWqR4bPvB59G8NfCy3+jn971VyuDX5 41v6wh9o6RTz5mWCjcXBt6yfTDMhbIW2WjxTBoP+rGdfFAOW3rBhOVXKwAbv y4p/iBngVXNlo+yHQQQTBR9mhJOIWM03yW3nQlRmW43+OhnY8+RxZHAyCy6a aYXEBPBgYux7irESGyjBV8dQ8wukrZ+XVuBMA7iy0DH7IxXfPvijN0vYgbIy KVIiWwKfC3G6KTBhgogToXdxcRO6Pc8+vddpBGU1XK4IPM+Abs6nOxklfaTV L4+wy9nS+LOtqeWTUzRwiHzPXxE7igrNB91PbiYgtL9zs+tmFm5O8eenMGk4 QdOiXX2awPSkcZ+XQMWUfQvKXLtoOHm2uck3iYcfi8cWPFxIwJFdkdSlcpIg Lx2W9+4JFy48fuo/fW0UjS+LCU3YzsJC/cqiBe0EDArFy9hOfFzkFHLeZYcC JGpbyUUF/0JDrN0xV+IY2Erksfo/qgw+EfPvJWItByjidT3u+RXI0NUDP+Nx Ie7ya1VKHAOSigUmjvHlCKdeuVNkSIcLwdwaijoNKFvra4/uryJPJ84cX7S3 AYlccyisFAbgvt3qZkQVqeFgzZJ0pGPddlrCRtchUpQwyRUofyPvvqaG5AUM kTjJPm7VX70o8Xx+V5k3C+O1T8Mo20eQhcVk12o6B+J2lGj+3EcF66zoXb8j JXGidrJy3z+zKKI+yThwmIV7Ir/70b5I40RO7CW/dmmgM9uu5M0S8PrpkjNo nAVRqVODI0cmUWJ0+p0INSms4nriVM5baVxl+JVWt3MWiVTjipLO8KFY38VA fhMViIvL8mP/lMMUIv0J96gAP/l+vwLlycLrshcZRhkcwDq2/0hoDaAcw+sv 0zZ+JFs/nFZ1yZWE15m1q9Q2NyGr8H8lLF7TYWf0A6O+VBamhL9vvjA8jsyj 3v1k6BK4tnosteNfLrykq93XtRCTDooZp3JcxWT+JmnjYAspCK7KKl5xngUZ mltrLt5lYNgQKrg/LSbrNazS/JgKcILeVRa4nwo112/cKrokhePezmvvjGSD 0SO3vtu9fKzTaJ3qw5LCO5fXtBpBFdraue/HUD8dB56U/9ag3U86HL+nLhr7 SfpqeQYLjfgwajpiyzJng4vLmoDtx5lAgTdp7y9XI+lx97wDsSx8dv42JiWK g8/kmD1eqkWFxKQMXbN4RXjjd9ak+yALKDhggmPlSWbard57s7eeLMtmuDiG cfB0aFfbhFU3GePQq3yYy4XYYwoJPs1U/EF5UbAoioCTd3cdIff2IUqnVWfl /Eq04HTL0nvy8pjeNtOwopjA9uHBMe19ErgVhZgJu7rIezbjOlxDHjhc/E/X 6NAvMgeY6ZqmBFC63Y0cv5chI3NjBeN8Ok4gpA9KfGLjqMG9T1tqR1FcTs85 FTUqFseh/u4UNj6rJKosfUvAH5efM2WV5/gjfKyIVjp+kpwet3yEwGLayR2u pySBeEVKO5fzcMRSzrkjN7nQrnjYgz9NgPk8c4tQTQ5+Yd1j4+AyQk57fFEP xwT099e5QXA3CQ4KTlNmjejcp3+5aZfGUFzudTsNTS4WpSf/aXCHAqJrXnkG LV+Q//734poMCZwYe9XGr2cMWW7xiudVyEBukd7KEI4i3mPVvI33hACVdMmu I+oKWPlL6EmFB53IPWieq5YaH0/u3hC6aJTAvsnjtFpvBRwVkhzs9VUCKMab NvW29JLX2fs077XLgLs9LrytIweMu+tvfrCUxzpF6jYbA+Xw4ayRKs9zkqCi pittqTdDKrVGlPu3TZIiGk+jp3yQDP3umOiRNI6q3R7ala5ngyXr1zl6UzvK MtrM7KPLgIlT999pJX2IWKS8WS2YA4sZ8f59974jsHG1f+VSj1y4Ordaq7n4 xNoa43vP6DAyMG5jkBZFUiSyvF501pIVGruc7FMEGH620G4o16LkTsu4a1pz fvhUV1ZrRAHc9hx1r//Ex1nnV+v7T7JxMK00YaeaAjY3339b00MSplOaelt2 TSCHmVqnd9IsrHMkKzzoGR+DVHbR8+lZ5P9L5tU1Xy4sc/L6yjIggHUkLWnd ay7OVZe4wEhVhNSeW5WPrn1GFAh6Ftj3gbSdHF58XKmWLIvz2ZatzoHq8LXZ 0WZ9pE5jtUTd+l9kb0SH4V8ZdKiMC7a8HM/DE2lGlNS5fNn/JsyhdAcfzKZm 62578iC0Z/urgGUCGNnilPyG30yqqLnKNYSzYFG+/Bkvu0FSxshdetkROfzD bnXmrFEHWidd/VS4nY0PmD04kLKGwNjauXGgUYBLd5cG+ZWNkrApbB1Z/h/p tLHz0YbcPuS+Qk94xFgAr0cHGpkrmGB19YdPFYsLGx7o1xd2SoDovltAnAsP jFJLNi8J6CJbP1GWCuQGyTcJCXl/jkji2pDsvjwhD1IK1Z8ozYrRiZRbqnIC AptpuyVUzukQLZkMyKLUow3oucByrSI4jF6U7ZARI3p8DvtSgCL2tY12UjFk whYb4YBfIQ03hL09dXU/FRuy/IadZnuRg1Dv8h3vQSQw0zeObRZgIl5pO567 g69ZchWfpGiAj13dFCUaQIMx9x3Sauf80Uh+qSKtiXx/lHlEuUke3OP01sLo OCrRfrojLG4GOWTozlSm9qFaLf9Z3U1TSNyZFXjWgI2vuSlQCrIEMPApoVpH f4JsUez5dmyFDKRmCtcHDciAY+e08T4jOVgcE5SpISePvxPNsZe8u8nHPzyq fiTIgTjIMT50lo+9pNNlbhZwsW/vVwtZZz7ot4WdoneIkdrrkFkxnQtSlgVH 5xlPoZUFoQam8znwYpW+YSseIjnHewuXbyGgfPiPGx+DOlDStyovqqkcpI73 631NILDaUMkLlcOysGlliMjJWwHETVcnhAlUCHwaUauazgaBeUXgtXcyYG35 YJI114NuN3GU2yQlILOW4nx8AROXiVfGX3xbQsqPJCjIljKhqyiAS8A46Zsy faYsjAkG19oiUh+PkSeePVmSsEUCZhbqxlkHj6BFrZ4jq4vrUctXv50ql0bR pfLoyWjtWVSozlmQw2pFFWdufLp4jYdJhuVCDwNJ/JnxOVLzgyL0p728FWZG xZOmJoE7YykQGfR6T1WeIl5TuWsZfykBCXUh2iNCDq7bXjRSvncC1T3uM2GU y2M8am4rqSSFRbJcuWcPOTjNUbz1+DgPvujWBX35zceN3xt/TcW3I4Fcr0NJ Ig+MTZTvCXaxITuaUR27WQBT01Z/ZT4eJmV6D7fr63NgpjB0/rLrVIwubGnU sJGHzF/PnUsKitFZ56nCs9OKYEihbCsQyWMNe5v5upEy0LY8Mej8KgJbh1t+ pq6SgQ/5i+PfDMvjvx+G3+U/HyfPFT0s9Xo2iJo2qioXn5SAbLujIYM9HLxE zz7j0IIG8vA4ccXUmoPxTVo8eacBeaXv7lF9JwA+A3t6u7Wjlb5lL5edkYdV tGNv3RSH0YHonc3rbWbIYL+G9sAZWSxRmxQxJKTgexr7VFd6MfAdM9vB1HMC /NPDQMPTgwfxGw9OrpDigDDBcfrgBgHoZEGi2UsW3p3kWy/yYUFeW1KNv7cY USNjFxQU/SKLmIZ7w7sIuFU7j7np1CipHOurWlgyjij0Cta37lYyP/ygkm1+ Jql0+qH5x7H3qMTkxYJ3+3+TirmBPiPfRtCh6Ny3sW/m8t03uUzq4gDqM4+i qkfMIlepvY8Gmul455U98Zq/O5Btsd9Cp45xdFAYUfNP0hi6o+gj3GWsiMdD DuR9FcgAzXZE0n9On6X3o972O9PIIiu7/Pw+Fi7k5N+8lC8BPqGDwmB9Ns5f va1LUZeFi1wFrYVZfEir6z+w/NPc/ul3W8U+Asg69W3/umY+3uecFieyIWDx rfq2o8JyFKnZ6aq2hgV2LUv+26ylgB95rBlJZBEQ7nnMmOrAwuH2CiHzG6Th 1Z1HSRrLQ0nGoIK/fRYNztoRz/Ir+5CeevHhYWMqJBeoX7hWSYCQc1X5jzwq nNTQPRms2IsCI95r96oPk65qrPq8DgGw/PptV8xUkwbOA95OgVKgssvgBbuz hjQPfjQR8EoC080qbB8FviMVu+9PVQ4xsGtr5/r17CFS+0Je/5twOuYnSLWX PC0md5ywUDv+gIl5taqUnzXvUM4hhc6URj50P78Fxz8PocnYQzS9MFlQf6E0 ZQrj6LCb1RC27UKBLQlXjqpKYrsN6W/PGv5AO4nInhMmctit/dY2kiGJr0fE tFfWyeDqmLGbyk487Mnc2DN8g4kV9LcpiaP5IOvHo1dGsHBuaWfm8BAT4mMf V2nbEfjK0BfnwX+k4E+LozHJs2xsgE0XGUW0oujp/EVuWlxcmHtvMdTN/S/T LeNAOA/vsS99tFaaAf8D9pNo7A== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 7-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01P0Xx4eZMZphVjOjKIpspdBie/T5KC0KaRNSyVKKIrJVMspaKVLx SLRREXpskeV7laVFUUlos29FYmSNn98f99z/7vvce+55nddCJ8/trpIkEun7 bP2/34/2/hbUz4CLv9h/9xSwQY/V6q2uKAcVAj6lvVGAA7vWelpIM3FL2osy iuJPZHWoQ7vjDw+LQ6/vfDAlC9NTXVKrrtExrJjx6YuhgyYe1Q70YMA/fuGs LWI6dPy3ZuZYxBCC8WcV0y4T6IgflqTzhRCT2/phhYE0xPWwaCUhPDhrqh1x NYgP66U2JCVLyAEpNHoUfc1BxTsUE8heVIDzik75LySwVNrKkcqoLpSXS5IS 2bPx9h9HlqtrsEHEu6h3dsFnhPVlP48dHUF5jeFvg0/SQfum8gpqUj9hPXI8 KjyfhvUrOdyjvlRwvPxcoBn/B3UY7R4LmuRAZH/neo/1HHzYqbruLpOKk5Zs bFOfYmOFw7ytj5PJmLRLocaji4yJOE/5DT+F+J54VOGOIhtQytLmXFMayNCi SsofyIHR2Nhb24ExNKZ6NTJpMwfbzC3RynjAhUEXsSrXWYAn42IL+GVsuLXM mhETOoIOyyyWS3SRxdai48u/S0jjIo1aez0jPpDEBj1epW/RBodftcf1BJAQ /lSFlEAHOe2ZDlOHOoTTzydW6VNAQtKH/0CLCqRNDfUHbN4RI5aj5VJtzUjk UUDi3KfDK/90iYzP7wkNx50cqhMFe8ffiLUzHSZESRNyQqV2Yv1mM3L6zmEC p+5LWBrWi5r+FN+ZseBhvCojirR5GDmp+VdrU/iQYPFqya9dEtB9boVGZD0N 31qWptSXNYNcTi+zzfvIwz2Xf5wiN9PwP3/bdl90pQNFtvV8yQwbvr0o3c/6 woOY9MnB4f0TyN72JL//pDRW9nA7UlBGw2e27S7ZYSGBRSoJVanHBMCxCr/y hkcG9lnV0nhvBr4UVftgVTkfsI59lqT2AArP8jr1ufYV0VJxVMW9kAoBty+P OKh8Q9YXaiU3PqWAOpjyE8J5mHTh+dczQ2PoQfF82ckODq5/P5reUSsH7kks lsbhP4QjK/tIgYeYkH9gau2QIg2h7/KqNU9yQPcYoSx/RBbDP5HClCkxsZJs HWN1gw1ulK6aYBsJqB8w4420SuOEMvm2zstcyLjbnKaW/AFt6tz183c/Be/3 TZXbpDxIOB5KVheN/iIqnhYUBCA2kKD40fPw9+jF5fySUS8ePjHXXJYUw8OS 39PmXJ+UhFup2bqmN1jgrnBHzNLmAQkHjfOsfQizq3ntAdubiJp8urtTFA8P Z/UtLq3oJa469irtlZMDYdfLML8yMq5Qmh8qimHDksL+nCvy/YjUad1ZN7cO LdpitLN2hokprdONmtVsnNhUZKzfQ8EtKMLUpauLaHdYZ7TeWwiOZ7/rGjmM EEt0VNYEDXOA1O1l5PSjBk1uLjt144cUTmLT7CRfcvGp56LQq8bjKKGgJ1BZ TQLDtWSkmyyHT8wT1b2e/et7ogSrfqnZ+Rf9rdktFKy4QqsouJiLxeTDFh5H qJDop7P5QCUXzOTNNkYumeWIuNPfwG+EmDrerH4Bs0H2kX7OyN9eAhyZzpOm TWj5aS2ziqnZvMIrezSWyOHxzLhFq+0kQXTJt2T1t2akG90UO5RGwbfio3ef 6hlFJo/ii/oPM6CwSk8rgsfCeop67ufduKCcSe3ar87EFz74V7l0dyOvEHkP bTUBNm5kXKsu4+KAtDFyvR8Td1c+r1jfSAGS8bp1vd96idfkZqUUEQO89uHK f3UYYL444GXfJhbWqVLfvTaYgan5xm0pxTRQVtOlWelNEzODRZsN8v8SIjJf o+fNIOE+cjyabDKJ3nve2fPakAurVtT3ZzZ0oDyj9bJ9FGlwD2cPSyT1I/Z8 pfVqoTz4O9dM8Ur4AILdHvuK3BtQUtn4uwiyELut+mCc/JgCTjctu+YdvUKQ JPN8czrria8nTn1Rbp3lV4buHO1hJlQtCHlAfcjGZmY2/y45ToWUMaX9e8cn keN0vXM5jYO773quKkgRgKqz7xfOajaEDdjJbOoR4EJ1yTP0dBbcDozf3i7d jEgQ8ji4r4L4Ip2Zel+/gahJ8DfPV+fBXsf8xFOUfkKn6b3kR8MRYp2327kT X6SgLiHUKvwGH9MTs+4pRw4hm+Iox9cWAnhZ4GivkS+EyJ7NRUGqQsCfEpvE 3BZCWc2D0XiBA0Gf4i5+5g0R0kZeNNX9DNxx52Vt5p4uZEB7n+GymYsPJcZm jfVwMN7p2jTQJMQv+y2ituqNE7AuyoB4851Y1WEZejuiH3lp6rnsNxZCq9HX WLn5bLCO/un/jiMHjGtKTTFtFBCleAYluPNhrol9Y1JzD9HykrRIyBgkOjM9 nHzWSuP6iPy+Ehc+aB7dkua2chS53b+uwhCysUttkrBqDQcc/5yd0yEtRs2n H6Y8OsjBAfaxzsr6sqAYv0H4tomKG6PKjkTbSOC+GW22bfFP5OiiF57oN4hi MrOeyNKogA9Gr4sRDaAUzWXhZXmzfDKSWcQifybUoqg+0h0s8ErQWwV/xhAj p3/L4h4SdszWna5L70NMgxeLVy6cRuLOvOATq7n4Pyd5lf5cOqTnuhiGDEjD /oPnKt2ETFhwNSRXgyGDTab3hRkO9BL3fh5/9zOJAXa65XyxkgCkrJ4dkDee RF9mPKa9FfiQs3SFfgv+TVTf7FOwmuLAm6EtcS9COpDX0/JWfwUmpI/1631J YmPDQls5irQMrNOKEDn7McFn75a2C35kCM64WK+SyYWPC6K38x0YsNPq9gRn /RzQ2V0vp/yDDLn1JNdDCrK4/RzTJ+bSG0JmOIk557Us/NQ1fHzMfpIIuD91 rCZKFjbGdDCNF04Qbo8fLEzaIAkhrW1xNbEjaH6Lz/Dy6gbkybSyMmkdQ+fe xE7ELptBfKlfmfbPWtHbY3Evz17i49DvrjMxx2n4E/3T5SUVLJCw9DVfxCXj iTUmwZbxJBCN6P+5H8XBK+u2qgoWzXrCy68bFnjy8cfNVcNvdoyjvPlmWgH1 LIz/mNlT50lhHv+WnV0uHz9yEm86NMaHypL22LndQjA2UUoWbuVC8YvMBBUD PkxXRs5VvSKBJ3O6pnS2syB35D/XV8+qUZeK3YH3jzigTyKZPxPJYBWuba+7 KgNaF98KObmUjefFWBu/LaBDRemCG8VDMpg4SmG2mU8SgVV3Xvs+HkSrmdOF EXYUyN9zIGKwh4crRQp/3O41E3vH2OfX7OThiUVqibq6n5Fv5rYelXLhrFdU KtXt70BaATVPVI/JwIHPCdTHI8PINtbyq+HuacIs9xHJ4akMlqxPvfjbhYSL eso1Q0xkcaKp/WB6oBD/jkLPqnOEcGOt3YSmFA/+LaQFV1nyoKQ19cNpPzFS q2qNYnHGiCpZ/R0XutjQoOJz81nlGKEUH6BS+WoM2VbrMZnZbUTpBbt59qW5 hK13d5ELpwq9MslRKLf5S2wKt+kLnBxBDrGFZfHFv4iRtyxa/udB1GcWI6F+ cQadaVx3jmDRsOX57TeW/O1A1c4y+XFnJ5Gdy8UPWamjCE8NXhWu5eCxCNuS L0JpSKmpKt49u4+V393etsQp1Mv2dl+qMXsnXum1c6WSsDgjXxgzXw6XLjfv YulysJGjps5pFhcWXG9oPeDyBhWWjGfZkHmw59vC7+u1mbheVn7TumccuOBz 0FjCkYNpTxzruPZ0KEq8m6qxOJLokhz+1F5FhRN72I9L6/qQjMnd82IGGdKe qZ+5VMeG69fSv9f8S4bDGrqHQ1m9KKx57qEStpjwUOM0lHQI4fqtefSwv/XE atcBP+dgKWgSH3F6MvWRMAu9Ox5UJIkV2twWVNg8J1jdKZN1v+nY+dMlVuPX IWLZmZL+4gsUXO4WsEtB8xVh4bZR7dBtWbyL+tq6P/c5KnBgdt5vEkC0b7bv 8yfDaCLegawXNQcur74Wdsd+Eu31tP6N7buQSbKTiciBhvf8k1l2Qv8nKgwy Mq+dx8SebdfNCToVa5OttAJnPev91dFrSs58bD0gM0/Nlo2ZK8zniWMFYGER dnCHKw8Xvu7MHfotC0mpFiHRPC4+/7vZdTBLCkxzcrdpzcjh1XjNfKOLLUgc I5jJthDgysLkBfCRDaf3rQ07WCvE2/e9vruKRod8vk6ijqcQdDZle/2yEYKw hq54wkkAAVek3+m9F8Ivrpdh8BwhrEAGT/W20CDTvNv1nR8XboUNpVLPSINb w0Lk9pQJK1u4gUOWc8A59sdythQHrv5SzL6/bZxYs7eqYOdhDrTlxAVSlWm4 4TesLt7KBPnfNVoZZ+hY7/j+CmoAF9DdwO9aGWw85N39+YQZBQSx6kHO3mKU 52Ro8PDYOGFc4JzNThNC0cN7+2oyu4i0Aw+X1ZhSsd9Na0m/6R7i9qLNJx9L cvGbBMN7h2tbUCLvaB7vlgAMSv6qJWoOoG1Hp8eSsiRAKXvCOrZ8EInnWges bp4k3vVVZPzZWIQmij6Ftz8V4lGB5tYXOpOI86xGPe47AzM9vh5btnUG/Rfv ypavFuBt/oyi3jVSWPK1hqa/Kh1GnIasI/ulsOX9vR37Wt8QlQZSTm7tLFyc qHkseaccXuU54H+8nYfvbH9vGLdjkBAbOWo/TBTgm3uiXcK+CvH/ANCimS4= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 8-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVXk4lGsfHvs6vDNjZlIKJXsLiWzneRwcFTkqVCTKWmQpiTZLsqYoRTgo kcMpIiHL+1PSgpImJAlFTGQbsjV9fX/c1/3vfV33pnwoYJenIIVC6f+N/7PN ydXihz/KwMVx4qfzQwJ8jc+y0gxZ0MhiCn/uYuE4iyLVoHQC9xU8rxdWGEVR p5OSfQgW5kVfty9cokKEymAD142KYdOv49xkSWhF9iXttjJgEhIja82ThGOP 6NK2p3gI5h838j0WkDXHQ+H7JSZEma2LTT3LhCeG2p3mCiygRCf9QB/LUMHV 6ASd+2IACQqHKp4LYPHG0+PXhofRg3KKaIQTgRV+CcyofaBBBOOibtSqD+i0 UwJn/N4P9KAr5lX4KUko8gkcydw/QdrNBMXHVIjhtJ/lj7QrxcDt8hOWRtos sn61yTz/EwPixgYt/SxpuNCzmZlqKYaztKwG1JYI/FDKa3rsngimOKxo8RsS wk51nf0fyiVAWiy+tqFQDnpTZi5dS1pEcyqpcVnbabhv3wMRiRw5mPDgqdDd WXh0nLv5QwQdctfbSSVHz6DRLZ9tl0wJbBcRtOGTgDi2yyh0qDzBBgpvy3Bg 3SvEffToYp1cO8JFCRlNBsJgmN9dlOAhBpStHZyDjm/I2sJNL9oqPqIIv4cU 2h1JWAUVfM9ODqnuZk8TOSSMe7z565usZsiIrAU5tuJnsqcnP2+VywyJ8w+k a18YQdJrOL359kyMNxfHU7ZPIyNtFU9hIzak27zUGncQgIpq9UPKjpI4d32B IvfeL3RwG92g5hsTD1/+dlqoWwzvIYq5f2hTQZjan1D7iwDNGdf9DVNMSC5a nJh2XUAru25ZiMpIYSU/nyMP68Vw7ptj32VWCeGINelN+f4sIIfffw5gigAR pVKXdkwK04MOutXebCX7Go+u8a0SAVdr7aeed/qQXeJrQatHwrDHy1hgRyoT UxKffDw3NYd0XybjxiYG5rT/KPryWg625un2xDfOkW6yJUce+vFIwin4+HZ9 KYh+8+CZxikacHZhSxEzAoNJHDtniUf63j9e4etEBx/hoZZwRwGIKVVBX8Kl cHr9soHBy3RwvqLT7XDvHdo66DA6OSaM5U3fjAW3T5Ju3tlqET/GyaowP9sx Hg0oUPPfk5h2lHPhpKfXGSYOlt9GpSQzsHe90d7/FoQhN79ExyxTFmx8qvc6 6TCBgs/OM+yOky8DvXxNlz6QLRWSvofiGZg/360Sc2qUTHUbUXSRk4OxLSX5 Uu0iuFFxZXREMgFi1f6r5xkTiDJoN9gm34Y2pt5J1lemYeF+fpfGMwJzzYUX FVaI4T4Ua+YxNET2MFJorR0MoHwNNDr0rQWpxXyPrLCXwFmE2D7BF3SsbaJ8 d2JgEaU/HA5TUhXAKXq5ArYvWDh4eURbcz0BpyPNApRXi+K+iyftiD5hrOuc dbmrXA7zhA7b+B0RgXQqodlYLwcWyyys4rQY+FPe2AVq1Q9yKahbLRETQN1N WD+pHiXBTcZ90ew9Mgo3rAmqWkLpVVec1bXksHWSasUWK2GIuHSiVr+3G6nt 3EBdbBfFuWlJe04P/0AFJk6VgjYyUNWkqxnLkMXK74oqNPbKgdJdkSFXNRls vi6ja/4IFwVGLvNbp8rCVyvzydBKORxaMCfECZHB2k/Kzc9J/O6Lsbn5SO8I +aIxeBnbUwYCD+CnNzZKQaFaWHDWNhre2KS258/fvnvYz0dlGEmCkqqOmK0u nyy68q4k7ggFIoSY6sOtE6Ro6IG/XJfzUXvALedmQzosJQ8m1oh9RQ+MLKlc YXGQN72zMmP/BCJWKlqqRjPAW2PLB4PeCQR7/A5U+3YgwbK7+ze7pJIUwQcn ygY5ZOB9/p6ox7/3plhHYt20DKgGn6WlHqZjCwvHG1pBIvA8rVEvjstHbnyO e4MYDVPkfbQ6n/YgCkSWhnMbyfuGnys4SV1kS/rJbRVqDJhz+Wf1J/EJcuP7 dsF3hjOk2D31a7PmEtCWHm0bk8nEJouH3einecixJt6t2YYFVSFmU4+e9JNK qn5SXYk08Js07LmyME2KGwWKqbhK4YwSTsPtimG0Ray92GM7HStyVO3XNTMw tvd8//09Gz/r3q9U1rVIgnn8FrL1E3l7nU3anp0TKFBD18PVmA2pLbNbvr2i gV3S6Mk3NDl4fd76VK+cGETkBJxN92WChQRlW9PJb2TfC8pqttQEyQgWl8x6 LYk5sRXcWg8m5DOVGjXz55HPnetrpNgE3r3ocFBOlgFus1ESX8R5SEJ+dP06 YwYOdUpxVzKgwhJP215BVRx3xdcfSXIUwNXy9y6NwDhy89CNyQiZQDrZSrU6 pmKAvZLMkyO+IwixWNzx7PeeGEmvlhX6QOY4vA/YnUODwHTdzTA7hyiOmcZ7 SgSxW4kOv62Ii+pzkqz0CiiYN/ggPFifjgX2nZj8GEWFonIPw8jv4rBeu7f2 ZS4Bq1Ijy9WlpLGLe3aoa+EoeXs06M1olhSULZasrt3NhjLtTQZ9eJIsWPHv 9sQ+BrROWV99HvkFMSNdxsXzCCiaG9Ptyfrd55d81+oFGTDXjI1wD5EB2sJ/ 9clRIhBefJGz5i4d+o1LEytMZMDe9uYCzVIC6I3UEm8hUSjnUDy9V1Ax4+u4 n7ZDGyk9nSUj0UyF1ydvnBww4pOhd5b8W+Kp0JCVblnft0T6lBYqZ/0lCJvf JqvGdfxAK/uOT2941oG+myWryYcvovOtKQsp63+hYu+EnPDcz+iV/9UXUZeY OKu4vrxhWAJ3SnZe1mqUhTWmhUVpDBG88Idp+I40Clwpa93fcZCB9dr+VmGt JmDt9O3leqVs/G5703Tr7nk0UB/zrPo6DeNZCyeR5aJYIy1dL2uRjf87xNvq PceEZj+DdUHH2cB/GievckUA7xpz9661pUH5zH3Pl4+foYi4jivlcQwwoFC2 PY6QxkRNR5TOLyr0r82NPKVN4J2bxS9Lx1ChsW5VZs2UNKYH/G2ers4nw5pu NZ8onUArh5M6fM+KQoXzwdiJYQYWOhYnVRX0kXSZIxL+sGdg/T6uwt/UXnTi 7s7hNQ1sOFSJD7tEDyHN0JZKFX9psCINBeRkZ9HelB0fDffwyfjgjfPtpCwW 5ORfnPSgYKfSoZiD6gTOMHOaKApjY2Mn3fxIBybU9ue/PRPCQz9aOvxFbyyQ TVSD3YlDBKSe8c1+5LZIKqaFrnn6cg41D73qZRd8IesS9y13qisnNY89v5/o /hy9NC1b0eD4k9z4MeDhLus5tD+lqj6tZpy8X3+CkX5zCnEtkgXULv5Cs2vb UwvOSOAdCbsytX5+QXRNZ3vszUf7PC6+vZf/A7nPK+iTdAaei91b28MWhwu3 9pm9+q3fNiRvZCBjCbl0nt0wrcXETxl1187XCcKtEb1/1xqzcN2GbUOyOjQ8 5FHcWDfDgFXXO/oPerSimMOrKk2FmODcq/zJcp0M5iYeIT1zGZB4/Pdxu9Hw N9wZlKxIheqMvHz1tXGkY+mBN3o0cQh2Jkrr2rhoRf/fKU+kRaDgsdq5S20E 1JB3hmL+FYHD6jqHo2VHkIK27M057VnST5XWUfuFDdy8GO9C3U5S3/N7iHu4 KGQnzdy4b9NFWkTnzZ+tFsQZl5KPBLk+JWW/5iy2TUrio82hGa3veeT6c7Vj NYnCOItrcvfYSAtp42Ol6n2TistdOd1eTU/Rw/0yg3fes2CF5Fv92y9n0ELa fiHdeAmIDYmCFcZ85BJgN4mdhpBSbNDzsDcS2Nnkbn2wwSi6rXbmafEtAgcM XN9GSorgG6e09IMdZHB76o9riu5MXPlPsvwmgo5lNm1bzkthwcphv3/iApi4 qnmwfGqSCt2MuRsmCwycMNntOXFPFK42tk2H6bGxPv5jpdHFPqSorMKa9JaD 3AtT+SLnxEGU8bamZ4EAvT562NQOCeB1Kf/j3UaH1HGFkjs758n3gdktCn8w YKDsapiIkhg2XXyhziUJWDbZoll8ThInT8t+tjwsBygv7JNmMYG9zpxOU/YS BVaK2ln3YzzU3vOkyGPFEmn80L2EKGBD5q/ev7yIEbLg4L/rW8xEsC+tONsj 5xt5c/X2U6WCdLzRralEIHUAZTCOPmDkskBna+jerqIJtPMofy7rngAMbnRP exA9hXjydqH63YvkVNw9n9yJGrRQ3Rnz+REbvzf9s7Jbmo9oj1vUrn6Swt+8 3mTSdwjg+2mexLJnLBxRc06z+5o4FmxW1zipIgkXUqW0Oxx/5/uOy5cD/a2k 1IFLSwvZNFyToeGfbS+HMy0ETLkLTHxrV7vh1d0TpLm/+1r71t+/zGn+bnXl G3ni2vK/VhowQCXubeTmtTTsqWzbqneeDbUHXQo7rdlYvXrHmqQEKvjUxPRp OE+RtFVPdK07CfAXjWroGf6JBD5fwZqmBJw4OpZu70/HA3l/tmw+KgznlX82 sR4TcLi41ilwlgK9zg2zyYMzpONksfnPfRQQUbuc2nSrHVlnXBP1LaRAmJdG uUEOHduUzYXtpwWRy58/7rNbmkAXef4HakyyyZXjd5+HJNDxTr4XvydzCBXe uJC0WNWGznIsl6I2zCLXWDSt3U2H5RkDjFmaNDbnzj27JFREhtKjjDY9lsBB Ee/MeJVCuL1hzkHKQhy3nHKxchphY90LRrHu+QT++s7Ew5FDgI7Ojr2BXrLY f0uWS6bzHJlKWU6XfS2H+dcf9bhpccj/ASbcvdc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 9-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81Ov7xscwlhnLZ2bMjBZbZMtJnKRSPY+ikpT6KkWLnZCUEJUtGUuJ UoRzUokO2SOyPA9Jkk6RiJyMQkx20zRZf35/XK/79br/uv647vd9qTufOehG JpFIfUv6/7n6nc2h9fJ0fG2cmHcoJ3BRR7KumR0D8rKbaiVWjoDX+t+o06YE xH8u+vMTqdgWt+SeQgTeEhitYCWg4idjnbez7gsB/l3fsOA6Ayx/1/se+8DB kWZ/cJMvs3DAcPr/mAZUjONWOpc1icESrY/JJtwf4GkpSTLcnoD5vflZQ1VM HM68ZhSp8hlU3H7Yk6w/A55+iv43LISKuQpckjprCtn8PBsbXSYFT1mqXy80 pmLHGy/YuilCUGPV2fRMyMIxowMWPhZ0uEx82QXNChmYsWbXV+05Ap7ydmut FEpB0qEVLT6D4nDzuiDXLx6yWFYqtrrusSLenece6+W/AESayTEZe+iwKkMr eEszG0+4CjQZLmy44KSzRsZfEWeutaElRv0ERtXZ/bun6dAm/KxBr5g0NM45 +M+12Q8A5salNZpI4AvElZJj3TKYtLuj3elwK7pk1/Srx4sHwn3KSfQcKk5x pyxES3ciHUdbOsVZAo6W8isron6h8IwZRY7qN0R7afp1f8YvBB+dSNW/Ogze jlhLTN/kQGicF0vaMw1kdgu71q+Qg5lrs1X5BYtgZEUQ/ZMKgSXk+uKqFwks 4o50+w3KQTUfT6/yWinYYb/32Es1CgzXSG185MvGPRnr9TjWUpiI1KxJOUeD 5xcightOvke8htMa3hUUHOAPA5o8vgKb+HfkXc8l8HT79xGrLg4kxb/4L3RK BMw/xkxs/MyC7W2/cvvfKWKZlvsix5OzyFGh0KvcR4CebXmuM8mQx1GtT1/p htBx3rb6pIdCOsRbYjj35gSoed+xjoTdithTYrAl7LAY1hdYJe52lYeptUpf B24wMFV+Tz1d2Al2DxwamRyVgHzdnR5WJdPI0eNv7fBf46iDH9Hp8omJSbjq yYvoNlAcsrm1r5YDzy+zlCMlMmHQnJnMFQMpnPmo0NAsXQFbuPw2mfTmYBK8 /Jtp449WKc0Wl41+QS1lVG/nWCa8cxH77QweR8mOw6rHFRVxaJWCKEZZGjao KkeFJxK4r9I6tbthEpAGbAbeL3sPtPavEnmOMaBE38In3VcETHc6Qd0QKwN5 gGvmOjiIhnrSAidHWJj03W+z848WwB3K2VS+QIMZhNRR8msGvNRTWodaF0Bq +VCwmpYYXEepnKIGSkPetSAbgicBV+S522zpY0OB+Km9Pl4UTP5rfsx6lI3N lcx3xaxhQo7l2/mcDTNo7my3djwk8DrRAxM9NI6wo7zLrFkXsPo+ollWswhS K2466KxRhP5deV8NTkni8ISA6g1fukFbnZt06CYZmJly3e7i0C+A4wraPtcQ uKLRSI/LVIDi2RLiwxfZWC2fMnhSWx6mnPs7aZvRKPCLUPL5Q4sNFz9XqWwb YMML2SLx9kB56OqeNVodsJR30x07hr8MI3Zoyv1nbwjsdwK+vLuOhv0MA6Ll VzDhukZtu+1hNNhZze1umpPFalqGUvuMFlABu6sgSpOMw8VZOkNvJ1BIfjXv 9AMSbDvzwOHNJga+LRXS1uw/DJ5utpDjS0hj2+fOEqqsKUAoq1poRTGxmuxs 5ImsKYDtfE5UeneASxZvWy9F3EEk8tOAkoF2tIId6xHVscSHPEOZP6blcd7U tr37jypCc/PDd9ecpWAPr7nE8ywx6LjQ7lInRYeuGUZ7rrT0AhKOKArjN6DI Zwt8/qrPqCU1yLJMm4ldZg1Lb1dMonVdbeSPm36iKLmXfutHaPh9atS+6HQW tN2+MvHyAyE4XBXr+GYvGztmG09IPPiG1LR8aJ/i6bijW8UtRFGIpDf7SWme pMFJrdIu/r4fYKNUW57rHgY86bPshRKPBaGtW9fY0t1d+U1zPd24gPCO2I3o bS/6r+HhoXzpKeCna+R60pSDyV8en3EuYGKb6yNBrXRFXMKZ9t4fKYPD7525 nOrNwle1TZg2DmOI95q0ikObQDtjPdcG3peD7dwyfrUrCzuejq64bzcHPHPu aNA4BDybrRJtQizthZEy/dICEKGTlzwNWfCCfZKLmokcbnI6J7QsosJPsbVe 1w+LQUqFjvGP+Eng6GoUnRY4AYqj7jnzCmQwdL++IzF8DFS+2GPxOpiJ/VKN jLFQBBabnjz3zJaAjoWGC+9z+eDe8d62QHcyFAw8DTu/gQFD3I/klu0jcG6p 66aIMWk8Mpt146IjA6skR5Tq0GShTvlpw6m8cZQ1crZ1JIOGq+nXxMp/sfDb KatbTRH9gMssWi10ZuBc0ahRT8bS3xJ/o+qhQsc79LjhLoHyOC1UVq/kpRQO y7vWrpHPwP0eTtCjjMC2++7P0C1k8PpdM1MsW2lc2k5y81jirI/aLodh2TYk O50hL/NGDg9qr9Z2e0rCF3LmfFti5fDu3r2F2/iLyLPosXrGTjJ21w/abHdk Bijz/KcNXnWAlVFdyp4uC+DK26SZpLWL4E/JOrGxogHwr++t15EJLLi/mORt +0AWdlI7b6xpUMB84exOOSspOLNta5h1CgkriTfm5Huz4Pr3+zXZqwicbski dvsxIRSa21OWS8LwRaF/hRoTl/4sdmuufwVSH46Y3r/DwiYkkmV9uCxUEXxS PnVriWOrMyNC9AkIB5zfLZEGN9SopFdNyULj/pqPlrkkHNz44E1A0QRIFEpu He+WxmUOTtyJISa0G4r5ZmrBQ8dFRNw2Wybc3Kr70zidBwLyDwxp1HFw1syh xvSvQ0DvQsszTV9ZPHVL/cacowgcSbL+b5PdArr3znn7gXg6JLc/ujbpSoLB 8hZnPD/TYZqZ/URuMAeWHOz4PnCLg6v7Hn24FCgAkd89havc5lGjnMn/4gcJ bC4mMdpptoBUUy5ovGwWgQbvrOMybYOoJv7ocvuaUiRHO33BQNAMmreWrKg7 PI+GQnnAq2sGHEuqqE2pGkdi8i2BJikCwDdPFNO+tgi47T/yu/VkoXXcwfQ1 8/3AfizPbriFBI+6XvtQ8OgXeFVZx7FQZEER90h1D0caC/+azt635H9f4MPh r2lzwB903xG5ceBLZs3tKzVkHE0pWKehwMYqdzr6nFzfAnLXSdbsRg52+KLe a/GHPPzCLXRtLWLheH93UzFHOoyqPqvcwSFwZdrDRzqrYxCpojfT4C4Vn3cg imre84FAH9pG7JDC2fXaoQnvCfz7bv3+ugkpfErH8FSUwjD43GsnIRkpQj5a 9I7qfg4+K9XlafqwC21wGwt0CZPE0TUxjLHubmQe9fD35UoyDK7h7un7+xVS +H5v9v0kFb7+sNXGgPYLrQ2tHq2Kl4BHolW4/02/Q3s9d2l5LHHhVs/PF7lE Eyg/Jj+Q08XGm4rWGdmzRGAm5Zi4UawMnuyt/zfqKQkeP2MzCe0HgaqhddHd GFnosCW/9rzJCBjwCDW44cyAZ77esURUCvRtVy5hviBgW/Kv26ouLLhqby2f K2RC+T8tlwuS2LgkcVPmP0UcWPFmoHRqUg6Lup/Lr1Bkw7jJbreJAkl8v65g w9HrbJx5deoRJVQaU/R87kg2MPB6HiN4yloGqzkn2kw3K+Lk8ZWFOQd+I/8H RduMzFn4a8mtYIqaFFSvDxrhRTKw0mSLXl4oFSZ4mX5uTWBj8DC4Vy+PgM5t A+OGddKYnaR92eWcANzSXpevQSwi03KXQiKbgxOcbHpMSn+gbKd/1raYUWAc P529jDuG7q/aE1JEZsDBi07b/4zpB2nM00+ZmWxs2GvwKcV7Chw4vSDKKBDD l9ZeWbcnSAAEy2wubOieRSXYSYvHqwUzlZ3R355zoGTujXs/00iQXt+ifauX Bj9rTfL6VMRhcYobofSKDcsfWFs3raFB8hsd3SBNKi5pWatPiC3lN+d4/4m+ tyjw8O0oj2AmrErT9f3bVhEuX+YZGfyVhT3a34ztuvkDFTrftg7cwsKaMR8i jFfTocU79zLBQQJ7VkXzdB2mUI+SrtezDAb2lYys6xmaByEznbWOU3QccHo0 1daXAZmw8uWaW5L4ivp8I7uewEZh88oaiIy/ONQJEwd+ouPFxq2mDDKmaN9I bnzQBsYnOvSHPck42F231OQeA6qMqh/t7zmHljfV82zmJoCvUL3UqywTKY/n NwXGMaBH0nVK8twQeHz36vXZivdAn5Hysj1KBE5ywbR+NwOXmh3XeEZRgDv4 olcJ4rloF+XG52dBsvBs+EczwTNxeDhRd+BEKxW2hBzfZT/MgRtC7iknujHg 949bXA+3E/hZ6L/ZI0fp0HdjxvF0BxH6cfBy2P7FpV5/53mP45p2xN+a6ZXQ y8SeR65suZ3DwpL7kg9sbCXwWCA/W3OlANH1xp+3/SmLJzaQ/zpzcR7MUTvD aYESuHDGOQbo0mBMzLZstUMzaExmua+gRgE/N75ZqK2/gHwohq3r26Swle7N H1/2kHFk7POyjFoqPih59dy+ZT9RcWB58TdVMdhsBe9stxIiSR1ykWitAkwY KJoe7hAiA2PJuMsiOWjfVJxV39+DGB1wU4O8PAwYLDvYvfUj6AklHZ3/5x3y Ds/ZqZQsBguzfMsGUnvRt7TH/aMqYtCY4N+ID0pHpm5OpS4RMvB7a1t6lsok amiuj6VtIOCTS9c/WtYj4F8zlfxEmg0do4p36R6Qgv8HzRLViQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 10-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk0FGwfnRljG8uMWUsLsqdUylbqeRQpRZIoEqHySqSFSjG8sq+lrCFZ SomSLfQ8JHtvSAplCyFZsjQmy9f3x+/cv+45995zz7k/OQd389MkAoHw8e/9 Hxnp0dNnOug4fIK2aFNEwxf7Q8SohkzYm1X3mrx6DLzYrPufyJQUxFuXL41G U/CRTwuj5v50rOcZSD0wQ8Erv2Ro/SbNAzxfVb3kxAcDWpuMxSbFMQ5d7VBY R4RNxakKp1zHwcsCghDXmgaXkPyyznsW5jLCNfzXdoHitzee7f+5AF5+DvzP 9zoFex+JC+X/mUZmsx4hgYXC0OMkunH8tzi2j3rDVo2bA1+3z5omuorDZDWj fuUFGrzl9fbpD28KJBxd1eQ6JABDGtLOPnKiYnHhkPLKR0x8bNBAM/0DAfIU YoOTjaVgqIXdYlICG6epm4lFB8yCTJN0rTvtDGjG9djUQxSBwwd6fCNZ7QDm hCbWaJNxQFdi17nb4piwr73tlGULigir/tSn0A+4rkUEqWwKnhuLyntyuQOp 2FtICTqQ4emEret/Ls4jbjKfyZH5hiiPD3ktc/gIZp6M33BrBES7B2afZ9Fg mnqWzOizZTCwIWFbd7MUJkv0hZYv03ClTNLtsls0KOvq7FL0WhjurpCrv39c GHLl42sy3dhYRkD0nQcWxTR/hYq4i2JQp8MxPWVFK+qtPi9/rkQQ58722R6x GgBmYe9JRq/IWO3Fip/H/6ZuT81zKXKdQS4LJo3mKTQc0PKyVvW6FBa0CtLY 18mAWC+Yk7owgxyV8NJjFzZ2Jg81+VoS8aPobX6GjTQY/3pF/2AUHa/qn5zf 4t0J9g0eHZv6SYYiGzNG4qtnkf3ZFGXu7wlkdsKZXDDOwgRc9vRNYCsIpc+Y VKaK4rTMvC36SVSsMhYgrcXpQ02FlHMOIQzoGKFvdNRpCsXaj8jYMplYj08o fp9FgdUyawK40TR8X0q/bffDaUAYNBtsXtkMDHN9AlePMSG5b+mzai0NqtQW HCrXEYe9IEjfaWgIlTt9JntMSsJkmvBxUj0d1n+DxVXCRBhfNHxNVokII6yC s9NExGBvuJcZrZcMMzZyqa68BbTg0akcBmk4rStBYCZ0CmF7Scc/+h3g/OOa TsXQv/yS2zYqakzIfX/S73a1COZGXinX6u4EPh9C5x/0isG0uAgr7+HfQGPY eUcSl45LajTWBzGosCHCO1tl3SS44LfCdaMSGxZ2io5oyf/t0449e0a6R9C4 8cP1Y39zvXASvk3YLIbLgu3lL69hwc01yla7fcWgqU7F2hQyDcsqbRE21VhC BkulkQviZMwVYKkMv5tEbhcG64wdSLDVPd2mUZeON9UlutHkxsDL7YYSo2QR TBkmHuf9mQa0NTKGSgEM3Ok/cn9f4gzAVq4nS8+1A4fGcYpbTzwikF5eeTHY htb1c65vvMmGBgaWCWoegriEHuns0keC9kttjpXCUtD4WyGwuN0HCNgv33e0 Gtmv/EUNXvyKmuK99hcqM3DPJs/EgrvTaHNHK+mj7iyqLiPOLnRJ4ub4ANPA JBaM2f6G9F1gHliWhdg3HmTjMFNgkPxiEMkquYp9DpPCxoqqljNneEhk+wVh BTsx6DP2OFlFfRzoCLc+cTKmw/wl/lo/IhHjPSE66F0P2tFYmqo9Pg0uqGo4 2e3g4FR/v5y9mIXNIsa8WqSYeH+Y4eCqLeKYm+p+M/4cCysTnPzMaiZRbz1h HUdsEvGfXsy8b0eDbUGFo+VOLGxakXynyHwZOGffkxfj0OAGvQlgbsTB9nP+ ogMiM6DPtMZV/SYHXrWOcZTVlsDrjFe2f/aRgJ9DXrtEWBLh3vC5YEunaWDv pBGY6DkJcvYy8QkHcQzPROyJ5o6DToKFjWIgC1+I19DEczwwfvhDkUOrELTP 27LUnDMKeO9OaHYfJcOZwZe+l7XosEnaPLBakI5zCpx0/cZFsND5XUP6h5h4 baxfgYqYOHRTKDc6yp1CGWMeLWPJYphl8kp3+TAT5/B+anxJpsEOed2vJj/o eM/6IK6jpySWkqibLjOkYN8n4W3yuXQsc7eYtMeLji1MH/ClDEXx8677Z1d+ o+CCNsLps6skoEO/V97grw9IfDpZUrRRAmsekXyr6EnCV7MX3JpCJPAaJWn1 qnQids5/JJe8l4RXKzK1stYsgjW9l6Y31baDuTSad30DAf77LoYfo74MKEPD FRO87+A/tzv1/pEsiNXenDPIpMJPlE9RatVUPCaSIbTltSjk79rpaxJHwNmn Rr+eecqB25oPKbDX0XCgiTDI8GZBOGdgLSgtBHtWOUQWybNwwezz0w1VteCE pMWX7i4O1iYQ9ldxxaH2GUrO88N03KeY5nd9Aw0anflFKhKm4+qKtUllv8Th 7qeWVnwXEr5Wk954JX8SfBk6ZSF3VQwX2pwKmhxmwH3bujMO/OlDtjxa6C4L BtyktzHYzLofXMk9PCxfycHQU8AnmfsDrL/aVKzgJo6L98Xa2EzxwbEYk6+6 VktIufKO41NHBiS1ZYZPOREg+/qPoU3lDJiobz2Zc40D+TIHp412EXCNhPaR sCEaBgEPonaWELBM3FX5tw080FPoNnVRZwRVhB2Xtq4oQIVeM5f669+Bhp0v VlVaLiIvtdzTB58ughMxJa/jyiZQg5uvS3zlHBg1iCYqhy+Dn/feTOvKUaFJ qHmS2uLfXdipJrIrhgSPO4V/eJb5G0TbtE42HeBAXtCx8i8cEfyo5Jff4796 TT0fjvQnLoAGynbpZh4Hh106s4NoLwWPKKTGytRL4dLEh5kqisFofIPHDbPT EviyDS2/onkUxHYlDXQUiuKsKmWfyGYaFlYjuphfoeB/VLb8E0AdAXd3HzrQ zfqDXJWk2ssHOLgoesdBn6NfkNbpcU9HXyFsa1YnOp/7FRkEPJy/WUqCvjmi nHbpBkT9nvqneYoCLUwyApO85pG6T/nPsjAyvCDJV2Q8akEHnY2Uzj6QgElh u+Tj4htA0QnJwewONr55Q+5h9X0+4MedENAIEcVPmifwPk8StHU3m4LWQyBX Nna2LZgKbfRyX1/WHgOQfc494jATuvff248ogrBjR2SCXSAdtsb+vivjyILP NG0SSDQ2lNy6X3omho0bjN4uG1Qw8bZe+rVfJqJ4tX6Z7Fs+G8dOrM7LPjyP FrHTpWouB/e/uHNNUFYYNg3csDC8wsQrpprWP/GhQM3uW0J5NmKYHaN80/Hi DKjSFYzRW0/EO4oc82hZHKzHbVhBuj+Osk49Vm/SF4RbnS56+HdPogfrjK/n k+hQ0VRjbDl/CCQyzr9kpLFxlvuhIyE2M+Dw+SVe8jMirhPjhx9KmQMzK82u anX+QbXuH9PW0ioBv/RT4LdXHJhVlOkiak2CUlVNynd6xKBA9D6fZ3KC8Hnc adqKWjZMkcxhWQhLQlKjiqqXAgXXbZHcS5mWhCbZtgMn+96hIU9kXnqLBcsS Vd1SLJjQurllr85VDlYI/uCnqSgFNbY+HrhCoWPnssBeVZtf6Hne6msfYpjY Tci/8svwIli5HJJ1+yMDXzn/M97CjQ5zNg5U8n6J4H/lFmvYVTTsYZw08rWY jLttKueiB2dRXWDSmVqeABZUjoqtSW8FLW1U99vHyPjaGdUC7VQ6FOh2CMWf LyPpuqpes4VJsKEzkmHklY7WTOTWeYbSYcaR5clD93+ARwm3Iv6UNIP8T+sy eCv+ALsgML2hk443kwV41xSk4J5RXm2kQA4aY/6I3+BJhR7cj/ozxQKQNWN4 2fmhBGy6bmtkPcKB4SRRvZ6/vr9/1HOybKPhIwvPJlgbGdBNJ9k2yYaHbqxc H5Iyx8LOx/7Vu5vNwlP/1RKJ9+h43HM0S2H1DEolsL3l1ah4Uot03917Eex2 /m41kSyE8/gOwUBVDK6zmlq7UnoRjYtKu81UULFP29Fr+k8J2FVwS8u2VmHc 3qjvaPf3T/UPeVWY/JqCPWajvtse/o2eexY9/yZDhHsebPbyfchDQiqkfJ46 FSpmJHxs3zmPNmkKhd7kScAGgcqdeeM9iN4OdaslJeHJSKnaymufwBcfwvHF x+9RunPgK7vzAjAvw61wML4HjbyTe9//gwQ1aaNRYV5JCHhrOnA2i8PvLa1J GWunUK926VH/USn49EbEx/1VCOhE3Sg9F8bArcW9KfXRv9HGkes/ttvT8L1S 00RyowDeW9qlYZsrhAd8hn23EaeQldFY74lGIi4Klr3w4iILP/Q26rDzmUVl 4ZO7JIMYMPxmmrVc6hj65/1zzW8rxtD3ss8FbrM1wKbxjXy0MxO3V2B+fXQR +EDXZrt6zyCLRx/WvOqcALsiK9TuFYvALjfWx3dRRDhx8UEQvYuF1auck4db iPAlWTbx7SAdxh8IyE6hisOcK7koy5GNS2QYGuTrNPhlzwETO3NByDheU7S6 hAbzo4l6bp1C0OScqJykNRMWKfVnsjOE8P8AEHRmtw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 11-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVV3k4FOrbHmMMgzGLWRSlIkv6VdpQ9L5OHNVpUadUlhCVNPYiTtZIloQU oSRrSmSLxPtaIlGWhJTIbgpjl/Xz/fFcz7/Pdd33cy/rzzucuEAkEAitK/P/ u9DYq6+3mYVDR+mLJgV0nGLaslh7kQO7Ut+XkuR+g453FUGcZmmIdyy78MPF cWZdplX6VRbWdr1F+2dSHLuw5FaZJ88D/Ke8csl6DiSGPUhTnqdhHCx3Pv+9 ECyNmagprReAvFwC2ceYDqdFLrbKzi6DvLZbn7w9xLHnTZcBUc40MpxyCrqV Lwo9B5z0HwnRscXdCo5q9DS4y3eu7rlMg/FqBt3KC3R4zLMpZlaPCgmnZOt4 /cLQfyg9T3CGgSVFg96WpbPwCcLIz+cxRDirGHU7/hAD7ti8FPDqNxsa+jht 7RQSg+NnnvlttGkDMCM4tkqDhHMPlYVk3aNhwoGWZkujRqQRmxBoRe0FPrwC AiNNHHsItGfENnxHKhYnGSLnSdDCqbu9qGgB+cTPsbjyPag4RWdVcMsCginn YjYHDIFPCXoHXasY8MmWVHn+y2XgWVvTF5QtjUnUn8Fvl+l4UZn7/d5fTLiO Z2NbUCoK86L2Zhz8RIE+CjFVKfYc7OjzSbX6miSm+ymWRDtLwGa/0G0ty59R V6WdwpVCETysEaW44NEPDEPqiQZvSHiZquNu+5qALWhZtgW8SRR1sUa5zIyJ /RvzqlU9GDjh0CrDDwI2xNq3uQkLk0g/NIhif5cJY0pluvvuMvFb8X2X1PQ6 wIG+U7/HhknQ7Xqr6gupWWRx6bGyz8wo2vLRMiT1uCR+kpKlrhtHwxVScjom Pd2oLl/8yvkgaZhPS6p/oDmBoiyG5M1YLBzsNWlrfpUKK+XX+PuE03Gl7Z2o +dwpQOgz7GtY1QC6GRyVK/JcSPq51KZaTYfvGtJPRGyjwS4QqGvd3492RVYE FMowYDxd9Cyxhgm15lTbDJqIMKZg0H2dkhB0LY0ede+iwq5QN0N6FwkKG6Yv 7yQS8IJTu3IIpOO2MPIZfasJhC2krOZ1v4LnMjxvy/PCMKYw0kRFjQVdtK8E 2JpLYJ+wa293/2gHh/5hDW+vl4JPou+c/m9wBkzxZF3LnVm4sGr7pkBpGixK 9Za43TwGHH1leP9T4sA5ZW2v9zIrfNm7f//QjyFk1BpfkXWThR3PwXcPt0lg tuZlMHGKC7dVKZ/+y1sCHt6zZWN3LgOvU1IXPbp9CeX0dDZ/ViFjH2G2yuBH AVK0q2zVPU6CTQ5PTWq1mLis32GDDWcU5O3Rp/JJYjhW6ZOHCGca0NfI6yv5 S+NjWZ2KC5XTAJ/mnSu60gIOfpYLWeUZhwjEvGs5fc3op8uULO5Y4elSs1WZ KANuLOT+j3elBxCwb7Y3vxIhK3eKV2QXqotxO5ivLI13RJ88sJw8hbZ9bSJ+ 0ZpCJy0SlK5QGbghxv/orTg2HGC7r7FJmQdGxUEWtYc5OOdgPKydG0DrlHgS bSEM7KKypmFiZg6J7XEUVTSXgEUT4nzTTAHQFG16bn2ICStJ45/MaokY7w/S RB87UYUoz6OJPA0cVbdbm+/l4u6OjggFFRr2SXDwjLnCxnw3eH8iaBx11RA2 cCUEyGKM/9JFhgmbA/P5b63Z2EbrmRb5mBC0SXugIMGlw4t+k0s3DtNhW1Cp 7R0jIRg/7avqZD8FLKy334p1FYAp8fN+kedoGF68sz/cZwQsuX7YnFbDxY4x 23fh6VlQ6Bfy4osmBVpkqS81ZPBBRHtAkbk7GU725Xlf3c2EZaUP3Am/pHFG rrWW74gYLmWF2DOcOXhtlG+uioQknNiQlHn79ARK/u3U+DteAkuNmfjLXOPg jNnh7d/j6VD26rm6zEEW3r8p0MfKVQr3Oc/NsilU7P08tFkhk4nBp+YUexsW Pnk0cY6hT8Eews4HCK+pOLeZcOGSLBXq5oVGLkm0IMmJeClKLRW335mx2XGJ hK+nLdjXBVGxiuYmhyhPYWyTnb4+/m8i1tyboVnNIcA1XS4TW6tbwDb5itne MCK8+TFiLmLLMqAaF6038+KDT/b3avzC2NDkh7VH8g0GbBVvvatWScNx313f HHSRhHP7dLyPRBOwrHAwkCjlQjitZyyymgwL426p/zDl4typVxc+lFcD+R5W y9A+Fv658Ymvx2Y6nLlnd0BpWBpXlqyNKx6XhGGGOfCbMQm7Vz2tvZYtAHen 9V7mmUjhfBPLQMGgNHRLZT+z6+xBZrP04H0npaH/01eNjgd6wbXM44MKZVx8 St5oB+vCCNh0ve61or0kdkufly2vWgRnIo50aJ1eQtX3eWvy7diQ2JwSOmZN gDLTIyiwng1jdY0FGe5cKLZN3St+QghXUTX+Demn46q/ffMveBCxfPR1hXcf ZoH5EcV6j85fqCTk7GrjklwkUPdanLjWAD7o5MiWGS2igNt1SbEXCNA0orA0 ungUCX5J/mug9Afw9cKFlEOXgXJFflHmDgY8EnwiTm2xF8TGHN60MYAEz1qH fn6ZMgMeftIYebVy31HXpKHu2AWwPL66fC5NGhfFJqWobLyNXsjdX225j46v mtCzSxr4gKiWJM60lcSp5cpeYQ10PMWvf5GpQ8WXVdQv+9OGgF7xKabc6CLi KTFa3vZy8eJ9q/izhp1o94URVytvMg5aJeIfeLEL6fkn/fEsIsKWd5UamV/r EG0gYb5hTBwWdHxuM9i4gLZ4vR0uDiHB9bY1kVdvfkaHbQyULiVSoUNzCiXd +iMoMJXqS/vKwWGRSR0WtotgLtpUeHsQBT+bL2UaXyJBMwfDMWjcD87tYU8O 8xjQRDuz9KrGbzBhZ1Uee5UDHbofHETiItAi+9GqDe4s2BQ1c1/eig0P9blc T/3FwTu7mO7jRyg4qcnhX1Y8B8uM1W167iUObQWOnnraUpgToexp5TwJZK/P 8C1niXhvgVUWPZWLCYdP9D/iC1Cq5bMtdboicDrcbCw7eRwlbjjkkU1kQqP3 HSIC6SEQK22XJ/2Egy+1qrgmeU+D43ZLs/EvhbBO20/XA8uzYHKV4fXd7fOo RupBn/+3cjBX1Hqr5w0X3rxZsGvDARJklNcp3+uUgFn0YYcEY1H4KvoCXaaa A79T4vkD0XRIrFVRdVMUX/nb8fUqq1fwTzPrPffzI0qYCK7eWsOFxbGq9o9P siAxx0B9m0Aa2xTf6lI1GUeXe8MOJBVzsD3Zr+z74CLgrdk/d/8XG1+zG445 ac+EfxpYIjmREvjm+sUqTjkdNyZO/M7sI+MfJmXT4X1TaOvxyTgvJhmLKN+N qnraBDQMA7HpDTJ2v6iaq5HAhK9b6/aTxd3Q6vflXYYLAlB78ijPxSYZrRnN fO8avKLHptpWdf4jIP1hwJ35wgbg1zk9FTS+CMwDwcTmdib+Sz9nL2mcCffz Z6vDhDNQstFk7OPzDOjk80V38rUw1MljLGRb0GGdh5mB8RAXxg18GNG/zoED X7StjZrp2GCodtJCnQ3tNePN4kxmUZR7qZFNMAuPuPJTFeUmkcmS3rCyFgML dhMfOfy3CNIcB3dVLIrhrLnzt4GqBDyaK9bZwCLgEcpq+8kSGs7YXDOuZEfE PBH1xp1Nojhvt1f789Nk7Bf0Jj++VBxnOUm+VHv3B71yLXjVI7+SD/q7l7/v mUdkFWL27BYaXJuW1eDQN4+27iIHe85S4dmoUzq7U34iZgvUqpSSgs43XlLq x76C716Es4vP6tFgGEq0uy4Cs5Lt8/tiOtHeiws2J4ZIcBedfzfELQ75CrWl CyvT4EBjU1zy2jEkNvvLsqtOGr64cefLwXIEjOUiHz59yMZNr7se14TPIE1w xnv9KiZ+UHQ0llQrjIMkDC7+olFwr9eg906hMbSx7R/jqxnCuOD2OsccZzY+ tc7OgV42g4pDBfukAqXhVsmXe4oTR9Hl+le7emR+Iy2h8VMR5jXApLZCIXzF N+DDK8TTgkLwmanB4f03iTD7DGFr7BjYF1ai9uC1GDx25E15oo0wHHVODGR+ Y+NW+ocT2a+EYR5pXey7Pia0pem/WCdMgxnXMlGqFQe77mRQEncx4ff9/xwx PyECOVFFl3Q9mDA7XEjbvp0Mtw5UWRC8OLBAqTuFk0zG8xpvldabc3Fe6D2/ stAVH112YNuOUjH9QUaLujsXM76pB/TIMXC4krOnpCkHRzQtSD3/Q8aDPy7V aM9RoGNqmqWBqBj+te2woY0PCzqN+Gb4JUyjO4HnQxrJDOx8OFbGqpaAlx4r lMBIUXx03a+cxug/qJWb/tbk+SzSUdPoH8gbQC8/Dt1NnmdAkVTRMt1n7SC1 SFTetucPer3gWOlf9wUcO2FZSXnagrqqQ8Qa84TgY7dnr6so4tB+6uRXSjIB 6igON/5YS4GmQjZ/VTyaA6eOBJRwvnBhVW+cYeoyBQ5l/2uW7cmFZn/feLzx HRNKpZW08HqFsYjQTgXnSRr8JozoISv9pOiL+RZ9Jw6Mttus9pMtCg+z8mpa n7ChcscP+55mBvw/1VmISQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 12-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81G0XxscYM2bGMvsoZX+sbSht8rs9KiV6tGiTEiohZI2i0WJfW1Ak LZZIUZZkuW+yhrKnkn3PGjImy+v943zOv+dzne+5ziVv5XT4PB6Hw3Wt1P/7 KM/QsVSEi0InaIvmuTRkcNypd2qYDZD2sutIJAUpbNTqvhDHQboe/pIHZiiI qno89mHoEobmS8uWbATYDldosvoVHaHgNVY5VUIgnm5defb+byz7HY7IO0UD Z0w8bOzThEB2m//nG94UtKluLDndlg9NZ68E+eeQwBd8jFNkJh1ZRnzkqMX8 wfTItKZmczqI1zDsUVmgAZn2XyV+62gAZyZd6zAgDHIVtvguazCRGCmosCSV hZR/E8jmYQTAV7ofGG9EB8bRY2v2zH/HQFrwo4qtBHS/Su30mAsd4fa1Np87 1gAHN/cl7VEbwHgOuTh6CgWxDrQ1eXM7oarlUbqIFQF40YcqZOEy5MULWFzZ XtgmcKye61iGIOlM7Lo7w5jfH/iFnMQEiRuSZUdeL2N1BDG51FI2Ioh3Bxcu 09A1GU/Klg0sIOdga5dbTAKSmHwR844Y4CnGViQ5clCgqlEayU0S0W4qFcW4 UEFhcIbbgdWtsKvssqL9exHkeNXvz662Icw05Ave8AMBRV1ss7/uhUeWkm/s ch1mYFTpa4qeMQvdbsiuVPOmI96+52eUbrFAbLFUT38EA7GLDKxp67qwff1m o1NjBFBVsa/UKloALS8mqPDmJuCY7eHTq40lUWLSG039OEmkIqjZ3N/ZB2tz KPZWQUyA/xQZxtWbhfcth2UtWCxkUeG2791eGiiTXXubF0lDg9FMv/8W5jBc v2l//ap6TO/B5LiKLh10YQH6NgMDkEz7YUjsZ4B4GukkvpoB7NpLxIl1BBCb O+QlpywEeI+LGpxu0kBXqKcprYsA4osdZbdlCaGFK99VQsCKfmK7dhlcnoXI UsL6r/43rJuy4GDoIAJi3981V9VggVOHOrxsgATihbsX6nR8x4IOSPBPEukg MSbs+LWhOWyzfEKbyUMOel+hpR7AlASz62Iso7OnMWc/KYf1yhwwh0s2E964 wsNOA4PhjmGYvXawB/+Kg5zPgPKHm6jo7kMfD79IJpJT1iQd1FqCo9QTyVd8 RBFPmK06VDcJEz+JbzN0I4JGp2fmNdsZ6FB6h8a79VNY9o494iMEUaR1CD+f asvHaGtl9yjfZqLH2Oh/RPV5DB13OJNv34plpI+u0T6XAHH4bPe3/c3wTawG N1SSBCyXmq1LSHSQ1LUtfI9HP4ZDfpk3Rsqg39+6rgzTHlgb67k/R4WJZpdM i+CvObjpWyO+ZfssHDfbHx/YxkD1sbcP+sexwWOF2WvFYUvYsYIgyxpjDvLX mkm2441AOWUHalsIHUnrMpTEPi9C0R3OJKWzVKBQPKdt6fgb20ZqTLcxYoBa tn/7uXICQgZB22BdJyxv0kftx/mYs5qWzdmdXBTQqhBzY+sKd0+cfGLt2Sid U+LA8ZmBXdU4BS51Ej6aKX+dvMwEzQE5I4U2bPSg5hiFIi8MbFOiFalcGihw 1REzFWaAtqBiu7BjQiBFbdUntzdzmKWNlv8jj0ksqL+15Z4ZHYELYQaRvHGs s7B1aLCTCizfaC7Vp41gXz+Pq3i0ioKZ/uwbbjoMsFbXBO0W5qC0dzbb/cZF kW47P8rIcha+GL3SMBpPRec2HRVOlOYiA/UAnrWHBKoWJRjaUWnoRnpos2IG A0Xpzwh6wzjo6MGnAvoeMmK4Jqbetqehd8248xelxcEl3Rn5+xZtUGw6XoJc I46WG0FMQCgRXU1ZcKwNEkdvUmReHgsWQbaZqfLxe/HIdeOY1kylEFjb5Tq9 sbIVW+RJ9YXeJIBbdVGCqA3LWPacyLd0wzHss+O96pvhbFDGGOe5HWGCr5Sv ERplkoi59/MmwyuSQKC364ZJDA7VgKwjQpYc1P1Pop/3ig8mSJOtXohwUFmR TFzBbzHwe+I1s9eXiLwqntW4Z05ie/+9zg2soKEc83MBk0NMUCD696T3n35o wacF6x1lAmayUmug3QDmnnFoSLGEi+R2t5BzayYx9au1eUqOYkj8aEvWdjcc OBFl8nP78SWotefM7IvXXIBvTgqdssGBPdtC4yZahVGF+NYjIQM0JG/cVNZv T0CyMVcVyz/xMQnSgYLRunFYFHJy9amid9AjGlxV1GzEPu16K11ybBFq1ZcN 0mXx4HTU++KYggm4eEpv7nzNX2xkd6SQSugyxvpXyqgBzwQmwYfjNBb7MB+J GxFPMojgpE1o0+ukOcyWddn56co8Bz2eD/c8WsAssLRgrXw2yn/0PEn1n0B4 ia9k9H6ajtzMaZlF9SOYT+JJM+5FSZRcquIbXk9DvDsvZL1VaeiSqual25LD mHZIVvedYBxyUKa3FvZxUcjA4FSeSTfUOT/uYX2DiMRY1jlcuR64+/bzeZ98 PMh0WO3i1PMFSg4++Vs/RQFeLBkaXXoZbvAtHCsIIYDBE2xSS2QLNLY1VL74 VBz82JghSdCrx3JPS/SnfOMg2lcXz/X6OCCIOS2sFURGzU8WD70NJQILJ9Mp cGoAc2WrjHH+ZQJz3Yxit62j2HWHOfbJRA5ovD/3QNaaDX5Xmlaq5tAQJ0rF x9plBlNOaeXLzxHQzlzrN7RkLvopi51lvP0Nk8+93FCrLwJiXFPynj+agU8V jLwz8Qyw2GrzUy7vF/aIeTmbmchBtUEnIq1+8rFDl5f48a+F0HQfTtsk8S82 s8r0qs73v9Bd13l059cyTJD/1b/3w4ruxotTmnZEQC+tVbm3cpcFRvOXLnwh g6yY8zSpSg7YX57i+/IYA+BrVNU8lShI98K1sPgBBjBJseg7010Hrx1VkMaR Oci2wL9Lzfw3NOCw42heEuiW/GIFp3Tlv3hXn1A9SEYd5iV/Ivtn4ZSBmdJH G1EkohJxv+JZIzb958SLj99EkdcFtXdbnzBAbgf+wREPL7i6qrTLdGESu/7q S9RwWDJcO5FR5RHMAH89ixV2/ZzEUh/eCfv7vh4TtgtZtAvFgbMB2PS67wx0 q7y6V2qSBQxG+JXhwmnQpKx9KUuHCa7wWvRn8oSBt9trwfNVK77obWF4apgL Qppx/nx7LnDcFm8RZ86HfakWds7vOGjcYyRZac0M5Otu+NMhykSTOvjHTtcW MWJcDu5JAhW9EVgFYmpUcHBUiVBdLoTGyasdZ4okkXD4qgv/WhCQg4hmw+ZG EjodsLVHJ0sU3Qz6kBNfTEGcAy5GuGsLMMsjN6tXVggc9P3RsMRdgkRVfCZ/ gyR4L2q49mbzEty4hRjswxcHsdV9EUa8XshoBdvLJCSA+nkjP7NX7Vi7L+7k 4ssvMCd9Qsb3Awm8eeGY0x/bCVND3CfN1pDAFtpIRIhnHBSZ/OLbpUMHgw2N cS9kpmBWnPLd+W42eHU9rGV/KcQi2jYpaXZyUWNeV0J15Bz0UBivuIBjoej8 g48INcKotrOCmvmWivp8h25sFpqCJyr/qRgvEEG5gXLOb13YaKxH1P8xEMCC 0Ek9iQAmUK0nG2V6T8FLX7K29EqNws8uz31yKbWYec1HxUhbFhpdbomujijA mhhbOQ7XZmD6lJLNardpTC+8SCM6TxSoa1oubnQVARMuTwMYP9iocPbF7bGP IiCbIPeofCWHCOydB6iKdJDmngGTrTmoQmospl+WBdoNDpicPSwCtDslkors WSAzUkjX8TsRhKt2LmQG0xAtOq1V04uLJmw7fZ8OM1CksouP2GkOyqPpp2A2 ZDTUcbFaV0AGV02Uh3TCKejXJmNTWx4LCG6t6Y7DzcOwAKuQBiId+Q1rF4dH 4NFSgmIRuEtC5A0Uw+59C/ArN7XQPJ0P2yzUk9drj8DXdcMRL/7SgaYnMGN6 /sSS80mydr3z0Hij1OHL3Dbsv8PnysjPWuF2/HrvoChhkOD5Mq+CTAGa943Z DBs82KU01tAhQwbulxuOn7VbxMxM7hRxWrjg+OfI808LxMBw5hGLTB8umIqo 3XqzmAUkUopaHfqE0eHZ0B3nU+nghzCkhazk7Tuuudaqg1yg8rPDsbeZDsJX pe0o4TPRYJN6zKtUNlL2bKzddY6LRHYdELc8NYn1vuo2f/yEi2hn1h03PT2L xSzd51pdoCM+0WaxCpDQoLt7yVdtGiqqlUpgWUxhM5qNt+5ukkCbLSccL/3D BB06HZOqZWLIQ0ElsiqCi54dyaec0SehxAfgGEltZd/rZNnDPUS0ueqdqUkg B3QLygau3ZuGCy5Oe77KM1FN1qKi+HYhJB1V6GyS1wyz/S5u91mLRyf1TRq0 96/wq+6ZHPNzEDo963iVRObDmUN7j/wsbIKr86m78+v7YcBBiqdMSiP89bZ7 5rfeAraq+/DTarNhqHov4Hy9ijD4FGF0pMd1DltzNyCqz1MCBRMjjXc/IACl 3YlHRybEUNPFxT8nbMigVV3Jef1OMnJe62S96tdKnrNtxxt/m4bKmz9/Kgqj gCSqzFGXqiQsac34iYmHwqCdKnjyoWcJe28o3RS0ngLKNYJHRx6SgK2ZOC1o iAhCT4m+/1BEA0qUBb87F0jg6j1JjW8mbHD3v1N+gXvpoBd0JCZXSaBo931h D1lMkN0nV+lYRkXLdLWLyxsZIKJRtIuyDo+WDXQF2y6LgwRD79vtz1Z8T1Rx /kmZOHA40A/8iGTwP/g5teg= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 13-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk01P0fHcbMGMOYxQxpoXhQSmmh/ffpKYUopM1SIlGUpSJKVCI7qSxJ yBIlKnvG98sjKcoohiRUFMpWtqx//xf33Df33HPufXHPXWzrYmYvTiKRmufw f/6wiqgI/UIC/Leicub4BCEZt1alO5CLcfAC2/xqMYhWEmy+e2OYyHtOovpZ sCDeo7ibEUCGvOaAd77eUnhewg/zj38nkMmIW1BAPg0aq2/YiUK52CbiP/7S mFHCvc32rPZKLiRo7vqqPsUC7SOTaKydDaT982udv5Mhf97tjStW8bA0Lai0 /KEcJrD7pWcFVBhXvXUjwZANzv2s3351nwnICo6v0pXAV11VhYX6XEzSFzUc O1CPLgU5nB3w6Sb8nAtI7AwpfFGL99dQ6wvSsDFnU2wlYKrz4pb+YDHslzAh J6/0DflcUvwVkCCGIe1I7PLrPYSnqYbj73weJGmlK/U+mSXCRnNKg435oOzs eKqgjAabogPVBv1lwU8ltirtDB+HpE/quRxjY9ZVVUGMOwP6E95K2p5uRh2V p1Wciij4H97daPXzPwmTkDrxXSUS+KbSyt/fTklgG9mcUwXOw0hBMtu+dM7H vz7v1VJvNvZidjc4PuJDbJnC164IDrYmrLy8278Q+l37fw31SUDa7uUb19tO IxuHRHW/sQGUvUNm8dHdbJyUlqO97a4s3v3d408v+weqzZdysg3iwsg991MU 7zF0y6ZHyVpODnvccvXrnWJDpdJCf79IFhZ7p1Qif3WCIHWZdAnnCYk60wuC ldJc6CACtx3//h2pJderCr7IQQKLdlj8NQcO2o7kyE5TIbag20tZTQxmj+ke GdjKgY5QTxNWhwSESz4tiAgj4ym3FvUQYGE/rf4F6k/GELZh2k1u+0h8WoPq WNk0iC26aamhKQeOTjxj18I5Xfj5Up22FsJ8HlYvFnIgKSbs4MXuMeLAQ9/E xa9GCNcrCs4r1PjQNx6inznNwaRN27f3tPUg84ZtW7fd52FlNW3antUzKFaQ cv8di4H9yDyN7reDyDBE71yDUBLeu6RY1mzgYCVm2ct1U7+JvI16Mr0Sklj9 VvMR0d8JgrVQSU/Nn4un27LqguomCXzQ+Uixk4igYyPfqNdJiCSed/5ZVwMS Mgh8+hIdbGYa7MppbJC+smR2ftEPgoSv5Pr2ViJGk6DszZZOVBvraZCvzsX5 SpOyb1wm0KqP78UbN4yglKOjmgMf5LAw1n9PwF0eVN/qjNf6SoIDL4Jsaoz4 OO7M5geDBn1IWc2Z0RzCxufsl4ngAglLbnSlqR5lQPLAufiEI8PEetr7R8cN ORA9+KTi3jAV4+1B69HbdnRh5+Q3vR8ThOvS1cePbpLHR+mms3QaF/vdd/GJ deJhuzaHr4Wpo6jjNWmJPGMQNZYyevmKfGgIzO8tPc7DSZa/i1mqFHDMuKPC kGfBMbPr3w26udAcVHYq7IAYrN4y8lZ9xQRhc3x1QLzHIHFtWQBPX4OL4UTY 9ki/fuLUdK2h/Tsm2ORozwizeglh55H6lWcZMNyV53tOhwMVwa/X1t8fQ6m/ 3Op/JTBw/wOqqf0LNvZ9FNqgks3BldYL1O/+w8HPG0j2DvNlQPr57nUxfS1I +k8Ck14jgw3S1CqTf0riCxlTZ2qDZHCpvq+VwTsadsx9uDhhpzjeF3GpMyed DAs7zv5Z+UpEqBwKci7PosK1t1ETUVqzxLmR/YLZFYPEuzPRr6+G8+DAWZeb 1ZY8aJJqitCslMUbhnKne46yYWLrFl/jGBJeR8wMhrVKYq+qlJrzuYOE98aV 4trBHJxveSxwcK4XnfUDt2v1upH1OCt4qzkX4s07kWxVN3E+27RbpVwec3PQ yd6I38SyC7WFqmeksbV1Z+KcBRyKMv684eAM2iOQeSDfR8FVMrr7Qr6zsD1H 2aEoioqVYi6ovHwzTrTvLStOowwhQchhRQvBc/TE49iyAcUG4s2WZ/PLD0yj PulZ/hhVAqyiispiXgyg8XuqOi8KZ4jeHZFi6qGzhERLpWGWOA+Mg83uak53 ElFGSYK1LDocPh764UnaGKEYcGAfs4mLz1mycgXCXqJFfW+fvgUbp1eoXw4X srCmcGvitU9sfFJD+6S/7Nw+Xo5Wbd8ljp3V2KLSTnn8YNQgMXZuR3Xs+z3s fKmYKFF0U5DsRDv8H/z1KRaH9i0XPN0S65Hsj/uTwiEpyG0Mt9q5SgxrXS7t exEiAQMVr2M9GpuQkeMuNYdkGSD9t9rP9E89UWDF7Mr4yMcnXMpm6kbFYCLG irw6iI6J/fumhT8lwdrFZAgsvhNrKLSzMfo8sNycXXZO9xdhF582Nu3Bwfwo dR8792Gi4GnPgThNGt5UYJfDSpfHvM1/TpzOHEbpxzK1ardRINvL9oPNy1GU vMTQO1ecA8YJmTbmyf1EPPd0HjeJjxcMvk0ReU8SpqdnxhOeiOFTrx0WKd6Y IYbnmVzQaZlE5Jc1wYckXxETxU0B30rkIVaYlJfzUhLYFbXq0e0MeDd9zGVP gDQ8jbFnKbziQ90qtdMOO+RAvEZjqaeqFE7trVO9/E0OjDOsO498eYusVlro l4tY+Nri6Sp+BQvvXiedfWGMgdssy0cju0ZQ67NHMYEjUpiiHnGrKuU94WPu tkHkwcBeJ5Y+173PgVcTZTWfVS4hxeqKDpOpQYLy5rPJ0r6HaOFAdrVHMAdy 9ixzNnjwm3gYdz1sskhIGN200RszEIejgcSf5S0cvB85Nb5XkYftveOvwslZ 6PeMWNnsJh64+TVuGy4kw3D0vslRkhzUelvvsuiRB6X9H4cs6Dw8qCN+z+Xi NLF8gdfjrQFMnDNhe4NYyoB/CuaZGaaScT9d8cywQBZbLlr8M/gKFTtTtOvX vqfhuDazAoohA18NKslPKJPCo0Fhzm+9ZtFTj4Kn35TE4Ob5GxkLk0mYqiGe O64lCzr8IboBXQyvXEcN9hmXgS8N89/tD+tCHBFsqGQywWoTqcsst51ovUw6 PJ1ZhwwWLN9psUEKclLP5HfFtiNdCVFPRDAd1rF6I0I87yLlsnBNCyoXftS/ v5u6aAg5P1XU+anIx3eK98RL1JDxU7LklFMCE3de7vZdKzaEDoVHlipQJHHB DWXXZ+48HCZXUHKaPI1ehA5uZQZygZ1oWbjb9A86Wfd03TeFX+gJbZ533vQ7 wrLmP5VIRzn8bTSV2XK+jPjA0eU7XxxGlCa+12ffEWJruEDzTqEkiCKv2zzP o8GAe3Ig5xMPD0jPE/TLSEKehHL8yy4OtJ7VynIZ5EDW+WyUbsfHwod2pJIt fGjdvtv4qBkFiqSuM0Oj+JAbKbb5TAsVspurXjH1OZh1J0uk7SWPfa6X2DR8 l8ORau4+0lZ83Lk3rvyrrDTubnN4vXmCDhEb7I6sOiyDf64yMnH0k4PEivC9 lcmTKCzQNqSeysbj7qf89a9J4JlEFQHcpOEeA4VRx39nUZP8w1LLR+PIrnmc f2t4LvfbnojUSTYMMa6kaut3EOnFNKVT3/4iUtvbdNmkFmKv2bFKeooIXZLG VPskCiR6ZhZW0aWAFHSNumGfBGxR7atvW0SH9wyppOXbSLDf+LqA3ygPqUY9 dzaWy0JP7j7rXB95oK1ZK0Pp4wMzQyBy7iTjoqRDRN01LnwiI1bI3L8UjzR6 7cnh4x8flsU8fsjDnjrLhS0buXiceny6GmhYY5H+v9xuNhbUKiTKWQ8R+eTJ w8+esPBam4EzJ//hgl6c06uMN7LYY4l6ZHWEPK5Yw5T2eU7HSbfhAG3pMHJy 2jKssJuO11Y/NzG+wYcXcePtISkjaMrdRa9pMRebOulZlUuS8fyoUlfjwgYU IFT4qEuRwIe3GdevMRhCeZ9uNKra9CKXlLbHafRxlBljdHaXsBEpFjN2FAu7 ELtF84HZvQb089mX4d9bp4j5sn0nfsz+RBrRgfZCdTIElZ1wMf35l1hwMzCq 05OJJzKfIVdEBdUdSea9A9J41ENYMiMrDaJlqq4rNtGx02M1HY6LFNg4toob ffyDmC1a/lmHZCCNscjcvTqNaLsmR8rOpEArY+J+ydcZQr9oscOhfml4qRn8 qzeOBp/6m2xMTOkQaiFZVCJgQTQ9tym0lQ4XomU1PxrzIH78ZV6GPBe+QVtS ejUTL9MdNjXl8yCvU/nVmUoGzrzYevDxPDmIeC/ZIbVcHBdO979D/7IgcZe3 f2vK3A9ya/jBOMsC591dcIVKB8GYzPWiLDb2Sci/IrJsR8nKNzNad7FxFX/N uuUiPpStfCAKItOx8bmjmVlFXPy7PHCytoyKV+W0uxB2NLitc3sg78YkEnln nQi6TsaFU3WLNfYNItLi6sfjSbJw20jG11jpDWpe6VHjVsSH+3bz3AI8PxKG SRlYXoIL6TlV8kETFPiS5Re9dPkkGnJ1CNddSAH7NVpJ/swexG/7fLgjkAE7 jUrT3TaRANSlT4QslQGz3rgHH7zIsGZJUNiPaTY8+eVFLjfnwb7mAffGcBYw 1qtQB/7ygZ4QElqpygPvqOYMw1sT6H+VFYB4 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 14-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81Pkfx8dgxhjG3EMqRI4SFdGx+r5tpVaRjlXIUUhKrs3ZQyRlHYUk ipVsCBtyl/T5JEmbNueg5MixiNBOucfP74/34/3/+/V6Ph9vtVNeh13JJBKp d3n+v4U1a1fKPyQDnq2pFbvMEewAqhtO4mEcvfJUWb0E+E6HtPg+/kGUlpAo YbZMOO1gIihOlIbSjmv/hAbL4uc/d1ZqNC4iq+8+UdfKqKApHHIzSOVhp7iX fJ3kH0Q909SozIAHaev3ftZaYELXCY2FbS84QPpVucFjSBI6KtM8H5wVYDlq 1LMXD7lYv/PCzI4VNJjRuPV7mjkLjHPzPjKCegnIi75bZyyFWS2JDaMHeZi0 T9h60roJDb+xz7dhfSHCPMpJrBxZ3BqZHvtp4TPSdjrKkj4lBey1u77vdJbE YWlzXIFKP2IbCk8/9pfEkOWQont1hJBgiAwvigWQoZetMlqwRHxhPVB7fZYF YeopdVmefCyKYrw8tYWDmeEa1cm+dGDMS9xjLH1AvbXn1c9VSuMCudaWs8e/ ElYx78l7n0rhLYtj/qnxFOykUHi23EOEWt9+iy3E/cS+wV/HpsalQOVYpVX+ TyTs5JauFTY9gaTNe1NIqzg4I6twk2mqAiZ91/lNLnQENZTJnjsVxYFeJaMa pW+z6JbTiIo9l4uDU7rUtvZxoFZlVURYPBMfWQutf+9fJEiDVoONSo1EkZzP opQ8D3qJSFOXoSFkU5NwWcQRQBqTakN+wwY9w9nMJTcapJQPB6lqSkD+sHuw 3jou9MYGWDF7pcAsidhGSpPGCz4ftGKAiXPLpmUq1s8h7MRwnjftJDb3lPld WScLKZU37bTXc8HLXKYrPIiNw274PTPq/kCUPEnytHjLhYzk68cuDk8TKVwr xSDWDOF9WdFjgyYfSmtL/KYXuJi0Y9euke4RZO19g+82KMCqmpuolpvF6BBj i1rEiDwOk+RpD7+bRNprC0N+eNCh2SvT7u02Nt73TvvziXkRUbp9j/yolAze 48v8Ta1xkWCuUtmjGcHBl+4kXbV8JibwMQ+HJ+eExETJDs/Y65mIRC71Kx5s RQFBP/ekrpMDJ3Gr8wsqC9SU9ZcqjEYJEr5cFDpaizqN6Qq1DkOoISXglzIt DrYM9nCIN15EGzubyW3bvqPzPqNdxVIC3JgSYXktlQfkKIs5tMyPdVWU09sD fCzd8+Mv0J9Eqpoe9I4YFnYq8tpSYEDGMtu9qRqOdFC9Uh9Fu/KD2Eptzncx Z8ORvHDrPAcaxruitqJ3PaiqNWXtH1WLhLfOZhfHHQKs5lv68CiVh8PueYWk nONhu9dgZU+ZRb1vSGsE9ElkVWnbaWpPhTM5t9XpAiZE7y5Q3UPiQ0fU87PX rSXg98/y3LHxBcLJZfO1u/6TxHH+6RqWLg/D6eu74sO+El642HpYmgVOhZvE jXmjhP/cOHunNQNEg6WhF4zYoJ+rpdOjPIcejPk0jaXRsTE+MvhPCgeH5se2 qj9i4zy//oMbGVxc0kpydVOWh8bxmdspNZ+Q3H9pDNpbefxOtsM9KZqOA3MW PBui5LHW2h7v7Qdl8Zmih2ppZmS89Ma3r7ZCGlb1/vaf/msh8VpX5EKTp8GV dwlzCXpLhH527MgffVPEP56Jb8Jv8OBEeGJb210BtMu2x62vVcCP9zdHlRpw YG6nSahFMgkrVpdlfQmi46C6zLd+RZOE46sXFrYhXFxmdzJycpgDBvGmZw62 jCL7GWb0zqMcUEpW7FU4+YXwe3RoWP2FAMcXE22ProiIdYENFRqecnh4mtLd rCgFxxMsPm07Jkayn7brnN8hg+vkjY/EDDHx0PX7Rx2mZLBKcqD6q79niF82 nfgx9f4bqo6xWWFbXYK8yieXTLYKib9NipVfWC8ijS90QncNBU4kVD5PrppA pTYym0/NkmB0d7yEVuwSoewo1Dq+VQAW0YdT1y8OEHQyUpIooYONS2xLQdY0 oehqnbRtnIcv2DGLqhtHiePKt0cvbuDg7BqtSzcamThnoW7K4hkHu2tvco9Q GCH03Bu7GIZS2EOTJXw2IMDozpmAwDWDyMj1q79zKAWnGxyie6gPod0Rf86G PCFDHO65+T6wBSn8e2++cUoW9p1f+QtjiYz1Lj0br4qRAublsAntYx/QgTN7 Nd3uywM7UfgyTdhClJ9gDOZ08jE1XfdA0AdJmEs+Ibk5iobbS3zvvommg72X 1RTYDhG9N/zE964KwO6nR88vGI8R2xM/Hltzhov5CVohzr4iwtNb92fPVBre Ue5cyMwWYJnxazmVbT9Q9slcvQZTadB8oJPkt24W3V9jHlxEZsMazx4jifFJ 4i7nfCkng48NXH4aLnYQE4fOi2fSCiSwnToRyOwhgUjJKtDowzy6+I+za+CF N8Tck/Zr/U8FcPGcdUWWEx1YNQ1aiT10MPzz9tT+awrwONmVqfiaD/V9V5+z T/OB/FZbJ0BDFrsMHXk6wFvOJ8d+wKHvHZqVixGvTmPjK2qLdfwaJm47XxXp PczA3XYvfsQPfkefy1oKHZY5kNaKu1WX2Uw8eV+FzWwZOOi0TonxPTaY93fY XVYKRSvqa3qtFiaJvPe2EWax+WjVxKN6/2g2zG1tOsW/IyIe3rl6fb6ykZgI 2+zkaCQFjpHEf7of2LhFToMoCxCAT1ibqahCEkxUZZKilfnQEGy/13ZEACcl vo8/IwR40oj8h9fFRYJHtn5O62biwrlTvxM6dOA+d3u9ukwaf6Wt8BRVK2Cl 50f2hfTIYA/pTU2GzVQc4nYlD2kzcHjU07K057KYtIH36Z6LBH7sX/64X0UC fNz3G7Q7kTFFm1w0o6cAO5UajadbyFh/CyU6ZEYe2quTDO40/YvYQthWy2CA 68fPN3F4H9F1iWSzmPse+cRUTZyel4PCB55lgyk9aKPYPm77djnYwhyNiwlI RbRUqWM3KTz4t6k59cHqKfTY0GnKfJSJBy4NhxpKTCFhr0n4uxhZXP67qnex Lw+HvnAkmcuQcFXs5E5GJAc2VQTnuNp8R+7vH2/pVxxDHYrF7XKqTYTd25fq 8cu9a5Pb0T7XiokWtjHf46IIbQ8WbyqvmSZ23qhef7tCBp6aPb3932ZZmPC9 H8n+yMPhHPszCUmyUCqlevfVIBtMXr56ZfOVC3l+j1C2Mx8fmpIN32XIxczb ecJNQQK8+7bnu1tKy17R9A2RO8HHupSRiXOSCni42+3NT3M0GGmwbHxkzMRf Nh6wOhPGhZRPDgWVUWJ0PfJUTBOFhScK/Orj8ylYnK5eDTepWCXD8JukmQRu Fzx8Zpc/gzLcI8x4pElU8G4k7sE8C25OuAsSxH1E9hOqytn+ZU6O4KwRj0/E wcMna2mZQrRO+VJc7hAV0gNyK+posqAQbn/4N38KmGiMN3WvpoE0uYD5/ocE /GpxtZrfJoD+Nts5QSwLRoqO2BeFCEDp3EqDbQk8+CiJmDHL/1zdP4axKcDD MxSXxXqg4pO5E3X6f3NwdYNiOtd+isi3GIvu9GJjQ6cJT/e1HHC/kh9okcDC /mu04uvjBFgUcCLJz00OZySBNVVHhASWGQN8ER0b1pdYWfzOB4m7b47Ljkyj BV+vPe1qHKyXfWXHdpo0Vk545m1R0YqU5CqnTVQp2MbUosnglylUevHh6B7N ceSV2f1XFm0GqVmKiSTlDrTiCX33k8ZBlF5wRvp4vRB9Ke4Tfdu5QFT6GFjW TH1F2omRro1aklB2N2W1TtYCsfJmZMJAAAObbdDIHFSngcbujKOjE3LYat7s Q7SkAgjXaXhv2EHDjNDQDa+M5MHpTBf5QOd/yETXotPZmAlZ9NVHfeuziFL9 H2e/TFKhiz537+lnMaG0BlH3zirAq/XRY6N3qBBkfbzo+xwdYm1lKp9WM0Gk Lx4R3pKDwESF9Z0WPGg2mq16rMSDfujOyK5n4PaP+hZMSwGUDqi+9qyl46sl 9I2dRnyIa5bpldUl4xuXt2bHzrAgfW9wRFcmCZgGNMH4BjZ47B+EyxQafOs4 tPbkNQ4OSSu7LLTrQV9s+PdVlDi4jm+wRVfIh5Cv2eoSWXRsccExN6+Sg+3M Xj3YqE7DGwt7vAhnKmR+OJtC8RQjYXDe6airkjhY63hVgew3RFKr/2smQwGK /W72pnU3oA59/7c+lXzo2xuYuHFtF2GekYMFUhwQ07pv7DOXgb68sEQd3Xlk ShnYX/QrFVwN9DIiGCOIJVjIUj7PALMDz7J9dpDAXpHyzWYVEw6P3vmzJUgS HgbQGw5+5kDBWJDki6M8yLT0fpV5gA30reqUidnlO0QN35JxEEBwQkeO+a05 pHpI8FtNEAc/8o+2jb5PwZMvDdU4ZRw83pQmGtCrJngs66OXlXn4i7AlyMGN C2Oaw44rnVl4QErb+E/3UaI3PPdkGUsap+w5+763k4O93C2jdOelcRN7NHxC kYJzJk0+jPXRcXT9SEfEvi7ikN6bVYfVqHjYOO5YsiMfZu/rHzAd/oZCVmn3 L/aOEgV1G6fV6d8IUvQa0NHkwVP41Te9cJYozzJMfbhbDuu5ikoO+y4Ra3+6 dCF32Vf+SXnG+fqSUMH1zD68TxLSD8a+6GqgQUVnyaGhq11IYfBR27q/WRA1 Eh4zONWMIuOX3oUssGFEgmtsbbIeyZI+STcs81rkXFxdfoeLNbZPO5YbCGBF WPK/xyZT0f8AKJWmZw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 15-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVms0lAsbHQxjDGPuk4Qkt4qopKLeR+hKR6U6kZNEUiIKqeQSCSm3DklF IqSQe9H7hIqoUElSnBgh10zlWl/fj732Wnut/WvvtddWd/Lc5iJJoVA+/8H/ WeCq/7fddSrgRFXNL+dJQnOBmlNPmxAxco5Tca0EpG3fSPHkTRBFhRSZIDsW KC9OLEttpUFR67mXgSflMP7u6C43fwrafPeKOFdMg3DTcqWBTiE6XqoW6Cb+ IG6qfjkd5SGElIXrP2tPsyCxn3ZW6S0fKDuUG9x7pCA/Uc5W8IgB4/MTzqds YoPrt2t9scs+E5ATmfzUmIo5UX7xZdFCpGxoebNvZxNpmb6gUaV/kAhyL6Gw b8thyYFaG8F0N6njaMuWdqJCruo/eqZHpDEoZZInVOsiX2vvNHoQIo2Q8U/S orA+Qufg2UUlBBeCNJKeZngI0MX5OESv4iMrZH5lojcD5Ia+mPe8/Uh21hzR OFwmjfe753wpqRkhbKJeSa5/QMUZstldY0QWHRXzDpW4i8mDFSPng96IiA2i HQOjg1QQTw36vBmVQEfX69pBP4fJEfXqxGQ1PqZm5BmaXVXEdZLhasF6A2RD sdxhpwgu7KhChazcaTLBsU/NgcfDRzssZHzG+VCjphIaFMPCQKXqwnUGFKCI bESNSo2E5AJIqzMXQicRbubc00Naz84tpPHkIamk13+ulgQMP6Y+F24UQOcF PxtWJxXSxri+L/+j4bRXm3YUsDAy3vWc7cA0iY7M/VNm74kftoNJlK9//GVx 9joLeaCvpqv49RAPgy76VCz/1EYUL5Iv15kSQGpi9K5TvT8JV7c1wlNXJomj wbPc9bQEYLE8XMRY8icfE3Pzvk99pNXHkase4SwMkuLr9L4YIU8m9yxy+IsJ zZ437etXcvDdSi/NdQY/iaJVlgr9VFmUUft93tWfAiwVNUutUC76T9R59U1R AHe5/1N+uIW4tnKxCyv4FkmRLPK5L3pDCrfMihTPVQTHX2/2P6axYbfOuqqA 8QGCgsH5gf015H9uwSrM8l6yIclvY7E2F5W9FHSVNClo8L5Z8u3K76QvR11m 7g0q7HwY4VhvJcCE5VNXKF2j5Fwtd0ZrFBsfhV3a8kiFirKrjtLm72VAtlqh 5vz/xokVtOY7zps4sPzIVtVSujyiecQK8kUHWfz7oAHbgwJHdZc47zUR4s/Y a/OCVgsx6IZnQNJhPtZxeMVzs6bIzjrKPCFjhPxcrfT4r2Y6HLz9rwZDyIK5 6Zu3vhr/TTg6LzmX7DtCUFYNOM4+IEQ4EG0eEzREvH5Ljzdp5IBjnuGvxpx+ 4tW60dVnq1kgFhUFHl/OgbV3Vgmb26bJWwNeTQMpDGTEPDDyyOJj4J0LbzTu crDM02VMe4EAC99QXFyVFUDwcOPXAa9OUn4shUmvV8Ddn15cUTrKxBO3pz0a IhQwNO0bN4GrgAfzs9RT1kmiWbHUozMUWVDpPDa2+FkL8WjdZfegPAacfRE7 Gav/m/Bpy4iWrx4jXnrE14Vc5IOf+fSzghV8mFyzOtA6kYK9L1YtzXNgov/T m/U++SNEyOQakWSGAIvt94WP9HJh4svQkuiMQdJhnBW5xpYLLqvjdJavHSJ8 7m7t1XgsxKgQ8ypK7g9iwYmG0vke8ujdEPCu10gG/o61/rhy1y8yL72voPWZ HD5VMN4e1cPCnysSjwzEMFAt8YTGk+fjxHT/l81ez8VkZdTu2XaVhWSflVHn yYutxPPV95Uf75whFTBZJPCVhT2xZY8SHw6TmXKhq52rJKHfIkZC+8JvwmDV 5pgnKUzY7Xzh9b2Mn8S3DqfsJkM+ZlZpn7nYyMJnqzLGsl7x0U3H0C1UsY8w nxMrkLSVQXctdktFtxCJ8hs5Z+y/kMtdhnz3B8rgu4ySXSf8ekmL0PSJgHJJ qDk95skOe0sqfrkx1TgqB0GqWZIhv6iof6Zi8GEUFfZ4cHX+nvORtDq4Xss1 TQEe79JVrRh4S5TsYYpuvxegnbRZAmVUGiYT90gtiaDjD+2L67cfZYKDp80o 2PUQT1TiMy9FC1AQqx2w31tM7HGqYXdYyaNJyf48VqYQJ6zvHQkznSAz92Xr N5hJQ/PH8lpq4xSZNm/TyXxJDmz8fm+yuOgbkcw9UsRNFeAvz87AxbUU2Hrk 13jKPQlM3vWhxzpDEsRKNieWt02Rit+LtzeqNxCT5e/OdT0QwnOWdDOaMYFd 1aAd38GAuzdVt4YfZkNBogtr1jMBjMrVSC+M5eFZ9ZmngioWHp9XdNGKx8ZP 9o9/xIi+k+sdphSf+rJQWvtSwtObzcSo4a3PlU9Y6H9At9D4BgfOxj0rd1sc TM6ureq0mR4hDjtbpY573SNVhu/W+kZyYL6aqCi7+geRdSUseqqskXjqkNYf s1MG9oYTY4vaOPhwS2PkwlsczJt0Ok/oMqDdfHBb7AwNh+izPcSVikgZ/imx IICB7tKGTcuaaXj/2oqre3NYGBLxoDjlkRwadzmZ9q2QwgLfkoIuNQmoUCjT u/0XFWV0JPPH9RXh7eXk+s8vqbjYSCYyYFwB6kIzfLu29ZOcFlhZw2RCQhFf xciui2g/Q9k9k/2KrHQau9AmxYK8Wx7FoqQO8uxQ9xPjJYpgxOq/FOV3lVzN Vt+XbSqEL03NV2+pjpLRTLm8kgIOdp/pDVwmMUpKG7ykn9upgCXn5x69781H qZSQzpFSCXx4YWQNM5wL6RbquUuSfpJurwqMumYNkFnXt0+oDTYT9vXVGjEH eXjyX0GrTnIV8ZpjLHA/JSb3bPqZ7rl2klhzsXLhv6WyYPm9vHe7WB6GvdPC OR/4GBKW2GazTwGKqHOTn4g4sCfctqBbXQg5PnfJzP0CPMXItjC1FSDr35wW Q38hjkn5BBhpsLH3k2ud6SQdIiqartgMsPGrgZXNwSAerLehRn/voGB0uFNU kwwbo2nVl4YU6PjrukYlxNEwtMXAiC+UwnfCrAr7O+Okk96RFR33Rsl7L/ou 3ZpiwzVquz6jq4vILKepHeqaIIda9Wfi13YSf23bV0O/2UKu2eIzuOCQHFz3 yy59SpeDBL3vciavZWH1/MGmT6p0uHOVY3miTQp2WIdVCt4KgafXIHHemQt9 +dsd8gOE4J02x0L0R/8gRbKi/vyZTTv3NNWdFuK4jPNMLdCw0H9bFKWDj5UN s67zHEaJTn/ujdWOPFzmOOzhpskFN+XqRxsPcdF3nnZM7SUh+krkxi1zVsTU y7CTpism000WFxR2M3FZbaGN9XkBPM8vfVTvPklOe3tavlPnYvhZj2dJBA2V YyuOWpe+Id3rjt4UH5PF3WbWTUs3jpImQ7RFUcojpOfNT7kZ9HGScM71v32r jZxdzrAobxSRcjvCb1fovSe/3v9P/G3NNJFdWdbrrTRK6sSHuzRqS8E95UV/ u2T9JubEhcd2+zFxqx1Vq6aWAfMtUm37h+XR3qQ5bp0GG1oWzD+qZ0LH64KC zqz5LHA82C5p9X6MTM448OHXVzZkMFRtvWsziLvbP34L8pGDdsbkjQeffxEy gWWlrDtseLIwcqD/Cg0qKZt8Nw8w4YKdbNmDShZ8f+NTbP+vIpyIV1z43poP W6VPpdZvFUIXfErNrGVif/2HEud2LlxffzK0/SYFDu8uM3MS8sB9swiCZehw JVhvEyuBjwEpxcEt9h3k3oALhluV+fhUsNRoUYsASg4H51pFM9H6+N7snDIu emuVq00/Y6BBXocnsZ8GiVp6ubcbKdhyMudARJgUitdKUT1HxkiKem3ueKoi RJrvkej+8opsXexb71UmgAKNyb0/Z3cQm1Jvo5DKBU3eeiWLVjn4LycoXnfR FBlo733kWx0dXJbqp4Yy+8gXCnHvNBtZsM6qItPLhAJJLRPdxq/YsK3/Svpr fykoPcSdnTPBh3sD/lKPbfnwj4NS1baVPGCs0JAZnhDAtMXJJpVzfLzrG2kX mSaDEfaGp+884+NgU4q4W7+SCGuOmazfLsSvLa/9/3HlgZn77xlTYy52U3WM 0936iYXSLMvxDTRMsjz0qvM9F1Vaew1mNsliE6c/ZHiWDOqMEsmpjUyMrO1r Dd3QTgyI07dwYujYa3xpV+JeAeTP2qD5l0hMBqjodM109hOU4yYJIyNjBCVy Huhq8cFzdNZL/f3TREnGsqtZFvL4VYXRFOAoAZqmZ45n/9kbsWtQnckyaSjl eWRu2yAFSYIHx4LOykPp+8KtPWHt5KLqDNV52VyI6AuJEo02kxp01uncKR70 SfCMd65eSMoXicLDW4SQv/9+ZckVHn6+G6ebGM9Fy/J5nQNzRohAkXHy1IAQ dX6MzPiFyoCOgemUagMfC7d7RRsWs+DMtQMXZZeycFlOu4HmCz46qikGfMlk IY3jH3D9jIiguS5r3eLNxuNJV92X5k0Qxx5QyzTZDLx1Y5Swy5LCoMsl2xL9 5dB3Y1zw81YamrklKA0YUvCyc74WHXjY2rWgV/L+D7IkJ63+TyNw2iFmVdTn GTLsoeV7eXkONnAyx+QUJcFs9z3lDDGSK8U970q1pSF4SdKK00pCbJxDlf1w iAabmmzjUmYp4Ip9P+xru+ggfSzyY+IrWQidcgpJn5YDsbg08ESjLByJF6rg GB2evJvr4l/NBk5sm+FNfVlYQ/s4ZF3+pzdxmxkVfiwwdmp3mejiIdNOxW5/ qwL4DYVu85AVwufOmfaUNBZ8JYd/R2jwgXHat67NlA+0y41LVM7w4H+b57q9 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 16-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk81PsXx8c6wzBmMTOlZN8ihKKS39GlbsW9khZJSK4W2UKlLNmXspSi cu17hSIi7vebFCllSylZrsZFyshO+Ps/OK/z5Dz7fN7nrXDcw9pFkEQidazM /7fHsu7ZS69EAc/V1S+dmCf+yaHrPqhcIMrLSKLBR+iQodixpeCIOJR/jHgb 5C+Ov4TsHZwyEMRWU17REY/JsNrulI5IIQ1mlZOiUvcwwOKcylzVuq8EFMXc eWkojP1C6DHPI/lEsFsFiZEvjruz5Lmsjf8hdUcbhshxYfjtSJ2lXDEZB6fO S3PlBtBJffpi7wsyhtxjKVrhw0TM1sv3p83ZEKyU8jLXnYNNaClNa/y4mB6i XJvsTYVzKQt/J1/uQ331Z5XOPBHBA59+DGpH/SSsYt8J7qoWxiX6h10T4qnY UarkdIXbJOodFRYC+SHid96B0fHvwkBT0/l7pkMIO7qmqQXPjKFPc6tT9h/m 4ozcko2md6WwmK3+czXlMfTmsfiZ49EsGGSZrCouXUZJjsNy9tLSeOcDK23F rwJA4lnxWla3EHvs0v1IFClIqRi6KK8qAJs7lLnNJ8TxL69ParFAxzteNAxK zCwj7EhzXjDtIvLjqEY3p1bun1y3U9eUBg/vHuvsBA4OjvOt2dzzieCfLh7I dlkkPK+sctugyoGzUdvzfMyYOFiIrT7UzEfdcd83ViA6tHlk2b3ewsSZhc78 lIw5onyrueSIMAX/U1QwOGEgCHRZOXPVMBYWj8iN13khCPiQ27GqM52E0AWe kWxhHiIJlvs+4nUgfeFzxyL1GeC41OH8jMyAHUOhjSaCfIKEr5QGjdSjBK6P VKn1N/Qm5fzux2os3DSoVtrwQQDrdrUJvt8yhbIbT/EONInCwafRjq8tODhz LCc2qX4Cyau6UT/GMrDZ2Jeaw9tEMWWrJ1nZgQqfJVJsFwMXCCNy270Te5jg b961/s4vGsa/RRuh5l40YSBi5aYuCJ4aeicctnHxYIPnQZywhPpekRS5VD6K K+vRiIiWgJP5t5SoXDrEKwQlvi0SAMcTehF3/PgEy+N5Tl2TNDiWbFxqKRoh VKrT+z5FMGGSVx7ks5kJXuq51LKBZZQz6tU6mkrFdQ3k1bFjXBx072qH0gMm JozX8Eu0/kUSE6k0sdeSWAayVzW30vGF/F/ub6Il8VH78KTNDDo+WVqgkLpT EKvuLEyvjBAH2b5zEzoNncSYjvHNwRQahDYnzidqLxNSMRR12Q9TxFv3G69C 4tjQzLtnRfPhwrzJ9iDLZBLGzUW/0hvo+OLLrNe+pXxivP9Poz4nPrKfpceY 2LBAzVwz2+sJn/B9sG9I6RkX1x+I2neaNkesv/CmUtldAps+H+gbjKXA4UTL L1sOLaGLauHt/SmS+KWk4f7YQToWfK/355rzNCyXfEHpRdMsUcTb5LVpfhrV xtrKHKktQ39Iro3PUvpMNG1/tObZwUXUUbCu+wGFCkcTn/yT/HQMtZ8ey/d7 KgwjZgkCaleXiR7ZU16XR+hge+Jqe3HuDGHXSWX7unFxXp1aYFwLHTdFyAeu f0DBbqqMzpqvXKypFqRo3zKMNrv88HMOEsWfNCYCDMS/IbOw7LmAKkFoeHxw p1/jByT1X/pCy7g4aA69G0f6ZKwdWPP9aawwUBQicmicPmRxcpeqa6YkJKV7 S1K2fSQqjtJ4+V0c7PfHNQdEUGA++aiQXrQYzpGbnxltpYO9h9U4HBkkXA3X b27bKYW3VTiX0PO4eNI8anR+YAHlORVqvzEVgcN9UWc7a5ZQpuIe/1JBJhyr N6Mfvj9J3GGdLWdlcDBfvPun8FVB2Hd2aTa1WAD//Pnvhn13hWFytdWFzZ8W UOP5zp3G3HfEfNWHiIFqLjzWi2zSfUIHRt0btRu9VIguOHw9BljwMNmFvqqB AzZfBmSHqzk4VGHxJaeOjhXzqWZKfUzcY/dsOoE3haa076dQ9ZhYRC0+6WVW GyFuqBO9L5qJL/6lUWaYzoRPiXHlMkshSKaxrs/qF5+ItKlbeN9WimTHHjT6 xTBBawN/V4L6HFFwO/zawpMWInwpQ3ephAIOkcSE1icmVmBX7aLfkcYl88ej CA0qHCDOOF8KFcc/xGTcJ2ulcJzl0ICZEw27iWxsNWgjY97rs38xzzBxSHT1 49R/xLG7pnWOt4kIfuhX8XBATgBC3jnZX/EWxaLqgqWz2lIwGOqfuG5ZFOts Eo0JmJWETYzAwnTud8TshC31NBok9MYumzjziO5Aku1i4Tt0wuW7gHgZA0py 3B/zUnrRVc9IB8Z2Bmyij8THnr+LfP44TacUSuOvgUNBBgLjaMuNxHqDzXRc ESXv+cibjdU6f3guJgnhp1f5JrRIFkR3N18+x5pHp9493DSwahQ556OZ0pEO wu71c6WEk9I4p3e3Cim+nmhnGnLcLk0izWs7ejxFFgmTuFrNW5UUyNPZfndg WQrGvDMjmZ/Z+LZ9rq+mMR3KheXvvOAx4XLtZMbffCYe6nF9ZTwvBvJak7/1 vmXhb7oWVieDpcFr2Ja1N08QX4s8HtsqysBjPe4PA0qpeClNqRaur3ivLL9D arUI/sAtqLG7N4vo4/vTZmImUHHzcHzOAgN+rbLYfHGeR+RVkeVOD8yhkZtS 24/O9hN/WjvVi2V1oii5rl7bjZKQdr6w8qXYCi/GrpV/e1Bhu/L31p51YrC0 /5LXMl8EDliG13Lec8HG7FZHvjsbhkv325cGcEGY5XiyM4yDDRzH3E+psMAj UTZB2JeN/RTVEhrjufgtvedR6WEGzrgJB8kak0jxfXLbNiYDGzSWWVlGccA+ SdjX1GAR/fL2MP+gwMIu97fIRj0Uw2sSazwtKzsQrThcxVqUim1NLVv1d4+j ihoVX6PmceSR1XM/V2wWNbhuUlz0+oJkqqhmVS08tPftsEJO+2f07VH/5E+T X4S6TtPODt5PpH4j0qVFTQgib3OlHAIFYO31yMSvK3/s2lluRFs5DZTNMmxG xiRwyiHzkFI+EzrXK3tu2CaG755Zn7L3w4rPTnYLWnRNoKs2JaNhb1mQS11n 492YSygsx8n0b5eEbup8evW/S4ToxztpdREseKEZMzpymwwxkvxvZzkMuHqE 8qS6lg7PxBTPuPow4MINKc0uSza8cNZ6IDfBhrRd/mHdWSQ4FmDqt8+AA257 eXBFVAz04rXaKV1cHJD6+EqnXS/6HNPQcGs/F7/k6G/S6uSAmfSVirF+Orb0 cSgsesLChrHH/abKaFi3pNeDcCaDxY0wVaebgrjTv+iv6HAhPH1CNNZcbBqR FBrvz2ZIQaj1KR3fzFb0UcfvtdcTDkizQ7WNdPuJPRn5mCvMgtiOvX+Q70lC f1HwDQ2tBVTcV5C5K1gCXPS1M8Jowyj7VUdhaxITdlrU5HltI8Hb+zOalcUs sB65nd1+UQiS9Cpr2205QDVSEh2b44DG8NyHtFdc/MAv5khMpij2MvWxu23M xl+F1Q2zT40QU4Nq0wNPxXCK+el3fV0sPGqeXU3tEsetzJGQsVWi+IrCATFl MgPHNA5/DPu9m3BwMtu9DyTwkGH8oWQHDvRbrskZ5M6gAFn1gcW+EeJ+0o2n HWLTBClGETRU2WDfuFTg77BMVOQa3C0wk8A/ctDwIQMhUDEO9Clc4btaeMZQ 3oMMldLueda/C8HSVsVzeqFSUNlVtm8wvBsp3PKeuVDNhujhkFjeeBsa8Xu9 Nk2XC8MC0oYHt2uiJhnh5cIsNjavUuwbXcsndpGyzbT/W+l7UbeuSjMbh029 6TN2ZWIy82JAWiCPmDY8kkH5nYV9Uu666ZfMESpO4ce/DkvinPRx4kiBEK5V rolw2SGJ/XZfv9L0kYyp3bW8CZ4AvnmiVFUMpPFRPXVjGnsOVRRlvl5JDD8N pVsmhZJw+FPzLgkJJr5DnU6HKSEwtS1ekzuJke8jTau9TmS4opdidHk1F987 sIN2qF8M9rTaXE9dJYn3npdQf58qASLnYr4kv6OAf1a0wNZ2SZicrAy60EKB lIHeNv9iCXjxQd7l4nMGrGtQsXhcJQ4m5C8/LKukYTCxxnuNPhMMj3e7zA1I 401atNyZADqc/xFm7U7hwtEMxVfOTkz4hsaWo5XYsGgtY5N/gQvkmy16soHS 8NcvH793g2ys2Hd+dez0itfa3AUKNdn43Wsd/txWcbCkW8xpSbCwV3vCTSaF i92P6z/a3cvAfw5pXDoYx8JGYeqaeR0MLPvGm7IhVwSo768/7hKsQKkbS/da 3pbGTlPj4S/7RlBqRSj3PSGJFRpGhI2UecSouZuZTBULslzHr0vVC8D1e2m/ Gs4xsRT5v99O8shAZBcTsT4COP/uMG2btSj0lYc/IWUuE/DowDUfV0lYe+lM boz1IHGpi1RLzpMCBVpNf9wEEzoiAvznDrAhX9x0fK3xDPp8bUxvJ50D++5s 0Li2VRr+BxAVTPU= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 17-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81fkXxi+u5boud79FlpBllKSEtu8xRTKZJBFlGEtJspZI1rLvUhQj ZIkaW7JU+n4qVJZs2RrJHpIlV4Sun98fz+v8c/56Xuc572eznZupIz+BQOha 1/9ng9L0Q546CdDPV7U8h2WML/SL50wWDyt/TBAKsqJCd4BgkpYcBcp7wt4H XhVFJDu2t4osEZkseESGPRGG3nOminpzVFhSTI5IN6JBoefPIdd9YxgURt2t 1yai6YRXN9oPfceCXCoItHxRtOuru6df1gSuYmtGE7Qjgme+/dkiNVEUlL7M 5MgO43hFXOq0viiC3L9St4ZOYMnT+t5VIRwIUkitz3VlowUvjw5fnSF8oPai woUqQWRTliAv78fFTKJb+A8/JSKtnR+K7l4WR7YSxc4VLlycm/W6v6VgEjMc PTk1940If+4zuj85KYhsz2UoBy3O4NE0Cu2o1hze9ET0gl0kA/p2O3G/h/Ch ZNsJWWsmEzl3W938UCcAhFGT0daNrVjQP9rna7bQILVi3FdOiQ9yBv+NuaBG QaseH5WjgYpmxBofdRbwIWQrbr+i14vJmfgyhArW96uSTquoMcGzKXxH/AEC uAdvcNmmxAZX1mFHQw0mChJgqYw3z+Ism4iA/BA6tLtln27UpaOCzry+ZNNV rHyPPmWSKILu2uSAkiwRqNKy+ko3GOjcdg2t2BdEQBYuf1Vf6MJ+BZBP6ZIL cAJ/+eWy0Q94zhb5sTx+BtjyPti/FKbBFD49+3vpHEZAwSWBk7V4vnXAyROa 03hT6pUjT5QZ6BKR6LetSgBp9Lbzd+ou4CO5W2Vmt5PA/FmkbeNRNvpsMG3z vmcBl1NyIfdE05BVh5nqRKIIEtnjLqxoQwb7XgP7I/Y8TEe4/aGDER0u3rjd 7C5LQ+hgpA7e/BkfkC86bkwjgruqpoPNXg5qT3kv0DNMQAPvCPIc8iz+76FZ 44+REuCUf1uBzKGCuMv3675hAmDroBl213sWe1sSah6/zAbb4h281sJJzLTh jUWhLxO4o+WBl3bTQWO/EKZ4jw/lTHm0TaWT0e1K9VoB9gguNp8uTmqkIBtr f9fc23Tkk7/q2hRJQZZPI6qbX9KQU8mDzekG/Gh4d8reLyYUkB7wmt/+pgt7 Un6h+9Q4Fa43Jy4nqq9h19Qd5uQVlrD3rjffhcSxQMRL0+JsNB351mc3Xi6Z xcwzJjfNS37HrZeoUQfMGPC6zuzQvavfscv/Hh9XeMlBRUWWPkKlK9hvPk2V iq5iKMJLWfqdHBlOJRp/0rXg4TtV5pY+W1FRPUX7RPQYFXX+Iho86qQi2RQf hbqGJcyJ4pHa4/ATr4m2lLSqeYyrkv8inuB9whr2l0m9NP+Fl6tWhUcMUOBM YtWLlGczeEKtUnD+hBBMHkrgU45Zw5Sqmu2/ldLB0iGmoyh3Eft8p8w0Rp+M XJRoXc9HOEiFriZjEz6F73ac9rYPFEISxy/+rjP0DT904/5P/2p+UJmQS2ow /IhLfLm30jonCikNJibuOSSkHvD827NoIpyKpeiqvBnEjzodVjqXRYFQde6q 05uPWMUZ8dH8XjZKfpeB3WsSheWUMwKakSRkcYSb//Y2HazdTObAagxrwELm vQxpaG+FfTE1j4PGJv35xtp5eN7fBepNeoLQcNMketcqAWXJG10t4adDi0R9 91zPD+wu42I5I5ONVO1KLtsEEuH4Rd5SehEf+vSjJEyuXgi4G018dn9cwU8Z aLqqqLdhy9XdYcNPOaA2LJxqcZUOtFdNyjc/k6Fx9yenQQMWlKY4Uje8YUNs xa848z4m6j/98kfC6AJ+rS6zcEaKiQSV45Prs9sxUrGImf01JvI9q/pY+x4d uoLLNl7+dQOXfPtqwGR1FlsaMj/TkFKGS8/8+9Y7ig5XB097TDWvYA/uhMau VLViRwZ6Nj8yJINNODa/9SMd2RpvHaipZaPiZbsITJUMNT2KIyeMKWiaJOnK rZFAvUld7LR3VOQiuKNtV7swmv/xq2vBiolCIp8+SX8hima++TOdrwqjUu+K 0mFZPoiTV+zvfy+ChFT4S5bUJaD+oNS0vjMJbdcSivJfogDLeaXTkzGL07tA t1ZcHA5Y1mmy7n/B+gIIlr8KWvCxkrWUpHgGFOe4PhlN/Yyz0+Wf7aAwQIs6 GR99JQ3P1BrIM+xko5GA8cBdfHP4MiVlrHiShioi5NzLPFlI57T8glaOIHoW M3tAPJwB9Y8lyq+3reLnW0q1hjdM4aJ/4Gd7pbux042vFRKcmKi0/dbi9ap6 rIOuzXbx4+KC7kMPzpIIcCCuRu12pQgISVbxVxXRYMYzK5z+HwvdLZxVPjxH g3Ki3N26UTrcb6IlxUwz0Xj/uXf7lklw8ANtu/oIC33VOGriFMSEx1p1y07p RBQbbhfdJkRDNrtJ/rw74oiXoVADScKo6XV+2Ybjwqib8+D56YdLeKiZnJH8 nQW8qHkiPmeFBsbFgYLaRuNYXrWwrPPwT9x/JGPP9r5h7Jjp37Wk7C5cYULF oHAzFTKuFFTWk0ThmtPXzj9MxWG/4re2fhkSFM5oyrzAROCkcWgNu5MD5u0W O0uLOTBRcsK6xJ8Deeev7Kmu4CBveeWEt/EclLBP6mWVGgNl3gJzYVUu7vPA aerjJzra9faxiXEEG5KHT6jpKxDQqqebfvdmBupQiVz8w1EMSSU+dzeu/IAP d46Yfvu0/uf0jNt2HpnD3dksbvCjedwtu/9RLmkJXzgwQ7XTH8Alq8mHqltH 8bYWDfNu1I9/LRvkfj+wiineKmzJHOLiKjfDHVuVBaB3Tibb+qQAbEoKTxy5 Io50OLEl9YtUUDyUaTY5I4aYdk/csqaZ0PWbovu2vSREPnjuZE7lOn+c+viP 9s7j7xjXLBqGWZBLljHzfJuLeVV3R91WoUIfefne0yEe1nKvXeBaMgvq1KKm Ju8IQwB/xKr/EB1irESqntZQITHtU5alEQN8bkqo9RqzwLOc6nP1AR0ZX7Ip KKxiIDtyU8TRRSrSKP7shtkLAzFxw6PKSCLqulp4NjJUAGV/bnqdaLWEEza/ fbSUKQF7hG0vKV7rwHu2ezd6VLHh4wZmFo83hBll5iMOkQFfXu1aG3OgwmBh 0E3VrSv4sZdNg9mBEuC4Uz3zhvgE/ndNLmdjJBMMjj7P89hLALOS3SY5iAWm k3fud/gKAL50lWjjw0EjRBXt++cnscMByhUv3MVQqr5zy0AvA+3UvDQ9/JCC 2uiTITMbhFCioYdvahsdRb2d6Llh2Id10OJcv+tIoHHteIsUGzZIv9+iUxC6 fnfSKsO/BiYxB7E4AY3TSxghSh5UlVgQe3hEhmnOBxW5u9IeHBJDI7GyFmd1 BWHLvoBLBet5Y2yY3C0xRoJKpmueqaEAqJv/7G49T4PK3sfHx0L78HyaZJba BAfpV8sPTG2axX68Xnus+Y6BdhX2aWxpZiHdU1KcanMmEqb7+mcEjGLBVZIa qsdY6FJqmsvO4p9YubVN0/1wKsq5N4dZPRBA1gUxCSw1KvI+khTc0COMog0z 9LvfCKBbDiVKJGCiHVwpNeuqFbyiMKtx3XEk0tmcrgn8KPSZfq+YGB1ZRGoM p4oLgZ5lkVQuF+FyeN54XRcJgjVTda5t5KCenA62/F0xMGozS0rfQEH3Tcgq O+5JgKBX1KeUFhH4b+PSNWk/KnC5lYE+rSLQYO02X1omAXXdco6+r2kwK7Na pxdJgQPCn6aNq5lgl/dDapM0E7Tt+hx/DjMR75x4H0+XDlemb5i6inDgWAIn 5ncTJnzFZ9YiFVhAjUtJy3PkoJbG7bM/94hClEzDNB+FhTw6Em7RRTho7Z9t mb6IgY6Nq/qZxzHQlacxBZXlDCTd5CmyLVcQ+sdDdHxPVOHpO0r+ML7DRN5z U72u5d/w9IrrnE6MglQGp49ctP6CTem7HJKsZsDKzgwvu2wBSHqYsfrGi46c 0xy63ziJAna/CIu+xIeeE8+k7XwoAgPloVWErDUsNl1oIR6jwia/C7lRpmPY qoGVE9WfBpvFnw/Gza/3zAv+Fs7JHMgX1ZvbtG8Rj++Fk7rredrz58awXlNB pL5F6jeL9+LI3WXz6sStIZxfeb+xzyAF2W3d5JaWSgZ3P7aBXxANHfxKGaad YQKbkxqSE0hElPHPvH51PjSz6y8zl34ySpMbyub5EeBcXIdX5At+FNxKO2Ov R4PGuxPptYFreO2Nppwv5yXW+ZOwFsYowWPbG/ezNcvwxBKHGbWCKXzIcdCq N5wPmEbdnI6WRWyb84tq32EWmnQWUe3lW8TceixsSdwBTOtKv25tCB94ixUE PdpPhDrf/5LFcCEo2Kd34TtlFgurdhSd1hYFxa+3C24eEQcPrrzit1/r/G+0 FO2spKN9a4frtRkMMItLnZsII6PyouNPzFQZYLkH+9NoUQA9/LtENOQdFWQY gxMpess471Fhg7AHDWJiJCf+8ZGAOKyWeE6RAq4CD5cORnDgf/UBZ0Y= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 18-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl3k81HsXx8cyxjAzZp9E9ixZEkXafsdDdbm5odVWlqg0WcpatywpWSpC hCglUbYIE/p99UiKhBBll641hLJdHs8f5/X5//P6fM77HEVnT2tXYQKB0Lk6 /1fFpq2LpFZJQPOvq5dPLGC+Jw59PzxOgOIigliwLR0I1Z72m9bQobj9WkPQ BQlE1ZleGNohhixnvSOuvSCB9YFAq1MCJsypxF9PNWdADmE8TjZuCIOcyOQa Q1HkPtquUqA7gwXzSwiMLAlkuDdd/9aBMVzd8SCD6CwK2QF6C+ZjFBScusDm yQ/gWbd2T1mQqQgyjyVpXR3G3hBcKZLK3/De6rPKZ8qIyDsgYuFmxi/MMuqj 8N6XomjYXaLicwsdOUrlu5fwZ/ALtyePF/iPY38MHhqbGhcFl5ez8UQjceR4 Mk0t+PcE/kWlwSBFdBqvfyFxxjmCBfwV07d8WxEU7zgs78BmI60vvTTdL0Qg DFoONko3YuZ6OoWnp5mQVDIUqKAqBOcuMXe7yNHRkvcXtSigI7qf9Dm3qyII OdJcFo07MFm7fuGQMBYkld22U9dkw6vYm9tGp4XAK2QNX1uVC3yPmPnW/VwU LMJRH/owieMGhzuJvmxo9sywqzNiouFieVzRYgUr3rabOiIqjpAxOfL7DjGg r5PfrRrGQl5FYvqMcTFAR/jHBGfasOiYwKmg3Kc4QbjY9/lgCx6mF+R9UZgD jsstLlUkBugzs56l3JjGCCikIGikGk+oijiWkz+J1yf5m71QY6FNSr5O0nVE pNvRLNxqNIuPqso0M9sk4XB5hGPdPi7q3aImEFo/hyuo8iXboxgodPSn9lk1 SSS+zYukclwS1Hxlg8veE2ArqfnpCXMm/LLj/X1+jImQScRW/EMP/pe0em2S thh4aeidOL6dh26WtivcyRFGve8ISjzJSZwa73vs8lkGnMq6oyzJo0PVVKCR ZjwRHE/oXUv2m8RCs/c9mbjPhZnB4iAfAyaoOwfIJQSKoEdj3k1jqZJIbd5f oUHvO06ZTqWR66jI/IMTTS6KjQKyljzqI6io9Vntp4F0FjpV8EQxdY8wEpfx KpbWp8O63vPTG9+2YSpKB/Ri8plw5UPsQqzOCvbM+FwIIXcBa/CIexd6kwMB 11Q1Cy6zUWBNRp1vwSQmYNsfOy08gzvM0SN3HWSBd1Oo83r+DOabazWkXMVD ho4PsxKSl7ENAfWlKh4UVMLhNGstUuForEWX0ZFlvHZvlYMBi4lqqIYHor7T 0boazpexZCaSTwxQfvN+DktbKX4XRV/CK6Ns1tpWFuFK1m0bf9zuxd7vfC5T dfhfvFt6d79/KB3sY8teJZZP4O/ExX9GW5NhxDRGSC16BYtpYF4zzWaDzYno T3mZvzHj4ReNH5RpiK/KaKv4xkP8jjtWgeETuIHrDz+XIDGUnGbm63ZlEjcN ezh/SSAMpW8tJ/woXbjUP+mLjVMScF4kLuvTYQrSuVwxXh4lCi2VCRcaMgfw faf2qp58QIWZTRMn3ZK6sBJ72mBWBxetiZ2dUU+jwkKivYheBBllCbYumUax wcHTcgpsv2MXsoPaaqRZaHuJSz79MQ9FHPvT0lVcCD12ytapNyZClq/yrdA3 wuiBkvmFAmEmkGykT3JgHktmnS1m3eciw0sh3ruyxMDq7PJcap4QeuiQ4mWm SYYZacsAgy+L+A+3g66lS83YguDztYGXPKg6Wr2h7QwbGK/r1eJ6JGHwWHp/ +RUeFCa60te85YLab9srS1Qe6rar+hUzOIvLzx3zsjHiIqLarfiajGZsL0X0 59RDLgp00ygyTGdCvMNRZqJeOL629nWv5dIk5hSYNu8UXYyvm8it9YtkQkFV e+7Vl8vYk7tXbyyWNWJyPYJKYzUaHA/HprW+MNFMUtB3+U109IO81mOmUgpV 1PrV3LnBRHzipqbNzSQ0f8XYlxDERaERL1+kvpJAbB97oYifZFToV1I4IC8E ZXd/qda7SyIxdeGCOR0pGKMc2hHFpaCNW8QiL81RwfceSWtP9RTObAOjahoN 5G7kcS7Kj2Cdlwk2/2Z/xDV5V8AojQP5jzxeDCb14F73dNcp0TiwhT5yK8o/ BX/TkFjJ/MBCJdcVvJ6f4yAT/es7+kZIqDx6chctnAW/NXKk3TtW8NMfC7cM rBnDf8eoauyI7sDs6v6rHHOKjeg/ev/eJfsO+8Q05PIvzuBj3dxATYEQ7LpZ qXmnVBw8YvT31keyYOLcg3DmVw7quaN7zq6FBcWiCslvBpmwmW7RKqvEQ0Pd J9/tWCBDVHEHOvRWDN0Id45qEmMg+8bjV6aH6Gg5TbkSbpMQl52v21NNRp95 Tyrsns7hx8e+HnnY/RvP+zB869EiA746upbrto9gjwUkefeBedx7UCfh289B bL+1UzU5ow1XWPvOYekTA9L8s0tryBJwsqh85WAVHXaqjDd1y5HB1Tmg8169 BByyuFrJbeUB0eAHpWcjB91PgMMkjRmctzXndWMHG22uLbK0uM6FKx62F163 CqGlc567PyuyUJjD6fJGJykkE1vhZVHagqu0C+mRQujIxtiiSd9sCs/TMn6i /2oW98zofpZJnsMzVNe3+S724WsFkqaCxkG8JTl3yH25Fx993jfzc9cSFpL9 Xn6S/RtXjwt3bVQTAecpp/WDDkSQvR0e+82fhh5H6/ncQ0xQMb1/cGSCggru C77pK/GgbYOKl/Z2MqqwfNcQ8n6VD6c6hfd1TON2pQliD78yoFNyIf1l/zLm w9/YF9TBgzeakWMjd0nAqVnImexmQ7SteNnLSjq81Yq5VWa1uhfjpDQ7LDgg duof/U9pbGThczw7p4yF3AJjznMRE+nm93hiLiR4FV+hmftcDLVdyHGLWOXk LUWp9yYjCzhBsfbZ3H0poPVsFkXXW/H2jX513mVcSF1qK/Na/oaZ389CPFEW 5D+ecfhTjgl9OcFxGlqLeMbvb/IdJxngqq9zP4w2jBtMag3/W8iFPfsqHntv J0B7Rm6xv4cUStrt/rG3g4Xiv1kNO7rSURNzJHRijRjKzunaYVrPRpG1w+1h f3Rih9+wzd8BAw0Z3jqSeJwLS7L48MfNS/ildeoD//aOYI8+B+T9HFnACJFK oKHKAQUaratVXQRKMjenPDGlIO62/K5WHxKs33HZJ3u1D/OGWftt0ilQyvZ4 bP2HCAiPflnM3MWC0o4iq+9XO/FfS3lfhro4aHNOp+76DxyUQf2cbnWBi0jM wEtplwcxxwpI7o/mIZ+kFL5+/jwmHCTwyDdlokfpU5jtExFErdI0du1mID+z 2yHv20noD/mi/lOdRJRwokCVDGx0mS08WZixjJfkPKhbdRAtmYWWxWmKoqvl uzsoFCaK3qp2ycdRHIxt8mQyZxBeRAj18rlJgRC9pK1/S/OQ1JHnp7akSoF5 08HbqWuoyGh7lZRZIAOI5yO7Ej+KQ2/z6eHPqxyemSkNCmgUh/DtbUL0MAa8 +azgGvhfBjCUZu7utKbDLlLXDwsBG/pS0IXMbVwwdO50nR9go3L7yYUyFTb4 /wiz9hDngctjS6b2eS6M4hMrEcocEOwzgxoTHvL+FJPAFOehJzXiY6YtHLR/ SOPi4ZsstDgx4LrnLQetqz8nrp1JhMsyccf4/S/x1E0Ff1rcZaNg7T5HafdJ PLXkCq8Vo6JCjcGaoOZhbGw333StgAWzHVl3RYqIcPtp2tLb80x0JzLcu2kj FbCHeViUjxAKkrOLdjSRhN7iq2WEByvYtjURy2KzDJC9eCYz0vo7NlxcVTt6 gAWKtIq+m6t3oYewi2HUav63/SV9rcOaiIIPbrjeS2QgL77i0nBCP97ManBc CqUjZy1Zz5QkSXBy0sp+foSFTEapAwx7Nnh0hFRFZokh6lDPcreOEIp5kfq+ qp6GUhT6M5YvEqDJzIC7uVQUhTQy7F2MGUC5zasePSmEqsPqH/1zWgpkFhof 2FcX4jea63Zy9Z7jbkIqGi3PJvB+1z7bjnAhCJSWuTNuuYBpu78SBA5wkJVd xIrZ2XnMs/2II3mmF3v4MU3JyFYE/CjZwc92ioLMuTM//JTJkL3D+MxP6iTm n8V3bZmngMronew4MxqEae71+c+/qzyts5FoLWUia/HJQ+/ZHDh4M2lq+Jok SmmJydimzQGbbdhf5r9F0FffKd7FG0yQY/UNJxov4P3Z1trpe1gQHb12+F6A FOj+8rweupYOHiJP50yu8yCpUZVt8FoEHSWKHqjY34sdCVhvFlgljmoe9+fF XqRBrCitfPtOCur6pLB9to8NIibWH2mRc3hbVRpLWoeL1m3va8gLIiBXAbG7 s3sKd99vycz9zwiendz6t0I9D2Rrkbdhbg0uXOgm5YbYYEKbN8lfP4V1mbJ0 9h2dxDREh7l5JQSQ+Kg1a7ZBFN0ryvfc92Aey4iqXIymzeF3k/1DMut+YZS3 L6Zl9vRiT6S+hV2+voAZgZV/oTkN9iw87cxpI4FFdU+XuQMJGVPufbj/iww9 rGTdbvIo9n1XZSkuSwRBcEmiztfVP8E1KvToASlI3irBf6pOBuC4y4X7ceDA aXVSouI47pCYURgevOrnnsobguF/8E/xm0TGE1hQ+8jB7HAFF/4HP3CKQQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 19-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl3c81f8fxa/rcl3cvYwy4ou+JE1kfF6iQhQa0iKk0g2p0FZfklF98TWS 7JFIhIuiz7uSFGVUoqys7K3sfv3+OI/z/3k8z3k8jrKzp91RIoFAaPmj//uW K86RTi9pgGZfViy5zmGrkgezOUVEKCwgiPvvZ4DGhJUg4C0TCptufLh6QRL5 S3hfTY2UQDbTp4NvFJGBZ/uh6WY+B2ZU/7sZb8mEhLdzY0hjEIOHIXGVuiTk tvBXmrnNT8xfICQwMyWR/ulEwcYdo7iG026mmDMJlPY77yP+oiP/+DkOX7EL T7FJXB8sxUCQfjhWK7Afs6tZ0l5v0ot3VJxSOVkihoLFeZvnRGcxm9Ba4ran JHTK4uW0SBwLOdEfuwsFUzh5h/mJm+ZjmHnPnqHxYRLsuj/mqPNaEjkdS1D3 /zWK63Vsdk4jTeM1RZInnYPZYGVS4H/JRQz959SveIjDQdHmgrs31SSA0GPT Uydbh1VEHR9PHedArLDvvJKaCGwqvqV4qI6JFk5/VQ8FBjJUK9GfjxBDyInm Mm/SjKUMFz9YDOdCbEnEAQ1NDqjdr0zc+kUUvK7JCFap8aCl74z2h3s8aPBM OVCtz0I3c3NzxraLQOGmLdQBkgQScGtrkiIlgLFccYtaABuJMqhBdnspgOwF h0tPNmIb3h2NzIvOxQnEwnNPej7h/u/1jqjq8cFp6ZPLCzITQhzdvanx0xgB Xcu7OlCBXz3xIWPQawKvifW1KFJno63G+rnfuBJIp7mB+Fl/Gpeyir4Q9IoG e58FO1Vb8ZBM7OtU5uM5XElNINUUykQKj8Uf/0OkIYlNXmRVRym4k5yyvuE2 EfTIDdmuliyYn4mzmujnIGQarIe/b8ebbdcQi69LgNfKta6OBnx0Rbk7QT2Z hDreElbwpcbwE5VlQcLNbDieGa0ixWfAyIt1sWrNZHByXXsjzmcM6yWMlQwG iqG0odP1Q/FSaNT+c6zfzT5cejKeRqmmIiPrAGP9Qh7yy1zwqAmmIoNL8rUm eVx0PO+BcvxWInJ57aRn8oMJyzvOTK5+04gVzwTkZmZw4J/34XPh2r8xchO1 a+PFReyDR+Tb67e5IHNrSHgpg4fOV6ZUn8sbw1yrF4dVlv/ED80wQox3s4Gz 7pVwKfwndu6RbZ/KCz4y89OT3tZPgL/9aopVPaTR7L5Dj3TCGbAv3LpV334J D/lma9Uyy0aVVN1dob0MZDL+PrfpDgcpxvipvH43g23brIDUSL/x8lAHuf3l BbjLw6yGlbad2DujJ/Iv9i7iI8/bt80Ys+BgeMnzmGejuNvlorBdC1IwYPav iHrYb4x4ZI9f6GceOLiGfcxN/4V9vB6zPC2TgQRqzMaybj5KS5n+tkowjm88 OuLjclUcxXf9nPyNTeBmAamzl0uJcFoqebM5tQOn/0icrxuXhCrts58bbOlI +0rZ8LNQEtgoba+sFvbgVse3qR1LpoLKY9l39/Z3YMKDtJ7MZh7Kueke/e4Q A+ZiDoquDaagHMnzZq6FPDjkaTMO+3uxL6ubFijLuMhA6PKYkcFHTY0TIfMN RJRxJEu7xkQMNJysRvuek1DyCssLeUQWNHeX1A78mMfi2KcK2Uk8pPnvYqs6 hQK2p5Zm4nNF0JAuaXCkTgqmZG38Nn6dx3VzajWH5j9hc6VfbnQ95YML0Ucj M5wHzJc16pHtUvBgn2aERmowLlf1ssNmYQz7JqlxIrFIiC8ffVTlE8KC9oTp 30NzBHhwN/DWfEkd5hbjdicsiwGOQdik1lcWMk4w12P1MNEIRc5jqpyOPMiC UPlrHCQQW1O/voGMWq+NLa14JI3yfYT5XYoiYJthFTxjRUPiGsS8GW06qHOT H72RpKPVG8RDLs9QYeB+R3VCyiTOagT9ChoNbjiUrqltG8JarhAcFrNq8RUu q/aYdvPhcZpHUU9sO76Yeq+ctIUPGxgDd0J97+GyaRn6azq5SHhTyeuJNxed 8Til/slDEj0LGzOmBbHBkZphe+6uCDpRm7+hS2YIDw958p1t2IIdqH6l8u9x DgpOfEPZiaqxjyxdnuDiFP5bK0HRIVoUjG+Xa0YXS0BOkovzRCwXRr2Tg1jf uEg+WUHKeIALhSSluNc9LEhNs9NJ1KKgW0HOofXiTHR9NmGFQR4LLSWolEME GbkmhaHsC9LoC/9B2YHsGfxZ5bNsqyNzeO77/jtp80z4SIkeGH84jGWUkhXd u2bx7+4Htjea9GE77Y5UUFIacbtYH8JCARsSfLOKKymSMPvSfeh0AAuMVIfr 2xQocHnNOYF6AhX2WAeW8z7zoUlbXmKHOx8lRcFe8sop3LC3uHqtFB+tryqw sb7JA0mD2fbxIlG04O255YsyG0VNFMUdtmci+fAyL+viT7hepXK9kxELOZhY 16+zGMclBa7FceQZ3DOlLSedMoOPBdlbxrd34XKlUmaldT0448m0/9SbTnzw yfepCeMFbDlVOOx8fRbXiAw6WqcuCvfKHEw175NhWURQeLcvDf1Qu07xL+WA qlnS7oFRaTRKfJrpVcaGFqm5xKedS5gZ+fqjFgYfwvZLlDwtZ4Dn2dpe4R0+ +EXSNZutuSAeumuJ8I6HrM86Zj0sYaMBtlzjQAkH6Txu98RcyLAlUOj2jktB jRceugUHiqJM69DYweeLOEG5KmcmiQ6uZQcXgmq+4E2rfapPl/Dgqeemrznr fmCWSZmIT2LDxSyDbHlxDnx/6B+5UmseZ5+ssDhvyIaj67STAmj9OMoiuh88 zESxW9xrO5rZ6IK+r1yDAgvVswauj8qIo4a9Zpf0F3gopKq/KcC8BfMMaXpp zWSjPt079jGOPFD5nLXdQOs3fnm5RtdixwCW6Sv8noMvYoSQFbBSjQv5L4Vn crXEQJi+/t4DM2mUJp0ddXiIAn8ZXjmb9Ydfn01C2mwyHYo5Hhl25qKw9YP3 t7dmXChuLrDtDWzBfcsFB4N1OCgtcRzb/0AUicqla1zG2cjHIuLauyYy0m3d CIsaEijKNU+NAhw0c57p+HKYgIQPk6v/JIAmJ2fiUizFUeCzLc3S0ixkZzsy UzEmCSYOufLpUwg/e79qj/UdOlxbG6t3SZaPlC3viaf6MsGyfndEvAwVyRMi Cp7vZIPYmZDWmFoJeLrM4G8jZQ5MTRVf9auTgIevP37IPMCG11+Ujp5/xYTb ftuCsiksMCa3jlj/4UJ0PMOGbsoD35EAOw8JPniFnNA3EZbj8Wvytlvf5aCn bZBDUZ3A44X/8D9jVHR2Vh+eBQ9hQ1sEZnKlbLC38PEymidDRHbCwpszLKRc oiqoV2IAlpqLhZ4VQbaWH6OPKdOgozCwhJD8G5tRMzTwb2LDsosn00PsejHa 6udHrQ5yQZlW9v32JAtUtz30zH/LQ5t2yN5othNDzsdsJ9bWsZCXQHmhP6oT p0lkFoVgLOSstczzXqwUdL6V/+nnxEWmg9Qu5kEOHD8Vv/4ShYKofe1Lbdoi iKK+N4ggxkT3lDpTli4SgFG1wWiiWxxdq2MedDFhwo5A9+5bhqKoIqAm7ccJ OuyOOlldnFKA32qoNuKtfYI7ckP+avAfxzuPft/fHCQCTB3W0lnuIrbK/Xnp +S4u+qek41qH7ALm2WTvRJnqwNxvJ54ydREDH+ks/xwjEnT2vXlvUSUFWYYm JyeoY5ipffOyBSIDVAejsyItaJB6wPDN4bV8YFY7SH4uZqFL793WOlnxYfft 2PH+G1Jo3QeZC87H+OCwCdth+UsUyUzHTS74c0CB/b0/xmQOJ532L737p6dh YXL99/3oQFcunmPXMMFDNHvG9CYfxq/2Kug0iqF9YqRdZTs7MGLU847FA1Ko MqMzN/wiDVauCW0M3kBHrR+VDKa/c4D5pt0NV5jHG18ksGW1eYhx+dDGbgMi Oloq1tbSNo63iJJfF4oN41lxny8p1fBh/aoLL17Q3+LEfDe6G+IAVaORsX9y Ams1Y2tb7RvDksKu6+f4EUGyVmva4m8SGrHJMzywawFLCS2fD6PN4CvOmJBd 1sxi0m+KJuW3dmArys/MttotYvpg65tvSYPuxrmoy/skwbqivdXyEBnFyzYt PsiXhnZ2nE4bZRDjLZR81dxDhlJ/YYz2Nzak77lS6LiTCXF6koJsDQootFl5 uZbwYdcJDXKM8jBOba3b6f3qT55by2+V9v/AdwhESo3TuVCVdshibxkPbhv9 16J/mIPqDnvMHXtPQ1M/Oj00f/OQmMw++ee6ksiUQYhzusRCMv9u47E8C7He zqjqTQwW8isojFg2wIIlgn/EUzoTiXaFyPXepYKNqXc7zUQUdf21K8Z6CxmN 9Lymz6sSkP+VnQ6Hff78hxuE9kF3IqLp9td7pIziUr8IYeseExGJ1GT9WPEn Ntr7ot0+mYgmIhUTI/5mQmn3F0P/VQTkLW1icncDD9wLMvdxVzXgXxQ2XE2n sFDwylxT9a9jeFhfzKaoZgqa0jEv11J4gTuxM9tMXYhopW9CkBi/Ef8vlRRs bz2E5S9kWsgGjGEs1wLhDToDKlSet4wU/MISZs3O9nvTEdeXbbqf/Wf3DlZ1 PIwewY936750+iEKWrIyyquHGUhTa7D5zp8fMeX8a3tFOxP+BwICh7Y= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 20-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk41O0bHWPGNDOM2cxYQyRUSptK+d1EorxpX1SEVkJkj6gkS95QSUko IkKyNG/0PO2JrGWpiCT7VpPG/u//4Vzny/3lXOdc5z6aju5bD5FJJFLVX/yf t9onLTafYQMee/5y2nmc+PGmogjnUKDwEUkmZC8banDjsuOZPChsulB1JoCB hZtd6Dv1mNj298mIC0U02O7vdiC3VQAS7SsXk6w5oKdkazghPUjA/cgbr40o uMDozGvZLAkR4lpM4txjYPbttbERm0aQrsN2DtWRAqtbBhqqszg4JGmcL1Tv QEbJO86EP+FgSD9wfUFYD+Ed2rTF8Xo3ant5QsvlMRU39Ek5BaVPELZR1WTL /yi4y/cfwccYPnaQzzte7CpGs5Ufjw1PjxAbOnf0jwxQIGbolXjkqhx2OJI8 L+TPEPr6czAgfPUfVFnEcHGM4IGFgb7unjs0fMWhR30/n4/dOU+Tn+UzgNRp 21mjVEPwt9m5h88VwvXibn8NHSmoyNq/diKPhydPfpoXBWzMWpNxu6GRhrED y2nCtJkw/abt9LTh7/3jODvd+XxQ/iCs8h2ggkeooutCHQF0i/O9UtWkoXC1 hVwvZRYe/DCXtU2PCWw1dQud8zxsNFWXG0ySBbzL9YDIpYHIGDMz0+jKRyRy oXdB5wf0UtmN39L+hyDh0PwzvS/RxYell10PilHldV+ronk8HCa7qnRbMgMv bq4jf1z1G+W46Ol0/fV355MIh4pNAlzbei/7TNAU0tBxZTZFcXCr2Zduk6ts PGu1B03bngm4rVjH7ywFVtLqsp2tufBt2Z67MmpCjNdFrETvv6KEaavOVAET PPSWONsbC/HewGytK5UyuK2cNEfIHEbrjFCDpZUCHL13TYspZIOhfu3CNXYM cHBecuGGzzDRtmNF4JFyGr7bf7K2P4mJ+yoVA6ZV+5DsryQWvUIOZ43XHjeU CPHR/EzNpPVkfCeVlGFZzgO1Nq9fi940EAFJDKvMOgGcex87HmswQ0hKNNUD rUlQ5RZffjZGAWqrnIThHhK0X8KONNnOgyCmLyNnREJ4P9jSrfVMiOsOCrwT 8smg71dZou0mi2MY9JNrN3Nhd6xNy6pd00ijwTglnyfAr+WMtkX9YOOkqkuG XiIBVk/w03r1TkJQq8cfJ2lJ4bKoPcp7yx6hRpdM0TaT78S7tQUqz3ZOoWI2 fftKfT7si338NOHJEFqouHJ21QALes0vS82LniEo4vZdcke52FWH01D6XYi3 tralmZn+QisODfo4nZHBbLWeUrv5YmR+/s5YkIgM4KR6zbusHcl33Z6oGWHA RepCh4v/cLBBcOnAkygKnMvI8XKZ6UKbjlrqHEmVAyXHSFof9xtRvI/Vea9Z gK8494S4C7gwnrBPekkEHU/DCbLTdiE2LnbKY2cIcf2RgozK9xSccTDLoNKU Cp7er+J8BmRw6hzrgHwyFzyaK74TjdPEDd6JQl6KAI/N1zq6IpsJW05MS5Jy pbDoyymD5jIWiJVs/VZ8mkAnz41e/L64kRgXNV7o+E8IMbdXfTy2Ixopv33e Zjs5TEjWBWvLKomQ2tCDtz6RXFBZKh+r+JIMmYlhlyYe1xC3Zrx09Y5zwT6c +LXgExfXSc5/bnnNw4N0ZTdxmTze1a5urJclwK5Uw9pldTT89dO+0eUP5fFD n+KHHepSMPPnU6bTUzaW0SXnSwzkwYJKdlk/j4MXLZeJDJLIgUF45cb1j34j bgOsesliQa7X+WiV7iHiSzBpz1RWNbInixNCVsjhJ9HDJqxwHhjHTy2w8ZLG x6ofLu9Q7EfKVYXdZsu+EnYVL7QuH+XjHKVt5f7ZVUQ910jgGihGgfVPlhWn U8Ekpmz+tZJZ4DJ529mtVQhDnqnh3M8KeOH6zptH65j4UrhjVK0MB7+w1Eh0 vsfH08laZRBHw3lrT0y5+8vjRmFmqV22BKXFn/gcPW8K5b7v+ffuBAfcShYt +uw8TGSIaOrHO8ZQPFPn5GBVL7F568GX9LQGtM7JkuT7WgGSfbNKXtMZUOb3 OYTky4e12gO1rbPpIBV5oax8Pxt22ISVCT4KYXJjembqWyqe9HS3aNTk4RQl A+V1+jysElvqYVPyASlbNpB9dPl4j6lN7VKrEbRGLCLHx4wj97TWnHS6BJ0t yP/2YLQTKYuY5qKaTjRQny5KevYd9RW0i3+aTBKabAdvQ8NJpBsffqhmnjSg 5Hc9I4oMUI0Lj/3uy8JzUt9RT3cJQNs8ZXvvkCz2sNeyra5WgC/M8dv/fZsm VKt3ajb+EODFeV/dCScaCNZkzV4oYuKGgPuHI8KksaLug/7v7iRM0nybI0mR h4jD/Q1WNp9Q0yKfipOPBTDmb7fa7m4PYZ1yDwspPOj0U0KrNAXQfj8kXm/B BHKbpt5yNFOAQ0sNUs6zepBxe9vcKUMevm5xvLqtmYfVVPbG58vwcS239+yQ ogwmbQkpz+Eq4G6jf3cl2Avg8f5f0c9XSeEgNd2OqbZeQlMXnmz2IAEpcg7o 6SiA/PWIS28O06A4fdnNTHNZPGS3Jm5rhizMXRN8Kutvnqx/J3nWBXCghO+W sXWDNNxQ1iC7hgqhpPnRlh9hX1C9VP0rNVsBvnt7hNibKY1zRdpdC+sVsI9V XOi7JhpW9jZ08nvEwFed83XowMeSekPPqCIyLr6fWvFXMc7397xXlTYLhz2x aJaV5eIDx826VF7LgemeXJV0MUaSUVWTUA8OhC65vvK0khAnFqVZ9tvwwLp2 e1ySohzmF39sy92lAFSvyJaE6lkg83agcDkhALG45IxfzSwwtz+d1eSsAK8a NQ75v+CA0bWAKNshHpjQWgZtRHwI8t04X8UFoyTD/I02iXzc/q/rrVOyYpRU fE74kZDDhZsXTvEjh4h+C1dzZREPGEUhH7tDGBCXnTz5xouLF+hvLpKt5wBx J5eIOiWFzUykC20z2NBWGPaYlDpDJCoHOdcNKoBqoEt65NYfhIrv7AtHbgpB k1XaHvPr7/8SIxXROz72cNWc7Ln6DdGI1bqf9PnYcYGq+83rTPCtWuNHSRHi dX1yHZx9fDiS6HMrPpuJ5bq/TrcaSOEtcwIdjau5+KbGt7TpQBKozKrr221D x6E1nH1OphyIWDXq6G9GxS/PV97tOiYPevaqSo6PitCluoq1giUFKDDS9gF3 9y/07VD73uZwKThXo7sduCRYePypyL9DAScEX33ow5oh3Jt2OdDFbcToiRN8 5Ts08JHNCslZS4FXaW2bNxayIGuNqctPuWHi2c7RBfwCDmj3XcuKt2KB1I8U F1qWAGbz2nsSTMfRJSJRQy9KCNHRyj23/OQhyG1jkUk2D9yksyXrLgqBlrRs THXOLLybStlWurmNYIbfT7u5hoVfZ3zLjQ1kgb3hNpUuEw5uqdcw/t3Oh39I wSb9kinU8CyZp2Qg+Ls6thys1aHgQyJq65fWEVQxP3ZRNH0YZd34eFqj8m/P Je5VPltQgcgPD8sfxnwIjuLlxo2IiRZznsGm3cOE9tixT1PHKMCoXvDbSp+C tTX1JydtZoi0qLKJaNbfvgtPe5rTOEHIvin6pbK+jVh+4M25RctIsAq2+D60 ZkGMkUFijZoc2Lz82mK9n4Y1Nb88XV4sD195Nxa30vsIQacHy6GcDqKQ4gSD zzzYVYYGXDV5cGMlwzVblw56p7c3UfuF8PbufqudpQLIO5V/JOmsANcccBs/ 8p6FvVevlCi48bHiZUsB172QKO795XJ5lIf9HhXGqfZy4XO5p7HgMxdLd0Qq /0iUgyu9MSlellTcMXdbgo0FDVfahLpmNErhkODNew74UHFh2Cuzir0UzDLq qXVLG0LsPAtr0wwKplCabPLUR4n7wXtDh69R8M949dtx+hxIVpeZYbdLYU9Z U9PE5QKIeHDji5fgA2qcvfxMOp2L/QsqA9pu/0TR3QmrrzbTcZBVvqtc33Pk wLvXus6JjDf4pU68ONaErtyhROyy6Sc87ykmvIKfBNf5UfEFeTYwYxcdU14y TiSPmZ/q8ZTHq/NqvIb5VFi/723b/WuDSPXRV991M1RYoKSouWiAjdOuO+X3 5QnwdNRQlbOYiyuvcPqepgpxcdin8/xCMdH0++0126UCHEm533vVlwPTURv0 nSt4+KKe1IqLXTygH7NluKWz8dKfFN07QzScOvrugVDIxXHPNE6+D6FCmtbi JLsfE4jz0WLkTg4Xb9Bqsp3e9wdt5PJLAxqp8E8I8/0m3UEUbOFZTbQwsYf3 XJPft/qJpOZRY81zfwimYYUdr5MBr0t2DAwe5QOF9eJ5zE8+DN4qf1e9Ygr9 DyIVGrg= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 21-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlHk81Pv/xWeYMWaYMTOfWWizZrul6EYhn5ckETdKiVIKaZlslaRCLrpo QYVkqZBQbmS96PNWbqmUpdD0jWSuQvZ99+v3x3mcf84f53HO4/FUPeyz01OK RCKhX/p/vy8Xm/ZfLRfQ9POaBY8Z3H93ykVPsQwUPSXJhLqwYSGdXPK4nA9F nyLfhwQxkH7LgbF0CgvZj/tFRRbToPfv5uOshCEccqOTXxpR0Oaja98swiwe KiohcbIZaFznv5M2K0YJbTdHDvUwBZBU/MLBCAyFpszwhMoSorWzJ28sCUOQ dSBpVUQPfu8uJeOm3k+io+ak+okyKkK//77QfHUBt4+pl7L6h4Lkvr/Y7lgm QG4Kfx8vEY0RNS4aGmcko/i2rt19w/0UeL9tLgSc2cjNK00rdHKQMOP9c2gg b5qoK2acOByFQaKtyuqXygx0061H2ZXHQ4buVJ5rCBNIXfZdDUoNuBGpKoDx nI/m/D5rxQAbKV7M/VrrzEDIjeU+ay7Gj/ad82s1kQXfS4qi1ZoCCBsfcrVV oUKRsSWzlyKL5o0/PEyhsIC9XNlSMxxD5y/EnT82wgLkJDpQfqIF53za0GeY X0iQpIrOFHZ9JJz7TKDt1+4kdOlJSG8NkTKnsWFl5ARRl3TWulgLQ+myjlKL x5lorbhJqnnjOKGkn1Ca9JoLeyqi3N7aCpCosNTi2XYSUtEUyX2K4aDbpllt Zbu4SNbYl6ZxUA66TF+E5ubKwAZaU56HDRe8aJc2jQ0ywVfHwOOgiRAtLTas Pm5ARx2vSWpCuSHi82Z88HCkEI5mJ6jLCdmQvSeAL1ZhgpuHQWRywBC+s1x5 WbM1A2X2+TX2pcih7eYnl89N9BPyoyks+lsmkl2RSiK182F5x6nRNa9acN71 CFVFshS8977xOuwaH3TpbfZ/Sc0SrlPsaDNHDDrFTfab42bxM48dutWrhUjo 8e7em2wK6AbWlWp4y6Pq+InodaY82Btn17bRaYFY3uVbpjAshapinJe4VD0l NjfP+O07+B1/s6lwafWeeaLGp/WRmrUA9seVPUusGCRIqZRbFkIO9G6JJWtd WcSjr3wOSnfiIZEmp6XyPyH6ntzc8shqnDD0HAhwD5FBT2KtqjxsJogt4RnT F8ul4GUqUSW4IyEUfqTPNgwzwP3j2GiwCob0giv7K2IoML64zPNyRC9he9RK 0+seE0KcMVbUtAQv2c/qyhYLkG+gpZFoHoOZxP3SBlF0FNvd+dvPeRn04FCO Xp05FRpNdGOf76Gje2o2QU+kuPAnbepjHYMMydjJIuyuAD0RMAQ6N1ngcHJh KiWfjB7KRUa+mGPDmJJ9oOHnWWIbsqBsuyfGZ8pbIyX/CEFYNeduYX+dWFL7 vMN+bghXZvaWvaysIJYPPq4NiOZC4EPq171VFHh4O+LqbFkDbuljwRlz5sHB y/joqs9cJDPXYbr7f3w0QF/iPValgHSmhmhmf3JQQUBJgUSZDGWZDS76l37l tKWeTOkpQMEPfdll41y0Zr1M9MUpJkw2Bmpdnp0kuC2wsYbFAiLQ99ONe8P4 l2CS83xOPaHVnDUTpsFGFVeGzFiXMdh5JiFvJpiKjtUXrJco9hHp+8rOGph9 w/e9faEee5SHHNeGRaWMNOAfuEYC0fkxIq0muiuqjwZm16p+SyiVhZXX9JOC CBa6evlwTKMMBwna5zjnPgjQQpp6FcTTUOkuHRORBwe1Ch9W7subIspOe3/E l5FQ/rue65mzHPitJdvBbMUI/qCcpnxcMk28CDVxKrnbj+/YeaiGfr+F6FAv XLqQKoBNGv2N7SvoUNe5Ps5bwIXddhFVgmYhFE7xI1QxWTTn72PZqoqhWgeJ 0mY9PloaV+lrV/qRmJ84trjWSoCcze0a11kPE56mnToJzvOEz/32R1n0KeKE llo0dWs3saRcbkt5QxeR0H9C7dTQd+Jn4bexEbM5/NaSh14m2ouE9o3Lng1a 0nDW6DdGQqs8LIu/HPffWRZKXjCvTsxgoZag3CNREdLIVRK0yU9XCpFUax9N 3VWAAGHCNh9OG/FpTcBbvzIBfOmNcK3c04fb3M1GQgoGN3NlFGqCheC5Tu9u OKuHaH1F0qsz5KMky+P1HWIMvc/Ya9+uKkCN3N6wQUUZtKXYr4BuI0TdRted Eg8KoJYXKI6iS6OLy7Ul8x29uGFmodUPXSkgRauBjiYfUj1Fzc1f6FCS9fud h1vk0WK7AZafowArTYNP5/z6O+P0lzN+DhiU8rwf7NwmDbwOo979YUx0y+OJ Jh14qIbRP23xmIJKcu+9/dUYXWLEJSgZy6GICkuxvDwXpUkCxG2n2GDunL80 awwRwfjvQYytGFwySNpwQUmI/PR5Xnm7+WDT6BifoshEfxywemaXIATqqei2 xHpZkN6hMyDOFMK/rSqe515w4OdA16CsrADMaG0DduU8cJDcztZc+ZxI0X+y 3e42D6Vq5SRt0p4gUkr+FDbjTOSyXvwu7eQw3mcp2rKkHAPdukDsgg0T4vPS 5l6d4qLJzIvqo4UY4Bn5eMxpMto5J2eacIQLHUURZaR7izh/srYufOYXJ0Sq cz23OglvIRbZbC1Ah1ct87mTJAcf5r8pxt5kIWb314V2PTIqWZ8Wlv2ah+6o dN5fOE+Cawe8fG5MyKFLDZz97uYcWOf4wLgtmIZqwusyfxxTgPbWIuaD2VLi atPbTQKDQqJrWsiXuI0TnZ7fXMSXyTDoni8afU6G1ceflZ+T8JFJu134Dh0y +HxycqOPdeD05uVnQ5UZECCfE/poEwVcPDdNn59kQ46p+YkR5hCeP2jfHXYN A42fCTk3rFngxq45+r6SD97SeVMWfwkBj+2eac9joL1Uyq7KHR24RTpncG8x G7180Jkfd54F3/T72jYoYKjtg4rJ+DcefBM5ckeuk1BLdRqmpCdAeGuQqpul DPIsp7Z/aR8mLjxzGHUsHyZykpsvqNQJoSmQarMx5T0hVXBE4QjiAZk6tv/0 ykm8bQumZ7t3CF+jr78q9boMMOpXjVvrUpCabWzTMVsy3I+pmr3CmiJMvw6F 2/67gMu/Kh5durUDf5o3gZ/uJsNGcDhbYMOCZJpFZruADXY1X9tsXGko9cC5 DeRIDnzFkte203/iDeZv27JC5KE8tCRR738YjDmBdLAGH5I3MER52nQYXZof rn5TgBRjrQRcnyLc43zMohxbgAKfFsUv6+XCY3MsqrqFh6Ql0Uu+32ZCuVfC eddwGpKs3JVoZ0lD6mo1pbJl0ig0eIfzgQAqumZv4NUYLINYRj2N3vcHCQvN GypGTTKIQvlk97fyBK7qcXTeuloGjdxQTo/X5YBwz3C973Np5C9vbn57vQAA fGVt1rUQrSvWh2TRuWhFytX7DrfGiCvdica3xHRE/iMx90h3DeGGZbdbuEuh gXfM1Qqzn4mbGZQoJ7s+PPrVah3DVWM41+NpSaQCG0IzeF3uo3N42vSW0z3+ CihVzNkVbUuDrftrO3ITBgjdKw3GYTtkYZWSouqafjY643LfdXcHH/2lQzb8 6wcG/hcrKu54ctG6EYp2xiANxeFsnuYChuKrVfzehVJhPN2iOLJ5geA0Ww5n POKiekaIMrVpmtjO5VUGtVLhqdGEukruEBFs6V+Pt8khz07sms/dQTxFPGGi +uckrh9c57+mnAkvS3f3Dxzlgfpk50i0phAGUl+/qTecJ6q9pl/THClIVX85 4fhcgJr2rDpWvZWOMq4bZx34VwH9UXBM9SZNHvnPd/XG5g8R0krO/Y6yMuiZ ZUfmajoZKBWif7Y5yKImpnOzsFIItxYiDnnlDRM/5xNdqs7IoX3h1rS5/BHi 6Q/JoUlVMnpd+YY/pywmKBF/a6s6ccD8iNW5QhjA7RaMGI1NGNjZV4uXvmnD BY6nfr7+iMHwiyWNKtaDuMtK14HFX9zayuAcGRgcxwN8/bTad7LRsxCvTLWe UfzC1jya//cBvLs65ORUJwOkjlTT3nyRQcLiu//2iATQuTVKUvCVh6KMrcY/ HBLC/urevesuyKP/A2BUsoc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 22-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41OsfHWMGM8w+ZoqyVWjjpn3zfVWUipCIyJJKKKS0Km5JllSkVG63 iKKyZBe9H5KUuqSMKBoNyRJjH4Sf3x/nOf+e5znLc7TdfW32k0kkUsE0/s+J ole8lDI+gtGy8kmPMaKqJGB5HKKhnGySQrAjG80uvXXs0E02WA35h1/KVUSe mzcuu2fbT6C0iDsVKykwpfmiukJjkgj2ySNxHtHhxu5PGoraQ1jf1ZZDdaeg 2cX9wsEYVQhOGOMLNSX40hK3oVuPVQEl741fFNpBZGd7vPam92Bx+eE53gVU SCMHxa/9QUJWkdXkzUUUcEG1Fj1jQ8SWtl3dfb8pSEG7wMibwwXXg/f0gkd6 ccjpggB1lz/4fS7d2z2chxbVWy7U+a4CN1w7NJ35fHBsn8Ot2M5GpDartpqZ NUSLkluRsSYDwJW5b9ykgWiqf6pnWUlHfiEzfBbrCtCI0yLODAdFlLPGlNFJ UQIHIjDx4E02Ys/WNNW9yIPwO3pbqmdyENj77C30FhHZ0hGzBck5mETOOf68 7TMuzCN7BS2cIEgQknm+sxz/iKr8O7ZVht/HnzDP1eNBcJZO40UTNvzVUEuu Wz2EY2yfzz78io/sXoS7Vm0XQJJs54YgMhm0dH2Uv0RyYLUo4qGeCR+U1vgp znVRRv3XWGypCg2tUqx94rGVi7qMwXYigo385ht5uKwVgoNkYGnNF2UQvyXp CJWl+LHIMT9yBhu5ehhduhMoJd7Jx538h8GAh93+H7sTlOEnMuj+Hi3FKgMJ TFoVA0ICekxEbfLovyOxb/+OVkX5fpLzJQ0T2FnGjjC25aHG1+NrT5+YJI4/ s/41p1QIKXG7RR2fFNCCk+/z5x5RgY9RN+XJzgK0+7pF02r7SazB+5FK76VA SaSDmmNJNp63f5dPbuEv4t365+qldhNYbZeehpeEizo3XZPTi5oivp6JMLY6 IwAfXY6ouFUIA+Ye+QkXR/CK/T2B+84rgOMPwjwiUYY3XUwaDSokoxebS04N pLVhVvu/4zV9dCShbyCfmKMKBueKf7+IpCBtyzTqrR2/8XbPzboHHzBQdRY9 2Zb3k8hzYrY9ahBAVLRvwH2hAI3dcpI3CqdBS/a6Zf2eNEhxSzV4b0JF5CN7 gsdIKvBAZ+vpTDIXTQVlVCXVkdEd3uEc3n0B4Ejx5qI2NrI+PClLSJcDsod7 rFYFFw3OtDq5onEcRxtquNvt/EaMFdZfkhQJUdOGbZInFtexWmWZ2OqPlPiZ Mf94zKOXeHbvs8rACC4q4mzxLe5SQI9vh14ZL6ghSC92xkqCBMgljBhY1MiF hNo4jB15kBWYlyXRlEM1YlcXzwA+KOiTM2UGLKTffGb4wgAfDJcrRATJGEhg s9tyTcgY5orQ6nImExWm51qanR0gvp0jOUykVmOlfJyrXc+BF1FSY2YYD911 7r/8olQRDlVnLZfM6MbxVxcT/kwJsafq1ZxrnnyQlNeY/yqqJT5xVwp8zgzi cfcfp1L96Mg4umThzXwlhLWjDdIm2HAlzD3yowIHbKTlCzNX8aBe+Lh4zxMZ VvtkO4v0nxykf+i4+nCcg+yq95owFAaJlEJFTS/JKF5WpZa81EVK7LBxK6cl inCopZOB9wQP7bIILRHUCZGDw9g8q7t0+HPU17RemwfOfp0poZ5CUL9e7GeR /xmru8jYP1eSwDex+WkyTYbzDZodoj91YrVC5U2FNW0423NXFMuxA3c9bxns N/5DxEwdexW1Ug70Y8P21+jJo8SoFe2aYhaaFRN2vfUEE1oz251MetggOp12 IDxUHsI9Xidc5lGApF35VHafhTTdTtgrssX4i2FglX+BAB127FMvtO4ltt5/ BEIKDz0zPfVwyF8I8aZe1eIGHsy1e/CfkE6FoNn6kglxJ4GoHI4yn4JIETpo vq4qis7tvqEXp4LykpfdfbxJBXztXHP55zlo3rpzx1Kn/ZBSTzpddZjuJf9I is0WeaSz4JXzEUs2xHlk6tIQH+p7O68ONyhAXtqDqmkFQNm/pFFXyITQF6YN KipcONU5b3adAReZOKSrJw8CfrTxs/vQdlUUYhS/6uxMIWT9HmfwbwjR1o+2 MQkzGMBan5CcwSjHCUsyt1nc5sOGmfvvVZ2V4YS8C8I6ggF1yrrujRsGiG5T n01qhTx0OfpgwRVDNop5cu/PmwAupJGMtti8VkVEUjoReUwO8nPSu0h2fCTO CS0gPZgi8q5Qlw20sYHx6/tks4EciMecDtuNCuCu1o/EyTMkNDefbRDQzoSQ Go7TPhMO0luTORQwQoPyi+8fth9ioVdE1H2nkCJ8pbZqvcDoOTbnzCo7dX8E /9jf4tgQJoc2Hvjjpf9AHi32ell4SqIKK/PGe/eMkJHvF3tX2qCY4L/z0qpr VkGBKqnBT9dT0IJaomUrcFHqOhPvfoaUCPslP6nyjyqa23UzNdaciRR9Nv4a PsWA3VTKzuIdYuLzly7DpSe4UJHyI/36GSYausRucGGrQtMnrbVDLXzklXbe tsmCDKLSe7yZBgJQy/lwfTJBCfYXUpu/Nfdh7vbykUs3B3DqnbqzWu+FKHd0 csSgswaTsw6wDgAfMSyljUk3RommTTyD7bulRHBi/D56rxKiVy8aMl9AgdPP be31NKZzG1kyHsWUYYOSp+daSHJI5U3ugLqZmGjXuSy7804erUbWJ7K2MtFI +yU+s5KDLMq/N211VoQMvrXVB2ce+s6781czrYuoXp2gJj3HQoXBebcMvvKQ icaF+0XOQnRnFd3niT4N7Up9bfRRUQjykgi1n7cZKEJLzebyBA0k83besjBV hA88b5C+o0LwuR0OewOpYBmQ6nn6mxIwV3Z8PJLYi2l2r4OTV9GAQvlikaE5 TKT1myVL59GgP1bz35gFHFQ3QlHyF1HhqIqJye3lAjRRuTlaLvwLrtdYfj6Z xoUD6zuCzuNhHPXr1pq4Bhq86e08Y63+BrvyHjVv3EeGHf+OGJz52IRvJFHC 7S26iZNqVjp224YJrkd23iUWGw2YJTk2Tk4R90Y3Hes4ygK7+/3zRJiGzJwq xWk3ezDPce8xejMdLZo5Q9vwNxuoq3q53bZ8WNpP0U/qVQTrn/bfDs8QQEyp lv+HYCpqGZSnN9DkgFNn2pf0lAuDZYzMpeF/8DYuv/h0PRUtu2646b1XPz5n erSaaFIGtatvyKOn+oiEhuG12hdGCLxzVXKhDxtV5O/63ePJR0bUZ5/tTyiA 9pLZ2LZMALonHx7d2qsMSVfXJO99zYKcZ6Mp68eYcHSirfNauhR3hT0ThTko wUtT8cPFNDn0LrcSSGI61DIc6oTFQrSBeuygTtgA7pq45VhyXBlUHEd75VMG cXa7xG1EWw58ndZZ+Jd/xZTQDH1tew5Km4j2vJsvJSwmV9I/1vLQAT+3DF6g mBDYBnS9/cxDzLID1kXmfYTjPOeeqZtCZO9z1emasYwI9PPXa7ZhQ9ert0+W yQ0TZ82eKB792UPQvAJFX/MYiHygVPHdNwVY4bugNf/c9G5vuypiZf0iSJdb M0yne/E5vdEr7XYrYX0seqoihA+z5oeT5lsqI+Zuk715w2w4rWlri9dO4pdK gvyTFWxghXtn6Bj3YUFVoL2+FRc+VCm8NdTowKt/P4qIdVWEucwKrv9gB9GQ Sx5d7DaMt4X7mG05REWBFftOfv/eSigo/ak3Ai60ur17E2UjI8x25j6TvSZB Gdn9pf9aBXStMamsr08Z5Jb0R/Yfl0dx3+U+1JZQQaTaHsCO5aLpY7N8nZYy WlIaeSQ+WRVxlo1574xXBb9OusvPXULUOXNur23UEM5hlLCGNwpQbK1hS9r1 Wlzg/teSVNb0D1hqVtquzkX/A6C5ewE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 23-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41OsfHWPGNptZzKSyJqFEylWS76uLStwQlTXZcm8qVEqLUslF9iJL pWSLlCVL0ftRWiwhN9u9xUSTJbJky1I/vz/Oc/48z3Oe85xzVNyP2nqRSSQS XsT/eYdtjNuNMT6CH89rfnrOEk4rvjNO9dNQSTFJ4oKjLFIycmwi23PAetI/ /MpjSfTPZOSylVsnCHQ/IuWVAQWMzLVHP9wjoQu+pSR2tgyEyNud/OIwjTXc 7NhUdwo6/tK6qrFdABfSZnkCpV4csLTUqGJEACjT9caa0AHi4r+tXjeTR7Gw 5vCKQ+VUmDuTbd+YQ0bWkU3kbU8osLqIeajcYobYLrIfGhumoBHt6jbhNBfc Dt5adWF6BIfpZyT8cPyFGx7LHHIP56KguTCjk/0suOY2oOTC48GHkM7GdHEO IomsRc3yzUSvd/ZkjkAWwI3pMWfSSTz8HWd4JDOQX8gSX211PqI7s3sev5VG JYZmjEGKFMw+1Wsg2XOQrIKSmfplLqRdD3Yy/MJBsNfXteJQG1G1ZWic/K4U k8glJ4pE77HxeJ3aYUUSIkHIo/ODNXjv1QC92otzuOHGyR2PV3HhjvGtON1p Nuh2tpBbN03i3Clnh+PjfLTnabhbvSUf/hZNj7n1iYOyui+tI5INNcnaZ864 80HK0E9SbT8N/STlHfZ8SEMbJVvyPC04iBaxdJXHdg7y09Tz3L9ZAOfLzdOj XzFBWEtSFdBGcYf21239tWzk5ql3JSVwlAgabv81yJCFe0P+74bSaOCccNix wHIc07+nMaXrGWBYoXo6ZoGKGo8k1F6MlkM9dKuh0mASuMzIRhjbcZHoWPsT YSsJnXhg07+iWgDro+K+hRpKI61TDWVqR+hgLIrWzVGVhKpIh6WOVcVYp7pt ymf3V6JuS9Gy6j0L2LZX7e5kNw8NmsaKrbr6i9j5NFK/ceEH/s3rW6DHeQnY 6l4v1bhpDptezvhxroKMWuUJY7vxPszquz3XPCaDSsNOTiU5C2BtcOXw00gK Sn5gOLxfbxRb+mxTP3iHgYrmKosfevUTpc5MUXYnH7ZxX7zmytEh60Du2gYT KhILe247Ps6EO6oWpx+ROQit8wqobKagFO7hEm46H2q6apbn5XOQzeGfM2kF YlAW6xmXhHloQt761G//zmH5kdysaatuYrai/UrvEwHyWf5HRKRSAl765rnQ en6UEO6753p8FLDCyIM3gREcxMm9N9RpJ41ykkOj5sqbCV9fO70ODzkoDCwt 7FUSQ7svtm+gpvBBQoP8aGYtC3Xru44mrxKAjr5ExLkZBnK9PK/YZrGAOW1o Uw2TiSx/fPYS/T1JfAgmOSzkNuEvbZa0wDIuPL06aswM46LT8fSbjiYy8GdT oX7vkiHcqCFAl1giwqn+xYpYHx7YsoaN1hW/J/7hGPB9z0zg/fm25mEbGcg4 ump1YpkUCtaJOqf0mgNRYe6R7yTYIHsL4tcby0G7IKfSKW8GR2WfTXZ9IA4F bwdi7s2x0Vnfzy2aKlNEVoWk0l+9P/BH7oGIn4JxYpftgRrpu2349a/cP24L +MjeKrSK3ypAEvps8/sHGTAfcNSsXYULwxrxL6OHxODo3a78TOkZPOpv+KIl cxgvraCZVjSLcHi1tWs6ZQh/Lfo0MW48Tyj1f4heIikOGglhXs2rxNEn7bKr WjfZaHl8WNznk0xovhxbJyjlQNvp+97hoeJg/S5VQ1ZXAkgqb/Jn0lnorCg8 LRg+4Q6dwHr/cj7yrujROv3HGGGRng0CChe1+a/OiUKScE5Bo3dBOEhkyW+y T9eVQKQIVaSpLodsZkw/lCSyUGnmhtQcUzo8aQx3V9/DRSuNgo/nLvptaGvz 3O2GAJXxjmTZbhdHVxuXPDlB5cB1z0fq0ogHe8XuhOubSEPp/Tv1i4ow/KBp V1a6LIQ+Neuk0zlgaFJb4L6Eh0wcCpZlTgAOT7MOORYhQCF6NzaelReA76uY tmTNVzht3aOdVsk8wH3ZqgLZOZxWeknQSjBA11r31NEdk8SQma/p0gouUlb9 WWXfy0bxebfmXx/jQGGlUO5KEB8JS0LLSXd+EZfKT1MH8znA6O/+2bVWDEzf W8YAlw0hzWxnDxM2ynpJc4ovokPN5YZ7fX+ykDhleOO8RRWOaqnfwtcrwtNj YX7Jy2dxj9cnx84wMbQplhmRU0hF2n89qwjqlYNIkZMfaYqCjnbsdZOeEBJZ uS4C1X4WCqTnXsjfQkGm8U6v1Sp4KNfI5NA4Y5QYuRQTPN0jQGpfE3MTdjCR ikemVd0OWdhHpeyu3CUklvmRNV0Wc/wqq6cg7gwTFUVGNQdvE8DHf5Q3T37i IXpfs3eBIQXaqm9x5dfyoeSGPOnBehp4VVC7PnSNYe+9zsL+zMXeTWk9q9wg QB8vBDYmFbZgcqE3yxt4qFbfvt3FbJ74aMpda7lvlHh8Ir7JIZqGZJrWTO7Q ooBx6oE9QmUquhtZNXeVOYPzDPs8H9SREf314+/LzIUEbfUV8ZPdVLQJ2Zws tGCiS3GOwQ1ZXGRV0/3RwkUSOtZUThoclEPd3BTdLumvRNxfafaBB9mo4kJp 0tr/uMglMMLbooIOvSt3J1mZScItDcvXBXJScCF4l4NrIBUUTM6x2oJowDQY eHfk7gjO/6KYX9RNAwqlw+qh0hThp5OqJVFPg/EEpdvxWmykuGvqsaeqFATQ TUyS9fkoqdv9w3WF/3C7ov75TGkOuNOOfZtc8QNf7U8yvN4pDf03b670C6/F btzsrt89yFAQKZmsflqIr2VQwvdaDRHv4/5mX8+YITiexaVXWLIoVrjWb2WB GLr1w/T4QAAL3g5OrVh2go7Mnd8I7yd+w2QwV/uzkIHWyC9R0RmWBdFrNyW7 U3xYP07RyBiRhHVGg86J78nAbjUby1jMoc31Qo3z4b/wTg6v8nQ7FTmVbdyT 4ziBg80CmoiPNCh+Ea0ZYv2dSOuc2qxyaZowX197d1Sdg16V2Q9/8+Ghfe2J 1w3eS4HKOgVs93xxN/Pb6d7dTMiIMcx0fcmCLerPqlUV2RCwIBqMLRjFRSLG Z4UBGXhmJrynLS2GdsgcN71WzIAWhkOroFKAikjbPomuTeKvC0mOVSdocPxZ 8u7v76ZwcV/vgWkVMdBa/8yK9qgLU0IfaqjsZaPUy90hRUHjhNVPA5l3LYt9 7NAZZL6uh+DbHfta+56LqhM1wnWWfSccV7p8+5UoQP7dsfut62eJQD//VV22 spDXevxJts0McdY8TzLgyzdiT5x4qN8hWUT2rpas+yABd1we1dyIlAOXnTFt rMJ+ot7paNmXXD4s1wwnaf5BQ9sN5s/5YQ6cVrKzw5t/Yq5TnbhyBAdY4Yce qhqP4ZLBNysNtvDgbb1ErY7iAD7Dt2mabZUGNeYrjv/EAKGQGipW8XQG7wz3 Nd/+JxUN591O+8zuIySk5tv1gAP5NqTP3p9mCfPdjx/MvCSB1DP5Bkq8FIr9 N+P52BgN+l0GtvWFUNH1brG3LVVUaJXZnqERxkNYkatvpExD/3loL/gMCRB7 w+yh3TfkYI3ce5HTfS5kyHuzryhywFFvaqfwExc6DKj7yhPY6Ehv7LFIPwZs WPPMb9L7M+4xSWo5lswA5Y8TCwGxMmjGu/3Fqd3iUJQ/pvdSUwDcRL7Mma3S kPWGVRx0kg1D21r+/U6TgaTbkpZDU+Jo/yafm4KrVGiS9xnl9fBQ2lDPP6v1 5nD/gN1o3S0a8EJTitLHZnFN3kDZzt/G8WathV9P+vpwzZIMXQmCDwlLjIIU 2kXYJ1dLfKF5BKeWekxU7O/Dbf7K+wz7ZNHSAXWf3Icv8E3e75J8AwYy8p9u NmZ1EOvttk6ktn7Bm00zur5EkdC5z72GBn+/xR+TvVzsyXS0sS4ln1/Og9I8 80uHSdLIYoqz4sA4DSZWOnosPJNAnJKUdQ4bpvHUuae/7zemoe78zhjRhsX/ d43rsnVSGinL1Z7aa89Fx+J8Yzc0MFHL8iZbxegFwu5OQHTqNT5Su6Lz0LaB A/8D2U+6cA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 24-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41Hsbxs2YwRhmNxMdIUV5O2lXkt9Xlk4kdehEjihbRUKiRdIpJClx rHkRCWXJ3lR8HzWFKJIslSVbtmTf6fX+8Vz3n8913ffnuq9b5fiZPx3JYmJi eOn+r/E7c+a/NDJQQb6YhP8RFrKtitz7724eHJjwCA4slEScZ8rxEfaTBHp0 M+6NFgXO+Z6znXMgI3/XIjF2mjRcEpxajH0/g9fYWbCpxylov+qexVuWo7hd dFrV5SkVRoyoXZqJFHQgpIa85xkFTJ+bPcNNs8Qf3YcGR35Q0J3+iaorbD7Y OSeo+0/9xL6xISNR5iSoLpR2OR7MRWWsaf8399nwr12fkg2PBy93BKmn9HKR WPeB7lr5WqKjiZv1o4INYMewn9NrJtJsowrUrVnI/eoy19/V+MhdXumU+3UZ VKBtKNtPkYIOZ8QK381DLEUlQ7XrXIhbJp3I7uQhOOx6VOjSQPhlrBMc1BJi MXLBubzuehw2nEk7UUtCYnD1yZV+Ebakffe45LyIq2N89haqcyHYMVGi6zMX NjTXkT/tmMDFZqmZ+r+ooKzmSm8KYYNS2t0H5TEMtF2y7rGDMQeZxS9A0hYe cl+7ycF2pwDYniOXIkhsaK8UWymgD2PnMPLdpnQusnPYFBjnPUzMCf1c15ay 4cGgx4fBeDpkbEgPs90xjmXG4hm0Klkwy7l9PMlUCr13i6j857YcUlB8q1en TQabadZNXQsuUiRVflS7R0bnsg72qpYJ4KlOa9Lrb3Skcb66eJWbDNSnmlnf ukuDkhArhSMl+XjUTDNHafMQ8XZX3vKyvxZwQkMjf4EtQP0GYST1W7+IIkHl g2jhPN7mOORtf0UCwtxsrD/yF7HB9ZSZy0Iy0m4Ne8H06cfM74lztSPSyD1T ru9szwjed2KPmvN9WXT+fTU9dLKfKPqb0Z3WzIfXGg4v1tCY8PBYxvpqPSqK FH7rVlBgw/2VxhefkDnI/W8spUGSRHHc0wXcJD7Y12xM90rhoYOnF6fjs0ng ky0frjXER+PyB85v+zyHLbMaOp32fSNmhY2Bnc8E6IpB+d5TKyOxQsXL9gPz w4TbEb9lgU9fYsWfWRXeNzlI/0zT+dZFOkqPDQide1pLvGcsXi5NEUCud1Fu pxIJ2bv1XMSaYsBpQDtEDAZy/I+/QW71FPHVT8xqIaMGf0t0fLj/rRw8vzWs ywjiIh+PmHxdiiycrMnd2rlsEEfv/0cqxOg7YV31SjXsBA9mOq+6XWtvID5y tPiul8Zxs5JezP3VLKR7u+Q/UcVSSHVnnXEu8CA06HjIBwk2WHgcslt1UQCN gvQX1o+ncUizwlV1TIXsd313HsyxUcPx3n0zXtPEQ6Gk0qnOGRx/SVZ79a8x wuzPYyJacgO2mIx8kEWwYN7zjGGjChd4tJWzqjXicCa5NTOVNo09nvWnSxwf xgpCuoGwthuXTfi7zE4O4YG8b+OjuvNEmKgeHCSpsCYiyLFWXRzRnlvrOPlw 0W/hQXe7fBhwdocNry2LBw0XHzkFB4hDo29WpXuAFIipVGROJzERd+Ker0dC J27S9K7yeMpH72Pa9c4ojxHGSWkgoHBRdNViaVQeDS4rrulcaO8nOARJmRUo hcRurkRr1eSQjndOdowXGxWlbrmXbiADaECH/OqoHFqt4+eVseTvLs9P9hn9 XIh0eKJGQzzoKSnXXdtHh6JH96uWPsD58a+m5nYcCHhu2CwjwwGetNEX1618 pGeVvTx1HDDtxdidfX4VOH7jExPTWB50aa+zEvYu4Piia4JPhCwEv3IuuR04 RQwauhooCLkoynx78qiIi8IfJ8yXn+VA0dDD9c9SeCDb27bYup4EMfRjITfa OHC1lv23vR4bDejJp2kVM0F0vfrB95NMhI08Euo1AYfWVe3ib8rD1upDE4lf 5nGH47cjzUEkNMPKbi+ZkUS/nyoVXuiUg3+tFK2tNCTRmabDdrTxduLsqnVe 0ffZyFsmwz9zFwWd3JWoIfjORxk6ei6jssOE8z8tRRZiHLCkUsxfmLUTNGnT tNpQPrx52JF99xIDsR83jZpbS0BDWQJXfj0fBB8IU1kWAxyF1NavrSN4LS+8 p2xwCmfEffJVrhagHjXb2e70ekzOdWI6AQ/92qo5FKj7i2gx4K7fZzlM6Ek8 d9X3YiDpmnUTezUoYJN5I/a5lSRKDimZu8WYxhp3cFeCiIJkygvHlhu1E/qD Lck266TQDnTQJ9eYgdrO1Pp2FcshU1Fbi7GNJDTJqclfSBOgNm7chlbaAGHk m71cRoeLhP5F0eu/cFEGKSPmQSkTOlebR5saSoK2vc1vKxOkwd/PzOqoNxW2 FtccjrZhAEOr74Nb8k+s2v3CS+M9AyiUJtMcpUnCeUBw6GAxA0YjlBLDNdjo jreC/vpMafCU0dOLXeLipm27e8pUC25csfVKKm2Jm3tGGg0Vc/hWb7R2ZDMN 5N/+vDe/vRrbcdNa9e3JYOyUyCnf2oH/TaEEHzYdJMY8v7aNa88RHIf8okAm C91NGDbWuCmOEmYMvPo8mfA+YPTW3rNMZPR3RfujqCH85WFu/ekTLLROfpmK 5g8W9K/2zQqvoQD7k+FISiYHco1PkPadJoEJh/fiYiMVBaEbNY/8JrGfoWcN 0UIHcodGdYDlBBHfPLlT5doUQdUIL8xg8tCb4kM/hk7wkHOy04cCdzqobFTE Fi/50KgjHm/KZEPKHe3Uo6+ZsOeoz37yAAc8F7r7w7KH8YxVaMXDElkoNWx/ 8DuNhCTmaiOTTrKgTtbqk+CFAJmoJneMN0/hgYXoIyXn6BCz/WrEke0zOP97 57EpFRIEHR9+vXKiHVMCctaoHGajEN8YoZLLOGG6qCX9oY6L/lHuqZdb3kXw Lc4OVNZzEXaJSIpRnCCOrLYZ+hUlQBnNIy1F8QuEt7uHeuufLFCIFuKT7bOE r9FjSc+eIWKF1J7u66s5iOxUJvn2qwQ8Lm09nFUjABuTOw3M3F7i9DUj181P eXBRycIC71zEYRMfA/Zc5gEz2CVnpe4Itu0aGVA+yod3VRKVmiv6MDd8fjYi VAZWMd5wPMb7CA3R1MvkQ3PYJNjV6I+TVCT1KtWDeqWPkJCab9wEHFDR1+Iq Fy4QRuaFWdOvxaBEs/xpiDodhX1OeTkyQoebv7LaJ0WSKLKN9K6uhArqkfa6 zTl8hFdwt+oo01H9lqLSj8/lIEXeiR24ggPPd8+3rZ+RgyYtquXTCDZKUI4Q RRqwYMu6UvcJpy7cUPc1dYM1C5Rbxhc8w6TRhx9Jf7yzpkJe5sim12sFkL9v ejasnw4PK5j5F3zYUBKo9bt2pQxEJ0ruG5wURxIhB2/sqJWEGvkTw7wOHjpl 1Z5oz1jEvX0Ww28T6LBZsaeEUb6ARY/7ik22jeK2sP+qWrn0Y9GylA0SBB9G DNNMVVV78YkMDfGF2p/YZqPnEelPfbjBQ9lS+zsL/bW1d/mTstf4vzx9Sb6W LNK1KmuhRH8mNlvsHr/3qQdrqBAK90zI6HJXp7bWjXe41uHRI4/xpT30Ni6T v5STLlWLdfc+HRlPclSPjdJBJPVZ1UmVhjgFcRuttkxhVYpOaNvypZ7IbL7T vYWDOszW5K1+IoOU5SrPHz7ERecbGJfzKGxU91vNnytuLxCNlu5jAZt4QDct 2/NTWRyaMlVuaWMe2MXWbjZxmcJfr+irX1nqVcWOoMDmt+PEX+z925JbGACv tZoN31AQ683HwvlWGXAK9g2LG+Micy8aPdiEDr5wcOqy4QwmKxfoxqbRwHnX ye3lsuLID9RSTCfH8FVS/v5VN5e4suCteWT7E89wi0R4aQ+kvJt2Opc5QvSc NXbtCZYDuajYNS9FTYR19ZaQC3VdWN03/v7VPeNEzlnxjjRpDnpHvRB6YbMU 2uBlTKHfHSXcelfxXS/IoGv04OhTQaPEu29TIaevSyHzApFs1KIMcuvIbzB+ RUWXD5/ftGG3HCobTLlU0iOLArc5zvZdyCPSVbVpQU1y6P2XwmfZU7+I/wEg GcQV "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 25-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlGk01Wsfhjc2tj3PWxpMHSoaSJFO/R8dVEoKnUJCISFTGVNUhlSGJko0 mJVKMofnpwhR5JRSkczKPIQMvb0f7nV/vNa617VuxUPupg7iJBKp/E/+3yEa mQJlGgflPiVJBVuykZ7Bf/5MeyHsnvCMCMuTRs6GzFU2ZVMEun8h/qU2GXy0 8pp1zcko2DWfxEmnAktpXahr6CxeZmvOkTxERoffyVWfMhzHbRXHlF0KJWG/ VZDbkVdSaPfFevGtxWRYHi41Ev1gjtjWtbd/ZICMEufPZAlUJKAuj+pyKIKH Li9y2n46kAfXbPvkrfl8SPy7tCKdJESkrt1dDQsaCE+Z0fgX6TwAW+bhGb1m 4uvLwpRQHhd5nJF1XakiRNSFOmkbQ1goV9eA8Z1MgbRtiWS6vRCxF8sbqITw 4PuJwleuAhGCfa4Hi1yaiN4KiyTd1meYJJ7rndP1DtO/dhtLZ0sgEpzJDvpe gSn1hDj1NQnqbvhuz1PlwX9Gj8J9RgSwprlR/P2GCZwxreR91oQCCiqutI8X OdDieLVsay8b6Ug3PrA34iJZPWXTZHMh8liuaW+zUQTtueULvGq50FZDUhLR hrHZp4CHqsUCZGuvGRbvM0zYsHL9W27xIKXf821/Ag0SXF53f7P4ieljCUyZ WgZ43qAOTXymojduV2vORgnQI05TQtJfZLCeYl/YbM5DCqlT5bIxZOT9cE+v crkIjpc3IO8GJlrhV1ew1I0OHoLjsmN6dCi9aCFnWfoURxeYGi3MHiZebcpZ WP7vHL74Jm9yuuw3Xu8w6HM4SAquHxxX97tLAv2Q5OlTReKIWVX88SYxgFk9 d2YaRqhIY6YU7KvH8E6nrSpH7jHQ9S0taUF1A0T+AWZXerMQrI8HKtipcCDN LnNVnZ4k0nYQDUR2c+GeklFAtjgXib5Tj593lUHxvGO5vLtCwLJB8vL1QrTn 2PxUwiMxUOh0X7x0SQfxq+hDWEexCPHMnxi7W8Vhuernbbtnh4kbu+u+R2VX 4MVDD6t9LnDRLt97QYnDTJRxMzRyprCB8FhSUXKpQwy4TWhDBZOJ2sIS3HyN fxFfTpMs5jLrccaQk38phQ1H65+s65Dtx9fn/j6yrqiPsKp9oRzjxAeN/pE6 r23NxH9cbaHryXHMn5H3O/iRgzZHlarFFlDQ1K/4frchIUSGH7r4VooDSx9b aWVQKPDodV90ygwHPZPevNFLeoZIK5KWd+6Yxhu9bzWHL/hJmJjaVcgkNeFA RYvXqhMcmPVyN/igyAOH6kr5gE5JcE9qzUqVmcIyp3xvLF44iuWKaPpFDV2Y tX9mw95FI/hHzrfx0c2zRGR7fP/lTdKw7Gq4Q4OqBLLwprLOnhOgRVfCL3f6 MsHqRuX0vU9CaAq47xgRKgHrnBJYqQtoQFKszpq6y0JNDL2IjEdd+ONqn1rP QiGK7jJ94KA8QRjdTQcRmYcY6c9Yvo50OLV4Wcdc23fC7Uen6l45GiJdUELL VQTovk0NL8aIh/JTtW5l6NNhxXMZb4XbIvTX36dPZP7Z02p/55lOcSFct89W kUF8WJKj2nDnIxPy79+r/UOAOc4NJ4EJH0KfGTTT6VzoiGtMBk4tTtDI3mF8 kw8FvAdR82EkSMg/J3pPMOBQvk7C+O9pot/AVV+uiIfSbOcs1jcL0JUHt2er jnPBO/T9hEu9EBi9X+dbV4lBkWxqzIPPfDjTwDlwWI+DKEpnS6LDOFARUpfS c5SFQjL7VqV0lOPIxtpNQs0cvGyj8uXYzt+43eGbZXO4GIplvB5EQVS00rms yL9DAAV62nfo8TLI/eM+W5nxNiKa2rzdKJCHfOiZwVmbyKjjsM32+U4e7Jck m5WYtBE25IpjenkUaCq/zVuwSggPHHMmihLY4FAk2fqldQQfYfTY9Hj8wpnx 7wMV6kRo7NUXsvL7Jiz+xJHlCHyE/YozWv8RQy36vFU79w8Tp8+ImHLv2Iha rz6xfQUZotz3JTq/kUFJF0tnLjGnsK10yvaXY1KIXpU3ttCwjbhgtv/R2gIq 2oD2+D4xYiKTt45jfXoCVBScH7fqMw9lT0Wp3b/AgY6/zOKMDaQhq8F+RbUz A4JPm1gc9JGESyO1r69UsYGp3ffWLWkId7Hu/FclyQEy+aPxY/mfxFPvxMeq 02wYvSp/58oKDjonlA7fFcAAL7qe3s11QhTox3b4O7oNf1iyLihVhgt83WiP 7tx5fKk3Tvd6swwY7bP2+bimHtvy0lv/OSwOHtd6UlkKnfhaMjlin3E/4bA/ SWuB7DzBtX+aH8Zio2e/XKyJG5Lo9rT+iT4vFpgukdCRsuMgwwPVbfdjB/En N3lVDSUuUl8gq7h6gA305srRtt9SwHlvMJKcxQUnRf2vp7dIwA4uvyTggySa sZd7YfJlCp828KonWmjg4lVusDFukkho/rlR8dwkMaolTa1RE6KXBXsHBp34 6BzJzijYjAmKGoux+XMhlDwxqE/8xIXkaN3Ug5UsGKPu2WHZywevua7vMY+G cb3SeXcNdzaUGbSlrJQRQ4ZXNqiFKHOhkWHxXlQiQrc9Q9UUDvzCP+biLEu9 aWCyOrvV5usMftrTYTepKAb6usW+OaXtmBz6eJniPg7q9J453xLzkzCe16a+ beSh0ZbpPCedbkJofvxHzTsekk4qu7bw30nC8i/rwd+xIsSlHxTMHyAhHw9P 1VZTNiQudjah5M4RgYYPpL26B4nnzPp8EZOPxB3LpV99kYKisb3H6N1CCJA3 N8cb5/Ho/UzlwRQhsCJcHittHsG1RjP6e6NYsJT5kus53kf8+DbicH3dPN4R 4Wq47agkOnT7kJ3/yn5CijL7QRO4oL+Gt+ukMwkZmuU9nKokQcYaNY9UcSaK +ZT8fGSEBlPrxif79ano+lex142lknC4fYhy7RcHtNTLPCYcO/HVRS/Conlc UGgZn/OKoaJLNWq0z/HSkJM1olm5XASuL17YrfzEhLRq1lN/Xw50VW3w0mtg Qdwd6Z39PyVQV/vJ2oN7qFC/wGmY385Hk6eWlb65RYLePvPhV7dpcDbciWp/ ggQVD/oKdqwfxZrqW9vTNQdwhWzyGilCCC2D3X2kh9+xU+YKibmGIXx5Xwlx 4VI/bvJU2K/bw0b2EX1y3rRqnMj/R1qozUBHKueO/jjUQqw13zJ+63037u05 c2C1Dhmd6uzQ1T7/GruqWxUPynGQzqv4LGEhH/yqllCDI5jI6CdX2W6UBkp9 CoR2NQ1xc+M1LLQmse2HJzpbktnoa1ZzdJcWF221LiyIyGUhBUGN3769PGQc yVHuesNFjYvqTZdEzREZPbPNJqZCoBmXbx1SkABDe9uKhgEh2N5sWLvDZRIv /aI6aMbkAFRqNxu8JKMAYUiTcS8LHCMCY+LH/vz9/N1nLiuYEAh7Jk8ZTONP zscy91jS4cimozpVDAnkoGin+Zz1E58Re7pr6QUh3FxCsVn17wie5uVX4HAe KnLuaNx5fozoPm7k2h0hgLNpWTp3bD4TVnVaF/0bO7H110cng4/+JB4fl2hP p3KRqtzQbyamojUnjMi0y6NEnsA1l+nHQudoEXHO4aPE0ZJlUWGyNGSWW8GI nacjXuv6MV0GBZ3a56e5ZosAyaaFfO8KZaOw9Q6/+vxziBNbDaRyt4kg5uPt 7pG1LHCLNeFUNfEh6Ys6CGeniKmyAp+vUgKIZt+s3GIijmZHk7Vyw9hQ0Tlb M35sAh/Ia5c88pQDL6ZtayO3pRMtykd+73rxxz8bW8GzmySkGHHt1TsDDkQ0 Li1E0xx0Z7VcR2E7DS5xF/WQpOjwZVNskPcsBYik5Q+tHT8QSpaakUdjSVAW FXaluEIG7TbU8DfzH8Ju9Gx3VugvPHpt+GTh8m/EyZN5weOa7/BUypo4OcYQ Ie0brfKu9wdWj5RxEDMaIEp9NaN3a33DlHgRd68hCY1vrh6pPkhBUruVeSes pBC5WK9Hp38EW95/48T6wUWXWyqHHzMo0LFoz5BaJBf99gw84lnDQDHqGpdK ctjIPGDrtSeFAvRsbUaAWqgA7diZlKO8SYT+Bx5tvPU= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 26-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnc41f8fva5r3YH7uYsWGkopKVG+9HlLSkYhfVOpjMxINKQiDQnlaopv KqOMhrK+SN6vRFlllHG/ZWWP7Bnq5/fHec5/5znnec7znKPi4GXlRKVQKPlz +D/v92cvEq8lUEY6RTJwvzzyTvTfEmEzTaKU0OgPOjQ4NqFuGOEriQI9sijs RDqMLSS2WQX9wSvsrNkSDjQ0cZm50951HDcXei45mi0BhK79BfG1MsgirIK6 PZcGooSLgeucKMi4fU/f0E8a2tSVtz5BTQLKM+lHHUI4SPeWzJYlITy4Y9et dJDLhaNhd+6NZfMA7GQdpw1EpLp8bvf6Xxx0/KKCx2pVPjr5JsrR0Z2NMnSN WD00aRjv0WeEledjCjXjVFr7V6z9+km5oEACUeDiqws9hfjmPHKxw00qlN/3 3ZG5nAPqkl8y6I10UFb1YNSHsWEmV83cP5VAG6Wqnx0xIVDNNeUdZ4q40FxC WSxgDOKWKZ5CxTMeJPR5V/U9YADX5otvUvokZo48kJUpYwHF1j9mQSoLfT52 u+RSOA/1fj8QxN4qCQcn5UM3W3NQwB4Xam6OJDr1wrJryTsB9OuxeEwpNlp5 pvzfpceYsCn0zRrQlYO3Yfvm7X+bjqX8RD6u3sNkqX7a/Hd/z2KpmA4bUagY aDv1n3a8IAkqyS6WynZU2Holfso/h4p2HR9QCFUbxHKdj6Yrh+go6/w6JNEw hs1ct6u6xLLQ9NQO7OQ7SGbZyrYnivigl2/6eNEoAU/tk9eUG0igwG8Pf3m2 ciF2scnZV1QCvRtcHUVXZKJojmcG5zEftjsfKvmu3E7+yqm72porQLR2tQtm lVF4XnFBs8XMIPn930696IYPeOHAi+LToQSyiBlQrFJgo6SooBvT2ZWkkecm d40icSBq0aZCWVkk/DMVH8ueJb8HUPbNJlfgXhj2P57NBreK1xtaFfpwaLXS +EfPPvJA2fslEa5ccCxuO6E29I38QujwPc6N4gXnJBd9zeagzeFvV937Vxq1 PVSvzRPS4eWnbmHCNBvV3eJkrWqaJZ/mSCm5t07hmwoWX0I8JsldVvaFMnG1 2PL9Af+Eeg7M+HgZ1alwAJwNX3dqSoNXXOPzJzKTeFlkuuV96iiel8PYmlPZ jv1Sdm+mdQ/j3rSW0eHNM+TvVS2vTFJlYMXtYKfK5eIoYv3wf3kfBGjBreCb bb6y4Nnof8l4ZK4XKsXPJx/LIeWFMos8xztxvcbpMu9sPro84vT5iu0EafI4 EQQ0DjLWOmA831EO/BeuaJ1t7iHlv3cpMUZZiBK6GKmp8pCB4r43o5Y8lPVE 65+krUz4qXzXVMhgQ1ZKbNmcAkhFShs2e/Mh6I2RiMkk4ELXpxfCnk/4geYr U/MoLuhteFY5aUiFB1mXBTUkC/IW7u6feDND9hl5bJ2Xw0Hk/Y0hJEsAFyvZ to4GbPRZ0q3K/RAHCq+UJ3S6yaFVCu2uO4re4xvVZfr8dWm4YDBuMvaRGPxw atkvChZDuQYFkYnGLLTaPT/Hr5UH9/ru6tuYMpFX/V47mdFmMvyAf2n3NR46 zUwOfK5PQwkZ20sfz/DARoK2O29XM+lCz5Lz38mA2ncPOYpr+BDjUG01e4AA pxyJxu+NQ/iwpcSrso2zODm65rxyuQAda9PhN/8lwtTXznLOwEUOBvWqWVxx 1LCVs8bMZpA05P20XhtFIHqF+tiOlTQw7Ti4fGMQE8WFvZ2+LjuJsx1UtPIO yiDmx8yR+duaydCHp16cv8pCm5Cl72sTWdTTnpWxOUCAcgKzItd84yCLMW7u iAMHWpftjjQ3koKeDU1hzgbyEBiwa9+h0xJQ5OJYtDeMAFmd7qpjcQP4ZUpM gqCSABqt3jxVaZz0EpK3lxQQMHxb6dGtlWxEcRdm/9ohDz5MA4OoDXxUUhMj 5Jr/wHWLNlx4IkNAfvyJtKoJClzvitS9K5KBQ/VBxrv0qrAdJ7HR0JEKTn0d AV36HfhOPC1kr3kfOfxNSU89loKII+lZV+Xk0fq23deTGqTQw6mtJ7t95EDt 70dJ/VoctM22uDnlXj9Otgo94k7nInVFBRWNn/Lg5FsHC47KALvGaCj+OQEa s2bW9B0SYEpw887WSaAPrMb+p37TOMDIp4JsYIB6ZwDbgfhFPhCN/6VyeYKc d8DG5887eVDRXIitC/jQ0v3MR6+WC/FC3SeHiuQg31A613C+AHxm23siXg5i l2jDphS1uZxGzQmrZcRQk7iufAuDC9WsfTWCPAE6u+2lbI3KLO6djdz/9hQD 5Op5I58//cbpna32EypiECpMubgtqw3TglJXqOxlI9HLTh+PwUnS/LcOvaqa g3465cqmhHeRfOsTvSVfOeipz9gf19Ipcv+yg/1/7gmQ23yXgBs8Kjp93Ht5 o5U8aCSIZzW7UdD5bc+kfDr6SX8xZiFzJR9Rnd9JlX6XhJkTxisnvdiwVPYD 4T3aTSaTjwx8X1PANMRjm7GbBPIj72spLR0gJaVn6tYBAZ+dy9tOLaWibbsz X0wWUWD9la9Cy7vyKOK/+IKhIQbg/Yc3akqz0N0msU/VbyWgNMMhJ66RA1rq +cfHnNtwzJ3/ajb/4oByw+isTwQdNRjVuTry6ZD2fGhdkZoA4kWuM+5MNjwt lkv382XDt8y+10532BD5SMqsb1wc7U3ZOW+Yx4IKRddB7g8ukq2sODi1nwpd 3daDpQ8ZYB9256ibBhUKn3X/a6o9jJUoN0QOiwdxoUL8WkmSD/dLR210zv3E rskrxWcrB3D6ocpojRsDuNZb2Ua3Ux51dLN0am6V4hiuoRRfh4XEml7YyOo3 k+utt4z+U9OBPz5XT79pI4n821p1da59woZT1dJnOuf2tTT6OT+bC7pdX8ja JnlkMk4ssR9mgFD//iftDFlEZERr7tOawG5LHU5tcCRQ03ORsF2LQHtc69O4 QWykzCs5s3cPB+FhgaZxCRdVL6iwWhQ+S+56vLApREQAFOmIjD7QkMNg0uPU WDY4h5yPiB7hoPBiW1WzZ/JwHiwn/I2msMXjvxte7pEDF323jR9Z4iibu5Z4 az+JL4ql71wayoeTGaotwytG8BQnqxAHcxBYm6Rq3BsjO06YeHTM/ZShDf3w EDWSB8q1wvyq23AOvna3t3CSTD0h/iORTiDzZLPgVUIWWnvShMa4OUzWMj9S kx3Z6DIjJNI9eJhkGv7VxBhmod0Zhax7v5ko3Lw9s/QOHfnvPbNu7RYeiqhi JBVsIdBVbadf3X5pJMdudFedlADivqsDf2aS1H9jEvNbTwBC+aiiLbuoKOOH QcJTQwIK22ZKRj3HcKmV8ZEpIQfeT9mV3TBOJBevrVY8m8cF5cN2vDdRFDS2 1FPQwudASPXSbDTFRryO8wqXqmThOrGgkyLJhFvu0ZprYhhAxqm9OOhcR850 K/ZS91AhP/zqrdxCGbQss++s7ZEhfIz5yksu6BcuKA4aq5j4QZ47lxk4uu4r 7n6nuVK4YoiU8hWqfu3qxR7aPgM7NAbJt77rhBZaLXi1C8/h0owYGt1cPFR8 SBol+IkPHMmURrRcg86NfUN4UZnXB9cuLrrZUDSYypIGh9Jc3yeBXPTH+7yL dwkLmXy7fdHiJIGsz26/8zqbh/Qa/Wi3iwXI1CwubYm+AH0IftizTJILk/8c 1bCPEQcN3cSABx1zeTdfCnf5XUvSzwhrl83tfvZAxHEx7W9kdv5E1e7fdDgb fa80aKEYyAVHPsn1koYfxxTKQjs46HBsvmSsUgNevkjlxJgCDbYe/9s7Q9SM zWgfF2iNjOFV2cQ+mUvD+EFhtPh7TTnEl/RMupHWSzrv1D58vV4CqUznbcw7 LYHclq8+F6lHoGCLUdHoFG3uXy0Xu3yNj/YttjQrecpEtE+f3QgeH1nTUge7 2pjId+2y/lxfHuQGWw2e62SicdXPRraKI3jB6vtxt3tZaNjadMo/bc5foS1f q5yLupqSKqoqWsm4dzur3sgL0JIabdenDAn0P1+ZqM4= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 27-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41P0XHczYx8x8Z0MJyVZCUqLle4UWWoSoXookhJKKkqRFoqJVkSRZ oryWrJX380mUNUaWtCBClmRkzdLP74/73L/OeZ7zPOfcc1X3H7FxE6VQKJVz 8/+9rD+5Ul3AgdznFPGQPUzYcbmsULBqloT0iNi3RlT8pNr394kGSQjxzqew UqWx7Zfve2YOiWAtZzsWbT8VfjydWv7vmwnUXuqj5lVIw9WivLVaTTJgfaVW dOMLKk7LyK6LXyAKm7p2Dgh/UoEY0jju5SqBq/OkvfaHs+HL0yMJo9V8fNu5 V9mJw8EmnVHHWRwe+J6T916qwYPbDZLCjSQbck0s6H1USVy5vsyxg/oaUURz T+R0NaCnJufje2QkgYLPZZ3tK0WbOvcxt4ZScfW9gM15mmzsLDjv5ZlNxyoa 3jIfr7Cwg+ij6pspHFglUf/0gCUBZspBEfkjPNxeQVnIlxlC9612CDf85uOk gaOCgTgZ7KqhLV+0ZQrJ/o6Tk6qi45/UR/Fa7kx4f/hWxflILhSmvSi9el8S O00wI9bZsQG6PeTuKEnBiYwdP9Re87HSXmNKsICAxSerCxYdlsV+p5f7lZuy cPGV3Yp7ip+jR7SKoDGXEbJybc681/YzKO6ndqumqxhe6Tbo73pWHJsPDTO+ bqNi84uPJ88UiUJY76flWV+EiNHzcKpOKA3Ji+uY6doTaIvHRg33R3TYaUjn vjIYJvMd5bpSW3j47sPhHq9hDk5xSdOtNqVBqX7/l3ouHz9aaBmYJUrAV6PQ TRF0BsSyfXLZCTzcMfsgq2B3D/mnqPlS5ws+vN5XP29rWBxSLC9pt54eIv3r YjautqhASr8yyv0jCLhJKT+q2kXAk5jQa1OFdaRbGiXsVAsNE01gXConB/Od DDTVmBT4EkzZPZNWi0znZZ+KuMPGnrXZKzrlB9AngWDJMq9f5D9Vb9Sue3Bw 5kRMQMC3VvIDYcTzPj2Clta7RwiquLAusnhJdIEkDJhUbGvbQ8f/1vRGJU2x IOsPLCw4R4GUIgnlQ52T6LDhqSTl2T/kdhuXUqnEJnTdrt7/zyAXT/sdsWhW ZWOVDLV2m2JpfCSx9Vmy1ATKnOclcFAaQ4pFMuZFdV1IUCV/T6N7BPXnfBsZ XjdN/uo4vaZ+vyzWuhXmVqcpBhr2BzY1XGViimr5s4kEBjhsn+6PPt2HPur5 Vx0t5MGmiMjGYMEkaZmQivlUNkQkiplxd7HwGSWtzpn2PpKZPFVPXmMCJWIh aGtwQVQx4eBkFB/ykw3vPzGXxSnaPnmBTQTOT39UNceAG/rlgkUv16G4ZVlW W2M4+FmTTgTSo+K4/Av8RpKOx60TTGJf/yUHLLzNFYvYwN91RKLbnYtLL1Yn 9XgyYF3VQ/voljJ0rb5qLc8gB7nHECyVQDHc4fZtT0uYCGRv7miO0GXC0kP/ FZ3q5GIDV/eNCy0YcOSjg7PUSDtZ4ZimlF/NB3/ZtJBna6nQr6NplrlUDje9 jmcr6PKwymBulqUlB7sV0Vq/tAqRMS/x4Dt1Ck6LbQxSmcN1r9pubN75GYlm H2QcxByYrOMM+vJo8NWcrbtl1xD5MjDY8+c1DkjX6oxuXkzFUc3L3ORDGZB4 pXjqqtwEov4NGMqUlAXZd3m/521oJ39oDr7Js2aCMewIyLaUg/3vVSV7vbm4 U9327lYLCWy/1JPNGGfhkODtu/f607C/BJuVEMzBcka9gsOJv9A+g1+DsZUc TKV+3JqpPEZqC3j6ei85ePiW8sObi1mgtNjJOIJCYD9ZU9OYFTzYjddcrjP+ jpoXrDibLEVglz6xh2lYFF/9cdfkTosULpw+Zv6P7AfkzE5tNXMVxW8p57uL b/9Atx9Twx22DpDb9P2se5xFgTjwPP8SgwkazbnBRs7SED9pfrzXj4Ed07hD siZc2OBY3p4ePYj8wtqOTqvzQEdBXlXvJxMbUvpSTvJlMavRQvj4GYFHF28c XXBJAlsRnFeBzTT4rB5o5uo0i4It/GrJrzJYwXRT2M66aTKuZWy16oVx0ubv gi26oQRWXaaE7Ep42FFNU2mdBB8/jjJJ3lvGwN75+i4ZBAf/Z9GetFRKBLri FEJjNXm4nr67kf+KDwU3r4/wFCi4f+bunuITMpgYPGd2hyaCn/d0uoyrimAf Z0Fmf2c3ooZmaqk6sKDBN3n+t6gpcuuskbSgng15YRH/Nqn1kzy7Y/0VDWxI EhRlVIZMk3vUnQb/RvNh7MgmX79pMfD3ParZasPEEXlB0lVqohC04amEX/cg 6d/3csrPgo0Xyb0ljo70khu8Q0R6/USxVbj3hk2eNNBtuWa/cYWQFJecbjbA BI5LCl45IEuFDbZ5GRNlFDwaWxNYY0vA9U+PS4RCGXyvekNbvzQT7rSJ1NQX 0/Dzi8vlYke52FDnP9/Rg9/RwuSSS0qcOV9/HZnxuy4NFx1Dn5c0yOKcZ0KD Mm0+LlPQPOfTTOCUcsbzUwEsvLcjZXOeD3vuzkpsGRgTg/DywROhBBPXKngM cTo4YBRi4rZkMxX/6LUbqoyXwQtNX0WLK1Bx6dPeAquVw6iR5ulY3iBEpfKP 9cVJHrZ5eNbltOUQ8khbLDZT9wvdqs/s2nlEiJqOquwy6WEC/e1PBau9NegB x0yCZ0SHvZ9n+k2Hv5HL7daP3G/sRv2yJj2GOZJw5nunidHlGpSU7ZPn+32u 7ypjn/EKObhsqCVQK4UAyzFCzWVYBn+4LJrkO84EIjd22W7DcZTqQjGwsOFA 27OWqC5DAgzeJfS9c2SDCrfipMNONhiyznN/TvCgfn6tzYLIGdL4gfEZmUYO xmVGLRZvqRCqpSfiFsTGB8ODrsf+ZkNZwYp6vjeBg/CO8TMWk0iZaN2Vbs3C 7ms9V72ji8Gb7HdK+sN/0DmR59sWRfDwg9gVl97rjKJJdn4pCmND8QETZ5fP 42T3MUvv7nAujjlzNfR6QTv5T7XhlVP13xH9EnOyet8UmXlMrCNVmoDG0nuc 8zuZoH/ckipzY5hMK7Px+mjEhgsy4XcPhQ2Td42NrdWvMsE2t5QePSsLvceP rT/hTIczDicN9NdzwWqJU4mHLgcurXT703sqhzz5s7LwgB4Hl36frhjxGUUX OkK+pMdz8ZtJ56prm1LJgnOFq9/2zfllnzP3ZQwF0pHO6iZ5Lg6vX1QIkyxg qYklJUiw8FVifg9FXBaXlCexUy/KYTJRO8PpYDN5TFjjcXs9Ff8Xeenmi1Ip GM0xLItf9Rsdls06wgj9g+7ddMkIGftOnj6dFzJi0IBEukwcw8aGSYmAKI2G H/2o9kNpo3SnkCwOMIiyNvyG2jKrmGXtYjCyrlxYvlcSNJd2bEnaJgPUF6Y9 qwaEKOW+5EvbeXy48bVsKJMuiQVP/3mV8oQHf48GuR+toIPJvphKHTcO2AVu vJ1dyAV95EpYqPLwxH0vPZcHYljHNCbq0OycvnXnI91nm8h50VJ+eou4uPDX dV+RlZ9Jr7ar5fxGOg6Mja4MVRLB55+GOKWIyOCOw/JVEd1sULa6YtXGb0ea C1SPjcrP5SA94a7Lww60hfpuvuHvURS6t5DncHwExZXGir1ZxgBve49Zi7hB 8uC2lfuufqTBh7NdKg8LJcBTc+npu2sI2J6Xuq5QV2Luf9EUuXCZB7o+nzYv S2cAtea9J8HlgeOBybCWQQYE6KsPvgjgYm9Tu6ZsIQPGNN5bOCr8RraUFoWb l5kwbGc1eSaHDXWcX4ma0zz40fakVlDbSQbLmo4rqfLxGmLwtutqPhaU53hI 7ZnrYcoJlZ1yPLBr3H6ixJGDw9Mjl1BN2RB1ULFC+y6B3zfmO+1Vbicr4xWH 3uvI4SD1gBkTMxZc/tY2XN7KwjNvh8tCtTggZ79ALM5sAkknRFQsSRGiay9W pXtzxbBtbmfa+44hcsUHTac9id3IOLD+ouYoE99YfcfZnvhDPrBIWGFrTcM3 HvAGbeRHSXGzGZNPy7tRduQyxRcjY2Rxx84tpss5oLbCdUdJPg36ayJpvw1E 8aNocbOzkeLwZM3wqeu7x5HxrNM912karFpj3dWu2IrEXu27b1kjAbmRlnlB DuLwRupa7b1OGvwwNHj9pY8P8SdSRw/H0YFZkhGkNy6HezReZB3TJ2DDS6cG pY3tKMbce1pOnAFFS/2Uvaa4EBxQ5Hqnlgc+3X8lVGZY2LzAwq4ziQ3vFBUl D5tL4nj7NVL7l3DgyWbc+r3sKzK59VXZU58L1b6Sr85NSsH/APal+iU= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 28-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk8lPv7xgcztrHMPDPzTDkJlSWdUrLEKc+tLBFSkVI6LYhC0UFCOZWS orT5pYVSikghW/h8YgoR0kYH2ZfIvg2Gr98f9+v+67r+et/XdasdPLbdTZxG o1XNz/9vh4b8fx6I8SErkyYZ5syC+2afhZBJA0iJjHtvSMcq4FYkPM6EMK9s GvupLH6TbKQ0TElgrf0ObMZBOtSEehn47JtGzQLvpUdzGTgxxlAjvkQB7C9X i1vm0/GmHZs6AiXpsLnDsW/oNx2mggctVOplcOVr2aMHL3GAcFxaH2LOgyxj c/lfdGn8uTNJTam6GNHEs/wzOr6g7knVVztuyAIN//vyzC8BmoyreFqRJokr /y/Q6rUmB19NVJjx9mBhVQ0vZt1lNv5Pr1cvppaEdVK1z12tCVCR5gverJhF ciP3FGQq5HFrhUZhuSoBVT43ys9G86ArMdaOq8vELpOsSBMHDsTJjUeVv2WC f9q27qVv+fjy7ZYpjUouaJ+szFnmI4c9VYrwYYKDCy/vVnIuzET3L15/Unhh nPqwIeOPtztFKGEw9tkSbwY2cOsPOHRGEvdNt4ge+kpis/OJwtA8cciOFKnH FY4gxa746ZohWahbLThgmDWFbDwsNQ4/lIcH7h65GYtGqey9Ch1P60nc+jPJ 21WDj5MOJK+qNGWAt2J6c6UWG+I43lmcBBLLtlfbuVf1UFN53y+05fPhlyfz m9vFeKRUVtxsPzNIoW3fXe7+rkDKA2llAZEElDkv0P6vhQvP7oRHTefWUKwN S34WqUtj4hsYCRQUQIKzwfE+FoOG07TdouRqtCv/XO2nxzzsWf1Kv21BH+Jw FypG7R2i9lSULL3mwcUZmQV/+rFaqM+EIekVPIqqAt4O3V3Hwi8+9lx9PM2G 7SsaNi41EYekPCmVI21C5Bf2t0rTFxG1dfsBgcyjb4hzUyIDouTxsUdNqU9k JlFWXd0xfHwSKeUxzfJqOtC1rDj0ZcEE6s1oGR02maFWu43s5v6tiLVuXHSr 0ZSAxWERj45aE5imVpY6maAIR88KhuLMfqM6nYAK31wSvipGW8RHzFDWCU8x n86BtTl2k3IrODhUWatN1PyLckyPDGmd54QWuQSWa/Dgs7B+LPkTF2enPKyY V2D/oN8qC8xr0b01L7fY3uHiF62O+SZbJfG97HP8r5Q8lt698YvNFTHoM/cy U8rjwOlw3yCjZ3wsOF/5uMtTEc577ahoUi9DUbUVG0jdDDR9IGJz+AUGbnVr ca6/KAamHy4mGrayYeWRorygNh5OEYaZh1uy4Vid036Z0WaK0O6tX5jGwt/e PuAsXEVi2/jNF296kdgtj9HU0DSEONQwRNSJ4eS4ryGqlXxYvIqlsqi2CYm/ cld0x1y4Fvdr/Vo7KWg046yy2TVIfaG5mjrkkCBb/eeYlTYddx4p2td4hA2P LhdOX1GYRO8bjLcGTiuAXOnrkT8smqkC+avBU1IEGMG2wFfWCiBFuHqWpPFx m/qOWFtzKcw89Uwc/eDgsNNbd+8LYOBMqx29R5JIrGDY88nn0QASrLh84tAU ien0Ott0lXHqjWfM+V09JB6+oRJ/XZsNDQrRXkYdHOwnZ2p6R5+E8RGv4n3O nej7Yv0zT2QInKwbGBKVR8dXumONb83nRvAbnSX68l/Rfs7Tpk2HxLH/pxOa 0dq96GYi/ZKTbR/V7pozk7uVDoRrZvYFRRYItj+54Kwxf1dCs396/BTx9+aL 01H+fLDYW9accrsfPXiym1XFVMTsr+ZDiakElrHeww6ak8FbCG7Bqe8MeFOi JBVQSsOnzf2qqUYmjqpYq76obo66Vz/+l9q5CSrsp/XLmkAuVlujjByKSXxl b0+jsg6Ji8ybH6+UEYO6ugvaZz+I4V5RrHOhPxMzX2eX/KwWx5ldbQcm1MRw ymnddwY2PYgenq6l5sSGp9l/tY74z1K2s4ayn2o5EP3j450rs78p0uFEb/kX DgRxLXPWhs1Rzuou/XO3+eAXLu9xhZSEgOO+mk3bWTjRVcdVR44OIRbPpfw6 +6lPxtfHbG14eJnCe8J3tIcK0p8Kjj9Ex1sueVls9mRAUtXczC36CCUpPfNd FxM4x+6W4K2WJFjseJ02+Y6Gl/6R5WViOs/Rj8TioSEmXlIwfb8+nw23fop9 rC1k4If9N0JpjYo4I3VI991yPrbyibLOruXipDLFzKBANr5V3qFTeZKHY+Ol bPrGJeBRmc5nqoSNqxd6DHJbuRDKs2E4HZXE3T0Ogx8eMLFVcgFtiYEkFjzv ydliMIyKS9X8G7NGkGBB4mpJisSff7G9FogNI49kbQlRzQBqS2c8Q2Yj6Juv 6i7jLhZUPrMYOGNcg+5zN0mRhvJQxlOJO/61jVrrsHH07tdOdCn4tN/iLUwI bW8zNoz4iPQKMj8OknxY9yEulczl4pZ686KN97hgPU4sPTDMxAvH2p1NMAFE Vtya3XoTSDk9uM7Nn4SfqfVXO/QIOHICCL47D1R55SedHDkwY0TwfjP4GL8z rDd/TwcRqbpN6hIPu18KuRY3wgFxR/235F4uDsHbJkLNhYhXS+36sYSDD2/w XFcqLwF16b4maaUi9K9Ypt2ySBIHeGbRet0nkJCTLUAXOXDO/vpshssU1XnC 2qtz3jf0sXNIUlArtadS73JQbTu6I+lk9QlmqfQTEq1PZQno2sudtpQnYPU/ 1nRmzDB15pG/mvkGHpxjXoo9cnGY+iYbsSnFioAdWQL527NyMHTZSznjLxaE Op3UXb2RBxkVMh0ltiRcMHCb6gnKoKr+oPb8sCOxoH2mfNR7DIm8xtpwOx+X CPdXRG1+Skkf+ypTb8/Hl2qX5YKQDQVnB1YtqSXwFWJRF01SDh+92nlWq5GF qUfL01zcv1NTys33FFwlcVH0hev5Ahl45+O9W9VkDPnIvTymGD6Fls+eXtCl 3UUFB78OG9X9gtTsPM/yxkYpqcCrGl+6e1Eae+xHvGCEKgzUvWqv14I+zub+ NzbBgFGTsqGyfdJwiFWe8GOlAtDzTbvW9Q0h/smV3taRJDicsrz5KpcHumrC ikMufJw7cO24mMF/lCjaNEw9hIVPxd3+EK4shg/eHCktqZv/G3wWVER2cqAw f2PR8vIWpLlY7cTYAjou9EvxfHezHdnQSxfpjYwh92syMvJ3x9E9QZxEyRpF qK7tHtX/NUi52xn8faWOAZhq6NpsKAuemiuDY9cToF3qq9PyQGa+zzXFzkWQ cO8Az9DlDBvoH6s8CR4Jy4JcYm2fsCFwtXp/fiAP36vvlm1OYsO4RpX53oUj SOza2spscwKGHbYIQzM40Ge6Z/l0KIlTaf6qjgokeFhohovCSHwpJXoF3ZQD Z8QCHF5e5uKqr9ku+1SaqUlaTPv9VBYOUQ8UGW9iw/2toTt7EQeL3g+/C9fi QuoW/aa2mikkmxBZviJpCK2nuyca8xl4R1ZbclXrINUck7AYS/Qgo1O15zXH WHjTkri7m2tmqPvmCfo77BnYyMRpwNJ+gpLcJDL+sbYTNfw0SSnfJ6QKWx1t TNdyocQxaGb/nBT0foxmjOjO5/nqRI+q39LwbP1w0LXdE6jo6vdxBxtpWLfe vqNZqQkVlH5sV7WThaxo69chTpLwKqL4Rf9qaejW033b8IsPmWeSdn3bywJW cVqIzoQCrmBvb/hTiQsWb1y+KFs2I5WTS8+lLGND3ko/laPTPLi6Nba59DUP SpWUpH3MpPFBvX9eHbUm4ZkVbmp/14g80dmEziN8qDwuXfCvUAYK7ELP/7bn 4fKdVmp0pjg2fm/QfVaViwdyjVLMng9SbaKO3G5zLqayh6WPJAipncdi9WhZ BDZ6kauv/JCDzXjqrpqWivhMevboiw+/qPToEs/ZeAIfZj23Ovx6nDq5JaZx 1JuFZ2Js7c+dn6BEa3xjojqYOEdtl49vXRg16hOQKd01ik4907RfLsvEjMBX PNucUZQrbthXrz9JdSUL2x8MfEeD3LvS+dKzlODKgJefXz+SPUoQO10l4NS0 86n2w12owHQuz8WcDwmrT+26dR0jP11vi0U7SShONlH/uXGQiq2ZYwawOLhg 4UQSy7SNcjL8nNcHEtDvcMc6iRqjFiVHObXfmueE935ypniCmmtsX/nWhgcH engRfpvkYEyQWvcpaBZJDEfrr/NiwMqS1HMJe/upgWuLRAfz2LD00YMTvSI+ lpM6lq0zpQCyBvX67WdlsNVdceftJAEO1uE5hAUfDJc9ed9UxIfwlJio2148 3FQ0sOiukAQtSzGHIloLJTRpjbiznguLZU209icQ4DF5Pbh5OxeSKosVAige /A+FzzAl "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 29-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41Osbx4cZjGHGzPxmfhMRjqylEIni9zihiFKJlqNTnQrZinAIFVHW TquTSqKTyhCyh+chZZfKnsq+ZN+J4e//4r6+r77X/eK+rs/nVjzlceCMMIlE +rA6/0/1d9u/dV0UBuBVRNwHfQq6LCfnW3OQAa645pBYyTQ0WkgMbDMXQWon bFkipyhAWPlnojWxDDvK3JRc8kTQD8kEw+kVJrCJ/Ci8q4CCujhl/CeKomB3 76HhiREKyLvaTaffkkQ12TSXU+EYcIse/qwdzANZhmb0nxQq4otsbQmuLIMk 4SzvzN4GWH7kQ03TcTogoavpl3+WwWQjBb8zTHFU86+vRbYqhjYYJhzQ/o2N FFRcJVoiWajMv6pJhE9CklOPGOLVdHTjY7XmNyoH1LnfqQyO4QKHk5sSLBgM 5DDPjDC2xcDJDn2qbCoDeKfuH1Aq4aFyGK0ivYQDjb9rcte7SyKFGb5HD8ZF RZFHZI4WvYFjHorz23vniSqjzLUldgJYcXxEmpwmhraeGfX567Ioul//gDRQ S0Wm15IWAvOFATm7VHrNpxko1f9ksX6CBqIu6ZO0QgTQymmXiuNTOjix6EXW Npwlcv5g9Ca34ijje3BM9SwbxGFuWVgCjqymg5y2hA4Tv/Kbw7oLeOCwRNpB JdenUKaitMNmaZxgLLBywr/VQbmx1AqfCDbAf8m+5nJ44MWD0OjFvHqiKntz atdrGmI3AYMyBgOMavNd78STQXsQ6Yjg5Ucor9wYGD3EQ84fM/S61wxD/e0X WYLNU8Sx6ndK/zhxUKSGtXrn1y7iC1sfd700DS28kz7Yj7BQWu3gzWeLLNDh YTFgpU4Bz/PF5M91L8DwT0LPRAJIYN+Bk2XiiU1wQN6lzdOWiTwSv/P/E5+H b3m7MsqFF6FMvoRpfn0vzKKfPp4etgCHMjunJ42XiJboiHtfD7GQ2p3rZ+pV yeDRNFr4sZWDSIoV/PkEKXD1qgd578Zx2LLZp/pCHg6YxCmlrzdWCMuEZMSj YCBQhb5FcTMXBcqpdQs6fhLM6xkH/9LnAFLEb0BdhQtcEpzDtIR5KOfV0+rV BnKzN5ARaDXAR9rpe6wfcNDYLaWevmQqepQTwmsk6KjXQ8+l9DQZDJu5msrk Y2DW4Jq4aHoVjP5cbYTrZMI5L2NtVpUY6jrTebT1uhCwGSw/n/MOA5rnivP9 urlIQcieAddgwKPF/oT4dAfxcscVDu7ORk0l8Zj0JhwZSpyxEs4no5dxjQEK NTzg5Lvx/YxYJxTOOCt1FnGA8TkplFIiDr6ZYpusDo8TRt4OqI7AQGJk0WIU Yx7OSFlw6texgGR59tRa8w5izixi+sIIBgzAft8MSwboalj3xHqCi64E7Tty 3EcEnSG9Uu5a4iJPSROTB3o4iMYf+upkDcDmdXqX/xNno4WB090R/aIoaiDW 8F6rOMISxn4s72yGJ7Dk7zv/EkZEqMPgvMgovJtECbe3HiZS/Nsk7nmKAvbp NzlhUkyQP5sWfX8tE8QvmF4c9JRCPVa3nZpVWYjVaDaRxGejoZu80x5vJdEe NqfQv1kE9OUGzutHCqMgM8+PxDcJxGssKS/8Vwg8ap3drhgyRyyh37V64nGk qC0HbUtxpFFolxT8koyGBLFHi7wlkNsj+U0OVRT0pr/75JyiEHp2wqviwMwQ pIS+VlO0Z4HB03Ji4o0kYL2sT/v0GQOND2VW6HfGCdzWa6iyAQMjoyNq6k5C 4Kiyw+jKfR7YHtzANXamAp/zF1S/H2CizF2B+ISqKAgwTxHz7BslhGKt/i4I 56H1jA/sC9ODBLwrY3fnhijaE+5qvttZBOhWljyMp8wQotSlZh3ERvWaOa8d AqnA/GB26vx7EmJG5by4ewoH/7QllU5MSCANX/pV3X8xcO+HUO3nIhEUHmdd d/4hC2XyJ3Teq6/yKOg+doTMQ88rpN74+bJQctOB+L4CHop9ImY1PEsGT12G WwOeYuijtNM4p4sDiHMJcVMfqGhg0Ha8Kl4C8W8o0FWiqKgsZTB3z9ZJmOlX ufF8+QwsW5OkJUrgCKcE32vqnYJOLzXIgvoxGBnlXn59zwxsuqBw2LCfCSY4 5Gz3sU/wMWenGK5PB0YRjg7nh3qJLba/Tz9s7IMiy/IjM+oMENjTbah/oxa6 WdgHbSjHgeUsW+nkpAR68m/lGJ7PAeysOO0junOwnvvmi8FzHlDgVv5tfwgD ERPGsKmGh86GB/wTN4WBvR7KpcQVHAWg/XOBZgvwmrt8O0uFixyNnLeV08mg v+JcwtuLqzYQerN3fQSOyDpaFEH7AlzAcsrg9dX7fjEnbisJiD4vS9e+cC76 LXXRk+3SQxyr0Y30+9wDXeM3uvNzSeC1F7krmcYGjc1CBntX92pdtKRI3Jok nvHNvsr68UCIRHjsueuThH2jnyltKwcczCqj31+WBKIOryRLxlkg0P5vHa3f uYBiQXJvr+GgKLZsP0lUEm04sfuJThIbEYnqqQ5nm4lMjcNy/cVUVBwTdrug TBw4NSkpSfnPQXfJdA+p0F/wq6jr7pdxg8SlS9lXpnUaYDFfJf+Q+hwh5ntT pWFgCKqshT/aWmaIIl+dmza6nbDSqVjgsYsKpo0rJiqOU4Ht8LV67VQmoBSY 9G8bnoC5tT/TF/XZyD/uflWonBC6LcBHNwYxUZf7muqIPgyMKaULib7ohqrr FL1m1lBQhJjJjZ7iPmhFKZfVnZqBMbXJm9IW5+GjsjjyO20pUHrS6vKTjEni 7N6tf0a1iID0kcYeuQVJ4KyqeSl2Bxu47S9uS7ORXPWVqlDIDRzUZp655mOH AUptnTObi4NjS3uPnr6CAV8t5dECXy7aknZUUTF4laMqdWZ/SE9B5TVprnxt Dpi03bMQmImB2IjGvrYsHNU15jgcl+8gEnj53Gg3NgpQ9hUY7mSBPze4piR/ 4SLBh8n3oWocMB4mE9SRKIC0hIjKDc8noKXJLzX2PjF0MKv7ZV3XOHErPW+9 0X9D0MD/8zXVGSbSv/L8G71lhXhslqB30EYEobPNfvPvFgjRnQLDti198L/R pOJW8SWiqOuQlckWDrAcC6q/FEoDQ7UxIlM6wqgmc8eDpSgJ8GLHpN8/R+ag oeyOF9fbaGDbDpveDpnv8MHg7aE/2HSQFWOZHWAvClbijqUShTQwoKtT0v6T B3QE4M5JLhswS1MDNs8xUL5m6jZHfRyYv3VokNvVAU0SqzsNJtkgX9NT3mWR C0I6bXWtlnmgXEaG6m666qUyyatNMTxUaWehSJEQRoZhKu2OxjgayzN4ZZoy TrSf6LpZ6IgjImeSei5hgbDtdtK4mcJBBml5enKrnPBfqymStJuFLr/OmU6r +kkIq2Zle97jIEdmioVj9iwRVk8TtlZjo6Vb1jYh1+YI8fWzgsQGBspVPOx+ oeUK0fr1cWKd9Bz0f6Fqo06TQIuH+77Te2dhnrD+cKvePDGzSy2QdbENjnMe Uguoy4R5hK6s9JdxSHNhs+1WPbr2vXIR8/sgLDRZyXcw44Ffrb+yym1KoaeO m7msHQ4uhwhZvp6fIGLrVyR8mBiaF+Q99N7VS9jrf8kfBmRQrEDhFV+aI2Rf Rtv33MOQsZ9Ne9Hvv4iVbz2aJVZc4GUzMOG4QwrMlPFbPvktw+G4xOUVvhjQ fMcPSfhjlFDAyv3u38eAUmK815CAh5aiP9HXrvqTtrVVrydYHFkdC1zZI8CA rWVoLtucB9xsQt56OuBgHc1Y7UQCG/S9WfBh+eDgeU0pw4fgghZlYl9YEwfd 3Lze4mgeE9QWBrPynjJR0CA03WlKBQ+oefcaZcWRrHJdh5AzA8l4qyg5XKCh tLmmnJirEojaPnc6vn8eZnrr3cp8x0N3u6uWB68vwaB9w0/mGqbh6ovty7UX Qhop2I/wq+JAc2x63+3EXti+s7Go0JUHanKOZF+0a4ax8n/+iIMYyPOemrbq HCKaxDXCpLYw0cYOLMUkPobQWheyJzZdDN2O7rirmztEPK40yusyJaGDRsfU dGES4dxa9tnFjgcKKtJ+4FuWiIynI4nuC5LImMaQ9u9kg5PmLijtpihqLPpt 9/4lHlDLiDN/sERGUrTgywUULoj0tX7vlbEMb7u8zu0icGCYaeRfnrxChN1t +PTwFg6g1HvjSm0M/A8XBunv "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 30-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvc/1f3/x48zjHMczj7lkiIibRnlSu9nGZesrBINRYNIGVGR0amUkSYu FyqSfCMlhNLrpTSQkcyWlS0ZR0aOPn1/eNzu/8Djdr/dVd2O2h8gk0gk9Gf/ z6xI2+iaA1SA/4tKem1AxZ792lFLX7Ag3LuQxM6kY8ePjVlSIhmstdeRTXOj wuucwHVNhSTcXn5ksVcRDR+Q0V+eWcEB2+ha8j8lVExTTYkKPi4L5t3bhka/ U2FFl6B12VVF/K6A7uV2kQt/060kK6ZfIxI5/3hedwMy37RSWG3IAhKOeBg2 UI6sjWwm9B8z8LvEoC0Fmlx8zS31+mE6Dy9a4s1oiWZjtloGvdubjOXHkxXk qpi4kHcnwFRdADU+1yrOXOLDiV1le/B/LLx7ihW10ZEL/cNEimicBcdz7PoW lwnxTWk3FTdLIS6NdlZyKX2MZB85uIpEv4hKo7y/yrZL0Fyu0d9xy+hY/8Bw oHuYNLYx7LB/6snAJmfTp08Xk2EiS7kuWHkKKfbe/FU3Sod/VUbIXTYkbOXx z5JDt5ng/oPtlHZ5iijcpdCd2SrANyNYbXsneJDEPZLPvSXA570WaXPP/SBm ipvPd5UIYesap00Gm9KR0tsX7bazIwSz+x8fM4X3aMGPnLeBURz4L2U292Ao E3OaYH25ggJ0PbWTqXlAg8+hJGdJVi3ySNCBeN0JYmfVy8WXPXh4kN5cf7v5 G/GBYyDwDhajcbWjKuQ6Ln5Q3R935xcbPCfWh6mYS8PdYpmFh7umUeO4d3CL ARm22u8rl0trQiljvobK8hx8NO1rdobcFBpIT4+ifJQgpWKGSXFdN7KLnXg2 pjeLBvM6xGMbZ4lM2+m9CVpcrHUt8kCdJgXyL8rQFzoJMEn1bfbULUVYgpSv Pm8bRS2rAqt8iwRQn1u8Z9RbCixuZWIhlQs7FYv1QzyF+PQCrS5J+wDxM/OY 7kMnAZCi1GDpEj4MTCYWp9g2oeQ1Dy2t/+Xhm0kGcyUEAycXioSNBBPPLNd3 7/OhwZCpt4lSMRc+76xtiQ2tRrH1VUYCnTz0Vu3w/csWdNx5oMOlNVIKsht8 e1ua+bDi8PPik118XCTODexR4sPRFqe9cuJ2IpQRn2Oxh4ebylK581cKsNDn 0XXqOxrOSmoMWfROCJQ6f/Pw+k5EfnRQ8SDmwdeM86pqQfLwxYS70mrHCGEU q9DENuNDWnTprxiFKXStI+xT2SAH5N8UjP9l1k64V0ZSpmgCWA92QY8sFKBU vSPFznoQNavohWXIcbD7yMcTBrZyOKYvwfBGqxzOC4jK2V/YivZyM78au5Px ZGQaTythBF1Pp150sh4iNFxFqeIaWeDsf1x4XpEFEctOyJhWsyF12iSg308R v3DxM302wcHsRtPR9GwO3uwwz4FSpogtObxnp5pp4CIfPRQSSsWhpn61xBcG FpncMozwo0By68+/VUWTRFitfXpXCQ0PShJcSo8zsLj7ru7CGWn8uLdr36Sq FJZed+E9q2cYUc/laqk6scH/esyxdUlksJ4zoL+v50KuzotJK7sxQuDoP1jR wIV4Lb3n7zdQwEVj9/DveCHwnFYvDZ6hQ+AxX82v9ixcUKutGBQiCyFm92X8 eoaJq15bmca9stjyoreZuScNzk0Nz4swnCSkZWebdTAH7wwSxRWxGGDmUJAz 9YqEH3revf4ykw832qSq60tpWM8lWjb0OBfnZY/qvFoqxE/tC1ppeXxcO99j hNfJg4GP3TkMNwbu63ccqUxl4IBrRsMKqgxcfr//iaX+GPqxK7W/lj2Fyuel r5YmBFhdM6c5TjKBPLK0KZK6Hyj30IKAtguTqMl30Q7DXhZUOXOc7eo/oBSe sYzAgAn3PFa7/7u+j1jruFn8X2MP6tDVZzLus+D0ty5DgwvVKIbp+lWmVwCc /KQ1zrqT6IVS0NgJVyE+ZOS57g2TAg3HnxpUriLjCKnHNupRAuyT97rL/sYs muYWlqNILtDmiSfklUjQ42/h3XORjyuqTrbVXO4hdr7TjT5Z/w0FNt2wfXWS DLn+lM5MOgecghtYfvICWB1gQWVcGSPU4PtHne0CcMgvZ8bPycPQSeMNbz5w 4bTTCZ3Vm/lg9HvmQcesAMdwlHtJ0vI419dxpSSRh4m0pTm7DzYTt10jQpY4 M/DzS+evlpTLwQ3jO+HqY9PIR/7hUcVzM0hHuHU/zWqICA4uCBfrNKBO6YUP vydOEzJBcUsa+gbRxvlhFxU1pojSIJ04W90OBL0H+lQa6SDe+Hb07R5Z6Dlp fnm1DweoJZt61w2NouthkbfD1Hj4VFJ85bkFUthT8BStN+TgTp95VVE9XFAv d5VsLO5Gmiqq/hPzqPhnq26uxeJ+ZEV9o6w7PoFa7pwatEv+hZLLkygv1yhC hoq63/A9MXHQRt81poUGfhpPjRPILPDUXBGcsIEDuTYjqbKWin/8rSkluiCA iv5LV/5y5QO1usaTwxfA5bybFn6xfAharTFcEsTHBnzcsjuODz+X1Jjumj+O kmWS/FztBDDmaDl9Oo8LGp37zB7v5uEQjSCJoTEbRNXEpwN7SZh+K6pi2d1R 9PgCTSXthRx2yO/KqukcIUIC8khxscNo/an6s5oTLJyTiLvyE6UgxfSWnoMt DXsMa77JPjlLSBtLDD+u7UGfrl49hmfniNLObVab1vJA706mXtRWJgxWX6KN 65Bx+FGLkDI/Bbi3YezkZedJdGq/+vvIHCas22Db3a70FZ1ZcSU9isWC/EsW BSFO0nB44lMsK4YJfbo6ZZ8HhPBjblHPplkusF7khKyaVMDNGbYrHUd4ULzC b6HXLz74TJrWclsEeP2DIr0Ft7nYoObYp5n5XByWWyh+UDlAnHneLHcHCfAh 1v0thwp+EsfatxZps3l49oq1rejsJHF8t53uTjk2fqK6w8e3JZxwl7G8WB45 jU7d07RdSmfgazPJgUHW06iIbDDUqjdF2Ad6yFpu+IJGeP/JlsjOET/3tu3h JY4huheHs30/BURpD1NF8UPo2abfxbtNhZAhqtzZa1SO/HSOmCn/+f2iu1Sp 6M/jRELdb0Ygi4v30ypyXc/2Ek4GH4qHgAIQvu8NSTxNKGfFOn27wcVVrvG2 b2gS4veXbyvKrPhwkHkkOW8zGybKs1ven5xD28I/tB3TpsOKl9miW7uGiUjx cvJMBh8Wp6X6D0qEWH+ZZtX0AAfo+q16387I4eVrDFtChAJwtDj3hGMmhHbd Xc/jZIQ4bpX6FpciFnQFq3yM2MfBof3IxNhEFrwaF49NYAZW1qhpl/JUwEz1 5w3W65n4wWRT4aUIBi4Zmv9b4/wvlHdc70reSyFObGur5Fz4jUK3Dt2cbBAj yT5ls7GlFKx9n9t2MUIOFAZSTrD7e9Fn48bSZ95C2KC4+EJVZStKWOjaloS4 MLY9pvdH7TDRJKd9XnEtC9vtD3xiM3iZWK0iskx4KIODRXPah2//iawKo6JO ExI2H/n3/Jf6DMKztbzea7sQYvZotzlo/yYe3f6e5jMt/8erDn7vv/Bgn5kX fhAnjTdEfem/aSiE6CDrV/6P5tAe8s6kCSoXK13L3p21kImzNd/SMn0YOK+R +Dw/g4JrD5YcWreLjkecQ92ONI4TK+fdS+tpl6B8j6Sh5gUCbJ72auPT2nFk nuneRv7TjeE36vofUyYRuWpNk4aVFNzS/r5D12wKleQUcZ2FLJDdsT294fov ZN7t9uTeUybMOogHisJeoNx42dTnr2eJjBk3j7M7yoi11XaL7gUI8BaJ2+K1 /oXEPeWOr+MSBRy12TpUjdZK6PekFY9PsXHPk8wLvg4DRJV2A3V5NBPuntX6 KJafI7hfvvn2rOPjrQsCtLbVjBOd4pcj54r4IOdPGSeHyUEiDumz0eDhMwfz Z6QaKBBVWvG9LrYduTl9wCUkWXi266h9wFspeHfqxLx9DRyY6nXpHLNh4mH3 T4ervVmwKj9slLyjF7lMJ3GsCoQg6qlN0K2Xhq/LEV3tkAA2b4vOYttR4X8U m7ty "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 31-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41Osbxs0YyxizL9+UIhVtOiiJ0veV5ZQtpVBHFG2WiA4KKVtOspxW JUkKOYRj56T3DZVIZFe2xjIGCWPP8PP7477uf5/ruj/P89xrnTwPnyFKSEiU Lev/vqvGQ1McKQ3AP5Hx73VI6IMq/sU+nAWuuxdKMNPkUIc5HJZZIKONJ48w pZxIwL0l8m7bZSLqqbywzq1YCi10hWFXKzjA6lYd8fdSEnqTcnIzUZYC9vcf HRn/QQJpFjlKmDcTfSqQc3O6yQafJpdCCpw/Qglivk9ufxMcq9Ydq/jJBBIo OOfaUCX0tRZwCU9o6NNDvwMFamykSiGmLWzgIWVVd0rbLSYirb8eO2dPQvKi BBq5hopWJ4kDhMdZ6MQsI3LvETbw+Sj/TPAfC/i8OjS47i2GpMWHth84v4hX 6+euemsjhpY93REbR+TRzjOjvs7XpNH9Q6mSNWY0ZBT2fO5qCRH84xBqkJoy D+mCp7/qx+VA0aM/XkxLEZH5+d9Vzz2jAl3aPbGk6i+80J7Wn9bOQwFfVhPS N2Egnn0hn53EQ3P+sYFfXcfx+ZLWG72lGMiacotK+j0Frqwq77FaGMPr1kGx f3sDXP3zVZVvJAtkZ+sP65szEKsF6FbSaCCX+vXmg2kZ0BEkcUycXgf/q/Pe HuY5g/9RU7Hu7/McdF3VD/soK8AbWTo894BJGP7cNcmzn4uyaoWxL34xgfFD fq10kixILZFRcu2dg19oycV2KiRw8PCpSnJyC4xdIxwnTrCRZ3JXZgp5FhoV 3UnqDJJAK0soRiX1/bDEcz4/UH0JDud+n5zYu4CXJZefdtnKRRvvRpypV5ME 1fY3P80jEWz7zbfGq5gH4nfa5K/cJwlMk9IQRmID3e85La7pbTBBM8fM4hEH caa72x1X01BCYSjWjFPRHCk5ajZbBowYuxutLGGD43dGH1qb18Pohhp9nlYu 1LXOfutOoyL+me/H2yMIQHrRrlHZGgOebbYnyZM9+JGdPuKsEB5qeZvIVtjG Q+b00SfdPFmUHt8cqPwJA0+dj3oZ1fZB4r9n6WcRB4wfzFKK8KGDTiP2NnO7 MTwueGNASwgGkm+V/YqizcId8YlidSEHyH8oEK0y6cGFsa9tTm8dha1rtK+l kFko8ZmlPpyjoKjBOL377WSUm7fJJ8O1A55kp3UZOhPRsfmgq81HJ+C956Sb thYjeM2hGY0+Vwpgnc4rvEFnAP5jldbYTDZInDP6U+hNRxYX5qnakxzEbDYe f57JQnnb/C/OLXNtxuK89m+VAuvGNnONUqVRkLF3Hd5JQXSlnSYKQVIgoX16 99rQGdwiwjN4XFIWDYvjjpf5UNBxKTIJnSajPEHvqZm1BPT8uwdaYI1DUnj2 xrW2TBA+6GXOjCUBi0UduS8NbKDs6hLjv3cS5x25NPyxiQ22dUQ5Vu6TAsc3 nBhdeoCBYx2U2631VOB70Uut6zADMX4lviqhU0CgSYaM98AonqBCorwNpyCz m+4m+12kQG1Oj7UgYw6Xll1o1UIspKbMhG5CKjCxLng1+04C2S7Ohn8excD9 bkJtQ5kUkgYLIWeDuSg3c1zr3SYMcYpYEhvmMVSncH6Mw+eAgDhTD3NDGhoU HhmrTqSgb5/656/8oqLKDGGR2c4JOGVPkPv2aB5WrniuIY3zUNPMipoki1l4 Pn2zpLj+Jyw8T0wPJc7DFi9lOz0BA7iTplliQTN8wjGU4elQgSLXtKzx3RC+ /ci+ycfNA1BQ5NBT58YCV/t69XT+qoXMfvJtLwUSCibkWa6P5KFVMkalfQ+W 4By7sBJGLOe4xpJyp4YABi6Zug/c5KIEE1UD+7FB/I9PO25daeiDVWVXg3e4 kUD2JUl+mhwLMF0+740XcsFV28taGvu4QD2D3RZdwUN48qZXJ8624s6FVm/8 dGnoTcyNO6WVZHC02ftHXuYC9JDP8aSHz0OduPtp341/4gEBBdcntZpg6lkz lVWmC7iMX6xq0+AwfKdMHlTOnsfL/LRirXZ8h3IH0zyi06hgcm/VeJWDLNjo f27inAMHkEoNBLtGxqEuXZcXD3jIP/5BdfhqApKsVWHMr+cgvseKmsgBNvAU lD1TJg5CtTVrL02tICFuW//QiqphaE76oLhDNAWvxFBf5IUuwoTKeMkKTTqw INyz29o8jZ+13OkY1SYFcs4kF7/4lwlc1NQD4vawgD3vYOcHU+byfVQjhP7F A9H1xUdCEjFAqv3swuLywMmcxn+Kv2DAT2PDaKkfFy31+w63NmJgWvWzsb2C CAoqhOkyy/seuMFPrGfIBHNp2SIrBSKSS4r8uCV1HPaOJJzXuiyPrPN70z/z x/DX0fsdOfwxqOvfEKY2xUDE4a0hl70lwRPjJG1rKylkoG+xw+byEi5tKNb7 un0ARgXpTYYrEUAZ/6i5wXYOMLg03WKnxQDDtTFSIi0icvlyrtqokQFe7pm4 8vexGfjhouLP/WcZYNceq/6elV1wL98kj/6WCfJjTAsCbaWBwWWZ6mprBhjc ofW2YwgDtuSAchseDzDKXwX+NkNDXdEH7DnrMVCi7q3k9osLjp6z9TdU5KJr 2YWTWdVD+K7pvEhvdR5auG1hFRo2g+emFZlSmlioaK2dh1fbdfy+yxHROp0F 6P9SzWqTHAXp30nVLJj+BYuJOiPt2rO48GLRlkK1HjjGeSxbKruIa2A9cXlR k1DOjcWyOS0J3rgphGk//AlfGyyVnDDGQM9EFex1eA+9tS6YKNrwQLnF1NIB 0RQeV79E8WWw0VzHgXeRYiFuq9NYMgIkQUfqUbPyrAVcMT3atu8+G6koVF14 QJYAS5196m/NuWBA5fYtVzYbTFVmtn25sgirvqbSRobkgXpFZmiS/SieShhr bBrBwLrkxEvDYgwl3KrlWw1ygNzOdu2+EDJqUb773tmKg4KE0MjQSBY4tK/Y opVJQ4obPvcQXGgov/ScFV2VgbJmWgpjginIUi/kvZbbIsz10b6dW4GhJf7F 9BB3Ago6OPJ0pmkS1uzZ/H5QXQptzmB33wwmg6vxX5Ma3Ydgh2Fz2Wv35X9x OS5eJ7gDxik5dsdDNpB7zDhXLj2Ot5A336BvZyClxQPkltw7uMaaULO4HBmk +e9JA+qPMfzJR/1ivpEE8nKIBF5rXuIu7ZUNbjYYqOmlaxfsIoB/n/1I9piT R30RH/CndAycMnFDWbHSqE0zx1hWiotW3s08ka5ERcdKHbV2H6Kh3Ga8QyFF Ep0igJafa6lo7FiQ04VmEW7rpNKbESKB8s/Hj7Su5qHr3aaWa/un4P40526i HAeliC9l2XjOQWKNZssGcwIY7nRhlTfOw9JXxexjGAPEPAwscg9YhPv7nYpe /kcFVcRtHlVelTD7gWzim/cLuCGV3BexpQLfXntI+eWfy9zxBaHP64rxl4rf u0RiGso++fVzZeo3fOdAcololonqvG5n7lnxA6/Z3ETaeosK6ru/MkiPJQC7 s89rYBcXZeiMxNzvncL5kxVj4cVccLB85rGvujx4iAIHLTdwUBbl3JZvQikQ WfbxR310D7Tz0ZyYuyEHXtt7Hv6zigAOso9+tq3jgFnBcf6E5XJfiCgPlFZj gd/yr40T7QRQj60yEupIR7tfZ85jBzhIw+HQ8PUsBgp6XLFVpnMIThDc3oSF s9Ctot080nMOWNx4InJ4gICMn6Y86qKRwKhoWBBlMwo3EdkXnB9haC7TTDtA ugGma6b0da7iIW0Hp+P8gDio39fyHl+exya+kSb6Yxz2XRv1svNmgDv1Ma6q DBF+R/aFX3RzC3xZ7adHX/0Df4B5ZyQZE8HpXR/vCZ4I8bCTpxPEvRxA1uiR VRv+hjtYfaco92PgPXL0udAjwhsK/quRZ07hi8k6wtcv5EH2UFf0GsUJ+HOi 1ml9JhU4nsDik1ksJPR10vBaRwP7dD+UvoqYwrvO/vNE5LzMGbP+rhafh3hy +b2HJXmgDOu3UHonj/4H2FrEPw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 32-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41PsbxsfM2IYxY2bMlJzQpjopS5FRfl9ZK5UcVORwiBSttAo5WYoT 6lS2QpxCiCwxWr5Ph0SjSNaTfZmsZRlFYf7+L57reXXf1/Pi/tzXo+l+ws6T TCKRShbm/3tZZlbv6KAcQo8iEysNqZDvNbiYep6DLvs+JSln0CBmUeHN+yWK sNrNXlnanYpCT8Z0rD9Kha6KY8t9SqXhSJetVPgEF9lG1ZKtyqig7mH35m0n HVn3O4yMj1KRlTBFQWjFhppimo/7NTaK++Xu2h2MGkwiF50p6G/AWhfUQ/Lq 2YgEIfnBQxV4syTQ4d4QE2riz20v1mLDNRM/H36IDChO3lWSF9IhW0g0L97O AZdpZqSJPRvZlsh67izioDO5eweWv+LBY5e6ooB3JPR2a8GSV45zOOnwfcu2 bwww8Pxy1iNYBhwMftBevGCCeWj6TKCAjN6t7Mvl+s1hxueUn3XjNLQqPrzd cJgCNt5Wqw7fp6M/i/lXxKR54ulBpf6MVi4oqe28KSQmiR+C5vDeMh4KNkv0 iwnNwKpV/3bZzo4RCbfYKj8bGvAvX3Orzkay0MA1viONwgJWEzKqUFJCjhTX vIoAGmoLIh2Yy6rFH8v9SgJFM4SzsHx5rDcHjjw3KBH7DxIfWYZc3wAx7rzg 0CljqIAeCmTVj/bOYKqGFfcEkkF77P6okE9rwu27gyYoClw4kdaR80B+GlMf qcvN8cmgKlAwF9T140sp3qv9+VIwXNAtnjCZJWYoZfwALx6s/jvCs06LgmpM J/I+Nkzhlg1nhadKuSh2eUBqkrU02pGaATwqG53bVlN52PQTvqubv3NXAgcy hw7f4v7DhLtPr/AaCTqEFNQeFWjT0IiFr7mqgI0GVBIcllHq8fV64VauXgE2 /dkS6aLEhB7PbqfWCCmkb3mI7JdCg6zExksaNTw0Rpp9aD8nwuQnXgwv4CD7 dbDWzF0ZtZuz19vsHyN2fZXkaavxkOKb4sklll1EsU7avHvOGG5euin4gTwL InqqD4qHlOCvgTj+7VZ5uGm+cxgOd2I3dkaHmQcZRJIKzUAzMb6VTr22b9cI YcUPV2XvUkKsQ4VPwxlM1B1yXrLtpQpKnjH3HzzNAE5gU4bLah4oN1qMp+ew 4M7nIlOvQ2zYyeI8v9gsjbjpJG22nDwEWZyuJdoVYP1+5ol/QRbdbf1mrHnl OxH71Z0fEUmD4bk4pxdnFMCxwy35JFMRCj/3/vFdUwp0Prmuyu+YwNSwvNWa +5SR6rsbzXdKZdCueUPahwUO9CnZB8JdvxFce7/h6gY2MtJfo6oTLIucVrp8 kdzhobKlzF9rLjDR2ZOntDrsmPDuryoluwE6umSZLXta9IWQWWWiX35UCXZe 87W0PiKNUlonMtius4SM3GyzHrCgfDpl2R8RTGT5W3Hu9GsSvGowjfWu4EFB zrje6zU8aHhi56UgYMLAoP3Y22QFaMkNsHW+wYSK7MGSnQYTOFrz2Sjdaw5X LErXkSG4kFYq8Pj26Qf2zlpLmav7ikUmoZ3Cl7O46ZTGfv5nJuK7Fm+u3tSC 73HMZLmGdBS0VC304Z1RQt9+mzipUYT1x/abvHHmoMC+Xr7h1XfY2tvaON5A BkKkCneviOQCb1HqskJ/KZhhP63AEWzkYLlILe8RBYn8dviKrqnAP5XORrUx w4RzzcaoC/V9WO/cxmBxrAzK86P0ZNBY6NtlydO7hUx4GR1+s6xCHuWuSzV8 li/BxxXzTzDCfmAdh3TZr1bjREBA8WWxXgO22hb1sdxMQsiei1nVMDCML0eK I2MD54gX5/RibDd246M/KOY/3ZlIbFI1XvW7HEo/ucux9k8uopaZft48Mo7p B9VN9plxoef4ImGkiI2iJzdcDLs6hLWWavpNLaLCd0U3G5WiL9iG+kZt4+QU lqHHzt9vI8HdikRKuS4DJfuqugwZzxBeuw1c/2qRRncSDJ/JRrPRES3tgLgt LPR3bJjvATU2SmRrSV25ykWF8heNkkhUoKVGVv/6cBz3eobIF51lwG9FvVnv e8aIf48nzqVlTmCji/WhWlNMSKqbTmMESaN7FqmbfrOVBvcbwrA6DykkYzbH /09fhEekoS1yhIxe9DjYmOpz0BYhwfIVKaPhd9HSk3pkaIo8mG4ez0KZWyYu xB74juf3akfUq7PQ5i22/V2qHVhtwumDcgobFUXvKL60TwYl6K0IdFdY6MGN eq/ahngo9WVlVJo9D4Lznoofvx0iaot8fky/50CJ5v7jp1ouE9WiWur79RJ8 MVPLdg1NAXSeOAfFf57HpWTDkdZN08T3sAFW9n/deIyTJFcmN08s6dl9cqb4 G6b5sFiOhyho3vO6ybEz4/i5qUTgYsFDBaHJG3UFVfi03jFLNUcu8tq94nfL bdNEXJ1E4SyTDcZBNuq7BCPEPsOPghFEQeIGq3FSoYRQy7q+r+82Gyyc1Mzd BFJI0t6n/cpGBcWIVp8mq6igqYqclg8X5vHymxAaNMVA2uU5V1IPfiFQpIG9 0RIeohm0bur7Ux66so4L9/pxIWgQm5uZyyH3zFPu5EkmqK183yV1ZIFThkNZ c4syPP7e9DQ6RAEWryQKebUkKDiz6UZBOQ8677s6pZpSIGjPSMr3BjF2opV+ WeYtC2uz2Z3XQuRR1ES79o6No7jNrPHFc18eUtC8oZFzuRPHqbt2JmI2en7b 9Na6DxNEk/zacIY+EyRxziMWj24ROkuv7IzLl4XzH922lxdNEPeqt5b2mJNA 6r6NsC7jEXGktaLex5GHJnpbtN3kKOjJ/dG04zOK0HuZ2jHF54Hq3zkuWep0 qH1btu8lMKGgkWhb/IAC/k3bYeViJowdCHI/1jhJPJb3faVLkKHIO3Gk+Rcu bGhTPZuqN42tMzw6yTQO5HRucV2hNovJQt2mlTZSyLqucVDh4Rwuyy1lH+Ax kZTv7SWMFhJY97uXZD6jo+ij5xON4itx3h255JeVswTZVqyZteE1of9ur0am Pxe+aW3PfODzjMhU6+6YnFMCtRrjbiKmgzAQpQkmp5Vhr6VeQjV7jBCubaCu i6KjvMlqt8VOZMRu7zsl2qwCtyoEvGGdaaJHXD4WVqqC6DFzGmorGCgeLg3s XskBTTuN2FZDORT5onq07noXXsN/HaGzl46eHzxh518lhZKGZXpSJFw0/dmp Z2I3HYItOz69YnDQhqLgcfL+z/jkpTtbFjsqg/HznB+8hT9ma6rzYNoJFgQl la+TbR/Cz2PpfJ3zHIgqMeZS0xd0uaVTA1UUsEh5kNChREUZzidrH5eP4TVk 9jGPBB7oGMx7vx3+iLN0H/S1L+FC8d69m9aIE/DWvqZKYuGeAuf+DrsNk7gv +Mup/aeZ6HDyKg8v5Sniptw/5643NuGcsFihH3eMuMM7nZ1qQUbucT6UpD0j RKjbobtzvRykYRmPPv7XQfxu262g0c9Dha7ltNvfp4j64mdCxQWfVznWMJrB QHlDHdeXqk1g5rl1EaGeTOTqwktMY7HghkvIl5MZTLTN6E1ZbsQUUXnFw4Ly jQOtDYPD91qncIf1jvQnnQx4IuLHvXkrjwbb7h/ISGPBrq6EbotALnovMF+v y6dB6Iaae4c1JVhLcZsx3r2Qw0X5MgP1b7Bnp5nip6Vz+OpPPFJ3XUKcJmfL ixxncXK5rqWpkSwyvOWSrvSSBPmjUZE/DrHRnrXZ9PJLUrD28e36JcBDr29X Ld9qTAbBjaPLdC6qIHeJdc9A3Ah+06qVzHGYJmz1FlfK6UziqA1FLw8XS6NV 1WuKbvzXTYR+nRo7QGVDuFZfS3OJNOrX37gs/sxCnqX9o8VMFaQrr5/xwIcH ehypbUXrOSihYMUZ/1kW/A8jpIVK "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 33-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVXc81vsffabxWM/yPDJCA+3saHw/CYmGimtEdUUp1KWsZBQqpGmUkEuF q24IZeTzLjJCySqVvSP7uUbGz++P8zp/ntc5r/N+H2WHc4ecKCQSqWgJ/2en rIGsl9fFEPonPK5MlwY3/JdRFB7xUJBrHomVygADdivvU5EUqB23YNEdaGhN m6h1/S0haC91W+nymg4WeWnCUleYyKTHcmjsFw31Jzoo9+yXhupchotDGAdF NcwcL6F8wiRKjmd2TwP2Stkp49QvjUhwOTPwZyk+/+nsG1Y2G6rve+/JVeXA 1/cHD65qEwHxiXhJ0SoJ0P1rReIuFx7YTzPDd1hw0Lrhu3qFHTzk+fxg/8q3 fFD8Z6ay7Q4FfdieLff2j3l8E92pKUhngY7TsNeJQCEIspnX8Q1ig2FIyox/ PgV51In/PW9EAqm+R79rxxjIIFp2+jJVCPY671Y59bcEevFq2NIhioTy7CR7 Upt5wO+VsZA0FhCz+V+udhXw0fPfs714Ph3LVrxrN58bJYryRua+0b9ghZHn FV7hbFQbkvZ9ro8D7CakVyopia4YZlyuMZRAPwJINvPpn7B/g9df9Y/miCNV JStvO3PhfBOk2qwYIurZujxXv0m8zDLR6S1HEj3NF1Y80zWDO9+0XbweK4IO HPqzVDS5CVMK6zs/r6aBbL6YYX5tD66nVqzYz6DCYHbH5PiOOeIS2t37UGka f93kVeX+mofOTA3HPw4VRqZJqcCncZDfni8leoqtOF4902zfAy4Enb2nouTI hvi8YH4jIQHz2tqkyGFxNGTkaiibz0EH1ou68PvrcWRd1XaeRja+vcqNmlbM gk6nDtvma2TUcnMhYJurBKTHNV5SquYju4wLrWbOA5iSdVLqJHBRQGvV6F4d Dmox5Gzcaz1K2PMqF83cxvGX5dqBT0TZQFd3tciUZsGN/lj96GZR0GiOT31q 24GPc1Jbd52gwK3PZbVSTv/hqBRamNW+IWIrVcHKo5iJ2I4v865KMRHrwKdr V85KgxmbW3TxCx217IpKoP0jBgFGHp+IFjHY3eFmvhsxUHzzf1uVg6eIonLC XcFSAgbnY23feIrBuxS11yI0KXjZ1/XnlDIZ5BhbXIq+TWJa6As1ZSsWUlhm YHhYXhTtW9BlfK7jIBPTZw3d+dMEz+L8YGXDUp7mF258mhJFtqvthxdj+CjS N0bhhDYbef3lrtp6iAltM64X319lokvGGcIevcNEhQxD7NtHJpiFuRqbnKYj h/4pwajtIiEkMvdFA9jwYJnaOydDNjI+nPt8+j0JrL7HqO/xY0P/gMXoh0Qx ULOSu+16gA2lGQOvzHTGcdQo40PlDhKUyqRsFiJ4EG4UrajwYh47p6+lzteO 4C0yUgcKShdxk7uStX4fE6kWrRmOf/sNJ3B3CfN0JdB4lJzJY5tRQtPCYPJh Yy++8y6isy+Qh/y7u/R1r9fgSsvGvLQbInCZ/HL/qnAeyIsFmD83pcIMJ68U X+OgiN6+3E1FdNR73tS1N0waHv+sVGz3HCaOVGtF+NZ1Y2XBprrQURH04jy1 M5XBRhJeHwkTTzYU37x6t6BUFLW2gNbsFTKcFc88JxU6iy2sk8c0l00Qfn65 QZMaDTjFxyGxxJiMhL1vqTT0D2K3gcCYcjMSeuOtcctcqwO/w8GD6+TZaHJH xVjFURH0ViXyWc+hX1h1ufJ5gQwNwl1WrDg6NYr30srltSYE+HRVtSAhmQLx pXHUEnUpVHdROPJA12/i5H6dYze+0lGcauSPkHhpdFp1g1/sNjZyaPVt6lgu jeI4quTg6zykNrF7w2o5IWAkhVeuezqGgx+Gegw4sOBwTlf6x85RglawbmEx cRLrXawLURUw4UqmVcUrEEYJRknah83pEBT1kkfbQkVCu+b1v2n24t/L9FeK /6ShN52We3dqclH0fVlpuwoOGqy5SZ/QoEDfmvXD/Te4KG3buO9tmynsZzo7 VSXMRVu2mfe0y7biosPn8mxeSKOcm6a5l6yEUHJsTYb2GAf1a2m8/fGTj3xb Fri6izx4pWx91v1rEHFt1YbIjVvJcDFN1XwNQwzSXh3c2Mghw2uK7lCz9jRx /mrU46OFXXiU+1CkQGSBWO+9z/vcshnMcGGz/3Ckog+99iQ/swlctHMx396I j5zjDvQ3HarCHhpuxvJ/8JDxqQ7TM59midjaRTEvJgf+lTRMTC0eIax06/OH EBXJFGalbQ0hI/n0SKvuaA74lwv53IuhosWW7g1v90ojstch7cS9fCQoffb1 s+8CHurbdn0mjYU2lDwLTrJb6tW6no/WhWyQX/2xnXxaEtYdnlayzV/SmWrK u3lZDLg+DfKp9yiQ7al9J7uED+GvjjhzTegQcGDo0VTDJL5iehRbtorC2gxO W9jlpbu+7LCwZ+Uo/rGr8U2RKx+Fq9nnuTh34FjFY21xmINyIrxJNVWTRJPo 2qtSmkyoWv5wZ1pTDLF5ebBZbKYwyD0l3p98NkkkVG5/3WlIAiWeZr+f53Pi dHNpncsffFQbFtfwUYSOsv7+lXx2RhwsnTa6VgWzIbuR+LHsCRWmq8VD7n5g wahNgINb4wRxrOhus/daGuQ4xw19UeDBL1zDVSyexSapJ9ooDC48keJGTDEX MaVKvWn1XjLSqLXbpuJAgoLnrzk2fCaSl1UbvpVAAZMeh1dphRLIzlK/+OZ0 BX4RI5JYXDZHKJeOXGWfKSc0aw4qpV3gwcpDx/gD+4qJNPmO1ol5SZCyC42m drUTOr3J+RPTLADQlXpaOkZUrW2grY+QQMJCD5o1TWiI09Lt3rtFGlpsP+dt LZolOidLRkNfSyOB4p2/jbRZ6D5c6t+/mgvf831quksYKPxN5a/ayHY8ro60 DTSZqMju3KELFWS0Yya0oGsdD23KCRyjWPdhccXR4O9qHNha9GyWv4cLLe3J O8jHuRDwsGS9cMtPvH6TYdm+RzyIeLWVR0vhIi29K0diW+hg9OjJg1ZJGlIe 6BERuzaO11A4bice8KGr2Pa/lbQmnK7+pLtFjgfD+mA/8m883t7dVEYs6b/N NVH9pinA3YHD7tYeTFQ/2zOdZDJF3BV57B3Z2ITv6nSS7pePETF8j4wkIwqa VQiu+LJnhAg57hg/38VFPv4q6WXiHcRR8w4xpR4+khEzXaTtnibqcgurxFkC ItEoZVo+gIVe/GyNXC4/jvVTkffMcjY6Zs+PS2azITi0sKzhFBsZ6JUXPL8m ICwLmv3s1vKhuWFgMKFZgCd0jif+imdBVq9+bPkHUaRSM2Fw4j4X9rU/6DDy 56EM+pC7xZw4hGyqTjilvIgnB13auk2koEsmU6i/rhzHhu/ucOeT4PpvPFQb uUio3nik2ndwESeWqBvv1BNGc9xKx/ogCmT+igifdeSg3gmBWcxhKqz9N7pO DvjISCWkSEaFBvl3zqzYfFEaOXpG28KDEVzerJrItZwmpHxIm1O0BDhiU07x qVw64reWxRkUdhEhI4JRGxoHfOrkcu6RRFCPptaK+55cKBgoXLPShI/URTVT n7jwwdHKwZK/n4ceZK/yvDC3tHPv6wKqYzhgsy2sRXOEBUqnA9yqb/HAJIx9 d0HARMTxVXs290pCzERV6eNWKmQ5b1Qcv0uFzRt2+m65Oof1dLKSPpIXsalZ hG/SSxb4ZDOyxjdP4/fS/ptrZZf+7r7mWv9tDfhYoKO9NJ8DDMfhHZI+NTgh 7tjMrgQ+otVsuCcplE1c2n80fpK75Gt7Ek+D+oNIflrms/3NPGHsoF2TUv6b iG5LbDiRwgTrcPsnHhtISEth085nz8ax2KXwBQ3hScKA5qw62UZGijlZcnek ycjQ6UIN5yYNrZ/SW7U7lYG2mGyPDuHwIWjPhdP8ZjHU8H3t19KX04Ts5eu5 2+eo6J11pv0OIzoa7KSrpIdykKLh6xlzVTLcfh8VdnCch1oyAlcddfhB/A94 2Km7 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 34-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81Psfxc1mG8vso1IxXZHbIkta8PsqSrS4oqiklEqhJNqULCkVSUUk FCmXIoyM5Pu5EaIkWSv7krIv09j9+z84r/PsPDqvc97qzidsXMhSUlLFf/R/ 3zSht5rmoYTQv9djig2p4HzcMC85hAla+22ZNGcqMqwYMN04IAstRe6LjufS oOyi3uEgExay6LTrHeqjopm4vw9G3eTDB6H8cecQNhp8OeRcL/iMpcjZ3pmd 1XjOfudMtxQOfLh/ZrNQkw326GV6iS8dFEZileTKFUH7/KqBuitUVGacOe+/ ndNYy/hLgcUVNqxy6fc56CcN4suVjbGnOGAWlDh+UURGASbvC9SnSKD8I36y ckgevXbOm9W1lYUtRzctPvJIEaUk31d5Z0NGOXuVOp828IBz9mxsVYCEmBDV Bbfn8VFzvKfeNVEanlv6tsV6apAQKgUVvPJswPMHnpf6XGchGL0xOTDLBVYt WlOkpIRSDc2GXZcy0PdLUg7TKZ/w7a0fZS8/niX2lBcuCj/KAW5HwOQX/gDx hWXIc7swiu1LaI3v4hgoWSSz8Fj7OLZKcmhOXEZH220OFMk9rsUdoWpF5mbS MFdENxNVdmJjV2H+oDwNejJbR4dNpoiTNZdcDf6dwPUrfMo9c3loQRXt29CM HLJMeAp8KhtFzI04p/qkBceuzLDaGs2BmuGp2xY7OBCbE8ivIRQhW0as5T+u jHrN3czmitjIy/Szk6JULQ6tKjfm6WZiSkHXftdYNrS5tO5uuEpCyPukpf56 BqTE1PiqfeCjelUjyR5OLya/PKx8GDgopmyJcvg6Lmo0Yy/fYj9IbAqrdjju OIrrFhj4PZFjQevXi6fTWllwsztq7b0GOShwfh3Uvqwd72c/bdpwkAxHssyc KDCG7yZSQ3Zt7SUU5tndNfVnIdahrJxgZQby7d8+cTWdD1YsTv75Ohpa89FD UBehBJfMT30iGumQeKPtlBJFEcU2/F6nHighZpgz/u4GDOiZjtr9xpsOzSxt tZuLmJD1o/2ARJ0EddXlJoYKEky9kq6lvouJHi2U7nUBOto6Yyj/uYqNNEq5 Dg93TBI8W6+e99VslFmdd0eSqYB2azj2z0byEVnGbsmjhRzkc9JTs8mGAcQ4 97VoAwv5bkyVOdXVT7z4Ij3mfIcFViFuGy1caSj8smh5xA4SkpadqtMFFsTK bxw01OGgjTuEz8feSUFr4pxlrW4c6P5pO1gWR4eT9Ny4I0YcKEr9+cpq1TCu /5w+9fcoCYpUEnWkCR6s9+T80DoiBUdTtCnTlQP4BFIckg4jQa2nmv3aHwx0 IjffbOZ2I37I2SDDM1REI25zLjQwhwk92/WjD2q6cJJCm128Oh38SVnb/rrO g0sdxXSuDQ3G2TlF+Cobzfv32eX9NFnU5WXp1hXCBYbz3Pkz1YPEng/6N85V dWB2SqfG9C06SveitD2VZ6G9flJRJoc5UBAWHJFXJIfcfRrKTu+mgIdCxgnl KxM48um75CPzxMSFC8LLo7rVOGfzL7mffAqSOXNrcXV3Dz5kox5+lUxGb87o 3rLWb8Wz27WYhRQOGjUpHSrdJ4tiDXSL9fQHseYCdS+xChWujF3oXgLDeAu1 RFV/RIyvZH9rs79PhdiiGErhSmXkHjr5QKtqhji8bZXTzXoaqncYph9o4yNX zWUXooxYSE8n6OjVXXwUw9YkBV7jodAOQZyNhyzIJ1x//3fyED4T7C2kGrJh R3Z7SkXbIMFfv/aybtlvvOZ8VZCmmAEbkgeur0Py6KF5gsEOaxoYMgUu3sY0 JL1heu1XvS5sHbFcb9F8GfSmzW6LqR4HKX04lDL5nYt6PobRRnTJsHZ77379 HB56ZjR8LtxBghtXTQTwF/HQaiPrzpa5TfjtL+OfOhI+yg6zFPrukkb6kUlc dXke6tbX/e/7Lz5KZkjUVekUOP9M03qJPB2OrdbcGd9MhlyyYW+DwRixilTt l1DRiQc5D2TzZGeIvmkpG/03k1j+OIu18xAFPbHK3DdmI8b5prMiR3M+yhex 7C7pVuBTuu4bVXfykEaitAHxaJqIqpyl+zDYwDtbUZ96fYjYZfhF1Iso6Kpt gGL9HgpSTQnd1XGPDc8TqBm/n9DQbGPHsv+2cNHo8R4NryA2WlaYFpiwt5+g xkeHPs/igKpGRQvJVQkajns+cfnAhReS2pwwfzrEiHkan65SIdPb4HZmIR9m QvWWKl+RgUvbe+Ml1aOYdsu8+VOkAminsptD/OVQ1H7/ypKaIfx9Q82bfDc+ 8g402z7PuB1HLXRqjsFslPN16yvh5G+iVk47WFmPAW4v3SLCjKMJnQWBVlEZ MpC2M1eF3PCbePjeOLfNTArc1Y3SrDdlEK4NRVXHd/LRp+XfOAJCBr181PfY Y1wBXiaVXbTw4UBmDfF9zhMKPB66nH03hQ2DDpec3WtGCNGYduvRzdKQfTSm t24+DySMjwcEYdPY4unBZrI8B6pneUkvtUlALl9Zq7GFhEqavvqieWTIe57L duAzUGYCq/BtBBUsOp1fPXutiGxfRJ1vul+O0yNl4wqKpwhv77s3zrW8J/Q+ /qP27DQPmIf3pXUXAPFMtbVpZFoJ0jm9+1JT2ohVXY9FI2NMCFv1qkg2cYQo 166mLr2hiFYfqDxpfkwasRs7PLtWc2FP9X/LFG5OE22jhYNXcrmo7cdWlbt/ fuM++HZv0+CA8vZFgYF3FdH1N+/7KkNbcNC6jEn3H0yUv/eEzelSEgoPNszM XsqFdflpE/zNHJBw9724E/RnRx4ULpVp/IXju7OuWWnLgnn8k+gmJSryeO0Y 0XxuFC8hs90PRvNBpBvJ6LKtxykrn3Q0zuOBoqB/hV5WPDbuqC0m/uQ35hA2 2R4S3OHX72l/ioHUhop8A1+PExGySWdCa2pxjJ8zyTJ5hIjkn0pNMCej1M3L 3BZaDhFB+w/FTrdzkLLX2dqqujZin3UrXa2Tjyh9rv8+q54gqoSvyxWYYmKl fWkUx46N0n81hS5QHcbNZ3vZ36U5yMmRH/OYxQJrHeHv/bs4aP2akrznV8UE pyu4U3CGDS+71kaVlMmhNdqx+e1vebC1JbrV/CIPzVm3p9yRyoCgFR8eHlGf xaELalZEb2ZCu0qGdHdVCaZLW1dklJLg2iTurQydJZJVDjy4s40EcYUrN5qu kUHHyuZfk/KiQkbfjesTh9jIatPXnr49NNB+ca9qHvARI8WJefcPD4huHxPo nOeirFuK7pt8hnBJg2Ycx26M2NYR5hdxQoJvrMguOCKkoZB+tUD/ik4iaEA8 6EBlw+My1bKKYHnUqacvuO/NAT/fx0KDZC44GIU06g0wYYc3W6DEZkLkSHlR UhMFvNamRI88ooHOMtNzq4On8OEO37n/CEhgaXXjXEIWE9L9RKpm+RP4Hfei TuVcCuorFQtsHWuxk98hRy6fDfGFH6zzLSrxwxin8Q0P+Ygk6bxk05NF+G7b FzvKEWPhAr9EF3ET8Ti5+Kzxm2miXUnu252sGeJec1z1wUQGqCx5ME5qJSH9 +StM09KGcbdJ3GkPwW9iPfWo5mgzCU04vRoJaSUjM5fTH9lhVJTqHnWk/fSf nlsY3wti86EZT9s0Fiuh6m/a9UVZYwQlPEHdhieN3tpnOJqY05Dt8OSg2R0u WmiWO26tSYKgoiAjKS8uuHWQLij280FoJ5SxSmJD0hwVy78+VxEpX599Gw1n AGk0PPptMQNue+ze9fo8A+ytKw1NP8uCo6L5VbscWfjbYsc/XVpUVPsXxK4+ QAXLcnfxUSUeatXK81ozSYMMUnrXGcRFPoey1ebbTmErt+ocB2o/Djisudf2 hwR7CJ7+dDCfJUJMFs+KRL1YEkaJn05iobeOjSbRyZXEPw86T+jZUkFWIeZz kJmYOLGIsulBCw+KzVtv+AnEhMAXvqku58EWOV9dpwVkRICZ5KYvA/zPPFf/ 7EJCKmrbPCOkuwlCVkuoI5YQzhaRYCpmoaQt3m7XemVQT0nAJ6kERQi4c2Gi 4DkNUYy23v5R+hsfe6M7GfFWGm0+f/FeFP0LoRxgOnvBUR75ybd5Fa2fICYY 2ZS3AgbKtWemPvAfx0qfm/U6IlioVibA34XXR6gxq1YTbgz0vvd0efof3hQe rNiX5M9B8qwVU5zFXfh/vAbrEg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 35-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk01ev75ZzjjIbjjJmKJuVWRJFKn1eGq5KUeS5FlAaESKRwi1L8bslQ aJKrUspYvE8ypts1R4WMUTKfOCJfvz+etf/az1rP3nut/ai5n9jnQZKQkHi3 MP+PL31mBx7UsRH6Jya5Uo8CVdrx800HuLBqv7W8lDsFSRu9E6fEseBL+bFl RwulwDrSY3vhah4y67MZGvtBQZ1/vKjQHW3AEqQXAbl9TZix0bCjoFkA724G 7chT54LsDv/NrftlQXoiVZZRKwOJWy6reTyhorcGuUqvbefwmrvI82MCH3Q9 hgMPhlMhSFnNfHmSAIwj74rPFpEQfn3PyPELGeS+pv2qG2OixRvDz+v3MMHc 68+VhzNk0OnDbVsVEQXlO8v2ZbYJQO9V/lDjLzExU/QhuqdYiCJnvY0HS3Ow YnXZF8vZUcKW7RVVsfgzVhl5XB0Yw0HV/xmcaO+UR5/DJBzmsv7D+nnbGSpn JJFT7Ztl17x48DDvzObQdWNEI0dP4HNmEpdeTbJCrhz0oIi25EiPGGe9+ph9 gCGL9uw7UM6404LdrZeer0yhg2IRy7iorg+7Han3PGtIg++5XZPj22aJ0jiF G6qn53CrZmCtb6EAyRnbitqKpdHO9EwQUrhI5Lg7xdCjG6euf7prdxIPqFr1 4ZGBAkjNvyBsJmRg7PTnFq1seTRk4mOsWMRFx69PHz5g2YqvNNQaCLRzcbWh RL73Iz50e3Q5tv0liW63HQwYn5KHrOTmUNV3QuTWFJjsQh/BpGeecp7AQ/Qp 13r9ICFqN+auM7cfJRQP31pXGPETf1gQ+j6DA17O8QqMDh5cHkjcfL2NASTl dWuNtfvwfm5mh9FBEsSt+HRvv+Mv/PddyiW73UNEeXrR7hB/HuIcep4fLcdG vGOpF+d72RBm4vcf0c4CTrGBA5/ORqltP7eoXZgifu3VzGkclIfvc4mOJQEs QJ16++dGOfD8a8+BKTVJ8MzYoodPizElKmeVmp08itPcO5+QLYt2/9Zj1jdw EdPdPt5B5zchsPb/XtPERfXSrKjMAjnkuMJleP6GEGUaObgdNxCgwJO+6h37 2CD7NqE+WJOHQk2zaX79w8SOC9LNF/7iwa5LPqZm3lKoJvucN3slGVHpsx+0 gQMbzgXXvNkjQKZWeY+nKyTA7foT4n2CAAYGrUff3mZB9Oip+C0uAijPHizY pTuO651918d9IEP5ortaVEIA7o+qZN6qksArS4M8VzeCJ3WsadmeZGjxVbXf /JWNQrTWBMvbfcG3eEY0gZ4MunNfodhxeoLQsd4+mdLcj/MlAxMUZmUgQvK5 xfIYAZha3FZRuUYDMTe/HP/FRTIlsQ3Kl5mo33+nT/8lPuQUdR9YkzxOOL3b EBvc0IvfkbXaOYGyKMef3J3J5KAaAyOp4FgBlMZFJxSXM9CuSZZz1EEpOC79 9IRc1Ayer3JJybGaIs6cyTs3qd2Ee8j/jIoVpBAt6OrKpoHv2KRGy8bnKxmV BGlftdzQhbcsi5/JWCxAk9uqx6pd6SjZ1+jn6YExrL5YzV+0iAKW3sn2EkWT 2JxSpbxhQoQRqdCktYwKqeXJ5Dfr5VC37kDmLE0SeVroul1ulUKrBfmnF0mw gJkeU/PHgzEc6hGn7rSVD1YverLed48SJVvWSNZoirF+SEOkuogNlPKAk5Jk GXTLJH2jlaUUKLeOa+8LpiGq0dzmjzr9GCmOl/nFMlBJt425oQ4PNSQpeDax pCDkobrlaiYLvlncfl3+iQKFJL2hto3ThItNWu1rhQE8ykuhF9N/E/LHo71Z D39j5lEOx/YQGQXVqTguip/Crwzni1xMhOhFUOjqspw67Kd9zFTZVoD6K4xM wt0kUGLdPCuQzYVA+003RO4ThJ1eY9EQWuA7Pfgl4yGFlLOu2PVe50LuvcFV 9UM0NN/eu/a1OR+1x0TYDsfz0do3jy6kOw8TzsoB1dJdAlBe8f6LpLcsdJiX GMU/pUJuwMb43DdC6IqtzTX/zYCwPUNpU02TeMtFpcpLN+VAI5vbeSmCgWIu /a6cypvAn42aS175CNGJccYzvlEfTlzi1pmMuWh0LN0swlNMtDA0ouV02NDA E9qo9qUQWosv7Ep8SoMdQ5ku6khM3KoxKOw2lgC7sfr0m3PPCO+28oajtkJU ca99mPKMgZ5l/LhzXCwNkQa2pdq3BJDbTHxWuE+GlD1uyVPFfBh1CHM/1jxB jNhMDftn0OGFV/LQBxUBvL3PjB+xlgCzzIOdJCYPSiYXW/RMk4BUu75lhbkk Urpg/aWURIHix4VcByEbzSullWS/ooJZn3vBw5cy6K1ju3NP+Hucc4N+u7Ry lsjbXOG8NukdofPvXtWHpwQwLhvpWx5RRjxU7uqYmJOFMH0NreXpvYRu/52i iWl52L77X++Xz0VErUYTZU2sDFLLsEMVFXTEbe/17d/EB7Horlu1lQTqnnwz GlXIR1qTjudTKXx0E0IHLFbw4PuaFaRAezaKKan5UXflC1aC8MXBNVz0yvnE vlPVC7k+kur/3lMIW149mhHu4MHJ9pbGwRdMMEm7n9QhS0H8jUVnNTJ+4tUk 7rGDSUL4Zh3lO9/zEWetv9/briQApa0FWXaRGdigt6WSWNj36ZODOLFPjHvD h33t/diI/CBwkfXJWSKBfi/oSnML7q+1NbMuEBE3hH7Z6SYktCZJ2jRNaYKI 3H8oda6Hh35+OWm+srGXcLXsYqn2CZHBpFkZM3OOaMh7WSstLyK0VomP/u3C RznfOq4sVh7HJ6xXH5JdKkBuLsLkOxwOEMf01VlnBGi7flXx479ExMhVzbt6 F/jwrH9zYtVbBvoYNCCT8lweIjXf3TqsNo/XP2gcZCpxoWfRU+pAQxXmH++y OZdJhou/8FDdlXnipqmia6wqGW6/WW9qqE9DAcjOLyGJCk9/xMbMHOKiLLUl KvPJNNB4cr1BCYQo/GUcSyWVDkXxR5ZqhfBR6/elaj7mE7iqTf02z2aaoJSG R17pF+NYzRelh/OkkIvunctpCgNE5Iho1IHCheJSaJbYK4P6dDYsvRnAg747 Fe8FP4TgsPVSu86IPPhbGDi+6eDAjYna8nsdZFi75ryM+wANtNYaBm+KnsWZ 0ZH6GSMk2LkrNjh94c6wmIoA/uU5XME/q1WnSEblEbSooIJW7BZ+yIUv5EKv yYSrxnw9vpXsJja6JUScHsu/08j5RKiFa+okT4QjTc5eDVDqIu48qDxtUDJH PHDNTxJMSaDrnbebDt5lA2uHgu7+MjLaoKJp+OjROA5xGuXsD5wmtlO81Cc7 JZG996Hp7nYKMvY49S83joJeF1zTmzVlo01mBtcjuUIYvFo0XSopj5o+abSW P58mQqOOPpnzoqMy+6cu20ykUFg/V7iqVYiWGBeKLdUlYWPi0aSwF0Lw6ZU8 IzMsBM3D164uyePDPYVFO5fXNxDxypXWvyw4IDl5Lamskg0jBpa+R3U5YG9Z p2dYT4e2ix+1n+xhwR9mVnv7V1HQx1ndd9+jqLCz9pjIS1aADn2WD2LtosNT yZz+IMRHJBU/40aLebzLpynfgTKM13k0P/t6ZAYfX5o56GAyT7CyfMaW4BE8 FUdOm7vHQWlHJPz6PRuIvSl9J3SsKfBdUa9gScQUcWIZ+c+ULwJYytU8E+00 RSwNhU/K6wQgV613Yz2VgggwnrocygarstGUzZvJaJGqhW8CdYBQt3usrx8y Q7ib3QBDEQfley5vyzzJRN+rzv8nkS4DL/usfh0R0RB56+74r9U/sZoibHVW Z6AdIWevJ7IaiVWbBIE2y2RQOLPbv3z7DCFZPBe9vlkeFdrLZ6dEiDFR2Ply KpqHWmjnIzwEP4gzBTtsvVcu9PDQqdqchf9tbNjVD7IEiMnRnOWt7MdbDz3e LvVYHr65crzFz/nwZO/I3rqdbEhV2hb0WYkEHYUlIRsPU+DnZ68Pwwv+NtqU 0t+008BSFKK6w1AWjgcHUn+epYPm4D8PTf+QAmfh+a97Y1hwibUxt2pXK77M VlobuGcaT4jKw17miomC3ooPw29nsf7E6t1/0oTIya/GiJowSiQPkTO3LqGC jVmAxMyqCWJ8+eTahyJJeDrzz6tvZ0cJZisrczBMFrHnt1Zuuz1DdH0L02i5 xoRxxfO+nlYTRKm+itiO8Y1Av8o7lzlJox7CkO2XwYH7Rz+HWhQwkLVz5HhU Bwt4uk4vHJ5JoX6XXGlluhTYX3h4T76VjPIe6Iv2tY3ggv0m1OKlXOQtdXHx FvdmwtJJZKlLFaLe/2OPnV9DQf8DRM4Xcg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 36-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81OsDxZnFjBlj9hnZUpJyk6JSXP0eQgipRK4WKTdKiyyVREqy1aUb rqUSFUJE2VLPI7JEJTEiS7ahMNkmBpN//xfnc16dN+e8+J5l7qd3e+BkZGQa f+v/rqC+1d4tngXA46jkGkMCUqp6r5V7gotWuTkyie4E8NXvQEyMnyL6Wn1S 80QpEVV6qGjGW/GA1eDe0YkxArhb4f5DWdQCZXDP/AsHW+CDHgfqoXoGUphK VZRvoCHvqwQ+nSkP3poUqlQ6SSHNS+Bc2MZHmzxEAUdC5JAgif0pZIaI6EP3 5psmKAAXWFylWUJDtp7bVx67TwO+/IxXuw7LgeL9ioOZ7TwU/7JH1bNkAZsr awvvL+eDS21ku6aop1C57vVXh4VxrHruWVgPuweq/cirC4higeKAAaFqJRt0 Bsu4SLM/wAM12warduGBa0OVZqwnB100iZOwpZPYJ5Yhz/viNMzMOJHw1pYD HpWRlh7vl8C6azwXShID7Nx9uFo+XQAdjG6pO+pTkXIZ1bysaRBOlZ1/dq9I Ho0U9k5Pbl3Art0u86qxkkGf9QIafEp5YM1Rmu5BRAc2aZmIT2ADVyXzoAjH AZi6vmCHXRIH1dy/rS4MZ4NRC29z5TI2eDC1U1O2pwPeaG4w4ekXwtXOS5on pvioz6P3r/brsqDHKd2+/AsbZSe3Bmk08kG9Juwb15qAuKd/0/9GHMDcnrEz v2cWtqlvDHkoz0I3zxyv7KTzUcxwolF8uzzqWg6ypryHoBs7s3vbERwqSlOe bDb6BW9nECKd7Uax4jQxcUkyD7COFhWH0xlgc1ZcWWcOCwVbnP2AdVGRVcqG /OISJkht/2m87OoM5nJ5+YGljWw0Ik3866U/FW3W3HDkp4iDiob6D88sk0XF Re82Ra1cgIRr+auWOTNByaamk48nGcDulyHlYzMbkLW8LIwLZADP0XekvoUN Sq6duPEunAn+0jogWkzgA6tt5NwJex4IsswhnRWKsOoqX9LWAh7aEeltaeVF BJZazCN3VxOBHHmhTR+xUE7GY2HNGBFVK2Wsk8N4iEb0v95FJiDPbB28tOkH NOJEuxN8iEjgo7HPaIgBNNev9ZCl98E7nG0kniENvL9YfEWO9RMzcDSbTmkV wgnX3MtFcQwUKltkvyKKh5J2DpmHUShIwi6uhtfZ4JFWxNMuJxoQ+tp4CyO5 SPeM0xz+n2nMtXFD9IXmAYjMuVrKrQyQ74vvy6SwwNb9sxPuGSR0SqHgNP3a HCyJi2l+USvBLl58fnlavwU61FafVNlNAqRz/6xsGR6BD8YCzBwWieDlOf1/ HDb0Qpp9/9q0t1NQW32Zr1iJgPpoT4ZFwp/QllCrumFKDN9PfG7K0pZHqdXJ +Kr1dKAnV/f1ejMO/G2/6VDMZyK4SDtIUWijIUpaVP0fjyag9mK7hfJ5Ptrz rD/7fd845mG5JmmodR5uCWwO0xYz0JXYwVWKZAa4Y5G2cY/D794yDxbsmZAH ctukRh0GQnh4M8d8o7ECeNm319bUgAP2XCiRvWBGQoFZ2g6rKVQUsnHBzZVG QqU4w9H2jbNY3ryZID39OxznpJDLyb8wriB8acm4DKKcYLGcjuKBU2qtKIk6 BytMF8sOWPDBXPq/c0SfZnhW/6SlqhMPVH4MUNuthAOJTYvUAAYbRX1hKY14 izFnw09lowAPvl0838l5SAKq2TecB+LZqHvHmPHsGQpY7BrQrbTlgpYPJ/3y BHygW5V7NW2/CJvM9ir2Z8ujQv+NcYVVfKQT7n9Ks1wBBe8cvTfTMg1PGNMb U/yZSCeH3RMZKg/iJiv1surEsHNb68sKbz6IVn65EBkyBBOXHupJhmywMlRp xWHWAiaQ1wmnGzCQYvSepzotd7F16ld3JBaQ0N7+b9m/huaxO/UmpX3mMuhp jUblbG8R5tVe3XzCiQ86x6yl5UcVwNP7Y+mnJApI4TLjWPJmKnrmmTzapsZD nEE3+iMFHLLKPNKDo3CQx4f4mYIZAsI1rBdo2cqCwDGJ9xU1OVSeV8p24TOA ScKQokBDHlkNupdkvaAB5zPTN8I7mmB+Avnuq5oF7Lv2PFE75QNm8G6XRpYf D22hEghUv2osS7W3e0qqiPjylaf9G4TYJmF62dQsE2k/eZ5AXpjBGnRaCGui acBiZsX1l25UwO4a8BFu5qI/Nlo2H6LiQN901fi1Ui64+MT2TbARH/yHgobt tTiIUkH1imawQNTL+rGmG19hKFkhb1M3F1TsP73br04W+OX/u1F8lYYs7j1M 6lYkgNtkm+1ncBK4Gsc+eSSJj849exvzq6QLZq9/ONClwkOr7A6bz7hmQJMB QQ32Ox9wpSWi9e4CHAgR+ew7ywDGz+/0yp5axG6RH5y70SqAXOdQe5zMLJbA P5uTZoED/wZ2q3HUxViY29FUaT8H6BS497bgh7CDDr1UjUE+KLa3phe5y4Dm 5y8aFJhizFpmkdqcygf537tvqKtOwhjBkZTjNXz0VGiUWPtWHlgo6Q3qx7JR mF7jnWPLFmHu2ctaZ9S4qF+pQG64uRZavhjemvOboxHzcLTpxiKWP2PwIkyT iO5Wrbc03UICuxvfvKHOkVHBWHTU3FE2IP35wyKaR0E6T+KbVRAf5Ij7K4t+ 86cs7vjydYFc0B4V+QXnKIa17dp3OXtnMcdHIuHAvQUYrffs1bHnRMC8byIN Sv+Ohf0Qj7sQ2ChPf02HtgEDDBpsWP6fPweFxLimf+zgoISphuoH3Xg0PqgL md4UtE7X9MLm8AX4xTXsnv8YAdnsiL6QVsREK08lXn63Rwa94V5a16SMBxf3 2ZSJHL7AQyFHD3D5bGQbJUh+1v8J3kk+JNl2hw9eP88S7nEsxYLsD6ZOc8Sw Iu4ygzbch6U/qjlv8lKKpSeJPndAHIjvudtyJIOBdHUM8w8KiGCDmp5pbu4k 1Ft8V/GLPI+ZETy1p3tkAf79+ruFdBIw9/B7x75JACt6N6gYS5lgs5VJfBib j0qXuK9Ob2CBli86n6uLZjGCW928wRwFvN5XcGCrBRFUJiTq3ZLy0YMlSjYr PjZjpPnXgd+NOUh2OjbpdQ0DqclVWL/R4KB9Dk2Gph/JiJxQcUlGTxH9YbVn l3AVAezMKKA6DpCRTcNJsaciD5ySVQ1VaaegAtl84TnABeZN+4y/2sqiHd4t xS4EEXSJeBKioy+Fp5ZnfnOxWMSgip6TKGoCztzE35M+YIG/xvgpLk4t2K6U wdMGjgQUrnXGZkoiwU5r4renfOUhOkH82qNJgi0PQl9U1/KQ6+NXs7uWyQEM mc/EBDEQtcsoZAgjAiUNe59bcsPYVc8Of6VtUszdKgGZillAdAJduLaZBkZq r3yQSaMh3eLMexcCKQD/p13cUN1PaG20dzGxkQqsAy/FJ1I/YeERlw+OLGGA EEqfb7XZHOZu55O36zkblO5j5qSESuDJ93b6Gfk8ICBdCfXgjWGv1Xav5dA5 oH7UryH/938xjaa9H4lgo+8HWV6SIi6ql6RZB8iyUKrK1nOdKjhUHvLqa2SM HPrZ6dkm+r1XY8SWakc3CnIQB2pYmyqi8NjGETcmFel9e5xl+QcRxd/slr4/ rYgiqRsLa3d8hscMrTSlXXNwSlwd/KJQglUuT6GsaF6EW6ZW220n8QHBqCFk tcMkljyKz/xzqRwa9bH0EKwRY5MrpnWzxLKoLUmYNL5lEqN8pmZ+C1YEU7Ka 7UPHpVjv92AdQSwFhQzrUcpcxdirLWoSZ/nv2IU97nqJTnTQj5kyzt5nIeWR yOa8EwrAcX/Y5LVuKjL7xxf9LSEB4YFCBVUyEeE7cLr7RETw/NEW8e72H7D7 5E9NkRYXeBEj1I3dWzHPF8eCV97mosLEXe0+C52Qrj3d1hdNR5xDBnuZyT9g 1JTv5iYTGjLjnLt9TIsDMhaDzGOWMtHs9U/czkkuuFJSvHKVtRzaobYyM2Jo HBsNNbQxsJbCh02v9v+oGYc27Qu1zo0zULJuzfLAR9mw1tVi2M+wF3rFOnTn fhZh83m0n7lznzD1uqGjN0InMadsXEpR9EfsvI1m0aFwEWbSwJzYWvEAuxTx oC+6ngksn23f/84HBwJ3fgou/yqBf+4UPnFZ8pvjuZm2OcQuWH1rZ6NTyyKG L60vye2IxSy0G2/mtM5ha4PqfF/k4cHuV98uKRHJoPyDWR5x+SQGTFodg2vI IJlO5bnJygH5FDMNRTwXcN/0F9kps5Be+S/20VgOSKpLyhE69UCfjoLrDFUO WD3vYlMcQALEfzs7ZjLYQBCrFfuDIg/+B82nIss= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 37-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk8FGobNYyZMWOYfVypLGmholTSLe8raRHRvUSL3GxJJFuW0C0q641u iJCtULlEC0rvK3tUk11ly5ZdDLJMPt8f5/f8+/zOeZ5zjpKN6x/24mJiYoJl /H82zV5//SKUA+GjsIRKbSImXT6pZf+Ej9f/ZcaUtCFCmqrhpb2NDNxV7qJy vlASd0e0H7yv1ILExJ955fc1IvovYyezSBaWnkqUkaqlY/mOoXOTBTT4bk/+ itJjIhTiqRE+up+CZQfuLwh+UKFk0Hf9u+cZ2MjxwNqzqXTY3yYf2vWKAl+c kunLbOPhp3qKcbdeL4H5opYbPcV8uMNJgr7KtgDJV7/tMl2cAPMa1HKjjd1o 5XhO9aUwFvT9UXp6rpELvwaKHRdlf0RDo9+8h45LwpO1ZSpRjhx8UeGa5x+L QtDA0uY5XxaivWGuRRauPPiwiLzaqWcOmR3M8BmyYEGTP86US6U1I83Pu9ZG ychg+SLaviJBH1os6ft276w0Hs7vFk7qLoL3gQcCty8RcKvGpVq3Qh6s6NXd nBzOhIYpmZhPZEN04Qm737sfJW7JO2wcz8GnW2JB+h0uHDFw3idfxIaM6br3 vvntKLK+dg9vaz7aSJqytJ3k4uyEJn/FOj7cbnQiNm1qEok/dZB1wBwY3nnG +EzAAmpZtf3KAykW/h6jpJzVM4j+Ymd26NuK4zqSx7+nnonhO+nEUAvjEdCX sS8qKo2DAw3cP4J2Gh7NMlEsucOGiW0zvysFzYKT9v/CNd1cPCyKO1HiRcPO Cc5V0cp8XDDQc2ZWiYCPkV3MvRSWEPF67nolCyZsDVRPmC1mQeNf2tRP9Wy4 cLC6JtxNHPLMPIZrGtkw1yNDOfc0G55QtRpbiuXD4VtDJHtbMiRRFlu2YhaW PJX4ZfNuCi6XS9ckAR6WjzvQarCGhB2z1SREgnEEcOEx43wybnZTtNw1wIBN +2fYO6Z7UBJHn8zTpsPSU8hJ1+4n0DLbK7zX1I/66zNJH0xY+Cqh4MiaMB4W 3Q8aS6+SxnPsF+XoJhu+sXfdZr+DAfs9DJ37Q7n4JFm0OqRwBpys2xbuW9+L nMmfThxOYC3vLfEtk8qCyWo+vwSrqfiCdJ6r7PV51FRefrEpYBFcvvz8b+HW RpQk+UFJVCEFyd631jZ+H0ZrZeqsokwosMR76y3Tbd1oA8Ouyr9zGq1bpeQx LUfEXs6IH24yh4yIVQrbpqbRztntqSN1NJxYniBRtkUWCl861Bu9J0KHIzus I1olIfSKGtcJYGBqSliN+sMfKF+a89Ki7BfS8asPXjfNwG+9TUr+e8mESQYp 2/80lcRyF0Wq7x9LQ5K+aNdnrX50rTui1UhLFpZ8MzfS0+LAKcKNiufPpLBf 1jrTDVQaVlSIZ4r7SeFCce2Rtu0/waDuPZW3rqNognOPUkz5BRipsOZjoTim nmexjtlJwDWUA++bqxfRa72lIisDPrxm6vc09Ewjct/qsl/hGA/K/cmPvbok AeMES7RLDDZOpETnV+TMAgvthqIRKAG/6SWH5ylRoUJ2pEVvDBsreDeYduyk w6X23k2lRlxoJtybE/+ChvO9tkfnl/Gxz6N2jztIFgeajNyfbRSi31P+dvvv MBurPWZ3hl6VggajCiXr2T/RV/2mktfOfOgFi/u3/hxEcautOxMQG+pI6nlv Ii2BZim1G7JaDByRmT8jJ5UKNFcFHY7LI2OlYP8m85ZfIKlmT+G3fWJYJUOa Zzj3HJxrK68/f4wP0/QbrmqekYVPU0fTLsxJY7f0PqsrXBn8zDFhpGUlDzOD LPffm5TABzNtO8WpHEwaum+tvZGMxWu3NKsaEaB8l8P18YsUXJxTyD7OZ8Dy z7822FTQ8ME+m5dZr+gwK6C9/lBKPcqNpSS/qVwEnn72mXTvT0Dr/VHFLE8e 1gz8JVWUUAmyFLo7pkQyOKmldXDTlkGwoz+taOonE4truJ+ouToPatUaiRvD 6TAocVT5i54MZLf3uvXv5GKVhsdFW38s8y4sm7heyIUxOZ1BgzNsGFZSMyqI 7EK/5bctmJgwsMH9B/EdMkRo41H3syZ9AW0QZ7vYxvOxTZPiZqZzF8re8qC3 fQUP01QZlZr2D9Ce3uZKUE2A+bVyLmdTl1DvlTE3S3cGDE/rP7LiNAHepmR4 RzY1I+1k8orNN+ZBLN/9cYqBONTf1SyTcWwWBP9llyjq4UDb3YqKl10HwWnT bppiHx9+jzm0+usKcVj//FWtNHMaaN5NOjeUzMXBGnVJZ5WWUN45RvOYOR/3 yOWRvtdXIWZKuXkAgYJDFtCIIHIJcN85KWWeIuPksi379XTIkGho+HdQAg3n jYaHzdux4XBpb+lYozRW+y+mfgXmQ/dLl1vnlv28KNpJWdOPC1N3fWjXvT2L qtrWJXPMf4LggQvm/6YtoXCNZ2/OPpeE4ewYk7uuoyB4fHriOJGNCbckvpgO MGGf1jblu14cXEA/n3tEmo9jp2rLMzokcDX5dq+HFh1rbtLz3XljEX3YuRDx XZGMDQ+H+6YUMLEXNAmwp4njCm6ApkBeArb+1/TWRrMDWV+xs+Lyl+880sB3 20ITSkqwntNP4sMGOyfp0z3FwP/I6UQhZxodfd7mwu3rBWkPK332lIhAXbLe bFYhEcZ0JjfapjMwYVDT1VSZAret1NB78mQS7bFmDXd3icBeouM6YScB6vXd NrvrLwX32Xu+Z/9DhK8NP+yI7mbDnQf3xASz+XgUvXbIqeDAxi9qreUFP8Ho rgMDIQI6fGuZZ6VrIAnjUsC+p6d4mCCMin9bycCKa/t2PtXlYUtTgbbeJwpW j/uxtTGHgdUP/nm0fz0Rkmz96UHXaNiw1mXaUYYH76BMq+nHdJxHyO33hlwo UlXZ9miVBD7s3PjiOHEMtRWuvLVSWQxfUM4cPG6wBGStMRPYTqHZfyTuizJY kD1dp/zdtxkcvdfnqmVGxBsUlcbMni8CVxWJA/e6eFgr2jnD8eYiUPbHXxQ2 83D9p5uPVL0oEOB9sxH+DLzhkuxakj8ZyikecbtN+g6qZ7zcfNTFoM3BWKw3 zYIqbSg+RZUBh6uufRRLoeOI6NAUa306lNhtHD1QPYOcjyQ704tk4CG/gJg4 WgPYIeoecq5lwivUbx7le+eB1nmPxIkqLiy0ZD6+d3UOmZKGqlXUebBmxLM2 dznv/+mWO9MZy8VDp1nn5gq4eMw81FS3f9k3V+h6L/8BDh/XPpwxTMEzXx1b xpb1WPtIv8tvLR2bTvspHtKTwQ+LgUB1iI41Bh9l7VeXxFVJhh3pnxg4lLY9 v+pwK/JzfOdy4qkITU2XB77KnwOW3SbWF2MIWGdqg/EBMh92hxJdd+4RgoQR iczdq0nYyS6/YMphFkyuEW7KmiZgjYrUXdlrhIDaSsscDJSBk86mMj56YrB7 KFCtOYqK60w/PylPmAVvdFbOWUgNATmdU0VqR5mwB+gx3FNZ2Fpn4nyHoyw0 OxU8eb2DhgWzgoyuQCrst8qXVqBI4uT9Ruc+7qbA5w91pv9oG0fZ8wk+R635 8JxkyKrfbZpAxk1tK6U2Ps6PO9rmtvgVeUb1iydfYGKOtZY5M2EcBYVf2xG5 noH3crzvnFXlwEnWxeboERb+ebOB+3WSC9/pVttvTKXgwyvXZoYMTAAbvj61 dbMYfiB4c2q8cgL9Rn4XwjGeR3OaG5X9HmYjhRi17b9IPehclGnHk9YxcMAL G8RxmsGq6gG7yKuTQPbhwsrf7BqAj6FKgfWNMcB4eVD9+tBDEBCS8S28hgnf TAoJDsu92M+kIbC4aw51TQrLNNLmQc6TTKPHku2IMjZikRlLgBKFNS+ffI4C zXrE7vVZIrDZv9rjVY4EXAnE9rwPp8Lij3tzJJUngcP+XFbYGRpMkKXx/iKQ oNqb3wMqd/Iht6KnwFiehdMHagC9mAfjq+Mf9x/rRNmHdN8G6PDghoXjhi8u kWGjvll62TMubI5SjRqnSsEFgbpqeQcXixKKb+cO1gOXaxZv7Ql8vEjluafM yMIIuV1J16JksU9HjEj76BLYFKQ+pBTGxAo+1wWSMRSo7ynwvZJKxZ+XxgrJ 8bPgg2BdYZmAgp8cpxQE+xLhs5CnV6JnxTD1i3FdKXce8D+qTLJbCNiz8qun 0xwZmk6JlVqJ1YO8FyEJQYYkTB/Ucd9i3QMuS3Xe1c5hwnr38493y8+BF7G1 EV+GJZZzVjp3SzQJvrs3FWZSwcE1QpdHVREkeKfSqdrFUQqv5vgO3DlCg9kO G3otSweR6u6GH6UOVPhlzYzGI7NhNDTd23HsdxYcLvscKe1Wg4qY7cHm+mxo EeX3qsmDhxM+pT96N8uGxyOkPWkTTBxwNcTSZx0fCu0nnIIc3oH/AYqgRn8= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 38-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41OvjNYsZM8OYffqGCiEK2ZIbfV5rspTK1oKSkDXLlei2kiLRLUsi 2mxRokTF+7oU0iImS9mzVIQy9sb8/P44z/n/nPOccxQ9g3cfwUtISDQu4/9Z 9o2/UlEpD4DC+IzXhkQED0iJDtxgob66QGX/Ckk0NxqZ45PcCSXwT/4uHRJA M4MM/ZYzHCQ9lUmnNMkgv6RY0+YsOnhjUipX4yyCm2SfVF0RUJHsSPZi8y8q iHC0ailRYSE7322qPrdlgMo/JSHvnWig/AB9KK+Th57P8O6dv4QDC5XtF74+ 54MMT7aIH/gUrmz4r8/hzyQ2zhl4WLAwABUmihsi4lngNjQKe5VOBvubapWT fTlIqvhMgpPOLNbKMuQFRAsheytZ/Y0lB+zcfaiOcqcNhv9Z5zJyk4FWVtIs KpuHoJvi8RF3L1k0Wtov/L31D8Y5aNmFvhJQh3ZEU0gFDzTkhHrjvNjAJicP 8YlscDua/l4g+AYzdUps7W9w0JZ4c5MHnXwwZhlgsbKSDXpM/WOIR/tgYkuT CU+3FF7hqQgGfgkh/rG3rDfiAOdCHdy5Q0uwfZXB6fsUFjKB2lceZ47Bg+y8 HvPDeERuCbaRj8Cj63eJl1zsx7BRyjGq8nseOmUZ+gHrpqERLbe+8btckNk5 s0Xx/CxGnrfeQtPBIWLso3WKLkyw6VnlarMyDrBfMqR+bGEDsIiLV/AkAp5j 2GijgA1kk0kXdXy5YJ+K27g4lQ8itIs2rOikAJLUn3ZdxEInHzrXPmygoroV dzeSMB666ounHI2UQr4FGgRR8wQ00C6fs9tIRW0ha1z/GmEAmWtTWxPpwzCL Y07mGcoA1ar670LhAqbnaCa8+WkY5i04O7Uac9BZXNmOtfE89NFp4MSZ97Jo nl1eB+PYQL09KWjoBxMMh9kEDF/ioljjdJy5/Dy2/61+womWQfhdK1BPNYkD HoURBvKoLFDfMrJaq1caBUmXBMvGLsCqWzlt4yfFWHT00zNCXQGMvGZXNxIt DcjHk1QF30bhnrAZ9soeKqg6rpvkoN8P9wMFgteGOai2SjFsegURlXRsfSkx vwjtiPXy+lPTcOijwrRfJR1l1mUQanVkAX737yE3EQl479jkcblDElg6fdXV NGIhak584/rcX9AGLtS8FUsgo6iWGLVpBsoNOOf65DobZFnmGOxxkETZt9LV Xz6SBSRz0V+f9YbhVb36qEITJqgacLIz1eOA+YEE3Q++0igqX81BnUpDmrHH iBNq0qgCbzjWaTCH6Sk6XVS1mISTnJtSz6WWsDTxEau+EiKi+rNYzl4EMPG+ N7v1gxi+NBVXulnywVDI+hDLC20wVDfQSt6ZByBHefTn/0ggrVlMi2CwkZ12 s4ft+gXMxbC1cgwQwM97B+VBvzSQL0h0GUxho+Z2k8cfVRhA3D2oWWPHBYpn NKerc+io9G+Dq6W1fFT1jF2ulcBEp3aOZc8KhPDeWgVDnT1cpPGA3XvpLAXY 5p9XdL25ALvMP1W9DOADJVaS15GyMZi22qM3A7LBO7Wg/S/W4kAbReOCrB4D zTlpu/7XegfbuOq8bVoJGXlceSDsoOJAVqNJxYCFBAr42aj5zboCO9pZ1+Lv zAfXtEUM0nLOH9/+eSdoXhrdaUB2L7MZ6Ilvxli7Ag9NnKyzK6KRkHXe4V48 lYNIxjXf5TMpCN+k06ZihwMHie6Vi3gael5cwd7LZwB5j5gI7mM6sh7yfJb/ QgYEq+P5r1ME8FGq1K3q13+w7J6nxtvsWzG9d7vW5IfzUMT2/wJ3LTZg+fL9 PVMiOsoaypUJbR/FNg3fqZyaY6KJxfBN4bYirElDQNyQIAMsRrY6YRUMwO4e DBnevKzTSihQoJLAgLB2MraCC9LkdCOCGDwQX9X4szmxD1qP5rGCSSxkmX3/ Rg+dCO4PixqECUtQHc8OPHyDjw4fco3cpDoAC3TuD3bL8RBp1cs7W+7nQZPB ttdYAw58ww/Nn43CocHT4yGuoQzwb3Wg7lMdAvhX6t7xxE9t0Hp7uulOBxGW yg99kGOJB755sQLxm3ks5qBXpugrB3Cj0vPt5Mcwd4d+2pohPkhfQe73IxBB y9MXTdLMaexcudwa8hAfxWi/zfJRFEOmFn6pOY6KLi7CseZEMVYTnlR77yMF 3arVsTI1IoPmaw9Tnpylo5KfCfELyz36MlJOS6dbFmk8TGmRQ3xQo74OKmYy UOVVP6WNUVywQB3x75VegPWdarc4TnOYVfGhMrVoHErQflLt81QS7J7c4i9r MYnFTExP7iWy0RafGz9dG9lgSE9fKf3vZb/dza61KjHQRk3TE5sv/IHbmzLv ZiVRkI1twomcMibq0nIQbf5FQK+4/2xsXkkAZ+ypi2kP+6DHaS83Lp+NtBwr xZK2HTArw2PePIsP8hnqu+2eVWEnd7hnCjnTsOm6eXcufwS7k/s60qRKhAUr JTldGSaBlN5bgsN3GSiG6PeZX0QF+grapkVFv2Goevu2gnMSwIzoqybsxQEB 48/PNxrSwOJI+Dv2FSIwRDkn2ue4YLO1SUoMm49C6eu3/hLygOCLRkdd2RyW e8+oLOcEA/znWuK21VIS7JF+ShoMYqH11nt2Da8jAq9401FNHzqyaQqc9qXz wMuXtxL8jjBQCe7R8HHABfsTTs8cU5REtgGC8r3Ecagfp18fLcChIKW873st xVjIOHmHceA0nL1CyBbdY4H2VZQp6fYObNfNoWA9RyIay5qKt3guxoKVCdtu 9vEQDGj7dD5OjCmdRF/ktXio0crA7C6ZBjBkMXv5JAPJ/+V21EFIASvW7Aj5 l/QNO1/QcrGlBwc8rVOR6TQLxEd+dnfrYILR+nMfJHJkkEq3VV32egYgGNtf HWmYgbx1JVyFBQbYHvVPShqtFftRGMe+UMgGp6kDYXVmC9jM9MN45S4++uHO OjpfxkVjp9+ewC9xUabc1uNdcni0v2VGPz2ehma6fNvHl/WctfgTmC/HQA7T UWu2m9LRgd1kYX0cA2l/L8y3Wi+Juv+n1HM8lYUu0QxK65d9pxZPlR3xlUBT 03WnXpTOY1MbLhO6ggjIaErdfhuZDzYsxO5Vcp/BMsYIecarSShZ48htUvc8 9nutUDN/Goeslxa/i8xmMGoHLe/7KTqYOPkpUGkWB/p/nNJoS6aigamgxza8 BazaSGHehfIDaz+raOSrzAZfMVNG6G0WEi/98rbYzwSOB2J+x/bQ0BOKg6aJ tQwYdiuVlpeSRJpOz/UONlLB01yj6d2dE1BolBYgNGcjjoeeEzNjAh7IZT5L /8JEZpzj131UOKA9VaOD/YOD5uJauV2/ueBJdbeL7WYaslVQzbs4Mol1iweF lwdw6H5z9YGJ15NQozDcRZ8pgvMbNyhF5RbACYvA+9vIQ/BoskNPUcc49m3Q zJrj04GtahjxSjz7G0tyJO3SDPqERdool3lcGMdq1PZZnttTgP1z8d5AQiMT rI5UGNwcRwJRO1tPPe+bhxzxQ6FZsAgrLsqzeyDZDfNFD0r0jhEAoaLxWdHn ZKw/wk1j12EJoHWyIexFMQGUOFlXxTrLgOcfzIollX5jJuQ0nSozOsiQpfEO 4kjgjHNY+gYRH7QlqyRPUCmg+N1OlQ0hTBTZkyIy3CXGrJO017p5spF8ZGyz ZIoUiF5HWn0mSAZ9Fo9XkG/MYoFjEuKvATRUtFeqLOYEEXj7vX3gifCI+sX+ bQ13eSe7Cj55PyOg8Ndd4X7zZBDS0eQgNdSKlZRfzDhvQ0LGf+1LrvEdwqIp vemGxUyg/HZuJb96EStPbbr8ZZSAjh08GtI4KQXe3JyK3/mKg370RFz/NioF rr/2awj0paDqI58zGzXpoMBbfdC15jscTzHmpGjKgC9rZ7QLHUfh7/aO9Qaq HDBa+zlROqQRvr0benl2Oxe4JEe9+BTGQ1+NB2x8mDyw97J0OG2SiTzXtBtL 90/Cqxi34eY4G31xNDmrPyiAzX7+OqtTWGi/3tXxTocUODGRr9L4Cg8qEvF7 g54MY3r7CpeUq/AoI/7vuELmOHbZKV372ocxuPrB/Hik2wDWFrOvVzOVAFI3 42T0Vwix0lWqv3510tHwYHy5RdcMlhP9sSf4UBuUfeEsb7v8S/ivSKveFZJR 2u3B2rpdUkAY68GjMEYxd9dyL/8wKfB9CyvRfiUPdLGqYnZc4wLvUt2aW+dp iKT0r9UeTz5wLUzbPcpggv8D+kf84g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 39-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41O37ZcZYZmFmPrNICC1C2SW9r57HFoloRSUVlUR+UqlJaSNLetu0 2JIWS6Ek2epzC0UqsoeILGlkiyyRb78/znX+u69znXNd5z7qu/zX76ZISEjU /8X/8+OZ/hLVizz4Uuo3f38eDQ49XZaQhVtJCUrO4ezuOpLp+2JpU6oAmD/j 5eUqWRCtaFytIGbjt+bZc4s3z5A/Mg4qDTxggULv7d/Vw3Q80htoaSfPAwdv 20V777CwGJIelpnI49xt8t0pnwQQprjZLHMnFU/lN4Z9LRDitOaC4PGM56RS +asvztND6KV2ysKUyS5SZTCj/EgkF8s0RmfzeXS8tbJk/iVvHuS4hnaU3plE tVxTge/xUTLtoU5F7F4Bdlq/s1QuuYH0CbsdzdvKBaV8hnV+dTeZbTJPWO7K AXF2x+jIymlUqeL72+I3DZr0jlQG5Amwx30VDnGAj+2TUkAoReBOhaDruwLE ZLzB4zWOt3gg9rLMadToJKNrKs0Fhtmk42z/0LuF4yTlyR6FPcDDZdKvWosq JKBR1STkvhwXJmzNa+VuD5I7iJQ2K08KpLrNH1y8Vwqu3ZWKcHHsRy0WBzOu fBfi+E+//lE/O47qQte19s5SQCo0a7G6CwffOa4nf/2LADv+MaV/rCHwiZ30 99/CpLFgY6C4oo7AvRMN3y+kCvGWhe4Ds9eF+OUdL2PaZSaWlp1uNAQuZG46 4v3hFgtKFe/qSyMBPHQdO76SwQDvNG3qTPUg+cu6Qrx7mAkNAWquK3rZeLJl 8d29O76RCTwrGYEpC2+q+R5T9HYGGW20HI2r7yGRgVp8trsATks+XbsgUgAj 7Ne3/K5yYJLILSXPE1hvvKbH8T2BewLtfXsi+KA9lju6AX6jre+Mo47VdJFO cWVDGX99zgqkdqbQufjWS2rguW8KcID52F8hdIo02pGWu2WPJD5+/NmpUcM6 8pWByPy9SAHLBP23qO6bmGwcOuMtesLCL4IM/3M27iD1bL0LVzyfIjVV1QPH FKWgq6OsVv37H9JB6o2y8c8xUqaKU+Y8xYb40lhqiYECjl7xhLvZWw7vWbvM 40ITDU/yvlt/nM8DelJkhc6DYVIs7x19vIICZqKac5pjbHiWtXhJ910+TrBJ MtngTAMyPs3K7wwHS1vNrGg26iHfJscMNbMI/KJzk4OFEQ+n+PMjsncrgChV 01mLzoC08n2psyoKkEcx7f9kMoHClWPmzpkaJod4cbIFsn/Qkd2/OaOfpYG+ n8vd7EXFsjM9FK1rklBkMZvvbiPE5p83aD7vaiIPGvqtUt4swBGR5O0pX1l8 o3qWcYRNAMUxMfKzeBq5mNbm92MqPnotZ8mH7wpYOS3apSuGgLORvKSrTRw8 +7lrabEDH09JfL2b2c+G7MMml7NLhGCXqmQS5knASaf+2+N1o6Sbn7OOy2Uh aD8k2iNOy+G7mWlznu6dIVut6l8U+Qox/5ewRy1vkLwxz6M9liTwkySdUw4j FNwgpx2mYMSG3vbD91M/3EP6qmfX3HgsAx+cPhg8qafghArzvE5rCTgcPFn/ sqEA7ftUWrN/sxB/oGThDq2/d+78SD4wyYRs9Q2Zzh5cyPGO7W9UEUCW27CO mbss2KV4tlPoPNhenSNMcmQCpdKgYaGDJNZyEdHNm1lQkJFHuAnZOOLRj7pn f3Oz6971PLWQhRfzq80koIHMui6b+PL1NIr/x4c+trEeGb1fp5Z6SADSzOJg cVwlSlXuaPs5Iw9zaKbpjLIBtKwnOf/nBAdUk5saBPoSuFK7TmpJFAtbqtmk 7xVxMfG5K6BnOR8WMu9XntoqiztHS4ZC8/iYlZM3ViQmwOb2/Vtt8lL44gdx lkGHBGhRCD/PW0KIdtX+3SLfRaYZ3O/6PFcA3u+ai1vU00nzrobXqFwSz62c c15xHRW6QgYCXA+y8aqcvrTgZTR8RfZeUHR9A3lspUpBmaEEvi48+DDJhoJP G5l4BJyeRud2eMXPfOXhxJkoYgFnEG137mCodQvxKDP5HFaVxjXPCiuZnDGU d8rfQHU9C8J/k/3V0bOoyCVJvyKcCYklBqsszGSw5i76jfMtbHj8IypyyovA +i603Kg4DmhnxtTMBSHWu6GhtOlvn+Zf9tHQF/Hx6rg3oSvfTpNvPmkm8jZN oMjms5lVf/VH6eW83PuMhlfuX3ppdnIYnRscG3KTIqAiL2AO0cbH3UbGGjcP 82CBtdugdT0H9JdaHFseNk3WZSm6VSMm2K+JOpb0lAPLwxjFC+jSUMY/oV+t RMUFtZt9ivw7SY8QL3e+kACli8kh/E/NZEKsx6RVghD3XbIvydwPKHjt9vhR 3hhZoP705a7QPpT84PVR8xczqFh33VY1Jzkc055Y53mXDbF+kiUmIhY2VtGz ePRohNz7aqRdF1GwpZS35mi7JA4bLY9arK6ArXcfek9clMJatb6EkQkXv3J9 7L7ShoYHbyTb6XrwQMduw7qexVL4xdw87fZ3bLCv9BvzlhdgmvoiaFXlwmPJ rJ4gzMdE0xn/rVtkYI1vXa6b1ABZp9FYHZ5DhQMaKX1uNrNo4Uda4LzMcXL8 IvX2zD0u3hzsc7ohsAWti+v2N9ooBVkR5giFS2L/+VTbuC8C+OESmG7kK4k1 gqFFWVcABt97vu5sZ2EE1uMXgtngtlXfQSmLiRXV1gZckf6G/FYTg2MkFe+y uw4WY1ycz1/SW5NHYPGbM1USSSzIZ36cmWnjYOq/jpd7y3+Ruht3lBuWcPFq 0YmYG4xa1HBYahuliI9D6J2BpZZTaK6HxmPl/5OHX63ejQOEEDY8Y1e4vueA 85hIbbWFPHCPfPBstOaCXl966iodGujYrHoqjuRBBMMk+82aJvL6Z6UlizUo 8HOs9GRh9iRiGYv6OCIamP3UcrSVEWJNXqrn1rwJFNtPTfl3njRsu1l31j1m Go0sGF2aOiYJfOMFuttiJxC9iZHSd1IeD/Cy99Q1U3HH95PaDZfocCa60jOl bhq9NFOZdJH7ji4k9KZmLuLjr8iCffAOF2wTvjRc1iXwxm3nRkLbGLD8uRLd WZeNe9yzmcqyNAjkLz1zJZaFnz0wG1v/aZD0KQ/RTrHnA8/DaBMndpA0tIm3 3F1EgCUv6NrehTy8x4T7XEdFCBPna/mtI3xckjHvjyZfHtaoLEoJ7x1C/etf F/JKqXC/+uW2wddD5MFtl4t7FCRgUn+JhuhBGqn4ZEVZgHkvue+Sc9ujpgEU FGK0SDjRjFTLe72iT4+ghJBfDVpZjeio/fynHmED6OqbWqbnzEN0IvxeZ1QF B5fW5eqUdstikVPtyYIvk+S24PPoi5UEzniU4vCQ9pmUME4tjD5Ow9S8iueP mi+h6BrtlkhlCtYNLg8szKDiqNN2scbL2LigyjKDpjGCbm8tREV5bByrwBDs kJTGcfHFW96sIuBoW8yM6bpZxDz6Lc7Slw/KR0OraTGyOOLTmphDVmxonh3I k7k1jqIlbYrsnOThkZvs03PHpHBHjiSB8qWA3uL4rpg/hVyrqhrN3/7dma9b D/lMyuDSznN9D6fr0ePc8Niz9tLQk++gsiStFx2Xa79pmsHB5uW7mdJpf1Du 9coLLWIq4H9fddheYuC3cT8jncp4YBJW8OhrJANfe+1T7uctB8JLJ/ctzmDj tD1aXa7FfWR70e4FMfPYuGXBL730jWKyg1l44qm1AItLmqOZARWkyWjuvIXn hdjlkqiwPlAAZEo6EZIyQl5G/PK4AQKmP7uszRQ0ktU++w3mxXDhmpWhXvHF G+TgYOrCijIKXsLTrS8Q9iGjLel/5r+gwOEXXk6JCUPowqabeler+sm5Qdnm A2u6UMO5Le1Lr1Nx0rOcDWYmv1C26qLh4U/ykPMt+FWx1SRKOv6xzX9nA0m8 UA33OkDDwjJp1ffpMqBjVFkf8YWOR0M9BHJsMVq5nTxaQGPgvn+40Y5KAgxH sh4ZNgnxnmzD4sSzDLBLCjJ+w+NBbIlnhvstOZz69p6t2Q4udLkyE9smhYCm rTcwgA28VzsvbtwnJt9WRV/do8gBBw/TO+m50pjZsGhKZZILgitn9fRNGfiV aJv8D0U5iH/XrvhVnoDq4dfgvooBtcvZq4fs2tF2bXunVStk4X6g7L1W1QkU lRKe+A4xQBpq3FeImDjsnZxsBU8K9ndmpff87Znqy+CzJIQCYpR+qyWED7/n cxSOpv8mRbBrtdlSLuw+Is5sqfpD7mhtsY+9Kgk4ietxIXaITKv13t/9jQei 0X2H4jOGSelj6rcFOT/JhOo1vjo5bSSxMi5c0+0Z6u3J1sBZpShxJnlB8SkC OzjdNTu6j4LnzlnupDYpgM0HC2YdKyWxj0NB5L+uQnwhPrkN9slhNZbtf3Uz BCTWxyzV0mLgMPWWioe7pHGfgEIEHWBgwU2VX1N//4btE69xDRqBi4bS9eYd ZIEhMo6r+qqAl83xtxjp5eH/AbhoWhc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 40-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk4lXsXxrEHw8ae9y5TlKFDMjVxOM8fqYTSIdqpiIoyFBWSOGVWSoPK VlIZIkUyFj1LJKJIJHPJTOZpl+H1fljX+raudf3Wfd/XUnI++e9RESEhoa/L 9f/u13K3JrqAA9/LPde4F5LAo1CyYL9+Jy4kkns2p6cB/5LgYBKbw0AfjHJk S+0WcOVmiv5jZxpQ+x78qRuXQPbZBSdM1Dlg6bZd1fWhFDriWPzr+gsayj8g 3ZPWzIHhsXWWF91J6HdRU/jPV1x0ufj2jUsar3CZyrffrefHsOSAmcPO6/tw +dFnlb7RDJSXPTe7qV4SOVSXrYl1Y4HJlX287zbz2BfGZo7H+SncUv7sKXNz FsgUUbYW1fXgWKZqQr0GE4ZyfkxN/DOPPeR4drMsxOCblm+1dyEHYeviP0hm cdHOpDTgEpkosjSWh2xH8Hs62RZW8Sz4Y7M+YDWlG4+przbi6ObgovFlOClO gIu8OEY9Biz0334jmeIYEWhS2BicIs4ATa2UvXrnxnEnZlqHqYsIyBc4EgKv kOHWY2KUvdUwRliq8fNZIgIxLGutkj0dGSztfuLeI4Y4tqeHqhqY6FsTWrfm BhWRxeabdIEBBrFYrrMDDcpXPNYmYxzoG+VtOvRTCtzS1QkLdaO4M+lTSeo8 Fb56K+4z6Fvm2n+tMn9sEL/PMhXlbJZCpWauFzx8hZCerclUQmMv/uJ5x8rH HkwQMPPL8Qgmerq9MMGni416T+/06I1igwvfUyX46SLmULPh8rn6bpwYzvr0 8SEdvCSzT1LDfuPUGpX0egMCOn8+778p3QY8Rxi2aB6lI1G/a6oN/UP438eR o58bDZX46V6z3vADj18MPhcavoCrKSidnl5BBN+qbYt/s4XBkvhebsPkNJ7l Y93nXsaAe+V8QpkOFXW4xBm4siTRsV2bHK98IyGN1ysMqSYckEiKrtJIHcfX ZzR1WZYRQT+gPlRtmgYyjwSTEYNcdN8saaONNQm868PIzTwmIpsuGLTo9eJW BCeFdmk2Kunaa2msx0JWCcLlITw6BDxRs/5LggIz768p9ujQoVBk83DzxjlM P0Tuu0zHJD7GShB7JbaIWUWGBySaiYOEO4Nhd4SAykZ4+j6eBCg2Xio6aMZF 9MTgxLFLrbiPruc2OTsO4iQVWt5blEB36pYovjQmpL645Bo1s4TZb/5SNIwI qNzjpx/9MR3JpcfYd8cxIdBcuV26iImW2rs1Sy3ZyIxUkr8/lwE5Zzdezynj QpBgejDakw1Bu4cfzDZM4Uq95WE5mBC0mTaWFHtwEefYy4e0iHH8zirHTj7O RBbW4W/dxojoq7h6OFWPBqWlcYkdi6mYtkKIxZ1sUQh5bWpcXUdE96uMCru2 CkFwKm87L70EO95cXu9ux0VDxQPTjZps9OLhr0deAkmQLZmIm7ViQa4bf7hJ ngMuUoYpur8kYEeaS6eIBAsyjxOi0rZTQaRa56uKpTDKffz76EIQDV49K2Ty uDTkTiwW2L5hwI4e54Inr6WQnfkuw1DlZjzrtljim4p5rMhsXczOm02Y3sc9 ik/OcEDmfO4lk5BP2BO5Hx2TC9JQ8/BseonQOLap91HR5BwdsvPxHb9+CqNq 9QbiustSSIuX+6vPnYWY7d3evVvY8MrOYcpiSAJ1TZWNhRWyUWiZGpVN5IDZ g5T4Dmki4uk2nn2SJgJ/iTA9XeK5IJM6mN2j3oun66R0t8tywNXrutGpH5m4 UffXCqxSGE16tDI1eSToDh7x3udDQ3KnqeX3vUXRDbFkv5jGr/i3nfePd/cK o9tcn6dJZiKIWls+NvTfEhbqdOTewk8WEhUSM/6gPo4dsv5BUezhorf7qAml 3mKoPu91tSR9Gjt4wD/q3fKdIv/gw3UxS1j4j7oz4lFUSCzT2WasL4rkPu5t OfqQAdm/Lkf/PsJEv3alliecZYL687h6WeCiGlZHRexy3hVdP7FaO4CN8vlu moc/L+Hvm9USWXvnsPk836DZ5f0va+W+cc0jocWAyeTF9kksdHR6jEdkQvJz G0XXPCZoaxqf2xI+j7+40DXisoUKOy0un0t6SQe3Y3Y+kQ5i8I59QbtOhoA2 jsf5yDt1447BRw6yuUxwInuUjTxtx+/zHQWm97ko6I/juyqVt1jgrkP3pljT eNtmO/FLG4axR6kV/kYlC9gah9Hy6DkKiutMbHB5TIP5P2riv8xpaIO8lnFm 5gRu3xuVcUadiEyIbmpTncLIlX9MNlmPjrYePfOReZWIhNLf0j1WsZY5Zh/8 x4yEEgMvRmaEcEBjh82e3rVElN/wolL3OgN2VntOu0lzUM3jHPtiMguyhbN6 /RAb6a5/aSJbKw4WHg35POIIHk/3SWK8J4HX6rQBntkSFuhVFPtc4zc+e5Xw YCGZgQbycJsZuw5sT0LPST1bIohHx+VvdyKgk2sI2xO+c2CvSYikuTEBrQ6E Vrn1yzo7O0VvvEhDGGydvRJIgzfXnXWdX1LRCsVd3jfI/diD+KbDL7+QkPOO 22A8vTyf26ZbV81GQ+8v1QolSYH/rehpFWAigqHV9b7KGRxzVh7aX8xC5gEX 4u5QvmBpDQc+fvpMg5k2t6YRJhcsE5MzUzKZYD0doGhuLA0GS7vC8rRZoDWQ 8WSbBglESh/fEc7lQBRlY857i2/4FN3c30mCCJPT5UGvcwSYeKIWf1exKOhP /mW1XZSL0tJUIgb3/MH4w4Q0w1VkYAod8R+7vYRNKE9pPpkWhouHg7LLtP9g Et8oaQNB0qjy3yTTo+Mk9GMwSP1rrATYvE/b3dW2hL3RlxfYiw9ihs0/DVWd uOgnZkzzWdaxy0W3OqIeG9keCJ0I66DA4mRE6swPOuo9mCMpJ7bsM2yeVutA Q3mp+tP/No/iuo8om/oiuMBy1NtL54/i5wf0C9/WssGE5XfLVYWF+HEpxCsP aGAhr5oW2TeG/RHPkzf+RoKUujcHRivG8NG5oLj9IAwC7XWrA1LT8Zbwsxpq WQP48VjrjsxvI9iEkb2+3qd2TKGy70jMxQmsF9UKNa5rwfx3rnnpGD6CSYiZ Xv498hy7EJncdbmKjl63fe5eGUpBAbu/BL36LsCvzht7VguE0bPMNMunpHb8 WvWNQxMloohQWFWQ2RKLcQKPLWgQiWh9YOXp188IqPNia0HWIB29qjV5Rlo9 gfVfmCkYD2AgPpXCcRImo5jOdMUKKzb4d8QtbN6zhPnTvQMpz7gg5x9WR4oT Q5bJhSdtBXRoWRopFI2fxbYWnu7NwGmQyRN7GXqOiLoiPxhs6CODRKtVTSn7 N3aFXyM1wBKDMxVtZ04IRJGRqtZwsuU3LDs/kh+ykwx9TeypjaqD2Hnxzrub n9GRq/5SovG4EMq/XX2ldYgAeqvVzx71lUYfEiajd79jweqnFdxTp6TRrYoT lZ5u4tA0K7tO1YuB0o/91b2vdABX8ZNTz/pMR63KM1oZtkM4PeizU8n9Kfw6 xq5MGGFCaziXbh3ajNedcNdZFceAFo0oGaI4Hx8dfaJS9U4E5Z6JqdjzegjT 25+xuKZEBMZH/80RHJjAruy9q3WzdhivHTqx5YhXL/Y1dH+n5m0C0nLG+5Uv z2E5Cqrj483S0IKk6L+H/mBJ5z93nDz8FUdVgV+OZYki7juywscMUVgra1Cu kSuFpsIcOeK0ISxOyTfHrF0KDfzNiLGS4SAqyc/4lA4H+GUuzw7Gi6OoyZcp c7tY0L1PMrFDwAVHp96bpBAGsN4evmp7fAj3X8UreNrNAEvHzQ8z8slI9WDx p/FZFnBuhGhpb17OueoP2snFFLhX07nipzQTNK57meUpS8OXLTTzsR2dmGqR X+ONCglIOS2W3KYwhymFlNqelpcGMtQfNAhY/nP1327z0SGDe1dWRm8HHVm4 ztA1vYkwhGXEtwazYWXnliK7m4t4ADib62sywNXVRr+ALAxOba07+TeF4crn WyvjeBN4+hc3955+Frx1Q/03oiZx8jmlB5zcSbzXP/bQidnvOPOfhEg1Xh6m a2GArW2rwBIXHimX/sdE07esIrR5RCS7cstuRQEHgrUD+10yCOiE5atow31c FNPmuH6OLYkUpbZfa1hggv+pd05eRGkUrtRa9dSZjAwyUzeQ90gjzl35md8B UqjrDMvNgMRGxWMZWqt8pOBHfxF5wwM62rTypPFEHws5UG3GIx6xIGJT/br2 4z/x0Q9rqYS1VFhgcmVM1emwaaLtdNEZGniY2qx/WUEBdblTCfUtkiB4lbXN S4WMtv5tpOF9XwrOPbjlgnwpKKf0aonvZDM+uqehO6qSA5ts08xLPfNwBZ6Z x8YDJCTAjS9JBfThykrZo3UKNDQw6vJP8NgY1rogqHbIpiF8/G7Ms/PTWGhN 7C/cjwKGGgYPLSLmsN06TqVP+WNYg17jYOAhEvLaYxqq7k8GYSt+6DZHJprd YNit096OGaiFGdUeYiOXR9Nh2p/7MV2OsL3xMre7t+7JNioLo/8Bl7RnSw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 41-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk01P//xZlhZhjL7CPKliVKSIVS75dspRKl4tNCoWiTJSLFp2iTUp+k rC1kLYwWpN7PFlvqm2yRXdbG1pixD79+f9xz/7vn3HPueVyNw747vQgSEhI/ /+r/PTT49gjBsguXILw4w+utx8OfPI+aymKhzxt4Ku/3iHGKYFHKZxUGKPan ztb8kUWTpwzOkQIY6NV+hd6MZg78OR/XtCaXjGaKf1z+VcJFWuttXisPleLK lR86HefGMGnt5w4XUwbxJaPPKoOuM1B1+Nhao5+KaF/1x6Wx3iyoGyxQinVY wOoYppwT54T4CqcOs7PHOaBcTLUurunFBUgiddaQDXxel1CwcQ7b32w3pN0s C02GQdV+RRy0c8wozufDGJ5knL91+wMWpPuRByp0+vCY2uoNnFU83JZQT/5s M4cTCo4oHgEW8jV4+8X6Xyn4obomPF2GARQjC97THeO4OzOj3cqDAI8qbk7d 5VPg7hOpa3u3D2FXTGfyq1aTQSoqb5nGXjpqaHFgFF2iIo5zAL+qnoniM8Oc Gf50RKLM/VgFDEg0b24qZzLgk9ITIxLGgVi7R92USBp4Z+kTxTWjuNTRIfFw Lh0a/dRd1vXTEO4YbCFXPowns6zIHFN5tOeudGKmMQGZOG8SJjb04VS7Wb3k YDZMM199wq8wUePBVUGpAgm078vq6JDaHnxMUWnf5TAmnJLL91WMmsHzH1pc v4Wk0blzLyOEq+rx5zc9zkSZMxE5+JZO/QAfr5e6zVuvyUBvg1fdclzdhffL hDJLHCVAV1UjQKQkBV6X87qXdxFgm1TF4tXjInxvzxw1oZQFSZ8SiB+NFdH6 3FCZYxRFdMRhrduNJmlktcrhjaOABOahtZG6IhosM9y7pvkwG5GsxOt+mvTh 8/xMnzobLnrbvXubpQkL8d+KpB6vYEJopq6jniwVeq8l5jRJMKGIYDrUvGYK I6dxh4kiET7GSqSUUOYxQaMknzJCBdnjDMYeTyKqPXSdcfGsNJRaLhQf+Jur 76NGzTjajvuvOmm7eA8HXTtU3H20QR7F1yxQg2hMKHshIsRkSaK9pnXFQ4iI 9iFNxaHzTLQ4K2ZvTxwTdFRMghlf2Gihrcfg/TY2av5+yHg8hwW8M2tu8z5y obTqy86g51y4sGModbJeiLcUBq8yEElCq1XD29ITXCRxq8B2+uA4Hq/m1pGA M9HdGWWV5Vpk1Cijf1nRhAauk8MJCz5ZmJHqpa3x+WRYudvhyDpJMkqu2lDU bS0BNlqiwGkPwHyaP9Ue38NFqY6eSxW8uajg0fDjU9NysAom3NNOc+CFd8LQ jyUceD3hf0zvgzxszvDoIMiyIPFwTv3gZjoQqo0btbdJIvm8g1rq6xlQ8qyI 6cqlIdmgAs7MKxZs7j38OvONPNKu+Cc4oKoFz7tHSXlXPodFx9rakxV+YiZf ndQzAzkQ0B8U6dFag2Uu7mofFyvAv9/Uv0R9FmBr+x4Xj0/RIYSRtCShjIiq 9eulVkTLI4W0hKqS2xzEbOvx6zNjw4Ix6boiyKNu4cexqCI2MhtYUOEnS4Ee gXnS4wEXnP+0Y2/CB/As4/SeNhUOCAzSS4n8PHxDT2M5VimJurQ4WsJ4MvSE j/i5+NPQ6cEVNd8GZNAdSlpwTEMj3l2oyO6qJKJ7XP+chzYElL3wXHTTWxJF unsmiX+xUDtv5OL8lAA76NhFVe/loth0+/5fRCqqffmmWo4uwtJGytUW+ulw dRYfqolZwI5Mek/InqRDykdjW0tzMgqYeju+cI8F+cPR12c8mWg6M8vtyr9s 0H8eV6sCXBQ1LFSs+Mun4tvHNI1C2ah8bWiBVJwkVDTrprB2T2FWHRFNdffJ EG344t3Rl9JocGdTcY9QhEWOisZcpZiwTvq7I6WSDUYGliFml+fwKk1BdCii g/3W6JCHhXTYpCDn48yXhTL2eaMaZSLaIO5v40X24W7hngfYXCb4mcv+PuLV iScnuE1bJXOR/C4O30PhExbmcDBJyBLhnbxJi97lo9jjp+VnN7wVYzrRGwJS BxVQXEdKvccTGrT8iVh0ToKBVi8xtMzNFeD5Lsf2e20hoU1S3rrCDkk0H1ab WU5gImuvwK/Mm1JI8f0enskGDvrgkn9go400UinyfaMUxQL76pMibwUO6qiP cOJrcCBfMq8vGLFRsCfPfTZKDraeqH/lKjWCXxD7RXnTKXBKM2PQ1WYBa5ZT 1986NIdP3iSmitMYaHqZLnPwYyfmlNjra+IsBQPVkyyRjzTyXUq0S+zkQOSK P/xCO2mkGQYti1dy4NA1CRfrjQyEgfXkjTAaEBMGvfwi6UhJ3cHvDmkA649+ b31AjYIOb74HliIGGkiuCByoYyOixfbb/ZUTeCoxvOzJbw7aEno+Lp5ahx03 1XbKuMeAiVbvHyNMLmyWb1Df944NjqJQ9S2WCtC1MuM/B0cOGA5mZ9oul4bo A5Ln/miTYFz06cIb3jQmlSmZuG+9LJiP6223I3NRmOZxqRDjeSxhiJhhoUaC Kb1PqcWBkkigJTTI/MuNzYVrkhrk5jHZJmrG4AUFpHv0XfpKREFdvy/oN8bK wrNtjzTcEyXRO/Ml03tlfmNzXz5eqzzJRc77IwVR7VTwj5NPOfWRifoO8OQW U6TB+oVy4kYWA718ai7a2TyKpwRv3anixoCtS3QyrvaPYYY3YhK8tCiQXvNu /2j5GO44UJ2xJYUI00YrNEOfZuGNdxznsw8P4T6xju25TSPYxHSl/56znZhq Zb9nzL8CLFDZ+0HscCt21n5podvlESz6AKtikFuAnb+a1h1dRUfpIrsbo94K KHRH3YWSzmncvlhTuqyNiJ7lZmzLkW7D9YYWRS3fIIuIRVWvc3/GYj+NbcfY aiS0Mqwy4M0zIgqTFVxjfGWikm+bnklrCrDL5Y4RESdYKEGRynGXJCH7fZYm /0Rz4Wx7nNjUaQFrbHC/ZNnGhJ8LI0XkB5OYsbaIkHiRAbmulMLIECkU+oFZ +GOHDMi2bP/ynj2Ddb1zj7dLloXA8tbAY9NkVNPlpdj58yeW/+pqwiV7Epwm mG/C+oawczId902f0dEtz8Rm72ICenWv+kYLnwi+46OVdg009Dlx/PqOMhZk L5v6Nfedhu6WH6s86S0D5EVngvYfZKGsI3o9Lu8Hcb69VcPpAiZq0ZowzHbm 43lxncKvf3d3G2NXJo4wwduh9PxOk1a85thxY7U4BlwSe32YLUvCR0cztavK COhDYKL6RPoIZvJP9vzStwQ4+KE86dBWIXZj933D/74N4TW7sZmdnwewxsh/ OgzuEdFKswpcoDaL8VR1/vxpVoBM6Qr/0pZ57OG57+2+hxrx1T3YQSUDWcQt I6l+zSbDHR/97UIfGhJGuXFkaHyMdt/sdnYEDQ2uZ8RsV+YgfnVFCPhxoMdF LqV9mgtebyobT55hAevDoZvOPnxcsnBa3rWLBdvcTB9lvyKhYP0ZcvgKLnDu XDI0MqUi8fls1RMZCpD0pUPplwITXvMqiVqZNKgzo20Z29yBiTNyCkLi5SE9 gJLWqjqF2YSwXTTSaECC2gPrQuXQyJSkztRlChzvzsvua6cjJulgbUw8CfhY 9oOWcDaMPNOVte2VgFA4vMXcgAEtd13N1L8TwL21xT7hP0noe6iT/chOiGfV eR/vHWBBjAuVdj9ehJNCNFI5L/7+tITwtCl048yNiVd1XV9iFsRD7o+tqrAU 8WOt9xFMpAw2IdTzJKSyyGyH+jQHlEzuPWh9I42ObSu5buHCRSQ3n2XasopI Xd7uVr2YCUsdjig63KOhyxotVTmHSch4+UXFR0BDnPtLJmZC5dG68rW2Buu5 qHQs21DNXx5uqofefBrCRGsX+VoK+lno+0aPS4v+x4Era2tXtPn8wlMpGg9P mtJBzOQqW+nTwXMPp6bCkAEnrHatLCynwjXpR0mFvxRhuiTP9pQ2Cal9O0H2 OkCDkNS7HiiIipLpDZ/0nrfio071PdcqOdBWGRLPe/4aV3W1ObFmvzQyqfZ5 pSkYxLU08kdrVGlIc7aOcqdIgLWIp6v35dPQxIzndfa7SSzyS+wwHkyFRRGN TQUqs9gOY/f3OQljWCouv1CbTEannKwi9c+SIPtKeUOTNxtNrrboMW5rw/7X 9mTaIIWLPB6Looy+D2Ad9udO94q48GLhzo5vuWLcRqC6/D2dBTdXi52KW7rx wXgZx7i//Td+/n5/F08BjQwZu6gks+FzoWmqNZeDrLcoQ+ITBVidt0teI2UW 76I3XbxSpgDpmyu+uvP6MWXOEiteqQLcWYhi7J9hIJPhjJ75VAp8LPq2xok4 g4+yA7lzOgTgu62Z6NJcwEQDqkpKM+N467f2a0JtJppPwwaWTxbgLqSEmqY9 bOh8PCNU8x/AC/Kdn9WqdWL91b77eem/8bFDG+tca1koxyeQ4nSxGPutXTu0 vaQX+61upcPvmsXcLlLTTstPYLFmEW/P75JCVWzpW9d16bDYUvfFfKUs0n6V kzz7/Ds283CJpVCPhrSwgOSNYXKItg6vCLdgoW6dkdKTztM4HjfIGRhgI6Ub v9cFXaGg/wNU7JWb "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 42-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1fk7FGwfBXBmxhhjm3202ELKq6SUVNxfUUkpSqRNSSXaRCtPWihLVEJF USF7NCJLdd9SsuRJEmXJXorsY6vh7fnhXOcf+FznaLoc3bSPIiUl9f5v/mu9 hvs+oex2LEV5ekLUWYNDrObt31QrgHJT0YwiBwmW3Jy64kjlEeXvcb+rBphg 1JCpRPbyIHeHUmfSFwEJyNU/dWMuEyby6y63FwjBrerG/MoRjKeXvmqx/dOP eiPUqatte7BqX0bpyWAOWONn5W132LC9oljruhuPyD4wUS1cLw0fOcaCQz7D ePLkgZjD7kLSLWodHjT7gxLqt7RKpSuSzwYnKzzzBPCgzSY6PmAQ3zXMWmdz h0cMArTj5/t04dDqClPBQhEOSQzxmzSbwpQn+5X3Ex60OxV+dEihkzq1xX6J chwCVT+3RTiK8W5u0leLvRRi84OsuhIsTyLiaUGONj3o1Lk9lKhEOUILyJyj 6cgGlQD6sUtuSiCw9+ouq+FCveV2/GYNF+iMP3ULCYfcXrZn3GeCS16rxC+g IwHhXRN5ZwOHuKXoUSVVfVhzT7WgOpBLaj01ti77zoLFQX0LP3n143s8C1mB sSLYos2WF2fQYJH9yuGYT98wb2V7/q18IRnn5r7GV7gQ6Vnj011Age3vjELO VHfglIhxff0gPjmikHVUOWACH9jv3oR9ZcHHJ+f88MIavLSu2Vod8UH21LXZ NV3d+AK7Xf4kkwcvTi28ZmvUiq965KMpWQrRVdP0EqvQiP6/zyk+TTSynvZ2 ptGQGAfOnQz68VNA7r6OphYbKkPC+SY8qsOG/RuWOF/9LAN1bRY71HfIEZOz 1f66YhZJNSjOTHgoBLqFZFn9om947RPdLy0L+ORssq7tXKY8kb/OjPaV4pM8 inHPl8VjaNmOW2/mW47hfl4Mo4AxiR6Vuj+lfFUiTA8Ox8GVCqd/sHIjCmTJ c/Op/J2r/npixKnOqmzBxxceXj3TQQAn3dKK7XxZcKtqSv4ki0usf3VoCQKo 4Gj8Mb8HqLCrvcDvWTAfZqaEOnZEcklh4bbtFz8LiOjE4huiYiFRarPyTv1M JY0Wn148PySEsnnDZy65ifEtdefmaMwFP0eVUeObclArp3dZeRGLUNyPtZsK 0tECtUvrbmXJErPApUHRh+TgXplpXpulFNmpbtprqfoKHfzyutrDQQiaUlKn Mz1ZxCppbzOFySM0Sw/VtdO5hFJhWKvz1/nyxOrMMR0eKcjI4zoJWWA/PVZL 1CEgVp0uz5ILFYFhHmIbkfMVZ0YxYl+W/EGqa1qCAioa0aJKO41kbwGZVic9 tPVhNUqe2fp1SKJEPHKUtbxeD6Ml3x7mD42xSQJD36vviwxU6NXQ9EMU4R8k Nrt8jAVtw8X9AXl8UCzVPidVRidzKdzDe+8IiYjq+HELtxunGCZ2NM0QkHux CmAQ/wSbdtSWoFJpKBmm757PZZIOv17PrcdZEKC+ner6UAHCGQmnQj/V4p8L ih6FNclAlPB42v1VFBi6UYFWmlLBf7frXUk7D24+5TDfjw6jXbat8hqdQril EBJv2qAI1TmFFQpsMfrUsPnytHIuCfyNe6pCp9DUkUt/lqzkkthiw9XmJrJQ 2DZLeXuRgGT9CgmecOVC3vSnrVdfC4ne48jqGUQIOiSKsu8Ilbz9ohvL2zKG 3HzcY3R4TBJi8PTlgRwZaN5mZ61gOYb8+8T9TjQuyTFOeT7yn5t1IWfuZ7PJ wPndbSpEkbzh/7OgajoVdDpLjCfaurCzn+tOvpBL3Ab/V/RZrQ3fi3Yet7gn hLdjsew9eiXId8Ouu8M8Mfb6bSt102QAPXxUctr0hQRZLrMfHOKxIbI5tmZv PIvkfvTNmdPJBSNVA/P09EE8xvGRP/aAAStpbrrDzdKgu3h9SCyFD5b7vCu5 YTRQDXP8cCNDQKwrDovdlAQgyMmc3R+gTNYdqsl1ovXifY1Tr93uMMmRWUk/ nFZNoYMHfMIoo1N4NIwaJ0ngwK7OH0fXXWlDdjGdRxfZ08gWj2KxX6osHNWi rolpEZDPbJngBH9ZmOVLGmbOF5C5ZyJPec7lASKWo1d9WaTahOHJ3cEFFY0N nuH0LuTfyrP8lMwEF6soYi7mwEDoOy2NEB4ZaXSr6+UKye4P1onmZxlkSPz6 XKFoHL0aczaPlSgQk6G5NmtkhdDV9SnfMFMKonuoSSvU6QRZOPg+tabCoPbw vGSxNJFhbagcjJYC5mf5pB/nlCBftdBkeiUTWn+e06u9ziQJS31jPE5Q4aWJ 6rij3E80UDR6OaiOD992ihRmMmTIPtbkZqnfXMh5ZCLe9KUP7ytdc++5DY+s U52dFPi9H+mHi1T2PWaSxKqXO/pK+nHEY5vzvo9lyPgC/VlnH6XgSJfyya5d ffjgdduv6Z97UdJA4YySRW1IrfS7a+iFQdSR4IHcx5rRaWutbOfLvWig4cW4 ZocI/ROY0BZSxgZvOf79ukoWnN348VxByzheGekqlzgsAxnpSevTZJpwSF6Z OHZKAah5Zc/S66+jPk7p6YzjDJjvW+pVmEEFjc3hUoZtfCh4vzJDZtYg8g6Q d9sbLoBoZXnBbmk6qOYdFnGH+aR+qjdP9s4omjHzMWvMm0fSnRjZ/mdo0Fk1 5rplXJ4wG2zeFfEnkMJbZmrtQUXiXdLo7T4uCyusXUJ/ZDShrNzA6EvWdOJk H9G0ub8P+cg13zbOYENT9r9Hg57QIDeq4mpDN5UE9p2u+CeaA+UxQ8Eb3/BI mUMc1EdxIKLEvfSwmxwxSp6T+OqiAFL2z+3YWvQDR734n1NSMR8atEcMUu27 8RXPjSNm88fxDcQvjenlkg9W08oj9ZpxlbuHoXokh8iYpmmmv4vDfX3JOmVv KFDvYOF5va8fLdqWOqn1gkK0zJ6Wlx4eQVe33Da4+b4HT0Qd+PpmXzeq9d/W PC+KCvdKHX6iCQkSqc0eGPiiRN6rpVxYoygN930+fD26pxa3F9yhNvxSAOEb ulplqiwJdb2S1aLFgeEAZ4EcqxuJ13odn1jBgR/LOaE20wXwa9RFxfzu399+ tSfM/mA3Fj0ebA/463q9s/GD1Fw67J89d5pzP4vcfdes0q7EJROtd55Eu3HI x6Wstf1WzchQfWRUZRuLJHoxEhrVxtADA46CviuH0En1zmVnFcCrozZiywx5 4tGWmfrtKxuklthVVY0ySDdKvdPgxycP3w8n6qVTyFnistZkHoese37fAVfQ yO7GBuvom9Lkrf3jtviDIzjlo5tHZxePbLqVk9TXOIrpZzTjBE+HcOlSKVvl /A7MNYsJ1HXKQRbSB0/UdVegWMlD7aLzXKhSM3/hX8+AGdOWbtQYFxCd8KxH NBkGuK8vCF6xVQgdNTfu9sxmg4bimms1Ei55sO5mYIc9By5rNpSludDhldNN 5bRLHBDcVh2ZOKsIegMtkskAPiyZdtR88DsP1EX3tUfoXCLhCqdb6LGJfY2w 68g0HjlksXl+dsnf/38ZEaYdxybjBZmrj+jQIW9xpMUUn0POxEXshZPycPvc yIGtombcZ1fTEVQqIH3x7dvs9AuwmtOqQ4t3yIC5vp/4SXoP1tbM6qtSY4HR 0A3G3axh1CAZr9iexYK4Auq+TaYTyP/d9V/4lDwJ/5d17qpYgjYa7i5Ki+5H J1LOr02bxoQjdhb+eqfp5MFdxodVKUIYNVrRYdjUhCKtZ1ep/N3BMCOJXX5D Gz5qNme7bLuQlGcbx1kKBRCGVMMtelnEKHOzombsb1z60EhIkWaTRKu3lbtF 31H6qswwjT8sEj4VwNkxwQE/5kzNySXypDjv/WI76gQOGl3qnKtMI93Oi0da Z02hhmVPng1yR3Dj+69BwzpccFjrp9Rcn4230qOrPjvwSUHhLMP1tG78JMs+ o1q9BS1Fhmxtr1+4f4/ZR6dqHsRs1KhXNXyOfupU99gUdCIXZmh+bNUkcr4o n3BMcQRtjjlogU/SoYwvcy1Yl01UwiKKZkcrgk5u2r3fjz8gPZqHv04TG7SR 1z0zXwWoWz9m6bBTAG2ze58fth/HLhnzw+dE8IiWUFnapZxN+n06HVNEHPLk uFP/kc0M0rhB94BvjhLZoWsl0VlOAUb2gTkPrVmkvO2+e66qPFhmWy33aWGS 3vSatOQPdDIG7/JM7sgSclryNrxbGiy1ORoNj37j1cFVXf+IJ9HC86e9s6JG 8fjL5cd39vBhpfGiqbyTFdj2ffal+BYhaaUZOpSe6MITWZNuXqvlSePTKZb7 wU48bBMZeKFQgo+UXNxQcUsadtn8fHZbRYnQk/RmJJsrQGbtyg9XQoTklcHQ pgtMBahsC15q2cQm/wfnEzlG "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 43-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlPk71XkbgDnOOZZjOc6qQiKUtCiKiu8jkopQElFK8QrJ0hCZ1KSmUjEV laWaNoSXUVnL52kqS5QliZRtbNmOcOzyzvvDfd1/wH1d9yKPYzs9aRISEh/+ 5f9W7DNcP8LpJBK0Z7/kdNaRSd5izWXqAlTqvjtd/UMOFM+a7867IIBcN8XO lEYBDurO6Yi/y8NUwefz/xQK4fHs4cs5aa/I/LK/W+1nhigDD+03N7aJiJoo syzkEgdsQgeWlARzwbXitVasNw979dJXnFGXgo+cdQK/k6MkcF5oT4AnGxtW hlQE5gtg2aGzTjtPjJIkg+zttrd5WNDVWrhDsY9cqa0wFazOIeU69CINS0mk /eWl5IU8WCnKTDvBksXP6kaRj2Q5mLZj4tiq+HFygJvSbHGIho4OMxOyAYp4 4wH94h7bfqqvjWmq4iyP9HNZSxbtUYZhcVx74ns2CByD+8rruDDPOtyqZQcf mDIzn1cjB0s13VUO8gT4RuXBKiYlQGFDhaqmPg+90/SkZqtFxMT3tPjveD7W B2o4r+9mQ8SSsJiKFcMkmWchLVinAJxmvYutxkxY47hpNPFTF1mrkVZk+JQO rpWG0WG1HeTm4ImTc5VC9JfPPqZ0borolHemqoll4eTJ56dHV9eRkJ9d7UtO CkE6NEanrqeP9OpN75TVEcDL0NUx9oZthJ0aZxI6IIW66ouCxSp0zMy5WkAp SaMNvVTVcERMpluj9J6McMBrx1r3yw0MiHCzz+xmyqNJeG2UrpiN8dVrf/j4 CjE8Vdd+qRwLj/bMVomMhJhPW9ffaDRBJURKsM/XTJEhXqJMocxPyomxEi4q KqOcL4fjdFgKFPuiTINN5PCF+VzBvs1CuO8Y+i7ij3YStPqolaqTAL40sJP0 jTlws3qOFcLm4vboQ2H3rzFgz7qPBf0gBR/cqw8++yAE1bQrezriuLgloF1R UsTArxafXr7wE4LraHFEd+o4ubnQvSWBcIEZpZRZYSEP9bJ655XWsDF2q8sf QXJZ1Cr1s9tvZktjuJNDvPo8eUguN81vt5TAlYbReZP0N9SRxje1vk5CWB4w Jemnz0HrlEMtNDkeHiy1G7+tykdahUG9to0k2JRvfBRgKcDCzHyui5ANpb7j 7wwmWklWvMyd4pIZ6njKy+R3tS3UmvcOGqnHBdi9xyVF/lYdlara1jwyq4iZ Y9KiuJExam3X/YKRCWUMCjNeba4jAxV6dXT9aAUQzd04r7WMA+2jr4fO5fOB r8+qClkhi0tp3KOHbgvRMzLpiF3/AEkzeNTxbYEAd9cP6yqcekpMO+pLqDJJ mCg44LCuRh47IgcDnYPYYPnyZ8ruR0pwTeZh6JVP9WRB8OXv5noyEC8MSr+3 mQYq2utzwYIBUQcOJ83+w4NXIlGSs/44td++jaXRKQQDjferoiPZUPu8qEJe WUy53rg10t3MxwvTpL/6yhxV6xTbVmjNxzuvDazMTaRB7fmvh6+GMbC0UfcO b/cEtYC94op1rTxGr3xW/J/nDPDUdh11r5miokTiIRc6F2eSbJJsOHzctj06 7N5TZawQi7yjA9j4lv/rqur5UmDxZV0z/UwfcY88vI8v5KKpX/CPPGYHSU5w n7RIFoLVc3myJLKMitixP2mUJyZh9rW2u2VHqPuPS06YvpylHnn4bPrayoG4 ljt1hx6wMXBtbEbVDB8M1VaaZ2QMk4cy7fPjjVmwie6tO9oiCSM7lPW3GwvB 0vP4e+5VOqR/Gr/p6KuM2/3qcl3og+TeQcaDGE8F9NdM+e6yeY7qqzworkqT xPGrUndnH3LAyKbnlU54B+WQ2HlsjSMdt56rOZ+pKwfHtKS2JLYKcNH5B431 s7KgGYFNqisE+MLAtsvKWgAUWo5fjmDjhrCbyXaefFDR2BF4jdlDOUYGeyWG KICHdTyaizng/FDm8oZnAhz76v15kCvEP29kV1orsHBE/OZUUc4kZaI0Isdj sNFkZKntFmkhnEwrsvcKoEFCv1TKxoVMJEM5E6o7GTC8eHR5qlgStS38bZh7 aSDXwEr5fkoR6n/jNGffUYC23lN69bFy6FxzQGfnGQYUm6hN7pHtpYLVgveP 8ATw/LGJeGejiKTXxBoeChDgdjWdlAvdQ5TblsFJjFDAR9XFbqKSITLbUXVs 45g0Tq7S1wx/nEbcOjn3X+/+QY7E2jdnNAxSBSmCFw1qHZR6WffhK2eGKaPA d0XxT9qoE9u0nrqfH6Q0Qo7TXrU+o3698LA9ulwZnIZ+dd98jQPhdh9PFbZO kq3qI51vLWQgMyPFJp3xjehVLXRdyWSDVH55XsaXWGqI4XO9h86CFRFlwUWZ UhDqsl9UnCjADBeZp1FhdLD4+cwjslcR5ZpsK1/xpyg71/sqbcDG4yVfj/tM SkNdg4v4lFcrlZ17IeHsNiYGlTDS1B//oE7Kttxal6kM5rZfGVnNTMiNr7jc 1CeFo5bqw/tiePAuceSS3VseSrg99neO5sGNEp+yo96ymPOLkZph3TT5g+KX JQ5yMbv6xaNG4zZS7eNrsDCOg3kvB+V8r/1JRKJU7fK3NHjDtVK/lDdMrdn7 5KfWSxoWTtoYpJRPUJd331p5vaqffOogMz5bBqn6qL0ty+OlYI58e5MZKwE5 6jo/fjQq4gfNNcYHG2hw72RN87GD9STGbMvxFxNKIHzLVH//RBqTtC/ab5Hn weg5d4Esu49KvTDZQl/Cg+8bOFds5wtgSd3+0/75HEyqbFH5R5GLNW3mORuc efjRmL11yLqFGlBp8N/L4eCjYJmHX9UnqL3NpXm7d/GQibX71ofLQ4JJRZSO WAF927OedDUrQ35z+Cn5Wyzso57cbork44zv6qyu+3QMR4+tJss5yGvzS3o8 zcQDX5u2JVyXxEtaOc85bydI2kdv384eHkK0yVJf9ynCDFt0V/BshLC/xf4y 19VFuGaJF3RdnlNne29YxTd9oO7M3l/86jQXHAfhz/RQFiyYZ2ynMSnA73Y3 7fKi5cDHpvDSRmchLHxfV5o/ygENhS0xdbNcrKh//DFoEw/OL2oqT/dgwtXv 7QWLQ3gguKU2NhWuAFaqR0oiyoWwdt4x8+FuHoTJheaZSfNxliucb6GnjOvD 9bfFrRWgn8WuFU9LWJgwXf9LXBgXJwuzrPy1mWC7WkZ/aIaLYXdvHIIQFrTt ZEU3n20jIoe6jotlAlw7PGA21/+CqLts9jNyY4B/iapCQbaILF6ULapWZ4O6 q2Rq6rcxqml2ssI1mw0dNqcGyudmqKjK2AESykJhpWcJ76oE2BkceJWeMEQN 6H3u8WiQB38Hiyi9E0xU+XPdhvm5HDTM2qWw6M40udsZ7lPz7t9+1qXvD+R0 U2Z9daF+bzl4be4cx22KA69PzRXlcRXxdX6VkYPUFGnN1ZX9vIyJfe5GY22a c5TchvJD+70myNeq5ouj2lwYeKpvHPjjOXFmJlQ3OPHRzLWmJ7tpgPyV7ZhZ u7CVSo5ZLMOwGiJDB80+utTyoP/ATLf2EkL1atf22xZ2UgeNLSW0pCXB/TfW wwCFMerlpgcTVz/KQDmfEXNJVxl7L2qdv+7KBu3c9OTp/9ZQnSK3igXFXFhM BSebRchDszpZvq5YgFpCJUmPd8poGnjDjPeEh38FuQz575LBb0GTMYsn2Oim az2rvYEG7/immy0kOfiu/Z5PrhoLRtsv3FvwTAEHM+rSU2uYGLjj9up4nhzi idnSa32S4PXg0lnnmJ/E6lJ1z6/in1Rnbf7jMuUpMlm8IWhfPx/i7o3/rrP3 A7Gvenr2QasQlxYaKuyR6SNT2T+9g61YqJr+xKkrrZuM2sZdOFM0S3IaJNxC AqVgv21v3i0VRRQtP77j6HolyKrfVPN7tBC9rZIfhM0qwvv2S8aW35Sxf+kJ l9AFPJQ+7Gl82oABKeqsHElzHjaRTMdeHwbMN4bY5gxllKo+av3KW0yaP1l0 m5xhY0vncNNp3VFiZxD8wrJQHseO1Y436SijpyDHSk9RDtN0PgeVf1fEysbY FR5WYrJW7aeH+DUXr/W8iWTGzxGLp96NkWZ02F6XXMQbaiDeHa4jGztl8WW3 5+4va5D07vJPnseVgpDR4TxS3Eoiyjtvyyz4txOtI1lSmlBdDWN/b/3KgkVH Lr4tuEOD+RlZPrfO0tBtKnjBRq856rcvy6qNrGnweebLkcL3dKDnVq/oHC6j 3lzvWGNhJw38ypMl5yZ4sDGG+TDaQRpcqrZc3RcvBGvffv2IMTZ8m2WquGtK g9YaXU1beQ5cvmy6/jRdHnoD/L1+pwvhvy8yO8GPBdPD1SEVpf/+WMGvz2GS D/8D7A0zPw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 44-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41GsbZmaMGcOYfVQSlZQ6RVpI9XukJFKpKEWESiqOJRFFQmXpOIWK SIu0cFAoKu9rjaRsochOWbKNbWTy+f54rvvv+77u5VGzd917jCQlJVU+e//H JsnP6wdMfiApUubZF121SNXvQtKZUUWYyqkP6cgVQofHliwiuBDNLS1o3TM9 ROyfp/jtiskwmj+YWuoVyoH51/baBfjz4XB54aJIJx6OiY1KNFSTgRrOesFp 31FkpGJW2qHCwQ2rvMrdXgtg1KHhvMe9cXRXO93U7A4PD9/LFOHuXyiiunyT YPUL5MKhrpjhkTEp47jiccyDPnfl8OJUBq5XWeufROfgsuZLy/XZU8iOm9xs 6EDCr0bqzxZVsXDUQ8q1A2b9xJmSvgi9fYqYEpy2VO0AGzKCIq3INzgg2O/R V1bLBRvWvd7IcCFQadP1qzEHz3/rMkmYCrDTU02ypHIQzV/yU43SJMR1bqoH N/xgge3EA7WDSqMonmcoK1ivAKm5R71X/kMDnf1bRuO+dKOY0wu3XGmlwuGP a8J8qjvR2nklapI0efD1zQoYXV2Lupul6iUyVKyhouYxpkTBu5ZHH5rjR8c7 Ke+V14jGEFuUuLpvmAfHd62zDW+QgY6C94r+YibWO18dpDHGwpG7S/NuPpSg IV4cLZf2hyB/yP1Y9JWD5U5xOJaOZBg/YXgl8Lc8fmswk2OzTQiW5cxQ5+BO 5L76jJGypQBCX6OMrIU8uFU5w/BicXExreKaZ70sHFhfk9MPZNBhqjBDN9Fw k+GXd29PC+HOvxZzetWn0K0Fti2xiAs+m6e9PmxUhDq6ZoiiDgu3WB+6IdTI ILRULpveSpfFSVpfbBMVFCG+bNPr9q1SWC/wpL14QQlx8mtR9SlLIXgfq0h5 zedh42SHFpIcD1M1LdRIFkJMKteuU98pDaRt0XXc/HaUFkNLyCuZJk5eV3b9 GN1G6FSYqz7xFOAuuzFmUEEd8US5rVkkYeJf6Z+KQmzExLruBzmiSTb+FjAn yz1dDso1aykrwhQAN7gmmfF40D5aOBT8mg9mH47VutUy8DIS94zDHSHOZkw2 i68OoafaSZ3f5wlwYJHylqbQLLSps66EKJUGj6CtqfyvirjTf8DtoDsLfGKu SP3nx4YbtEfnIr7UoQKFB9otmXIQI3R/nriNBOmV/kE5/rIQZOd4V9LBg5MJ GskGd8XEkT1tDNWuWZ/h4oa3+hyoznpTLs8eI0gloiXvg4U4oVDbyEBPFvAd HXj3Rha//6qRwLOYJKR2hSUZflPEYasy805kycAaK9X7Jx9KiKDBsSErChfz P386fm+HEJuYhvkkvmTjscO39Zct5+Bi/gWtyrlkMHqXG3Hl2ACy9Xe04Qu5 +OZjrk+3WjeKj7UVG8YL4ZbtnN8vOeWE364jd0d5Y0iq7e933+ljxIPHJd6b 3kmIsJt80qLvPIhuSah1eMjCb5eSEs7zmbCF4qQx2iINW2uuXt4LXGx6ujbb ijKAMrJnZi5vZmGXhck9VttmCFH6e1W7YDKeuE6+J3nEgamNjit87ncT5nFd rjr7KVjLSMu8+Yc8uC4ib49rFeDmUHut+znysNAPNyqvFGCqy7CjTZIQlFR3 ud2g/iQoBssODW5ngb1xDDYY48CK/uKz97oUsGis6OKbF2IiTXaPt2MmG+uJ lpltlxWCnPG/Ol/tKBDbT07euICKW8P7W9QjZWFk8ehfT8akcQU7vFDFmAJy DYzknotMeHcvOp1/hAVtvRc16yLl8MueKcW9RbKQpzdffIDeS0yd0urYb8rC SZV51oMlQ0jk5TnvqK8cFmutWHj+8VNkQT3R67dUhE5G7mlOaRggFgc+Hjur 302olP5wjLg0QrgTb6v1QzoIb5NFL21DBoijfXR6M+cVceHqo/awMjbIpevo GIfw4Pzumou5rWI08yxBg1MlB6kpyTufy3xH/IgDUfFZbCC/LnuV8i2S2Jk1 nGPTpAAr/Uo93qSS4eC25HRXPhvLNZp9zOdPEbkvtG/5jrOxZ0mTp7N4Nudl e4Gp2k6kZ1+NvWxCxbfb7zubXhIRvvSW2+tT2bBDsUV4xogO2THl4Y19ZHzQ dF9432xPf4gThe4u5mFBsl+BT6YAokqcS8840fE+m80uXvl/0L8EvzRugIuf uTqfu0rrQJXOp7QXRHPwPoN9CcGnHqLBwSfqZcUkiHY5bu2dNkroHHr2Z9E7 EsZ6bdK0Y7+JcIvbq25+7kfZ1Q8W7X0zRNQFHWr5K4YMVbURRSm7SPBCZcnw 8FcmPpvT8rCwhgKJvlXNrkfrUN6Si4uLnrFBWExVqXgmizW2HgthLJ3dlWBb AZ3VR/TpBYy/NBJAjz4nwmyuANyWvcj3TOfhux9blDqYXJwe3tox7SvANbqs HUPGLYTNwJR+zyQXJ3nQHjWpTBJ67bdkb3rN+hBX22w4Lw/PpdxON0Ww8Kn2 tGfdzWxYVP1h3e+LTNxHPLvT6M/HcY1xuoGfqPg8tt+h9xcHTyr1RP99nI7t mhpNYm9KY687D9ZN2v5GT2ucTnX95GHvRc2Z3uoSRPVRuyfIFKF/s946xu/u QdzNcVc1rLKIvPDVHqsVqogEyYPF+QFcSGrVjV19mAnz5ujuVhULcNX+S5fO WCqA887c0I0HhaCp271NIOKBqsL2f2ol3Fl9pf17HAQQotZY9tyeCpPL/Ncz 4gUguD1/fOq8Ahydim0/sUmIJVzhXENNNtY0GVHqD+ZjcW6akYs6FaLI3tZC oQD73ItyAC8GcOLvLnU73IEGzWs7r5UK8NxEZVQ2gZCK1bbTa61loHQ6lCwO HEaL1dIHK1VYgGH7ItNtYqJRIi4/nM6C0u0Tc7ZTpSDoY+QvdI6BezREXypM SbBb2y7/eewQsfwzMie1KYKLuWGQpjcVcy2yS9pSeXhN2j4FtYTfSPgw/mVJ EQ8nGb+vsHvxgxA/fRZUmcfDN2aCOdZTHMgtXRiCE1i48PXntebkKRR/2nK8 OICG+2zXjrctnCG298Yp7ZqYQk2fm6+NqnNh7Yk0+kZ4jQ5SYysbLPn4qa24 84P/EMpI359avaCVSHvkMLBsehgNHd1cY1XNA69aNBGwPp/oVa/uN8vtIgrm MS1uVZHANpDx6G+FccLrIvaecmVAGV/mn1ANNq6x1KiY5nJAPft5/O//qoj2 9RO2yVV8WEx4xG/2k4fO9V50tzoBznC3GnLZR8MH5GV1ZPI52FrDWKKuTwL/ zBsDMt1c/KE90Tl7PgP+nFOw7zvJwgMptc+fVFHxWa2c30XV8hh7S97f6JOG K0zPlewOKWwUWvnzwtgfQu3TsPj552kkztN3t+nnQ40oSiWluBLt+fzy8sNW Iab0aMctbf2FptL/OHkYMXBdhVkhWaMXjZpFX730RoJWtnhajvjJwBGz3le3 lZg4ucnxcawBG9LqtlRdCRNiWre5Sf8CNlS0h+pu/c7GIyE152p1BVjW8Zhu gLYMvJkzE2puL8CNKHV/r7MMCFYV0POvcjG58oxxvtMYujD2sPH2Jg5u6Rpp DNAYRQtkwrbkIEU87lo90biEjf0ZxstTyuXx0yX17mU9TNxzMMZ41eUJtG7+ H/uxQi6WeVJooespjQ1fOn3130yBFINonYB/GpFT52HRxi469nn3WFvwMx/1 7nOJn8Mlw6O0OuVbl9qRX1nXHdq82T3fSKRoqecT3Q3jBTuaGJDw39lfjCgK zE1Jc759mYT9H+SUfbaShsBvyyvXGpNgcR6FUi+hAiW7cmXXSCkRttvKvKGA DvyPviXBkzz4ZI50jxTTwerz9us2MUKw0Or4Swtx4LuEqmS7UBYmevf90R3h Qnj4pg0BFHnwGb67x3hitk8VTveZi/lAM3VcHnSAhy1j0uuiRBygL6yWq9Lg Yd+jRpurEvgQJLfy+p8PbNx9o34o4FUXGnQUKV2hy+Cv6+G+7wYalHno/sh/ SsPPOAXfleMVZnO/sWIoXoT+nsslb9ihCNsCDZYMRA6j9tfm+if2smGBo6lN iHMBGvo2Y74qlQuJP3LaTh4aIUz9KtYmV3Fwz6rBTtq1NmLa+rECGmVgJwpn q+ejIkLlm7Ogf5bPd86Fgoo7E4SySkRr3+kixNSv/naQSQGrE1d3321k4wd3 FHdQTeVAKcd6qP4LHWesyanBlTIgd23qiz9fBj66+5vUH5KH2ABRUPUOWehL 9Aqn8RhwNuOHw/AXIZgk6+vvX6oIbh/5Sf9tmf1HVxREjRcKIFOnM215/gz6 H04kIGo= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 45-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41PsfxZkZY8xYZh97i6TcUri08n2j0CLpupYohm5clRZyFaVEaVfd lK2VLCWijcrng2zhkn2XtYTIzCgy/Pz+OM/7z3Oe1/N+znMWeB3c8RdJRkam Yk7/v2NtaSa+7waRDOn50ez+erTVZz3ySmXBVG7T2d48ASh2kMNqrhcj9bLC T9unxwjzviuZbE0R0hrNKAu6wAZ1OVk7+0IBuFUU6UT7crFUXuq4dKc81LFX 8feHiFFjyDKt91Qubl4RVHH4NR+Mwv9VvSgziRIMs7bYxXJxezW16XPkGLpc W2HGN8pGRkZm9wv4cpj0bK/KXsyFNJW2+dIYZdykbRKWrMDGxxMjE1Wqp5En J6XTypuEvxus6I2PYeN/H1LOO9sNEy2mQbHb7FmYEpm5ZIEzCxqHn66bjeQC 3zFgqLyeA4RlkbHQZAIlcq3k+auUYLQhXvbvRQwwdrQUxzcMoDpe2EyQrQK4 Vf5+8VhtH8LRxr3uz1UgJOTFKbFRPQo+kZL/3YmG9bQXBEhUKfgOyT7WXF8R b6WUav4ukqB/a+VWNOoKYO82U49LzXKwTOvQoVwtFl5zvDZCT8LEjgHpX8o8 ZfAYN56WR5sh9ur6Jm5t4GL6PjbbaQ8ZHmTrVQ6SmfitxWzuro0C0DtcYj6c MYCOGB2w1nTiwxexfGMD8OFWzSwjiMnB4l5psLsrHZxX1eUOAxme6OccM/hA x+1WDe/e7hfASMIrv6H+aXRrnkdXHOKANnut0qDlHBcF/bMqxkysJtU//EWc TazUPrPlVpY8pv6Wx2tZwoLEcrPXPRtksO6jo0OpAWXE3y3va/c5CSDlDnde iBEf26Z4d5HoXLzjxsVeUl4fyoyh3ckvmSZSi4qLLQ72EsZVDvNTA/m48mxT 6Ra9FiJVs7tTJFXGcOJubyBtmjAdeJAr+snC/hh3yIUpQYV+PWXZRSW4r3Fn cHAlH3rERWORr3mwa3bwfl6BMl5K4hzwjhVgI0NJ6FLrcZRmmNzXocHHwX9R Vnb89wqZ9TWWEGWycO/WnnTrWBbuC/t22OUIE1yuhMqH/cGB67Skfy43NCLb DvbRwTNKECM48vjeRhLc7Drn5/NTASI89yRIe7nAO70/p8xumti9vZsxv18A W3rtupIXc6H2xZsKRZaEUNNL/JG3lo5LW/TucP/8SYylJ5wbmfO7uOJ5vs8L OTDT6X7wzFMGIkYlY64UDm7S1xD/weXiYt6JlTXqZBhVHSiVVIwhj7A9u3gC Dp64iyvLj35BiXEek1aJAhhzfpOQMFRFhG7bnSDmStB3jaJQO/hBPHhUEmz2 Tko0584GdSoL5nLfqfd+yMTXBjqf5N5lgiXFV0/cJQuDSUWBD615eMv++peu lG/IKFO1rVM0x3lhyqDrxllCxN5mLr4uh39cId+VJrGBVt9rXkoaJBzi+w8a O1LwicWDV7XHVeCgDtkm/hMf729fdoaCVGBhKG7TNODj/LLBapsZFnjZxmAL CRt02pd32EQysUjy/uSb7EnihkHgSdY1Dl4jWmpnIy+A7ydNd4ZHUiFumJyy fh4VyzfRRJfpdBhfJF6eKpHFhx8ydAz8qEBvZqQMnlSGCW2t04V8NnR/Panf GE3HzmbVH0030CF/jdaks8JXgiJUraSR2Di5Jt99tGQMbb+XH+ixQQlPrly2 8PijNHR1jb/e1mUS9Hf09s4nzd+IIPXLwQrXvxDaZZ/3XD49TijFk1Q+3+gn gjfr5Hic/UZY8PSs1E7lEieiknoulrNApSXWuPspH47b153M+zSJzm25lcR5 qAQZT1K2PpbrQAOS6Kh91zlAfl3+6klrNOFqZ+ylf4oJBqFlAW8yyFDV5kn5 q5uN6W12lQW8KeJ0702yZisHB5a0B/pNykPYdj+pEq2PyHoZFXdmMxWLV5am Hb4iIUIUum6vymCBb52h1cg3BryMqbjUNkTG83Ou/Vc4I4OvEbyy+G8cPOgY t/sXrR/V+O0znHdzzkekKhYGJaPR0VTd8mISNLl/3ba3fYIw3pk+o/OOhNvt pLqx1jPEpT9vr7hRPYw+rDNcW3VinGiM2Nm1PIYME4ldKTfWUSBbe/H37y3K OH7EqSCcIg/3Qj52HhQ2opsyWdIDZzkgKKZqV6XL40UOo2YnOvg4obJLtVeZ g2OYz2cfsvk4OYCW1K79kxgvMb9ydQsb7+vJTB/oZIGtf8Y6aisTDxHpsW1h PLz/bFblpd8V8HHstWnNcjZeYp/6dBtbEXu2t22OuyGLNcI1OLIWMyitzndf /xcuXpDmU6ymIYOpxxbc5T8XofLLB39yJ4cQxzw+Ss/1BcE6umZ6U3MtcUf6 YFHBKQ4sZ+0yhRImaKittp8/ycfcCH1TPVMm+G3Nu7DeRQBFHyJfztcTwHwl m6v1Ug7eyy3p8ykX4Mm8TGt/XSoQuoa2CXv60ahDfd/5Mj4O+pCqaZ5egLRd N+43cZcD3po3xwN2itCiBVmjNdpMkElS/vhk5BfRJp2scMtigq5Qpe7VC1mI qIweQf8wcF66jr/PagrYG3oWPI4bI3zcfqalJLLA38EqQj+YimeDcsVJrXz8 e+YfSgvu/EJHUvJtxkVzPG1LqzyzPxPRe0xi3Eb4+PpsJNt9ig0XmsX71+5m 46LX1SYO5CkkKOfeCOUy8JCHyUT3wlkiW9I841glRe3VnefFuhwQ6roYL63K Qy7UuJpmJx6e1m6xIK8fR8+yHDNq530iIkrrt3t/EqExoXmday0Xzgx8jWPI FxFfdWuH7fL6iebdNlOWlRTwCGckHVKaIJzjY1yydyhDOU/u6gU9Fj4S6BT3 aooDui8fJ/56+pH4wr7ybDyXi931bKW660iwXVi19L2Uhz/03PN7qcWAH8e2 NjTqsPG3J/WPUz9SsYOTpX5VqwrGwdLS60Oy8PD+Yq+8NBK2vlDz5YRkhujJ 7Cn0bJpFk/nrjuwa5oG+sGzM7Hwt2l6dc+bhJwEO7/2nxzJ8DE1lzfgGWDOw Q3bcy4Wfh5HY7mbU6TdS5BkVfjwUycNuu6+vbqsqY/PYbzombA5kNlp+PHdR gCnLoyW/htlQ1XNh9YYOFm51dNfKiuFhcs0B2wJfCTJ2MhjPWcLFXf3jbaf0 xCjfYVDR6iILTxys/dG2mIWDvd2sJbUqOG1x05HyQWWc8vmr89rpSWSqNeMl KeLgEWvvWN3NZGyV49sSZk6BFd4F1VFHO5Fvn5tofb8C5gwt1jD+UIS+/uGf qMYhg4jp19Ic0IdCy/tjaRpM4JOH1/83XkgMNE8UbmpngGmG8KwgnwrqTzL9 bp8h4Q2edPrEMjKEt/5WY2JLAqfInJE2XwWgvKwx6B8vI6riVtv7BysCrzKk JPInF2bYpYtWhyiCa7XNlV0xAuAtfeAy/IoLHVKqqsdCeZDzVXtKMPhw6ZLZ 2lMURUisLVUxCuFjp5isxn9FbLjq9THjuDUfhwitzT/e4UFYd5CGYjoHD1xv Gjv1qh8F5rrnjRDyuGUV3A9ZSwNixmei1IKB09mFHZqJSjBhmrRN/akEHVLn kNduUgE1t8c+n/4WoZ7XDut8drAgIdNpqdvO92isddZhRcbc/7ob1F2yFRNb QqtMUj6ysXHMkpuLhb3EtPsjJSRm4GJ2W/aamhJCu9WPPzyXP957efWaud7V 1L78aWj/e9TicKjQUZ8Krj5R9gltLJweIX33TVkJVHPdx5oaFLCZjIGbhiYN 6OenGsJ4cuC/0eSSpZMKxJ0SRdRukoeZ5fQh7ogSHH322ft7gwAiN/Qfj1vF gsOVvOSnlgLQ5D3bk0Th4fWvLzp+HVTCyRkWB7WEfLwVzmQNhMjCIdVj94sN uPhG7z7GBT02zHq9uK24SID5V9T6tN148MvQPZzfwcY0xiEhpNAw04X66LIe E0dW7kusKpfB7xNubVCdZePYVcahVe9kgP5YHWyFcnjqcN2PzmABJkyvPLsR wMCKy4VG6lgJ74zJnQ4U0vCj6Dq29QUazn/2a7TMZQZdKvSUXlPtJCKunXm0 OHwEpZZU1mR3NyOpR7ezz+jc7tdVnp1nQ4JAmtG5s17d6GVQ4OZ+NR44jJcn 5wYmES2/StfRDTj4gOKOP8Mqhohl3Q5JUcJpFEixYSmsjyOsPW6TG3YJQLX6 VuNC9Itg+CfrWq+jw5Eci0/C7TKwlvx29sf1OV7FmzdSLstDqxt16oMjH0eR Zf97a6sImzeFaz4tnEYnI+wvDFnJw6K36s52FDpknxvotbEQQKH4mPqWPBb8 D4PzHA4= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 46-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVXk4lPsfxWAwlpl5Z7HdCdkiEkVC7wfRRnJvkhJCJVwVLcouupbctFpK qy1UZEmo91tZw7VvKWQrS/bJzs/vj/OcP885z3POc+Sdz/x5go+Hh6dqDf/n NI7jfx7eowQPX96F1wPNhC+/XkjNVQwW3rZd6ytiQ62xm19aWwUhXfmx58DS BH66Ni/jNodL/DH+ovJiFB3Ktun09f0nDE10PZan3wzR0ar7c1qehdo3Xaw+ V8iCHasqn3KeLBIPNmfvs0xgoNBZmc+lJlNETGO1EUv7NeGGNXhe309GfDkn JU4iBlAawGnvDypq42wNShGmI13Gs5nc1lXCCUvrMnXhQzszZEOxaAa684w/ 0tZyFJdIVhc8Io8h/vBXqvK2NDA+EHUj9iULWAd9RqqaMbipeGLhQPQckcQw JbP0xOCcXa+F5qoY6Bw0mbnfMkj0N9iJaU5S4GjNlujLjf1EZjjr12IYDfz8 8oNntJsJjYiFDSaDIkiFI+/DleRHBe97zsfISSAL/grZLdNcIqMyaShmmI70 rzSGqXCpaPuGWY/3UnxognFfqEhoBf/k/1J8qyAbiXjQ6YdcSTD/6GmndC4N lRivvj1mxgZcTTckkjpEeGv/bS57iAWElOKvco4Y2Oo1vR0FEphO11y+eF8M fTVteVfiyQbFRgvt2fFVIm6dY3cigUGh6h8FqRgGrcJq1yR0qMhNVEh+33Qe rsW5ui8um4xEv+uJdvymQ1KVUWHvTh5UHZJ6fUWgGj/dUdrocYgNdTek0kR/ DhKv7gk9fF++hMfFbnAJvTKA69Ray6WfZ6GqtiPt4TWdeLrs967pZXH0JyND THdxBdcdfPp2eo6GuqXneu5aUKFarZl/Y7QYZFXMBvxcoaINfNjfLgls1BZC 36SuPUM835zS/02GhbwEUpe/WRURRv2t5XglL2RNSiZJ+WCoP2js3GFvKnwN Pb6l+SgTbgklX4ppaSUuaJ4I2GNFhXts78zHZnwgqp7q/ihXFMKcXB8s9zHA LFLLo3nXKu5w4DtFboAN61LCKVpmLGjML64WpXHxUNvVwtElUVTRofKQYTOH y0+MCjau6UVvynt/Kl8AHnbH5SZL8UHYOHfCjh9Dbc7SvRNaLFTGDNCqlybB igzPV63YKcIxyPUYk42h2DHVzMNCI0RSouO8aRIbhq50ScVF1OP++x0ezDC4 xJk74i1Wr+fxp6nlvkbvlvEbaRUVlo50MOF3U5np5oWlY8Hul66y0T7P5gI7 /jFCW/3Z1LY2DHkppA3Zma3i0wA//2sjo9l/SY+Wk+kQ8tleUi15BLe+P3BG 5yA/cvrXdp1sGg3OrCftut/DQi6lghu7o2ig4I86ZTVZ6PQ5pmZRLwbOu+8h Yy4dWrvsFjETOprmlgYWr/kalWR49jxiIv3pDZa7yGx4aZoX2t0nBImjpDTD dYJo5b3Zk5cVojClOKORzuVF13mVgzLLhECknZI2FCgOR++oTVUsY/B9OFCt NVYE/W5kD58ii8F7/T/mbYWH8ZHHcQY9gxhKqX9vP14+QRR7WytobKSiea2N CldSnxMj2V0jR07OEqdjD3RltY/h8rE5g7EqIzin8odrTMgUTr6raN7Z/gP3 3bs+1/HaGM7nst8hQ7MED4hI7o2uooGOYygn1IkKL7LSLDIFvhF1Sd1fHJ4w gVRY9SbrSyzOOruj0tOQDpr+lT7FL0gglYMpF31jIJFOy5oPzAX8UeUtv4QJ Jjpf/vW8+zwZXLT0A53WD+LZBRGJV/cKogVT4x+NjbO4n3B3vN4LGgjUB1JX u8Sh4F719c4REspcTHhiU8mHbuLMyvtjGFJPK7D+C/9B1Lt7bF53l444t61z DArTiPHxdKWqMj6oznPoGzSdx3WOZKysf8eHHgzpaXYV8cB1m/hNt+tGCctf RtPpZ2bw1rAj3Rr3SGCiuueAtb0gvOYoT052iCMj40ozg7PC8NivoevM8VZi 7JuzP+cOE9hlgpzaDDJqDKYlKGxjII/eVxmDXTQIKH0zW/yIjkbwjITOICZ6 7Mz7Qr2Tgq4g5z36GnSUb58nISUogZy+du5NvM2LpGycWsvf8KDnTW4eAz8Z aJlHUa64hhcJXpZ/xMqbJtLW6+lsGx4jsB33I1Ts8vHLRqmrz5ua8YfLTxU/ BGPQT9Tc/B5JBxmpbVZy8yxkUawz8niYBu4WRVGGh9nAPeGtF5f8gxi3bu6P rGQhZCQ13RH+ieDYmXlutReAE58+DF114RKK8tnj9Rwq8Bb2jjz4toJ3Ls9X H82mQmq+T1TELRKE1cT+Ii5RkJ6Ua0bdYUGw2uz0ITNxAtd+rRo6cQkDL2vT MDVfQXSteJBaasFAnwrrtlqTFgjbv0KV7v4SQyOOW39/V1jFI5/Sn3Ze4kFf 67oiZ5QwSHqVGvfh4TvisGBiffshJtot2pIzrTxD5GQffNG4rgfXKFzfEjnL JSaO72iya2RASPC+8EPkMnxYqXHUsmgA1062kNy2JAiOoZTks2K/8d5e0ZSY D1SoYgrciFKhIWHbjytPGSxQKshMWnzZgKt/aShZ+MFC9iq7l5UM+OD2yXEP Q1EGGstqzkxvEES0Ev1w/UQaQr7LFbdGeOGxV+unLY/5kXlU/c8A7goOpeKG NvG8aP69gfexUSaYSf3Kt/RvJg7U5V591sNGkdv7C97tmCIWslfcfMwpiJ7S b2Q1OU7MWN6NCCleJvY7j2PdO0TAwXL4TbykODLx3hSchTHhVatJwz/RbCSX 7ycXOcyA2t6obTu/0VAI5rZ/vJONSPV/7/7gxiVGT+/yvrCLhboHpjqDVWYI 78/Rrx64YOj3mcbZTmUaKj1judx3l4aeK7d5Vw2JI3+r25Ydb5YI3T9WnLmf MCRnlS8eZC2ATHPdOoJ28INy3F89tc09hFv/0WnDAWE0ZFy1n7+7jBj+yytJ CiNBuK/XPyGJg4R/1UCCkAwV5rb46M9NlOKD7b8/7vlKgXQBaWk3BWGQznrl Hn91bZd2w3lGmwUg9It6/dbdfOCg579hkSEK/AX1mgNTlfhjiy7D3xclgFnj Vx4+xwD67XAlyhUJsKvb9e+xe2xwThDpeTfAgm/LgpKOCmSIjWPF+hUz0eCt tongNwMEPmixOpAjjDr04InfdiHISdEVSl4njjLoH7/JJokBn3DsSB13ljgr jZG275GA/oR45djzXKK30Nrg1J802H0rOd4msJyY+LJqvekFBtr1MhVp7r/x ff61W9Ma6MjH6+OpEfcBfMk+VYyYoaC78tJ3vHWrcM4Xd9bomp+HF/3+u9y0 hMtyYnpGPEsJlyNJEjJBQmB3KsLqQScNZSd1OKSIU0Hyrf1EW4swkqv0STVI EQGRyIWWIKYADDS7ziweoEFi8HRY4x4ylHXn8pyKpMKFnB8uky1s2MIRfaNC xuBcDTPlpQkbZnl++v2znY0MC6MPDg+JoaqR+Ai1/Sx0u8+DEqVChy59t+zZ dgYSopw9DmlCyDqr2SzwCw2F13gk1VbxINtrdiIxKwyUoKfjX/uOB45JVNwY ekxGC+eaZrt82Whvk+L5rEPiSFTjuLY0EkPeN09690yKoNTYJrp5lBAa3dAz OFzKg65/dFq+KdmFl4lpuRzYP0Gkl9fUv/7eTpw1E04TX99GWCiJr67bxQdL kZtPxen2EQUXz+8dkGLCAGXW9Mr9VLxjscJARBNDLlLpxm1vxvCN362TI46v 9RLJ2DusPMDNHeNJLcfYsPzWdUIjYwWneKUomRuIQFJeU1kSmQ+2k0pWZ2+x IcBVV0SSLAJfjgoufD7IQuF2kylgIgF794TKvvy4RAS9NjO3KhAGxRJpW0t+ Efg3dlL7+9q+A5WtvPp8BNAR6yhP3ad0pOqvT86PxFDA/XucPgEKmirx3jrO FUeenjrGcon8aKh5zpdQF0aNgwE3g1L5Ueuzg8p9RoJwA/PUfVdERi++/rpQ ECoBJ0X1OHM2omiq0Wsnm48JtR98zzoGk5FMK/l5UwETcm9qW3ecmyUm2tkZ l15iyFIncGdocDnx8M9DP/9ey+2ptvvElMQ0Hll9Xsfv6TxxPHCbnFouD5iH mtng14VRScOpnRqXeUDr9Upn59chglR10Kbz2QxO2X6NcnyZCuafXXeqrycD v6GPgnMvhhKyJNpqTtIhLOZwx0QvAymUuQltSqEC59nZt96aVFBVdTrnt/YL HdX7yrLusECt4Vb0TksmTKlK+a58YcP/ANbNGSc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 47-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk7lO/fh5kZBmOb9W5hKEkpUtKu+91CVEIphCSFUkiLiigkRB9SKqQF ZYkktHJdSZbwkFAMQsiakbGMwrfnh/N4/QPn6zjOeYc8dx+hSEhIVPzj/1fN YdewpdcQkqDknsnpqkNGlfOXrIrmwuTrryE/3hAQp9PRdNP2E5pTVtRm8VdI 7gmpklpuPY5UhzLLzoazoOW9jW7hFXn4wlrNO+4rQlbmMbrJYdMoYXn2DrO7 HGzhckfNXVeEImsrDHkrcpCvwypLxSJZTHnuouSCOVDaZWB6JIuFv/INAlJk WbiJSCkcvS2JD7KftG5xpuCE95tidXJ5+GYSLczabIBMS8zmH13AxbQrzxbN s2bCSZPBUxrqf9A9zhY6b7UCbMpPsXaNUQZ9q82i+PpuZIWng/zaFcGucuW1 87WdaOdkd9hTezb4+uZdEq2oQ0K35Nn+bxSwFn/eqdFZNLy7YaHbLn0m3kkr VVk5MorozrmpjT85eO2F2mCtUWW80W6WAUeShoWceJk3MtPk/fmHVqf8x8bv Ns28djAi4KuaWsWBF/3Ie8UJY5V9PIg6tq3IhVAG69VfXg8AFZaYpMua2Svj 5i31Be+OE7C7NtO7P0US31Zz/B6H2FBuES/cyuVCg6x2iJK+Mo7SG91lp/WS 1OMH7bidTcca2yTKPEc5cK/c8FXHVglcnZBDjW6pIo82Fte67yNg0nuiq8Si Fz2LlUksLPlLttR87v/07iepX2Wpnnqah7Vmao6IX7WSqSrtrSNTijhbfFvq KV8SVnU/ej0ywcT6hdoR7lQWVGjX0ZZeU4DcQea2gDIWXkxhn3C+S+BZBpHX +i3HUNrylM6WuTw8XD8iYcopQIadDSVkmSQUXOrOeu/PxZ0Bv07aeCuDDuNl dkccATdkkn0i6xvQy1a7LldpFsQS3hkPjChAX1pPcXqlBMEHDydM/eDAs7eh jyimknDAop2h3kXAw60Nwuc0ZVzaqJXI2TtBfrSsuxgZwMXXluUWuuZJgTrD sGxcggbBQ6NCWxob53XoZP8JEiHHgMMOXIKNY82fHdZuG0T34hzFW+4REL3q q/07o1rSb9eBBBFnFGl8yni+yOUv+ehxyTnDgilSbom5k8iMA5tpblqi75Jw aZlettsgF3vMf9JrazRDrnQIssG2cnj8OvX+VDILAgIl6Y4Rv0jL+C5PfSsa 9nC0v+ocyAZPDeq2+DYedhVcN9N1ZsN8PyxQ0eXh/Anrp2qTXDhkEos3jbIg o/tj/hMdDh4ZLfZ/myMmZ36wKEQ3gdeOLDbbRifgJl24mRLIgLgB6pMNatK4 QiVrZ8T/KcHvBSKd1FFJXFkTpvzwIAPkvjGe9PorgpODfJ3ULB609/lrN0TJ 4ZYfuo/85JShcK2q2Fq2j1z3defxvGkuTqkptB8qEaL9x2fWxn1nYrHe0vkX Hqeh0o0LyhyaxeholEXr02+/SHGmmk4G5RfJL/t5OPLyb9JDcHGkZ38feW67 xgvHkF/kVbuRE16aiLwYmtxxrZwJW4r3LPOazYLMp092Zki1oNh1R9IKfhJA fVX+8mlTFCncmGjupsUBXb+yU28zqVAdseXSFSUCywnMKt9zJ8kNNxJj3H16 yOz80Lig7dJY06dJc6PVJOkr+/3O6kwmZK8884KjxIT82IoIQT8VzxfEKMgU 0XA0yS2L/8XGVsBwWP+8F9Ucc1+udouFHWXcHAWr0tHQUKpm+UcKGC66MVtj 4A+pvz99WqOAgqOKQ5lmFykQsffOspjqAdQYuuRH260xsiF4/3edWCosnizw ss2XgRz+wuHhRkVsYyuaUVeVhwe+n1s9nRrQozN3gmY1EkB8lOZXpdPxLoeI 20E2POze8Sy9u5UJhYo5xotvcXA/mX5X8M9bVgQ3enG5Ir6AD5mu1WHhExeP crIXMPHBZsH2uBhJvDr6Q0DHeQpO++Lm3tXDwcukL3iOZ1Cx9Pl593m5I0hb 3tnehDuM2BvjQ7Vs88jHLiOnXGhfycSpRwveX2JDnU9MIOUiB+bOXmOuLubh h571upQqNhzb+SZ8gw0BeXruLzTn9aEhy7rOsDIeDn98b/RCzEfEtzU6bmAv BUcF3bZOSeNowbzsoRq+MlwrN6FYKkqCYEpcYZetDHdSd/T5P5SC4MqoQeTD wPK1nw6dz5EB8+UH32fECUkKP+37nGAueFhuCdY+J41le62CLTx5+MOragNL 6iTiNM5rzgxTxv2OBmPt82fI95VR9hv1Kbi5ujVMpMkG3e5XNLUDGNlIx9V8 28fF/BA5pRCjMfQ82yqzVq2N3GzbEj9hPIGEThu/2NZyIONBrXGgYSnZp1k7 YPamizxR+v4A01UWHAMZyV4KY6RHY2NIdjALyrlS/4VrMfGt/iC/GS0e/vW0 LiP1szTeZulPWXiajfG5qdIb/ZLgHUcvvFohjY3Da3oujk6Tum68CkVvKhYX rvd2GOBClUcK0ZTUgCyqXwQltRFYuGY8fnyxCE1mT7udMmZg0fel0WmPh5HI 7Fbo5bdTyHbuhT2XJBXggFnfyzuzFDGF3b1zwQ4CnjVs/nz1GoFd0lh7M1UJ qOoIX7O1hYljtscVJZ3g4jHP2nHBQiY2aa0rt/Nk47SFX73LexWx8NjeZ/IF M2iV6vSh0Q9svOn8jv0+/9HxlhdujQEbaSBpN8kZv9uB3DrtRjZ0yWJzlazf rUvKUN8ej3uz2VQQjYVQOX96kF95112Zucrw1ut2QfmCUrL721iRaTMDsnVe XeSXMmDO02fH7gRR8BPNxOjP7nQIbFpSY2BCgXV2O68qyCoBLb9Gt+t3GVly 0Jmu6MwEbqVvyZUJDliH94y/P8wE2+pt1x1iCdg3sOP1iyPyuHE1PPRdJwOH 7nbrWKco43RWUYvKPQVISs/S7b0wibzmsKnrTJVgl5XrzTX546jjleV6191M SI67kTYsKEPCphnLZZlsSLJ3GVpeMkHu8KsyePKZhUOvrlgZlfGT/Gv/WAGJ GFjP68/9rS0VJL/pGG9gPh2qK2MptwQzpAo/sq3/eDF6XHOjJJnFAFvXUPME ARNf+Wp+ZLyQCbNe2wu/1svin6Y+ggfeCiAXNlkfwJWC5h5R6EoNNsRdGgmu NaWD0uAS4pExC848/+k8XE/AK/2IS2foXDhZyU3J2kzAlUFu12Y5AsswvJzg iQxOrx5T0XnLxlcq3e9VlUtglT+D8yr1CXx3tb5fVYEEJN5aNcNRlcOTJ7+M t54jcGijzwb8QRnL6zitmIMV8JpNg3p7SxXw46gvLONwGWy5NNDBLZSCI4oO TkXPaiVHPmnEWUn9RqkllTU57d/QwttRD6eiG9FOTcUZtW0U2FyceqBjfRfK P3t6e9dsLizKMTTU+ptKNv4pXS+ny8Yy/4XlnBQLyaXtlsmhTn9Rld7wMX+p B6Sx4x1qvQMBpn0b1LuGJYDhkaJpvF4OOvZuCWAMUmEd9d3M+I1/vSN7MkLw QR6a7KQnP1nxsDa3PX3QiAnbTQNVsor+ooQPj4tjjsnDgndzrM1oclAiP3I7 bxEP+y809/hxSgrLj549032bgxf5raXnhbFxccbzRO8WBfz7nbfB0Kgilsrd HlpdLI176ybOoSWyeCTnusi3Vho3JFkt/GEoDR2L9kg8WCuHM5sHz+QHKgF5 38agzUIJ/6712EpQuFDoU1DOF8viuQ30tC/5XJDIr37I7BUj4Tci3SeLjStc 57TbtJahxN37ek5MJ5A+3SZdS5mjZFjFaX3fR2LEe+qeUH6aAsaBRnvJCFm8 5p3x5RcrKaCXMy0QNPeiPpmyuKjqMZKxLoThNKUMbfc2rlG9IQu0DafmH+pg 4/zh9q2G+zgQHGnTKOzg4GLwmL3vCAv4SV6vvXWV4fvi3VOfwgn4vWj2uekm AlJahtW2rv339/GbO44rK0Kyu2VdgjoT+2um6T0w5mLrBB5Pq/NfFxa58dJd JtB11uUTbidpeMJ0zyL8S4SOGpoO0POk8J6o86f+TLeRK7mS6z+qS+JI771C x3NT6GzB4KqtYjFK+iCeMqZK4qUO9CCRzSRSDUrjfub2kOcT3RXDm8eRw32d kRM8OTDSnuCrnhahgw+NZ42J5UH152IpxdNdaFdi/KRzCBXr55rrawT3kxKR Arb5axrO/diCtKuGyfON1hM/1neScr/PGl2zwOR9U3uFZ9X9ZO4Ep7Vtcyep Jbu4J/3ORzKr03bIlS8Nb6Nrj9os4+Leqy3hMmlycNix3CpETwZHmuRRjplw IIu7gSmelIH/AfnBG7Q= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 48-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVV3k41Pv/ZWYsMxgz85mlRaRVm0h0FX1ely/dFFFCN3ublLIkRClbJJWr 7Y6tLFkukqSI3u+0GUtkKYzsVLZkJ/Tr98d5zv/nOec856g6n957hCIhIVH9 G//Pny9on3N2+IEkKPneeT31KKIxrK+jQQAzhZ/CuooEYG4bYSGlUoUWlZW2 m88Ok8rXRQmxFdNoyffssrNXOKCy6FFIVqgi1HG28E/6j6ER2zW6fW0SOE4z d5fpv1x8Oywl+K3pBIqqrdDnb8pDtuW+rOs+8pjy6KjiUcyFBEbcfrtULv6k rB2YSufgpx5FBqkeVOxIpLUaHqLgGoZ7RLKdANNCH6qpWrNhwx9vS7xn5lA8 11CGv0UBopw5+Q8tOKBlaTAW29CLJg0DR86w2HCwcnOkX203Yrgfr5k6wgN/ /ycXxzbVo7GMnGhPNxZerazqNb6Aho1fa40coxB4N+2d0ubRceTRS9x4skiA dc/VhqweZ+GpYJ3OzMXSeJgbK1skO09aue1sME3g4eI/fxXaGQmgQ+mDyob4 IeS5yc1YyYoPn3otg1PK2GC9pa5wAKggvcOlTsTl4BbDhpLikwJI8TOq4Vyi 4jsqDm1CREAck573ZbcAPtLXhilqsXDglksbX9wuJDWUg3fdyZXBn5v9/QvX CCBepP+s838SOCdRrFt/sYY83vS69oSVAO7ei39lN9OPHt6WTXjxdpZU0zhB 7dnWR2pVWSxNP8PHFhkCOmemnUxX6mgdnWNiqtoNirCfAjq9SYWjU2wcGNdm 4vKVgIq19bT1kQrw6MIbQqeUi9dQCLdD/wqwgciuWJw5hTI0U7s/L+ZjO9mW FCEbI/3uj2/JMknYl+8SFfBSgLsDhzxsPFlg/ExT5kk/AbcFnv/dM6JAm5ej wubLbAhxPBw318WFnv70y4cXUcHevENuaY8AyuiD8lOP2fhd0+oE7v4pEgUm VtiVCnDkxvwXx55IQVIvwzdysTSEfB8fPkAjcNO6A1VWWRPIIfCwHU9A4BxD ozbDoGEUL3SYNowXQOQMPT5Ps54MMLOPG+OOo7Dec9mvnX+RSQ/e+uqXzJEj gbSP99z5YEBzWT3WJgmX9RNNtVUU8OQ1auJcCgc62g8ePdkxTFrE9pzWsqTh qkGvrWnXeXB6OXVHbDsf39PNe73GjQfLArBYSZ2PRXd+RA7t5uPR8dcXnudN k1Hb1t5KPMoE4QA1TU9FGo+bWS07E8OGkRVjG9LHJbFE1s/s538ygdEol/bt AhPWRQ1m2xex4YXukmlreh/pZa52rxYTeFpj/bJzDzJQ9/WIr0k3Z9HxG+at WY1DZKGBZYnlrd85LPtyOOrSCHnW+fuS80sHSV+T5Y8dwobI1wPbXknqvCTP h6d0RorYsN7Er6REggvZWWm7/5P6jDgG4iFpYz6oB5R5Pc+mgv7zlc6rGP1k bkG4MNhEGhu+3VGpvHCO9Ke33d2SzYYdPpf77Js5UHC74qq4n4rHhObF34al cTTJK4sdInDX9ii1ycMDqMb1hKbKLQ6+2tmkkzqVhb5/T18pekOBLiq78pt4 ntT6O3N+eQkF98p3mi0+TYOr++9ujKkeQF56L99MjE+RH0P+bttwmwrLxA9C 8/bIQZ7yqh8/mpi4Q+LvYiZHEe75f2g97fQRqb8p7NiL+LifzPxXHMjDnu8T pGlUNj6HnXfqbuDgIPtJWRjhYMcWsYkwRhJrPzhRanmChjPqXE70fOXiCFf5 aGGJFJb2U03k54+iZJPpa7odI4jYHhu++sATcmFGgIySexOZMJe04uVFAl6d tGy9n8KHxQv/2LN0mo8bRxcMKnfywHV30RU9GwFsrY7OftA+gL5b1HdHlPHx utGQtkON75DyAaOT2rZScFkqWa9aZQatUM39XqPMggKrlalhTRQQz01XHMxl wRmTyAUdX2QgpPLGIPKRw2s+tKq67pKDPZqOL/8TDpPsur6SI+8EcMrCMGSt rzTW9rQ+OmzMwf0O2hMdy36R+/60yTNYQsMt1a0RYysJ+Ew70VvJL0U20sKa Rise3quTe14tfgo9yrXMrlVpJ4mbntPC+hk07LS97kAtF6bUr57TfSgi+1bW DpgW9ZCmIW6OEoQ8OATJpbgrTJBa+9/nGvlwQcSTun5lNRtnlYWZ9f3WHfvO vfunXxIabCxUDTTp2PhKzdfz4/Nkjn1SlfC8FJ5+sc3TboAH1l3Tui5STci8 +nFwcrsAnz5CVRP/NYFmcuddvIzlMKMye6j70igaM70Vfun5HJobYf6tK8MC e9O+p3cXMPFohMm76BwBnjhdOylexcY23U4qied4OGPVJ0/RNyZWD9R6XRYh iXWWzDuPvyJwHpnAqaIzsOFjl6bA7TSwrh/liq51I5fug6N6PXQcJduD0grK Ud++U/ELCSqs9qJfTYvtRwGinn9lF7PAATvYfYkRkb2NE6U7W+Rg2XnNUInH TFiU9dD1bjAF7w2ICT3WSYeg5nU12n9R4Lp5tmDvKjbQCmrUe0bKyEXpess3 bCGAV+n/NnSKC9S6zgGmLgEHqndcs7v9u+e9844aOivipi1w33+rLNiU1PgE HeHgTE7pZ6V4BZA+8tdAs+Eccl9EULfuVISDzOtF9zfPoM5nFtuO7WUD0WhE Jf0q0HDzL4uN2QSsDwlL1Xb6Se4KqNJO+8DBp64XuTar9ZGztg8U0JgcrvNe zPaveE8qN7vyB5bJwM3t+mNpQklQUo5q7z/5GnETjhVF9ivAgWPhe+LEbKzT y1R6GUfAgkLb4U8NdBy+fV1osRELGBEzDYE8KSjVFkR4r+KB8OJoSO1OGdCg JpzN3cQF70dfDv34vRsCpZ6dStEXgEclLzXHQABu2OXF8fc8HFp5Ir5KJIGb fRYGqbXI4xmPuslWXwHOGLPeqXyZg+U3OG1ahBXwiFnJ5JUzLPzgRh3H+Ios tmviJjv50/DVUse56AWtJBa9EYX0jaL0t5U1eR2NaFbex8LdoAXtXsn8pbKD Ak9ttlTd9PmCCs6eMelZyAP3s1Lcxrj/yKaf77Yx1Al8zf22o3fpCLm+wyIl 3GkWST1sMW7Ov08aO9ylNtgJ4McaatSSIgrInUpdabyNAafubC8Lk5KGrdTi X5P/CMAs1JTcW64IzQelZ8ot+fiJTsCtWT4BJjuDlHJKZ1FzgCD/wTFFWFG8 yNqUxgCa2uT7A6V8rBagK/MkgsDLebzDry6y8Eixp/b3cSYeludINqyh42/1 U75oHR1fmGqJ/vEHHX9MtlzVpS8NaQVavx7/lMfZLYPeBUGKsDFr0JRixsYj taf+J6DwYEi7n+OaL48Xf5TJqCvgwfFM3dKspFk03CjI9MkhsLk7Hur1r0AJ e62+us3HkVT5Faed/pokIyrOaPknTSOt43eS8o7QwDjIaD95lY7F8ud4bco0 0MibF4tbvqFdEqWJT7WnSbmtYXJOc799kJesGWMgDzQ9r2XOnQS28Ox8V+bH h5Aom6bhTi5mU+qWJFpyQTnZvdBTnQXMI0f5n7b/zuvkzV0nWUy49z6NhQY5 +MLKDI17xjxce9k3eDCTg2+UuvAzj04h6SL6yeo70nhq5z41PDSGmjPdWb5z MnjfDT+vn/Pt5PrU1Kf9gxQc5bl/2MF3DhkZfHOPyZ9Fya+m54ypktg2ypRu qTyHlgRn8D7wvpJZLcHtM/YzyC5xw6gbnwFpV2OmKoUTyPG+8YKJaXnYl9T9 Jv3JF2SWEDtzKIyK318ebJx2GSIlosTEnkIaJhYUVXlmjZJ+TdZTXdu6SaMD krEVMqVk4k5bhYfV/WTyeZelhw73kqvpa75m3n1DDmvJrBv0kIXn0bXHbTby sLpXObv+rAIcdhBZhmnI4pa9t3ZdcuVDDk+PPT0jC5n7lmZvHOPhwupbR68U jZEO185rtmUJsN7gF+GrIhpsVFeTEk4RuJ56g1JM8iAo2qw8LkIRd+W66lRc F+DNTuXMZwGyeG24eEX6Qz5O8bicydaUxc44/LF9LQNfYly4z/1Jx6WMHmfB PANSXURJM6sZOCA43Dj6owx0JBjbSqCf6EhHCHH3hQSOXt/ep5fQh1Jd6FTv 4J9kT6h4v1FhPxp43Hp4vJwH8fIL2/9peYk8zB6TRrYEmJcXxD5jdJMxa2I0 7+6i4fJbMn5XvBFZ+6xti6ovAQn6bipbu1rJedNfNr5CLlgVUFrsgyTgmP4G n7zoEaT6/kfic005kJdLjGz6/Rfy258G+J2Wgb7E9P5vMmOkTehxqRua0qBi G+0uGqbBodwkDY1HdDiVdGly7SoWeDyz1aA7skBt0yNlq008fEEq1vmgggLU 9v5QLWggsMT76Yljy/lgttGji9vEhv8DSVpAcA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 49-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41PsfxZkZYxnGzHxnsVNZolRy5Zb4vu9NhDZLlGTtUpTSqtseyVoo kq1uytaGlpubfD4oUSlZkshSluyDIdvw8/vjPOf/c57zes4C7wMOf1EkJCTe zOv/PmId80bDeBRJUJ4cLeisQ7xLYVYRgmqkUlHatnVGSDYEDESpX5hB6kMP Ko5FcuByzvnflwewoZZjyt93UoQ8J0IuW2RScKpRnt2mG1wcnn9R3TpzAsXU vDPnryxAWsUXQ+aOKmJKvq+iL+bCV7VhI7NPfNygYXL2riwHNyUIl+ielsKe RFbLOh8KrghfFvIuVgKncddJ800V4JHY/l63BReMnf4UpdR3IXsdN5OOJg7s fP9b1ImaDtQ39buPUqYATp58ek60sg75hPIpL/U4WE9jweExJRpuDcpoMaHw 8EbaG7XfRsfQ92qRd1egDBZyU2T+k5klef0crmuHABf9MVe4a70AFMJZD572 CtGhlfut1Jz58IrqiQ5lEeBiWlvYD1SQ9ktfkTxN4OZ19S+L9gmgLdRKxfiy FL6u6dGajAiYC0gYy7MuIldohNhdz5PGJfyCsMXmNeTexlc1Ac4C8Pcqic/o G0SPEmXSi8tnyLanA1qrZvtJ4yp7rewjfGzMuZuoW/adzFZrbxkVM3Hl9t0i yR4arOq6XTg6wcYnmjf+6yvBh3cGdbSlUQqwzVL1htowH+tTiP0+NwTYVpx3 cO7PaZRjdLfjmyofRyBJ37WlJci843M5WSEJG3cRdvI0PiQKDt27tZ4C7hHW /loeBIR67k4V/+BCbp6p5XM1KXDf2s7Q6hTAtknJ+zdiCfymUS+du22CzC+f zi0LlIHQoTHhDhqBVT+u3lvJnEQeZ3fv4gkI/EJs/aHYYgSlJXtMrksTgEe+ u6Ov/Wfy1Gb3VBF3DEVZrt/T6SIJtzPLg81fikk9S1+cIWDhX5epN8V3OOAZ aObakzVC2qd0HjB2ouEB7zaafp0ADiyiWqe08XHQop8iuYcCWHgKN6kt4+OY 7VdCYt+zILmfmrVWk47JNGeH3H0EjGiLDLPHJHHU0s2jhs9ZIPeFkdVzhgnN PgoZ968TULxafdJFtpcsLlq9IauOhydXLF34d2YOkvcbWbswcQ7tjd3acv/L IKkcmDZX7ThCalR07445P0Ia+zt2b1cSksG2ix57hA2Sm8Vc5d1SZeTp8Dvf oyrZEKQq5WCnyocH97M23pP6hoiUV7mLvw+Qec/Ck0Ns6Th7+nuUFVcCTsq2 Jpk+YION2Q3heD0XniW+i27qo+LnL3FKvKssjiN5FSmDBFZTz6Ad9hpC1f4B RpoJHHxOP63MiZKHhoaydSpfz/c3XBHrqSAJxq65s4teUnBaq8p2ywQ6RG9L Wn71Yz8ivgmSJRKnyc+hrq2GiVTQYwstpZYzoUBDd3i4kYkfNKf32i1hw62T n1oOeH1GM5/HfGWrOPhv7G2z2pCDOzp1pl2FXOzZ3GSbfFUSX+i+qK0UR8c5 tXsCOn9ysfgMeXGYLoPpJxbc5D8ZRRf6tmlFfhMhwiIlXG/HU7JV//j5WbVm Ml18W7vkHAExnSfStXuH0JB9XUdEBR/3Zq9Q/Mv1LdLYsX6fiZsUJId3L1/a OoO0F+QNVWuwwF5H2C9dT4Mm8eS7nXksWMJetSYkQA5C38cOoOMMfNB4TbyN ARO2GHmW3EsWkvppBhRpYy7u8zAZb184R76Ou6FVvYaOmz+2RIh0CBg8b3Cx VlyGttOTq78487DsteptTcbTKD/P6UGNZhspVVJwazpTjIReFrU7argQqmJp h7zfk706Nf2b/usk06fuB32jK4LHBcadgwrjZMfi/fG26Xyo5EldidRjY9Gi PzxelQowDha/ie+ThANqH73CGxjYKrL65+mxWXIkfm/OKiyNJ4vNDu3q50Ge QLKNndWEtn58HJLRJsDMWnJLw60JNJU3u+ewFQPH9jAcVa+MIdGmhPDzL8So bqo9uuwZG9w39f6bpMTEPTPHcnqLBDhHt+FQZQ8Ti31i06e8qHiV+qz3WBmB le90HG8sl8frHu9pPGtBg823DjKsn3ehPR07R9d2yuLI4CnV7xerUK9jYJoy QYVj62d2/rowiE5Vdt6QUWWBlrVdcozle7Lry3ipTTMDpvs+LXs9zgKV+4/8 k0IoOFNTZLIlRR4ufF1SbbKBAj2mTyhMEQdoz6qXdY5UkI576+ovreUB7/3J 8osTXBDrU+1SLXiw46P15V2J83wopk6kubBxoyn8c3KNDPCa3uhWO3FxLqf0 m1qaAij0nO/6sUQCH1QhqGtsFMHV5qHt8vEZ9P25vZmfAxs2X151Wuj2AQm/ ztkvf0DAvbDTHR5/zpJ2p6pMsj5x8OC6qm8GPf3kjFumAhIxsM9NJ/pG2idS 46s/v3+hNGhF7VC8dYQKahoxbX37XqEPjltexISzYIdf+JbUJjYOMze59/Y+ D5QK3YQN9bK44ZN7ZeM0G+QipurP8qQg/xih2u0hgORzo6E1NtKwLqm0/owD H47md/sM1wtA8kV0sGGnIp4Kqv3VEizAC574NYhOcLG8oddKFayAM/L9D15b zsGZsbUcq0gZnOCWpFd/m46jSz3FcUotZPQxJVYRZRxll7+vLmj/gvZcV061 NWtFG3WYc5rWFPimePGY31APenbsiG2nMg8sph5bbQh9SDZOvzGTW0ZgqYFr NyJeiMil7fZ3wr1mEPfu9NjVuAzSyiOJWr9LAE0uO7XtC2jACLyrY2UmB97X /Q0CnWVgDbVo7le8AKL/MTLRiGPD1530qbdOfMyrDEwTKfHA1uaC2sPSGXTp x1PdJFc2aBepuGyiyUHSuex2njkHjxQdMhkaY2LJIbWtjh8ZuKduIhgtkcVu dqYv6W0M/DnDSfeHOR1kzVkLpWiseQ4NHH12QREUnktW9GoSeKQm0FJA4cHS pr+moVARq36Wzql9xgOq8TVm5t05JPwiyD3+kMCfrj7qbfX4gNIdnH/un00l lbCjpfmLSTLi3RHjk7cn0atu2x0tkXSwurB+GxktizckF3+/vpYOKwpmm5qa e1CocsHg0eZpkrEmjOElZsEVFw+NIDNFoK09vND7O4EP/ruBM3ecDxoZBwsP LWOBlJIvv/Hv+b39uma3j8WE+sTL2LOPi8/o5Ky4ZcXDvLnHRuH/cHFs6R5+ ru8EOpFgtFV5QgZP2DguxoMixLz8JdgjRA47xp44PD3bRtambFaJ76PhmEPb hB7B89yJtH4SWDiHMsomxVZUSZwpbWulJ5DA6iE5vE+8n+SXUfm0GW0x2nXT cHQ/Xw5iPrh4+U1PIM9/rJTGJ+Uh/cB/Hyi/9aLN6SlTPmFUTJ+sdfhWJSQl YpqILYU0nGBL6V1YPEaeaHSZ+GHWQZbPPTKzGCgjb9q4KTz62EdmH5m6ZIl+ knqy+j9zk16TR3ZoynNpDHgRV7N3+3Ierip5ksvcwILdHpVOYStkcOUfi45s 5PBxHTWWUkTy4Awj2tNtPxv/yPNf9e6KAMs/IEMkWQxsEN6knf2Ijy2DqC6+ RXLYG4c/dq+Rw/n5+gXXnsnjUrlOb8GsHDxevSbC+Kc8PhUSbhX3WRrUh6vq pXNn0V/toURSsQR2e2H+odN/AN3dI0s9GjJN3rGkhhdkDKL+xy27x97ygN70 vPrEyzIUtPkxud6NgMDiJd0Oul3kVf2rRkl2NNzvd11lvXcJWfO81XRBMAET H+yNA9jt5Oymue3ByVyAiwG3mi0o4GdueLwgbgTZSbeldSswQZ5xM6px/t+G tKm1BnXJQu/N7L4eaRGZ4HROSvmSDGi6xR2sFNLm8y9417tbHgJvn/9loMuC 2dgNEb1KHFi8Ml/DeSUPl5qYnixXYEFN1/CCZ/UEHtsXY5sn5mFv7ataWx3o OLDwuGCkm8CbcmLrYZ5DV9jHX82VcLCzyNlE24kDi94q/ZrSl8ADZ69kRBvI QE0SHi9smEFVX8rVmlu44L4sx6tRuQ+Vnz3g+TqEDa96eur1uUNoY/7pfQM9 PPg1szoP3Skgnc1uFximDqDt9oxhat8Y+eS2Ys4dUwLLy1n5VTtLwTHf4tNV jgSO0Kz3cj3PABQWf9OJygH3zNNtA3p0YELocKouAe7aU+oBj6gQrfPop5wr H7KUwionZlggYXPlUuQqAnfr/U5ZOsyCdKErpe01E/8PeGj/2A== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 50-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41OsbxocZhpksM99ZbJFspZQlHNT5vtUhcoSIhEZKEUVKKbRQoiiO SNaiDSlbTiLvmzKNpCYiW5bCIWIwZB0/vz+e676ev+7r/uN5Pre6d+BuH3EC gVCzPP9Xw1rOjhV/TEGCeFlISf8XmJgyXPKe9xkq8Wp6HBYEOOcjZpZ/aQmu HCvknb5GB+b57cZrAQaa6KasgDAhVJDt1XTPIKEMgyJbuzsMdNv54vmxLfMw vrF+C8uwBKrw9xZf8aYh8eLDcocRAxjevPHmOSQjL+xR1/aD4qjg1pPchl3i KJOxncwylQHeiimjIg4LGDlvE6Y3D0Drj7nrH3xlAPcPm66fbeyD/dGuSdfl GUhHVf3klAIJSXbrRXw1ZaO/Se9UNk1OQYUeCV4lgYoEjHSpl1Ii/ISLxsP1 JRMw2PCYlYoLC/zNIZlnvGACV9OmihFABMfWZPplMlmoc3vzq6oANshRMKuJ bySj22qc7jSIgbw/Sz4qbIW4vmqU7e0iMjqUVdliuuYL7tf2ttHfhQ3u5nzV obHG4bMUqaxq7gLeRxOfPSIhwI0aHFc9PsVCuz18Quyq+vDHKr1dk4uyaKS9 VGJRmQxMBnIqJmdoSP0Yz3JhlQjmGTzo+6bMQrFhbWb7776BW/pauDhPDDjU 3Kp46ssEl70OZSz+YICxuuQsjT1ksN+hl7qqnw1Mcv5Zcs9mondtOlmMPTO4 j4WtXzKBCi6PTQncSBga5e5MCCyeh5wLhzyZbAw9N3rFn1krhJlpnNntmWww NOIda53fiofv2p8hZExBRb8SZqsuEeQ85IZuebWIO11IG/6PR0O/bxCzF+/T QcOaii+GWULcMb0/0MiZhELmBzo6EuggbYT4aLOaJOoebtd8cIYJJjSFeo+n xFCprdMp53N0QGmlPho6LwvIdqkBeo+YoNps5ayr9E+8Mrk2b8cpMeSX4ND1 pHUUvygmcty2VYir8v47FH9pAv/3e7J6Ud04HrpTo5QTPYor3pA9GylRi0fE 3P9+vY4Gkig3vnpGCfCi8pi0qJ2S6NI6rqZ+rRgIk+5ONS2kAYtNebbjkmxQ nlIf1zFMRDeioaGBxAqUiDN56aMY2u4U3aTrOg75R/0N1JLpKEjH2M+9uBiO jT3WqqsVBxwD8Z/hreLAaF++SOOVOEr88qHGZkoKxO1J3Zj0aQQyk3zMX4SL 8JbL+7r1UoiAP/StpaVQHpSoao+Pt8mi53m1DfGzdHA37HNX4IEWOKjsH2D+ joHOIW8bMz068krY1KOsyUZenR0705LEUN4fZqaFAimU1+Tr3z/IQP/SqKTW eAqSPKuezSqbhCYStoEOcr8h9md6jI7bc7x7FfXhIK0bz1rM0Xx9EQP/WRF4 pTnjcMzxS18sj4U01cL9h9UaoKqbZYCxhwTw8JizjxxcgprqRWN8VXmw4oi3 1pAEGXQszta7F8mDm70nvFsMZcDlDwm/4Bkq0ux6Z2lWIA/sDbxeF6QJcL83 x8K6drPQMMd4unf1Ei6oWNqwO1EKdX7qihVqYeBryV9ldAUu3CuZxm91YSKt 2PQoIC+CxUXOhY1qPbhxyIeSfG8CEhz4s8mtkQG+R8leWNr/Cf+p1Thi97If ZzRhd1S0aIATSb0fJDONb0DTTpq1ssjqGn8wYkqEe5anfH2CU9BstUWw5wgT DDk5yiTf7IIOn0qjcnvYaMOt2/a/TOfhXJHI96QVFT3MCfK90fQbCu2SYy5V LsI3xEH/oiQM7Lf7+W+qgiz6abH1ZbO/BDJZKfKeeoMh4yD9F3cb5ND2Ut+2 C3+SQEGMG3teeQj69rlPbu6XRryDVw95OfDhT6fjmYoYESgRVKfMOgUwvK7/ jpSyPKD5877d3fIJH2idrrHppIKX3Ue/XYR0oPTk2dHUKHHkUaJlFJkpByLb 1/GNrcXBleOE624TDEAq52/on+Dh960UH9mGsgHzQxj3ygwDBBKoKqnn2MDt 044bnils4GV7Xj1WF0NtpuBemLkUMLIO3m4cykL59JpvKpkyICVAwtamWwwF KWFEcxs5QDIqOz9DIKDvLxwtjuymATtH//sm7/hQ0L7kuLEQAznmVcUxLwjA NrzB+NFnOqqrSlC8MTmGL3g8lIFCKmocTh07+bERV20/yhpZTQYFEfMGJy5K ABXV+J7hgLdw/qHkTLElHbgdibHP6KAhHV/urIeQDRQqPARfm6VRDnVHFaUH A5TYueYLTAmwucXCfSqbhuZONP3uCmWjcvuyxa33WGiF3gFDJSSDAltwdRNF BnqY0ES3uiaF9C0PftpBkkZxNV6LiQpd+NpdF633Os3Ax9wP/JLeVmhz5K2Q sa0X/q0lu6S2Qxys+U9vXWHeCCw/fWpnvyIThA5esRd2FuFt8+8sKBswtMFa PLhqaBpf3+t4P+bAAjTI5g4G3X2AW3FSic2ebPAdmVVe75YE1OMPtKwsKKA+ TAMW9VOAObFq6fc/bPB6oDaSeRQD7e6Sc++dl+/ggEbWnAMb7LSJVHlaswDZ 9oSzTXoY0KxScrUjUcD27s8GGmsYaKIq2HhsShYRNt+xoVfJoqEvM6FwnTTi zJh5Xv0oi1pynbV/bJEEc+pXaGalNFTY+SukPFIOfD4+A5pWM9FE4/G/2OJM 0Jr6kv/sKg0pt5DzmsqX8zVWHG8PF0OCVnb+macYklHidTXz+DBrt8vgMVEG rqQdECEZtIDH1p8yCsuZha/JjIb6ISlgFWm5B4+TRnO8rm6bJCmgXyLq6Ogc gkb8RzdT3otwqnk09cCiPGioGDLV3UYDpM0nV3t/x9BqbkpOuiobndfK079r xUTU3bJdog8slFDjy8o/PANP1DtkeaRS0YyN0xo0KoSUW1PSxnYyyCnh7Ml5 UQ9+NTFFr1GVjOKD9wg4oYtwNWczs+6qGMp9M7toRRRDPQt5+/bzxNDKqDzm Z+YgHpA5Y9isRECe2XqTx1gU4LhxqICYMQ+97lkpTM+uAJ7hN/MvTI3AXVnp cwejiejVO99C238mcEJ8B2ZfQUKhz91NYsgz+Nk215kfFn34HKtyrFqCi2fb eMg8+zSMs8v7XsW7DeM60msH81Nrcb2zKa3BHTKgMrHRb+9GJkrhJvgfFdHA IU6dc7S+FHrIzp1O2IahH0VHTepvshGDfib43qAM0o3p0Hz8jIX0W0OsLeJk kDeKKd3fSEEr3bTHHlTKoRpKvzdbRAHEdx7V4RNyKDwqxiqxhQz2nBDR+OME 5NN7GUutJqC7wuTR01sF8IGvNDEkah7XqYnSdRgVwJHSrkNT75f/Xci3E0J+ LTyxqxS39MCA4NhK58Jzg3jS2iSDVFsSIm0p0LU3eYM3vug2VQ/FwFvr217C zu+4yG5pb2gaA7yvu/VWUZcEjmzRO1OSOAEVEk1NrqUvc4Cafb1tub9VPaXt 5WavAD+zHw8PkZc5P+ozdFaZCtQ8EoPqBCRALnB39TkgB47nXPqtqy0P1icp S+sSGGCNYbGqiyETKbTlyYtV00DjwLh6eTOGjNaGM/uWmMguL6EZxMiDQ0rm meRKBnIRuhhrOtPB6cLcsfXfxNCvCzdz43SlwNF7Ghk7epZgQytXpbOLAWKC P+yNnPwFuRcCvWqjaEAq+ExjyPpx+HdxRMCvISZwKPfTL0srw10sckr0Mn5B +bda8epmM3hZjlzefVMMnYs/0u2aTAanD1dHNDhhyHKX6ooBH1kAo//JdibS gW7/v5Enw6WALLg8nqGNAa/bSRv9X0uAOK1ng5R9LDD59WCQO5cOCDY3r14z wdDxBu9phwo6yBLsE+9Z5lJsANFo0yMmuj6lc0B3Mx01v5WpD7dY9tm3Sfbg 8r4wkFtulSyPfN5kxVUFLcFtDxj1gRQqelaFcQhqVMStq5fY0NYPSUc6u+9r s0BqmVUXY9cPvLzN0Ovpcj8B7xPUXVcJ8bTrKtNzFlOQlFqg1B4hBgih0hrX Nhbhabkn7zjXLOIGlm4u+3/IgsfBzc45ERLAqrNa+dleMdAVN7tGrJUINiyI e72mEcFw9NjuSKEMOFwqGNCmUNBS8luFj0YMQNRe3TOOBnBOgzVmxGeCnbe+ 4wFXhvH/Aep91kI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 51-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41Pv7xpkZy5hoZj6zVIqThCRFolLez0lGqIgQZUtKi62NQk7xcxCl RYQ4iYxKRF+l8Hmrr60ojXJsxxYOkX0dS1+/P57rvp4/7/u6r+t1rz7qY+1B kZCQ+Lx4/6/HA+tO2p+bIiUoLy/kdX8l3Q7MzyVn1pErKt+1W80No88PPBSn PSXxqqHsyotRbPCwlPt8QcCFOrYB70zgOPk08vxFQYU0TtbJtdh3n4P/j94i c0xxgYwRfdzJ080jWcvDLt7TJzDlxfGlxzEH8iIPuCshOexKZLYau1Mwb4E2 98qQhh9wjGV4BvJQo2dYUS3Lh8PVetcvibpIr6Ip4TstHlZXWn1uYhkN66fH h+O/5fEwJ0n2jewC8k+x8ovKGifP6noJVtrxgK5PfzNiI4fjlV3aEkkCnMwq BOYmpWiTUqhFfK4MXuWjbTMgqEcnG/8rOm3Hh6SOOwH8zlEy555sSkn5HDIv +tuw9OUI2lxz4DfheR62Wp7cd/dHDxKu7Ggdm1fAD88vz9gQRQf9nrTCsWkW Zi5xOcF9LIGzdDK6/lHkYRu6kWZVbhm5s6u+HFVKQtyfhCk/iw9hrseS579z oOL1vXG7Kjo4W3Uwfuvmg27kVmFYNx9XNKqncGyn0TaoVrr3tzyEDU0MO9AI /C2BX0NPWiBdQo45cfkETi7YFdyyZ5J8kOgyY/yADzIlPh+O7GpGQfudk8c5 EyTdV7m0R1sK0h6XB+wsnkd9O64aFWcSeOoGNXU+nQ2cNfLvLasm0YGkbp/N B2m4XG3vk9dhHEgcoGbuUJbGPm+Sr/9VyIdR1fENwglJHDwXkSc6zQG5BkZm 3xUFOGWiekdjkA8l21bN2NN/INp2XpS+ORWfjLVqfdYwiOJ8kqYTjk4ipcp/ j8VcHUWSV4VhicIxFGC+Jt8lfBBtM5iVCDasQMER6Z3Xq1jwNR+8J9Eoyi2I SAw1l8a1LXXODx9RIZDelmCQzYKTu177J04p4FuIW5k0SODe28876ZpjZO2p 0zrKcWycculTV0FMPjk0JFxbVUaBNQo2qLOOBpsdnyysKabgr7+3uf8ex4Bo 24SNdz4PkJu/1ViUN0hAfZhj24Z7VJB792qkx5sNeUpqIyONCrjKQM3Da5oD fwV+afVxqydN3TdICSd5+DI+arZtAxvzp+NyNGIZOKvO83R3Lwd/2XMhpOKQ PJa+tDqV93KM1GE5160PmiEJo6QIdYf/ICP5Nd/113eglPk01dI/CFC/FBce FjxGDh342hVZycP54cu8ZJfVkkoOJme2HJGCln8c/6p+KIlVV+cO1SoxQXBT /nCFHx2a52c+Hs5lAqWqPjJIhQlh1bE/SX8GjrjpNkE5wwZLHdfSp4nD6Mb7 QutyNQZu+dwaOb6WgA/KWqE/T1WSh6QTaxvsuFjNrGlXfbIEfpF7MFuk3I7s y553iBQpeNjNqM5BxAHJXceX19p+QT/Wigb2velGrDCHqVejbHC5xkj3lZ9E b5be2fNRgoUFUbW9wRMLSFBNvHWnyOOZEsOzTgNcSJZWfaz7vZ20+pwf+qid j+3t9xCYs0CKcxc8zwkY2GHMyUXeVkyO74uLuPp2nuw/ebqvLI0Lzvt+vEpY poCfjn5Tv/NMBuuvWjg68Z7ArdPF4yO3Wdg437MxxIgGuc2FQTTcT3p2HR7b 0U3HW18+WJ8sIyJ/2Hg/WE5QYV1V0Jxm2igZVNV9X1ZxMS/rwVgX4y+op2Hy nVkLA/R2h4eZvObAimc5pxJCKThUT9TvGMCCa03ra7fsoYD+rX0qVmp8oBXU anePVqLdy9Ku3NTm4kYDeBi4XRbMnfK1L2Eq9l1BULebLYWxZxTbphxJ3Pn6 gOEJaxZYp2aOj0SJyOGmXwc2ZhNgaX655PVlClgE1WzJ/MLGKpufb/s3cwTN HXksT44zsEHpc+WPlV+RUtMp3oCKDOSWTpx1eC8DK5Vi2vvP/Je8nX+Fl6nD AYcTEZbJzSxsMDj6U32KC3KR4m8hXCkY0NLYGnSZwGK/uqnWAD7WGciJstPn 4cexdWxBlCwuNlLn12UwcPQ71/lby1pRt1nZR9NOMSksr67N62ggrULu2RSx v5N71yr8UjalQNGY69zR7CGy4OJ58+7lXJAc81o1k5aHGmcrDOW0CcyUbeKn W88grY4D6RFuc6TL7TCpVz2ZSOCSQP3mxIfL7pFUN1M6MLwz1goM5aCGmer+ T6E8bKcW/Zq6zYet+pXfPpznQtNhafGHgzy8xXStl64uF1SLVtjvo8lBwN0n Ad8EPDxadHbL0IQCdlV31qicZeK+r9MB5Ho6ZvrHac5KsXD9o4Nq33dKQ1xz RmL5TQJnt/y8UHBtKTT5m851HubjUZH3bj6FC3svV+tkuRBYsV4mq66ACy/q AlRybah4uIH/xP/5IpesQpuKokVkirVdr9dCMnretmbVM69fKPLj+c2BaTPk nozrUjciGCC4ZmKLoulYt71hblSDAZvyFpqbW/pIhw3iVzVUSWBsD2e4zTPh m3bTpzo2AbQd51SOdhL4i3P7e5sQBTxtZqOBB8dJv9tEk4IOE9vEXjo3u9CO hlt7mJYxdBxz1nbYJWCe3JGtoVzmQsWP3s/MC6iSWIis9ddmUvGq0CzuF24v 0noRbO9TLYmdUjeMefHkoINFrnMKXSBdHwqWTc4sAT/ug3PxEsPk/pQksXs4 Ff8REK9lGT6OJGKaCctCGl599crNKzfE6FKj/fR3wy5knPFo/zO7SpRqdkQ+ 53M/kqy3auvbNojU6et6nySUocYn8fHCECa8vSU6eWgjF8dGhXq1dxJwzKXq YPgmWfyDu8VayYyLv+ee0v94k49LVX8dGglnYs2IZlVhDg+XhEYd77Rh4qM4 It9ZJIfF3vxwSiQLv5PrPspfkAOw9NK0ymThoNAIwa16GTjNbTOVfkPBHh1h REKJBC4RM3RWT42QGZ506oXQWbT/TaCGRsEoOZDfemziw2I/Z4cCD66sJP32 5yOTIwRckHUVkfL96M66OzoJFjSccf1x4m3DMiR63WawOoCA7iXi2S8NXWhh 369DAYkciE5W+VfCTBpO7Nzgn3drlNzluf9htiMbljBSrzcu7pmuwvwbfmlL 4UeqsL9PZhw92vrH0/0T8qB85JZv1TAN5s5KGK+xZ4F32tUpTTUmfPiziyNc wQMN3RdKdrpc7B1k3JabRICoZ2R1wTcCX2kyrNTq42G7cbstqgfZcMm/Y2FN CRX/DLn5KFpTFty6ja/AA0lc01C+sqWVA2ypfjQePUyWh/i4loWyQBUUl/wt HiX3vgg+87OPCyXTG/XOlRUgO8O0vA3JP8mtytbmlmVi9DJtaVa6AYGbK+Xr LJhycPF4SXCNDYH3TLvNr6tmAhl+O/UglQ0n9R6W/mcpAxQgbCRZjYAtfrJN GgxZiF6b0yvnyAO77VtTG0gOSJjd/DNqccdpW3TJ+rzgQMqwI6W9TAE/Oze9 dNMgH1+fUHfT3MHGesG6sRa/c7GJo56C++IfmxwRXGrDxh7vU6KLfH+RKr13 Ki91yuOcIsJFQpmBfz9e7Ht6bS9JO9HSlq7GA79H1YIG225U0Kjr+nyR99JS yUEGRpMo8frKSbHhBOmQrZD34SAVJALoa6I25qLHNzxsK/wkQMfEwc75uwKs XLF31gjLgKClRDHnkCSka0ZNmAxKgfYcxbWURYWUUNUXV2OYcDx/uEdNTg5H S+y49saGB1Q1lfYR3IOmDZt+tf3Fw1knI3Y0I1l8kbq62aGYh2Nnmu1/kx8j NTdmT22yJ3D9y8qMFlU2FF40XZc8v+iP5eN/99ko0nLx63nbRsenNx7Z/nUd C8/ctTZqY9Cxf8i1VlpJM3mVTnNtTqPj5fttAvq8a8lpnXfvdnlSce2T87OO p6gw8OR+vW8dFV+Y2l3u7bvY53kLxerdsniu4VPep2oO5J7Jb9WbmCSxR3Rk 8WUS+W0rJwqvD5FOd+LJu+10DJH/hGW7t5A774+Ovr32Hk28TFW3uViE/lWZ uVFwn4/lnkYY+dZXIBvdFuXhriU4XVvIXOnRir7Wgi1Pl4C7mwei8vTqkUwF uWSqf5EzX8ybSwcp8MiYl7ZcTANHY+Ey/SQx0rrm6aF7gw8zJ6w4ot/EyEmP 2Q//8qA4MOVE4qwMjL103eHvwcIWE8CjbZGCsEjFEuu2SdLReRn/fDMLMncJ C6UfTpExrB/jn36xoap3W4iGtRTkbvO8lRHBhoa2apO+9XR4HfvUViNlKaQf 6lAu/pMFsXHmm0y38uGtWdgpoVcDmvO1u1nL5IH2xrCUca0slEmKbVzredCz Wc1zawMX4p9sDoxn86CmdEl+TDcP/gf6NzLC "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 52-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81esexbc9GPZm2/NORHOhCJV7Qs+vHBKnARFFhubSJBlCiq6QsRJJ nKQTyhCOUvF/JHPJlMxUZpln2dzui/X5vl0v1vqstcLxgtlxMolE+vBb/2fZ 9Z6+V/2zBImcfSWzq44gqb4eK3/9hVha+r5j//wIqhC6u+ToUfCy4dRS1yAO bHEvmf7TTwi1HG2Bk+cEkbETGYdukMKxGhkmex7wsExB/rQogYRDair0BJqZ hIKDw/5vOnxMfnlC9gTmQWTrSZNiMRlsz33Wpn+UjA0cAl09bMTxI56+hEBb BpybrZ4/8mbhEd5DyTeSCyjQrIho+DJFOGueM1SwFEDJXyUW5UtkcJSSXXsM wYXa62pLjASFaJOin0lUhgQOTnzulh3XgE43fqg5aymEaIske5+2CSL9vmRc fvE8spLYRXOPGEdan0yXJ7kI8P6zbMu75n0oSeFb27iIiVUet098+kMatnYn 5I7PsHFFwImsAyfIOFnjaWervABnUVKFJTMlhF5nfTEqFQP6q97Khz7ScGT/ N8byLiGwy6N0/b1ZcHN4csSaysWD6de23eojYTufY7Z8IRdf/+hY2vD3DPEo xm5W/5EQ/rirFmy0vA157T0SO8GbJOJelsTrnJaAhH+K3fXyRGgZuSN06DUf T4dS4kWJHFBlWJytVJtFpg+7LmgdoGKjQ6+frksVQMxPyjNdJXEcp1Bl9iRC APQGxrO+a0xQvnq9JMKUhk+H72970TCElimeUDPOm0GKpT3HQm6MoQeLuxR+ 5E4id+NVWXb+Q2isquST6EUZ8g5I/H67jA3ld2u2mqpOoIycgBg/Y3FM335Y 9lg2DTyl2qO1U9kQ19OSlKrAxhGIX/pwiIuV+/5uJ6tNElVnzmooRXJwkcm6 bNXYf4nh4aQ1ZUVkSCM13UukSoDWoZSFVXlknPepu7vTkwnBFtHqdz//JE5/ veZ4KI4M9TcPtW+8T4EbCVt8Nex4kKm4dnS0kYmjuuoeSWwUwt+e1W0XHOqJ Nwq8XztdmTi59tTZrl4ernzPb72szcLiHiviBdnjxKkDEVRzlXmCu/1hwDrr fxHvqvM919nvKE6UsLrgOhfey53gGwRNEsOmdZ2BpQLcp9D6n4Nl1YSitYHT FhsapL/cxPyvFwWvXpExXKXIgi8df+bVK0pDs2i24nAGC0w07+R31rHh5sfw QcKNgY2paZmLh3mwT8O+4HnMCAqzOrmrQoyJWz63BU6s4UJRcCXdar6csBKP qWqw5OPDWX4xCjZk/DLjQGqNUgc6a/Y4xZ5CxSMO22uta3jgcCMsN2h9Lepf U/Nzz5suNOdxy799hAd2vozEizJTqFFGt+FeOQcbBlX1ek8uoCzmOsorCRae zddxtv3JB1ZttmN78ndi/+csvycdQhz2qjXaLJ6E5zIWTl02ZOAjlrLVlKUi YmJPZMCNtyJi13E5T+M+IRzZ0/8qegkTK714fn9GmY63LltwnCzkYpNVLZeX OnGxftapRp/tVNg9ZHxg3fMh4lTn4XHdLil8+eHOQqnBWqLf/PwjOS4FluzX qm2MmiC8yroeSMqz4NnF+DfKvFrU3TD1fncLAyJ1C52Wdwtg6Yv0M9F+ZHxd RLr5ai8XfJtUq7YYkUEr21G9+ZQQN2rDY89tkhCTp3rhzzoavriUS9m2WxYM +FErZYIp+PtrU52TZmxw2TV1T/1aHTHStGiqnsqF5prTgTucqGDi9WnLs2oO Puf0blHfbxzN2/wjQ0ww8I62292OM/VIsemM4OdKCcjdpC67Wp8OCoohHQNO H4i8T2+DrU0FYH0yYF9sMxuPdiovH/Dn47lLtdNt7kI8szMte3MoEwe/txdF LGlDtGVGCUtyRERS8ceqzG8NxIBh08AOXhfx1xrmotIuMljbN7FX3Bglclxd jLvk+JCoU1GZF52NGn+V6NDVuHhvRdfKc/O/0IZvpokBDvOE/NYhlW1nUpCh XTTli60QQjiK9XPDDGCcf7rGUIcOTuu1CuXOsWAb5d3i9B0hJNR9O+eRI4Sm w+Jz5QcEOESMK97hJITV75Ye3EOlg/i/rkX0Ig7uq5txJ1SlsNr0F4f9VRxc /+TA2h964iAb4/HWOY6PU1sGr+T4yoLRaM4Pg9N8LF8vkVybwwfVx9SrdBsa HmkQprilcbFFBydf5XodEWdm2XtuIRZ9tuD0D9iKQWCFi5ZnwiyRYn0rsvkc Ewx9DSxQsBReYizurUllwqbMhebmlj5C3EZrX+8nMjC2+TMcRCzobpVsPszj A1X38krH71yslWCkot3EwjO7zdfjoQnCeKbRfrGTjc3DPS7/WuhADt9HkvX1 pHGIs8WInbuIuOV8q+DYaRp+UjgrMqSI4UTOTKDhaxpe5pfMr+b3on8cL6U9 eU7BtvEbx88J6FCZuGOLcwsJ2z82XDI1Kw2SoYcEF9JHib1xD+eO+lPwf15c 7e9Nm0KkkGbuvlwq/pLKDPexFiGPxoMzP3Q6UUu64MZkVzmK320jk/55AD31 TC5rzhpB66SUe1Oii1D8B+WDrToceBtRc9pKnY95K4JHd8/x4Zhd2QH/TZJY dqRTeou/EP/IOLO1IkyIRwzLtvbrc7BKQPPqpHQBXqdpE+nF4GBHHJB1pIaO 7Xpc/ZUcuPg9vctRuEAH9einjEe+XOzlF2AYUS8Bcs8znbQzqfj4t5vc6HwS nk8okaptGieenpKiXPH7he7882LDaOoE8TOr7dhkOR/Wac+2Xn1aTlzam4UM bLgwFHmXsqp7EN1VvqsRbULFnp6NObpuJajmdbv2CnculE4SenL0HrSwZ9HK PYYHUzHeNLHHknBSb6NbZsQYccSR9fKrEQ+kGfG3G3//ga7wQkm+Jxv645MG +iQmkJzG3tixEBYo2URcLBuhQkVB/k0xFS6cT7gxrbKWBUYr33989JwPNd2j K3K+cLG//NeLGdU0POgT9iRYRRJqGvW9r7lR8KeGYoWWNh4EKnvNhBqPEcU+ F+yL/NjQEZlu0Dg7Qfz10ttpsI8PW1QWWUEquchSJyFzY+wgYfHg2XLefRHK TpBNTtTmYp3hBqFEpTS4nsj3/mTOxbGzR0POhHOA8L8Tf4DCgUthWrl7emWA CTdHY9dygdzj0XL9Dh2C16T30g8JgNTp5OYz9Ju7w24FbeXi21GhXyPaBBA3 cojcUcTE8VFKyWHeQmxwaDPzqC4HX2lK2KCxg4ePF8YFv7u4SIQ8S04K8mPh 9HdcO5ISA0emrPXyT+8nqCdb2hPXCsBwblmKwb0elNOoaZ/2e1/v+F3YxI+c QTG3FabmdCaJEurmgp22NCC5S60KUs9A1cmujv4byKBhYG155AcTwt95SOUg Ohi25MunW4nB8fO2u97qSoLaPNm+gE2BRU0FI1UTDpzIGuleS6fj/sSSv/vs +Lg+u/Rpy2oOyKmsmuyd/+2XfcHt3osxdG9g/cvD0dL4rLrNtjplNr6yObZ/ axoDu/n4tlHzm4lw+crlPAtpLLfX3L3vfBXRvfnZYrEzDVeluPw6dIYCd66G Fm7ro+Er038Wn7/IBVLfgxGt37meb6jMrPzIA2KtopWp3SyBjwcH5l0lELXb bMT//ChhezeKuNchhetbl78Vt28n9B6Mjb31LUSMawUhCS4E6lk5G5rzQIgL 5M2+61qVI3PNFqXf1cLMg4vH3lR0oLoqsBBociFYjP4rLKgBSZQQ0tMDfHjl 7Fh47ScVnugLEuTmqKDl6uYVclKENvieOq4ZKgTzzigw7phHtptZA9AjAL2w J3f33aDDeLa9rttxNtbfERQpuiABNwPl883ap4i8iNBS3XdceLYzKVf88TRR 9NFy1HKRB2W9f/isN6PBDzNdw6eePGho/2jQpyoFztURuTnubEi0+qaUd4sN tZIhEoFBXNw1x2TI3eJhX2bHwYO//wyzSOxlwiALnpS1X9u+UEOIYqrHZDk0 vGugOnSzVxVaD14f0vQFuDTtccUEfRzFSTiNu9gPEw9tHYJiedOoQSz4ZI0+ G9eaMCUm5GdR9KuYVrbqDLq/+aoSDNBgyqGHQuqtJXbk/XsyyksSKtSmlPzf kMDlEpv2NVwWAtc2r97/IBNZPdRyWSbHhQdLoP6o9CD6H6lc7Bs= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 53-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FOofxcfMMBjLMFtla0FupVCuyvJ+u0qXSmkRolBK2UrEbbdcUUql siVdS00r0XXbeN+IKDIJEVmyE8a+zejn98d5zt/nec7zOWeBu992DyqFQima 1f+dEfry+Ll0MaZQnwdmt1fhstA/Pe9K1eJ5JQXN28QiZPogftFbS2miMfCk 5MRFVWjL+tq/q5JJbhtmbdqSwCEb1zswetyp5HLlR3OeUTbe7bXhTmwQn1Cf HVQ+SDjwgtZPc2WwiCv7fqPlfiqp3zJe8XeuLEnmWDJ4JopguKLJK2mNKhFx kmRfyc4g1SrZDoHZJPY38rFSt+eBRbV8E5/DInFa+5oSMRu2hu1dqz+nCBlo hm2Ky2KQnzV14qvG9ehw3btKL3s+pPByTu5jjePMW7J38ovFKKuUkWd3dxSt LLebLwjgEaFWd3SgpBcJ1FsahyVKZKvCfowNleH3jtSXwxMqZHL9snMvdtHJ A8OMtu9qPOI/zbMyOPsBm7fVFKMSKXDQ/CluO6sMe7e1MOe38yFm4ZqIkDWq ED4wKnKks8mODY77G7OoZN+5Ay5cPpscOHVA1G8yjZMT901aJvOhImN6XnZG Mzptu/f2CGcUXxTmjF5qkoPUe8XB5nkS5BSVKqismkZ2Se1+K3fSCU7TZUbH MMjhq9saH9f2o4wgyfy9u6eRZknngcshQ+jWySZKDXUCBdssytkX0Y8Ed76f 3ehahs5Epv+4VKoCXcrf1BxtxlBWbmRimI0M8ZbkjBeIGXBKrine5IkK8Ms8 Jzy6Vck1xC1J6meTe57MEuQ5joVHvAy1bqoS9QCjZzMt/+GBAYFOaREVnDql Ba5H5WCl08OZRXlUcqM1I9yulgXRu+JXxFb8xFHVFqGpsXSoCXdq0r9Fgwlu 15ynYTzI1tQdHKxTIhrril6vqmaRB188vdq7OKS1zPkK66cKkflrQQrv+TD2 2yXDSJ//C7MtkiIXO/6LKtRr83dMtKE7klTtt+fZYO+ZIzL+NI4H7Kraokp4 ROTrYLNa8AVrOm7wNnaWBgVhUt6SKGmivSBrQKjJAvNv68KG2MpQL5n8uCeL Bdd08j6Ln7MhvOxqHw5ikketX610z/Ngq6Hr20eJImTmmkytu8EiDRWNUSM6 bLimcuFpR2U5dpBJFNbac8kZPN/Sx4ZOnmXtfFKp1Ywam61MjTVliMjN4otj JQfGtc7671lWjXp0Kn9uedWO/rZb7vxUmw/7QpnpRxXHkIX/1YKwdxxidVHY dWZ0Bi3+sdbH9r/Z3uWb+rv85EJmk9tjl7tteFtFTlhaM5+sFnG+1++lkqms Gc/jVkwSabR5bhGHQka23IwMeS3Bk4JhzUM9CuR3jRn30UI2Ccps0ZYJ4hLL HM+6cxZ0QNECke+QCHu27Rk2a5cjIy0fOsKla3DPDt/kuWwatAav/7apYAyf Lm1PkFVjgcPjY8XV3GrUUTtWYN3AhN4zdrRoey6EflsqNP6TCkpbfWMlWrLk 6Dw2ba21MjwOokh2JkqTHy/sTA9tV4GNvSfS+zNqsOjbL7sVT9hgueF4pcZ1 Gdh0utz4/mdVUpC+cFvK1VEkdr6niEeYxJr6iF7tXoc0vx3h/VzIgG3tretW yyiCuubl5l7vd5ibbZsf8oFPpo59GW8M5pN4F/1+vx8sEl3gKrk2pxFVrHpy n+5FIYLiMmF2Sy1O6y06XrqpE2/WUfqltZEKweWRHYcdhnHuiQCb9rlccJS+ Id5YmIvqpt+byi9nk0SO78Gevhm0rMUuPdJNjAfnqPG9DJ8gq33xtGoXPjSt dJboNSsB0zdDx8pUHlj7ExqcFqvCWtqbX+PX+WDhP3DpQD6HdFdNBOOlcuTm UEla3QcOqUnbqdtqLgN2Qy/rQ9v45ElDX2BuqDJYFs7fnf+AT9RqGA++5HIh 4+a8x5pJDCKq5T8MesomHWYW2lqCGnxnu32Xz8xtZDz/xufzhjSI+hiw8lTq JFZ10OuMEbLAKnTDLhQtR4LTNo8vu8UCg+yZ+vqGbmy58d9igxI6MNdGMN0k LLifPTqnYxMf6GbHF7r/YBMliwLmUIoqmbDeoUf6R/CgV7lsafEst67+dXx6 phkdXSSddN1YmVz23yXaFyzBI5svBDQ/YJC0wkmJFU2K6G/wllOSkiUaYQ+4 n7ld6HiGvJRFnjRxSdEf9uHJw7L6Tp3DqVTi+o/VnLFJBZA1e5Z869Iwtr2T NLU/gkYSVkHeXZVJRLlcz976kk7aQz7F1plQ4K+63ROtpm3o5NzVgb+9Kkcp 1s6KmRW96OJF97HLgUNosdxvXQ/ji1CecXRJqS4HXl+rPOywgkt0H6UczFzB IUsi67UFmTxSr3crdPsgm7iTyJy9lfJkT827W61HuKRAvt2dPyMPsr/bfuyI 4ZLTYZFW12oYYLJeb6tfkwzxaAlnx+dTiMt5g8L9g6M4w1OOFhg2jW6GTk/9 +20M/8xpPDD6gQsza06Wd/iX42O2OWiDMxv2iD5fvfq3CMX+FmsYv4lO+IE3 9GUGSlHliyaTBcFsSBnqNPE80Y1mtvxyCE7kwNrWl4fUVjPhkLl+UPa1IWyw Yjx06ggPFJgpl+pm93TwWJHCazs29KQIersZI2ipaRBbsEkVtJyvHS0V0eGj 07M7k/pc8E0NGV+iy4Lq4vITrGE+VHYMLsitZpPPrISl2hqypO9cTFr0Elnw sTn7/XaYNCmvLVZvaORAT5RQlmEygovP+bkWhanAP+P0ooTl43jzszPefd1c 6FXqj1MTvkb2pqnZ+rf78Hrz8+47HCnwPFX5QboJmxTpdybFVCvDiYP5Z8p3 sIneoPYx03AO4IjrKTtpquDobc0tjGCBEoQP3tZlQ1z1u499LooQrZPZJe/E g+vzOmgR7jziUXgn+s3RX/hSsvnIYlAlmW/Y+yhaTLLT01NIOduH6YcamtJ1 ebDO8PkHdeUelFtn5Pp0dp9++Msl9y+ZRomX1MemTEdxm0D8Ieg2AyjBcosu rshCMnukqqq5dDDc4Gi/t1UJPtlEtPlQFcGqIV8t00EKZv4gw9al8rBcTHV9 q0KDtpDl73NMOHAwR9ShKy9PhKdrlA+m8EnN85KMBm1VeOId2jhtyCceKn5B Nx4PoZ29w6tRojLxWuG8tuo3FfIp4InXyTglEnQutJGeX49P5caZt21VJnNt dwR3+wrxH25MB/ScQYQPA6adjtBgSd0Vaz0TWRI4vr7Y9ygbGgoed+5IVyTi 2k/Zn8o4UBAQ8sxPXoyJR3RU3kmM7GNi+r9ZDmOX2Dh8o1mO9IUdinKzb8Hm CUNDr0ML0eqE1qF3bm9R58LJK7kJfNLBFS+N0ihHO4watERtCmTZ8jKzgZgf qEoIu3hGbEh8bWZgq1WPGO+xwngvFwL1Al591WJAmiUvde4UHQ6/Eb5JRhRY FurpYXSFD5x7ySfyu38hl1WsXujkgVHnl5Q+G0UYfu5qFuShQhqUTjXQOuUg PEotf3vTGFb74i6+WcGF+38IXsr8M47jVVvXP1rFh9KuNef0tkuD8Tvo1Erj QW1T2YbupXIw0HV8Un0rG9IdWrTyLqiAYPFiliCeS9qnlJhzL3BIocZGucFe FaJUJPUstY8FQw1rD92WVGFJ4uchZVVpYhHSuFdhdSXSg9PvnlryyEKDr30C 5ii6w/AeDnAdwHVqPZdlQidRrVT0oUpLFTJPofiRGE+j+P8Sv6ssnUD+y18p HVgjC2NunTRK1xdssErO57syEz4uH9OKeDXLpRtnSp2OqUCUbr32toRsVG89 54OtGhcS5kDNfoU+pM5+7xH3RYEcme8d8d/FCfydpr/5BCiSpc7ULXfHZvtH O1J0fYJO5s10hxQFcEiM4XPl6FluZwcqrnsozSLdGVNZb94rEJ6v9N8/QyTI dsXeC1Nq8oQmloTKqv4/b8We6q0/cHFh7JDT7xRS2vFnzAGFIdz91e1x9L+D yM/3j6s6wh7cMBByW06DD0GnDse0PqxGkcenTO3DWOSET15tv6cUmMgcOSYl NYiNqKcbFpTN/sEAyguKmA7DV/T2NxvLASOTEhCnxCUeo1M9k2cUwL54J377 Q4K2TAxaD0+ywEfPr7T7sXCWebdqPXxVYJ69dM2bJlkwctxd8AH4ELBdJuTr PUX4H/0eAoo= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 54-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk8FGoDxTEYM7bZJ5UlIUsr4Up6HkRUyk4idFNCWshS3GxXSJTqWlPU LSRkqxTPEyVukoSILNl32QczXu+H8zsfztdz/mfTyfOWbgJ8fHxVa/q/G+/W bs5+uor4BIovF/Y3IXvD9tqF6z/Q+prKbvOVKTAek+ZzIISIpSef1/jF0KAA 3XzWDUngtF0Fh8ySGbhQKrv5t4Ugvtn4SY+lXojSBl8dmCilYhf6007DPwVw mnx0fO9RUXyfYUhkaYvDXnoo85ACA08xUkXKRHggWKBbVr5vGV1SP2e80ZYF v6sXxa28p+JEWeeuFESH1Blzexnzj2CnTPihxAIi1jDI01GgdYKzbe8bPW3Z MOThURe7YA7K/0ckvaJ6BWR+zQB3BxaAxmcLuSxfFi4mDWdITE6ArI09nTNc CdxHDBP7spcKtQYyX88sUvGCKU9UK1AYZ+/6t+/nBhYevhBme+XAZ6TX11IN avhhm6TcrgtnqPCEeY+oXD8bFqym+m1XYMCIybmpY4J0PN1aIySVJYidr51y YrLp+BBttOsdg4fupzhzDO+zYYKbNWfA7RcIOnIibZYxh55K55coJYnBzCfV AXrlXGBqY/pEsZIHLFL7z2tYC2LhnNipXhIZn71l3pnbOgH0tjDcrmnzgEzN 4KmbodOgdYo4Yha9BAIObi5yjpwAAc5G0MjxCwiOevzrRi0VprfmeQdnLoKC 0qiU8IPCOP/9EevEMDK8SupK0n6+lhs8SEwYYODbgFmTOkHH2/HtzMudHNTg 4blL9h4NqxwnJgi4laHJySzF2g8CkPul2PygtBjUcMjhbS4XwKKpeZZt92kw 1iZpx50vY+hoUb/go3Jh2BLh0LXtHwIEySfK3VNoOPubu2f/EAPrL6sFJdXT sXDgpges4hlk0prR46DBj+n7UqO2HCsBx47tNB3dOgjSuZkK70Lo8G2p7bLC 0SU0adHUF13DwqTYU/f8XjcjmWNGXpqOQvBFOWGAW0fECpsKJhtkKDD6Yfo+ u61U2M7lfDpeQIEKyaJNCR+ZMKLu1jjyF8XXnv8CJlY03PGlM3pWkQ4NRzqv Tl5pQPbCKQ2ttkzcrCBZXuYljF8UWD9vlO0G739821RyUQRPue77dqyRAeuN in54nv4ORhQbx8zK+kH/C+fDWTMsbBzTMBQ8xwOp96wGTe/SMadC95LTGBOK hRQsFH8aQOZfisIfdbOxcsC6ID8zQbxUwHP3MRbF+y19+N9+4MezZveiQt9w UcbeoeTRWUmsJc07OVdFx+pFVY1Tr9jYsMi97do+Qbjssv5nSdk0cu87PrO3 n4SDNgTKetm2ohEr7/tSdAJMsRvPEN/CQUG1/ckiGygQT0h/vm72HQy0zlea dohCsfg7pmL32DDsh1qDpokANGxt8o7MJuML6+mEPaaSUMxS/NB8FxH/emWh e8aSCuvvk2uLiW1o6seqxY7ndHh5Ksaj/rcIPBT0WfPpVxo+m/VIQ7d5Aaw4 PhFHs6I4tjRM0FKiA8j88GCNyRPhg2LTliYSBW6Uudk96vUejYc0q4lk03Bs pQv39rpOoFXhUiCuKICzqusaCntaEUvFj58fDaPDihKrsgcEYEd24RVD1zlU 6ud7sF+KCXlW7b4Kyq9B2/JHXfJ2Oq4W8dCyYvPDrT0Wj6NcV1BL4+Ji0aYC YOycRGh2YsNZ3t/WryWpUNT7X0VjXTIsGHTdIEthwD2Et6sLCWwoNBJo0De2 tvOmxQCkRsImE/k4a4mFWx5ZK/XqCcNTOolKeSwynmpl5/jn0XFNXLyuHLkN pVvaDp3jpYHP175XG2gJwehPvhpXMznoSTmn2/geDRqHGdmAWBJm9PjOIWsa 3FnIa2/vGEZlr7DJqwVhKLonUtSVS4G268rIbvcYeNHUShlPzCL7iEidfe1M bHUr0GeZ1w0uiiTOjO6j4puXbKacA7jI310acJXI+FEVh2tM4Mc6o+u4NtfJ WDo8m/mVOQTq9Dfq3BAWwU4Pts2cY5HhuA/lb5kkQeySYbxuniMGNwuYCTQm z6Ej6alLf0YSsLDO65N3ipcB3812+tHXa9x+orwYMsYPA9vsFnt1+4CHyeYW w3MN4IGpo3j+l1Fwfkn/8Y3Ts2ALSWUoJ+kDUE5++MbOiAXf3G48a7+DiZ8+ etm79SgLq0a1K2Tls/CmMz2zkMzCJ3FU0YlGMvbcERl7/RkbV5L7T7J5ZMg/ r2x0vomNg8KjjG+3EKHyt70p+gdI2K0ngp5UwYcr4km8rXAR/etOIlwOXwbL WrFskgEHjRV1npr7jwk19/Vp9ho1oItHioCRIx0aCG2xPWUwDe6o3NmVdEgQ X7n686V+dh1ofNWlvSmADrHbiz2zm8cAz2zVPiCFAVXLjxJmGBLwjN42/8Lb 08hnd35B9zEmHHmQNTpMnAUbzAIK9f5gQFnH2xdqpwThm1kYq+nOht6ZoQuq ShQ4tj/b3OUJGY9fi38UqyoC04Jyr/6oJuLPrdUbOzoZsLnEU+ug3Tyqvnbe 5UM4FR72vByG0jno8Itgr/FhJjRSdayffFsBbHUzC7eljaNl3X20EKoALM6U zH6sTceWqjvUrROp0O90RfBnKzp+8gdL/34uC6LIhAfWBBrc5unHfGlIgxIw 4neaEh1eGuC3PbyHAmMV84fIDizIvnJu6roaA+e/pTvzyYri78uNGUKHp5Dg mY6ux0os2BprvftV3RgobVN3yVvjP++fmNA/hXkg5cbG+SXdOaRZ43FbbR0Z 8gWQNsfsKAAhphV2qerCcJfRMdsTvRIw8Vnuw7dECjTuqNiQb88PRScVRwNT xOH2FQGXd1QClAvlSJPsWfB00dSAEpmM2YmOkTf9qGs9cNzTpELFr61s0uIH Kdj/WlinYEU76kth0/zNqFjqiFXAsHcDiiPtdvBRJ+OGHN9lBw8CfCq31CNX RcaXF/ZXe1+gwz4VV7aGKwWvtNYX1tcx4ImMdOXTXB7CbrHR5VcQMDzbthpz cA453UlEd7tJmDabd15NpRfpJU9PvwmrArPzsVHvNKvAoDwnrjSZjXMEDLVe shqAlXqH7FSfGL7iUbm1KLwPNDVAG5Y6HZ6+sEqP4fwExI9IbGGUCeGzPNkL cST4yJCVKbUkCFWDBnVYc2s8CnN3U49jQ7lnWVZXM/mh027KKBxkwRa0xb9u BwXOFLvs9Xej4mZALDjzUAxGRG+osOyaR3Fqngortkz42L5Htvw6Fc7Uuepv 7GTj/iUJUanrDDyh5/vk8tp/Snzgf5E5ToEre1/oVKp/R9yUr9OSNCHsX3Fp fYJ8E1CGQe/zDFmYY6+/aGKwANKJXjO+LpMo42nEiU87V0Arf+yZRkMq1uRe ypN5xgNJL1N+UtUWQeZb+9qkD2Q47zpI4Bv6hkx0sm8FDonDT9vnZSPL+KBU 84uBJWM6jFZqVzBPLgSChGTZu1ZsmLwOtvwpNg7Y//qWlLRLYg85r8iXMYuI URg/RFClYDVHAbOH8xIwnjI9tnMbEa/nDYd+8GVginyQktdeMVx4WVw/R4iC xTMXW1LrJTHLW+jvsVAu8CtUspn6IYYJK9wwERoF7t+s69u+tw9VV92ZdtDi w/eDx3otp2fQ8HfX3NiS34AtN7hdInMcdUyGppGk2XDUoS/XYPo7iPJZ0rUN p+DckaA/cvUIUFvY4yI//2/0F+mU39guDijw5XvFtyIIXUt9ljLXfpKYz+eb KMHEG4W+KrKDJaFttTV694sL4vusEwWraPCc8vna4dwGINS2zqHUkA7X2wq1 vO0SgasWO7cc0aXjgyNSFh4HSHDRJ2RkMl4I14YizZKLPDSSwLFWf72Ejjvl 8O1pIuKc1I7zm8M4yObjX5aVM1zkExhMQKl8uOsDmLhhyYC6sD7ov8he1GXi dKnsAAOnOZJV7/KaUNaQ9t6+xmVUwuGVltVXI6+0nvbQGlHIcHRyulmOgJ58 m0vbxY9gKSP8jUG1CIzTsGjNpbLxw1soMamVCOPsZOYS9tNwi2NihH0oBRq9 /KQp6kHE3qtlDhPyVLjkGvfx1nYSxhdHif4K4lBb5V6L3QoT7pI/Xrl9Aws2 fD2prAJZ8H9mPOI8 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 55-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk01WsfPc455ukc/zMYilCpWxHCzdDzlCiKkDkylHIlU4jb9KIrRC9J hkSZLi4yNEjxPIhIRZJL5BBCCZmHc3i9H/baa+1ve+21f7+t6O5r5UEmkUho Hf9nd4MT/gtX+DCJ/DiofLgDCRQ3yppYfUGyTXX9FtwpoLhP5BB1SRhvnCxu Co6Rgti3rjGDR8Pp6qVHzFIZ+LO3eaVwkACOa28xYGmUI6/b6rmcRAK7En/3 GZ4i41Mimy7qqUng+wxDQZaOOKxa8OhNOsDCU4x7QlVCqyC/9oA1/eMqCtA4 b7zBlgXzhMxPeGYTOFnBhZOGCPiFmnP3TX0z2C0fcSS5VBAP/34mYeB+P/ij +1X7OVs2nLwcLZWxg4se3RXKqGnkAvjXjCvhtQw031luyg9k4aq5ExWz7F8g f8NA3wxPAndpevmMihFQ+1vW85lFOk6+cEj6cKcQLlDPHfoix8KyKhN/DO1q QwZDnY2giQ+qjrVZ8usT8KTFgOimYTbMPflTN/gAC16fnJtyoBJYMWQ4BHYI YJdrp52ZbAKry3omH88k4ftpLkuG99lwA5G2D9gMgcvmJ9NnGXNIw3u1kJom CbPyGkMMqnmAU+n8UHmNBC3vDftqWlPxi77L1dONYviPeIu+oq4JEJAWzB9Z ToLyTSOn48KmQcehANX64zwQYqpc4RI5AaoeWhwwt/4ArkTlfL3ZTIdxv1Q6 0N4VUPo0Ki3CVACjto9ddkfF4SVhTopOMR0uhivKHJVh4wTAbLo3QeA/Tm6R n7nLRW1e59QVkqSwCd2kI29HNZqczN/S3ECGkjYhHvpSklDTsXBVuZqMLVLF OUQiA8bapKglto4jccEuuxFFYdh53ZGz6y4FrikoFRv/l4ELPnqeGx5l4Gzi /hxnkIkFQhUzWY9n0IifzMsgMgUT++5FqTg8AX33huoG08dABi9rc+1/CMi5 2uJ8meChScuOoegmFt70TUD6JLkLyTsYeWs58cM0+9/k35qJ4M2KpZNt8jQ4 EAzAk2Up2MNbajlRSoPu36pU/4EM3NvaFz27hYA7qU/kcrXbkb1AWluXLRO/ 6sp9cblJCJeVWhe3K/SDQPu98p0UUTzltu+jQzsDhk+1RPr1doPvW9rHzaqG QWGUSrRvNhMv1egFOI8z4e4w402B6mPIorUiIrufvZ57YwXTTwAvl656XjAW xQetN/7Sy6HgWbOkqLAXPOS5XcghP5+OtTeuus/VE5hcH/znUvks8hw6MaM/ LIxfPNSPLBn+jL4f97kvQ1BgWZml4v63K+hy83CqkBwN/lR6YDmBu8G3rvk6 k15RmJSuqelyURz7yRIUXRNJeKf4jmG9uwj+Wmmpd9aKDkOvHrZJL+hBU5/X LNWKCSjrf9DMM0EUHrn8TuvvD1JYtdnMcMR2GXCd8sTRrChuazjOKuPjAPnP XqxxJUGof9pKP/c5HW6Qj+v/4f0KTct0vPfNZODYOldegnQfKK5bXEwUp+L8 xrdt5QNdSPnZ1RS1wHF0dIvEmsIhMlSKYBwZerCAngYHmg7LMOFgsdyFoHcv QPfKaz0RVQJrZ06evjRIhjsHLHOi3LjIVvXjQcGOMmDskkL55MyGE38L9jJ6 pKCoT+4WYz0RWHHqQZPpThbUpbxcW7jNhnFlSWbMT2J4qotdeLGEwHcC8n4e LupBGVa2o+dX04GKduAbZ39BGN0SqHkpawmllfyTlRbNgMbhRjYgVhiHyb0/ a3qAAXeXr/b09I6hPYqbvaXdhaGobqSoG48G9aX7J+4gFl40Ob4NT8yiyMwH v++TJHBcgM2USwgPjc84XZMbEcPZ9Us8Ywof3nfjPbxrKY43RhQwPzBHwdtP RXNn4kSwc+aumfMsEbg3/tKr5DoB7PrQWHp+SQyWXJS86cFZQOYZ95ZPRVLw prXz28MzVgEproc49pyKy9/LPWe0UmBot93ioN4Q4CRan4lWaQeZJk7ij1p/ gMGkOtX3N+eBivD20cKUBhAaI6fQNSmKPQauEyk1JGzWmn5G+t0yyvUUpgRF rIAbESXixPcVNF7Rd3ruDRMaPWlJonI/IH/zCmDkRMBQo/pIkuosSNyeqJ5y hIpl9n88Ol7UCtorOTqKIQQU7ct5mSozCVbN1uxD0hjQo0KoxieTBs8a7LpY njCN6vu1c6pS2PB7Zv6PMcFZ0CMRH/PQngUVnBL8mqeosHrimNnQBXH889p/ s2N/E4KWG719KYdE8Luuxg29fQzY2ey//KZ0ETVe83VtiKDDiYN7c6ItuOho 2RXvn2NMmFw0kXeAi4GtXlb5rvSfaCWubXRhgQIfZ0kW5OgQONtXp3Laj4DB Z2quvDtO4JtSj4aC1RhQAl7/lb6VgPyjV3O0JukwdsujURFHFuSUKyclmbLw o5eEC0lhva/P5ZXfkqcR9WwvJ2crC9pxrkRs7JgET7s1XEvW72NTfMiyezIJ pt3cML+sN4euVKd8quoUg6QQYeUYtVIQv1cpCEYJQXUjB9uTgxJQmzv50PoZ HRr31sg9sueDY6/9/6w9QYOqXLJrLZ0Cjw3zpzw/SuBzak66HdvpOHS3w7uy Eil88Vp4H7WmB52vDR2xUCCwjPnxkDGfNpSdnKLWOCOG2woDVxy9KNDvSg23 MFEcBy0cbPRZ961eP/NKU1YKc7vel79/y4AC/yrfGFDgw9gjNrr6TwS+RtSy mm4sIOfEZHSnXxg39/KLiO8aRgap09MvwuuBTq4eMa/bAEaUlm49TWXjc7pz MV9ffwDHNXoVpobE8MWfSkUCRd9ARxu0YWkQcK61yMwkvh8IvkZiCz+YMKTE QCFinxjMNmRlySxToX/7fnpCFwXuDPf00LjFhp6IqWh8hQKd99B+wBEW9PhK sO4N0uHMY1f9ix50fHs6q085WxJej5arseLMo4xjGVpRSWyYYz+gUH2DDnWG ycHP1/+HRANfWdZPGjwsrz1tl92NeGkfpiWl+LE3NIopgZ1gG7z8qsSQhQtz Bx795/ESyBD0ngl0nUTie3feeaOyBrr4Ys+2G9LxmMmGbV7TJJjyLO0Lfcci uCBi6+BxVxzOu41QSKMf0X621rGeSBpsUZ1XiKwiQbKZj/SaGRNGb+3ZbJFa Dqxij/JXpdGx1ybvyGcxi8gv3vqD9hc63uFENnswLwFpjNknu+8LY9nVsbCG QAYOyFM8n7NHEpcHie8v5KfhvzpLKi8n0jHLh/+v8TAe2JNfENwxKIkpXF64 kBQNyvj/SH3h/A011idOO2qTMO1GvrmT6Dwa+9etKPbJL3DD/3HuL5cp1DsZ li68kQ0zlLLsuMGfQdSFZT3bCBrmr6V3PDHkhzoCXv58fL/QdU1K1sGu9T0Q SKokcalwYxDTrumNBBR8RApMlmDiD/02XL8zdGjbaI1qv/KAm31An8pLBjy/ zbd5rKgNbMpvjnc3ZUJZW/7OlxwhWCB6jyq9n4lNv8tYeh0ShgNDVx1DOwRx cxjSeuK/inaMfREui+KhE86FJN11fXGJbfpjNxfZvL5qVTfDQ7llddwRRzLm NICJm1YMmPNZuer6nWHEOewcUHWIgSUTt4l2aP6L8kd19IfaV1Co/YBFy55m 5J0+0BPWJApDTq3OSsbUAgOlbtdu/9fglXP1nsNuovCWpmVXEZ2NfXw278t0 FIG37OTnbh+Uwg0v95ZVGUhBo2ctWqJegpiUzCMfm5KCy263XserCmPe5wS3 m7I0qLM9qdOOy4S5qVZu4SxxnPdMZae7pAT+vdLJlYyFMBcPZTTpCOJG9SPS gd5U3CcBvqfL/gIlRS1/U58KY93gxY/PnjJgvtSYklrePErZupTat76f2vWa V+rRKuJtzWoV0KDBwMJyfzcHPmxeUXdUw4wGbxf4h8UJfAI7B6t45bv5YcwG R+KqPAm+rFOoPHuJiS8lU6NFGEvgs05WnuvmOdD/I7svUGsJFCR0nn7wlQSN +uf5G2pJ8K2aDluLJQqdyqhjd4344dNy+T/JA1JY/vDY2M6vdOjmNb7j3JQQ /B+krcTU "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 56-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk8FGr/HcNYG2bMVrK1UK4QhRvV8+1augpvFEUURQmpvMhNbkmvslZU 1lTIxa0IoYXnibKkslYY+5I1WbIbfv3+OJ/z/znnc85Zc+yMtSuVQqGU/sL/ s412uuLwAWFCoeb75vY14t/aDY3btnRiucrSzn2LY4gf6lNunr+CKPx4UukX JgsRD550y1bIkiTtnL0W8WwSHvX7qX/rxElkffUOrk4ujppXkZtP4RAn1j/t RseppDIorOrnEwa5xzYS4+rT4bt9LwSKCxFvndOm8rZckLv3xwqVfA6JVTra kYBZ4NXRse7CXx/QZsXgvbE5YiQt9a2EsWM3OtX8tt7Dlgcn+Nu+Mdcu4+y7 4skl5YvolJBvC9IWoC0frZQzfLikun+sXaN3AmXId7VPCqRJdsCMXB2dA3rf Ul5MzjLJnYmYwUVvKZKp/ai3bTWXnIjOKbnUVYd39H4pR5VCcMOpzLt7FweO 7OuSUu7jAfXPjCd9BhLk6CUXRw6PRRSDXaZbj1DJvYSjc0b3eHBQL1o6x/8b umh5JOknewqHtSirn/ZjQkp6uf+OYgGSf4RSSSUVrBL7zmw5IEK6vXXSX3+U Iadu7mt/3DSKRn3tEduHCoqV/S6RQRPop/Jn9adbKeC/Z13e0ZBR1Feva9mp 2oACr6d1h1cxgS72R0YZdwnlFFxPCN4jSvYrtNy/vZkBARIdcfpPmHDFRfpV TtwyrnX30Fa6I0vog4oKVxUJ/vEjQ6XqHRWSg/gqrupM2GKftbSumErM3Oud aMVciLCJ04qpGcGt3u833yyXgi9X7Ts07grDTvKlsa6ISzIb3Dz6BthkRPGA vAmVRlg7E69vsHuOXhhvaQ+wHEHJgpT1by6zwCDx0wU1JoX8sGrsDa3kkruG jz2rrrdgRTsTT10HGtBnvQ2WmXSyfk3Oj1pFBtBUmYN5c2zgC+aqD+cwwJru NTruzCWtNe2hP1VYMHYwTpq2phEfEk2obbLlEBOv0xtKjkuRZzkHntQrdaLE ZauTmnw6GXPe2WBXz4azw/n/FN5uRUMq9SMWL/vQtr/xOG2IR+ZKDL0dRzig nnE+HX8dxvtq8oJTO3lEKqJXXOeDOJnPWXL7r6kUsXQ165F+TiM/Le5cD3ol wMrFI56rrrKInsLSsamyX/7n4nKTzmns1nt4cnufBNFkNsy0vGjDQ/u97q1i CUPVhgnPJ0VL+GJVX7z4agbkubbX7PNrRd+apkvNWqXAKeJIxOE/GeSsHEvY wEwG/rdw9+tvanTSXWRleNKaCbJzR4aPR7fjsZZlK60nLMj2pumlnZeGvRc/ 6v5TJ0syMvvDZeQFaNEhnY5/SpGp/f7VsLYLKba4c0fWisFIcEJOx10WyCtG dg57vsXOPunMp++5JKLUSXBrZTvybaxQD1ATJRnlH2pzu5qwaos5MvH+gc1V pJeVdlPBTaVBQ0ZhHhf4+ezpW8UBdpjDQerLEtS8UGEoqckiLpwHL8U7RWBT l1XadedFPCpaZyien4dMj8YJf3bkwdS9XBHyhQ1SXo9UTA0loSE3tuJwmwwZ a+JlnX/KIh+2JwUfutOOk61tB04vJSExmpJ86IAEhFb7bAlImcP8+QVWZC4X TK+Y2KAICTKR1Fb/+jgXNucu8fmtg7i5cHdkEH0FSBmESDkLGOD01/cyVwaH RHrbjB31F+Al7RrYPS5DUsvmBKbCQiSLrepxYQuDKARncuo4A8j9i3bknkN0 4nhfY/I0VxJmNb+FOG+QIE4PTVdOz62AB5uv7V13bB5bJifOHw8RJpPhWUre wxSgRPJZ/3khQl6m0o1P9dLgr+aDsz2Gvajh82KMNaMR3TdzoGfXDCOj1NHW xqFZtEFCbSAr7h1yX352n9opTVy7rrLiSijk2LfplqfJAvzITULYN3gB1Rtq 6ac0L+GRvHaXqfcc6BEZkDXobMDnLPOQiQMLWDF1+fssplGMWox23F4Rcmch +WrH5TpUX9Shv8afBQmxZ2b8tMbRksXyIf8ENvScPz8zf0QWTu7QOJ97awLX 8Y3gjCmDfL90IzXiN3GgvcjpuyRJJx+byuVb29kgrxvgF2W2gMsvnXF6F8wE NaPUSx17lrH5s0DP74MckMyYMYx+V4psDVNyNZK+48DRgr3xTFHIT5HJTNNn ETmx7manixzwO1ES+HE/i/g9dD47askFabg6nqTKAi3rXTtl61kQoZI9IGnP hdOX05SK+iexyMnWjjRVLvSE3nx27e44KmjWcXo6yiKxQt0xXFsqJITLT88b TuHiXTVpGh0yQPGXWBemlYM+HNjtQeSlQNvEzvZIjzRsz1Qs23ebBaatJauz DwmBMb/orhZbFjQXqU5vmMKQtbzf79ABDvHQcjBoVGOSi+HNfc8escn5S1fa RUr4eOhhoLbaWg5ZZbnff9CrFtvHHJ83XZYhtVk+C/buwrAmScFh6SCD+M4Y l3udZUHQ7ZneO0Jsstj0KffTBzaE3dzEHBuhEuIaEVp8AaMj+XJDlkLz2DEm Ft/ulCAz8lpym0/24x3xExOvrpShmw85L274VaD+tXNRBfE8Mu0d7J6U3oD2 67QqjfWuIM5Ga9rOSg+ixlqw4eqwYOfXXWSHZTcSq8ArZoZ/9dcdm8xJPRlI NeKmrJoXAa2NdpS+URpsuuLmqhPFA653uSIljAaOWxnD0M8FGb6lCXrHgsl8 p+3nXZmExlS9dT6ACVdDV5dYd0zj+rMDn+/ZtGJBQt2EjCyNTHFd0z7FNqGN cPHtUyMuKWmruX7bbREli3lO+jj9wDXr29wt9YWgSSjiZL3RLz0vRkfnvKRC XGFCG1N9Fk28/dfosh0Dpp37hSkDDfi+7CN+nZEsVGtOK4W8pIBBZM3G+HAe hKry1++Lz0WJY6ai+T4s4q7sGVIYNouveTGHNEtYRN2BavFgWhrK357qq7Vc QeSWBoPe+bDJSjNLW7edTJLrS9+VRWMQr7bumjxPFuF60f43EiRAq/u/Pte7 zyTCi4Ir4rIM6NfVbhosHMDlZTET9noUIiK/912nwywe/Or8OOL5OGoxjwqp XTmBW38EJUko8CDWdsHrKmpD1/87b2gbzCB2GjcmDS6Lgb6o+zkhoXF8k17k /PPdr/31oRRRFkXgn09o26AwE8SyKT6x0hxy7tWQybABC2zLD+A33QKU/cDe 3mPoV+43nqkafFyLDljYuyZe44GcLe3L6w5xWPdn8TPbQB7ZM7TKyn23BByi 9NCYtpKkKgjrPj+3hPEW6QffrSjksGMWxaBRjCiLq/G/b1jGNhV/W5dOCnDY NuPNK81ESMc7NBpuzQaZWvOQ0OZ+3PGno/fL3Wyy16n3RkhaM84Y0N/eW7+A ZVzGm87yq7FnUhc/qFIK9L4eczY7VoZ2rG12aj5XgRrQHyd8/pCGqC1WTY+Z POIT/1eaujIdog4qTkUby5JtVwpsmzeywaSwWlfKXYwUrjybrTvKhnnnqIqb mhLkVq9sqcIHJuir3flycJEDHS7ZWp9lGSS9cMOmYzLS5I7vUuhReymySHqT K/XFyG+3wnNtokVJuzQaSpIbRw52qha73FcQA7/ZhsICNigoTIotis3hONW5 +PZf/+X9YNvregGFCFRTakR1GHDDdz3v4iZhYplXaq5jwQD3/LWstO1f0aae l4LczTS4my9HLtQKwetSpaKTARxSk9K5YWfhAmrRT0l3Wj+FlOvMN25qXUCZ t764POimwAV561ffr1Lhg5Y+T5crBR7REg8tr4hBQa7iBWqXLHksevJuVhkL nN1H1D3GxOH1iU6pF9NsUrKcZSjoX8Ymb2KnnNM4ZCbvntl/PHgQfqRaa3eA KFmK1dHUwFQwXQq8Iu69hKPDS7eytnPBysikTH1dF77pe3wytm4UrQ006P29 5AMqmEqw7pdjk38pQbHuNyig3En3774mTKp2KASGr1xGfLHEUx8dxpH375HS RzMoYClTbFfAkQSVh35GbuskQLI5s77+bxZJj+yZ/B4pBesfmO7XKxOHp5Xm OwxDOBAVoHIsS3kW9281HlKz4EG/Sbm3m9IcvtBYZBs/woOere8Ti/XfoP8D AfHbSg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 57-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVXk81PnjnhnDOMfcU3KkpZRrTcUu6fNuhUr6OkrlKGeHoyjXriJnKSEK SRGySI5R2Ir3O3Ild0Lkipy5bzP8/P54Xs/r+fu55O2vmjkRcDhc9Sb+n+We V8VdsBFEOMJrL+7QF7gQVm+zdaQfStWU95nwprGb96QSt/8niWSmXtV436UB unysdRpioCSNfCPjxwx0l84gD7qJofstdbosDhdeneYphYyykS393x49BwKy w78WFb5KQ08ZeiSWlgRwzN2CY7US0DWOm4G0BQuomt01v8ljo3i5872JkA5W 2tpNZH0bsd9lg43i80kIZ3q2ptBoELvc+bHFxYINfspGkhX34VFenPCzsioe ZuH2fuiJPA7srTfdnunJQuEGtLX6vnksU7q/Z45PRnM55povD7OB5s/U/+aW qWjxQEyToAUZZWm8GPy+jYVKFt4fHC9vhbqDX6uwGjxoy2I4a/qzwTmTfrHt Q2xQfqvRQ31ADJ0PcLRhsulIl8/n+hgT0dPE8yt6T9kgWpJIet02gt04cS5p nrEAK1xS2x4dp4PUjCpf3VI+1n5W18S/nAhMnwxd3XuSiHQC3zngY6nocrRJ T07HJEZyCOeMORKBbM2w4/3AWWwnl6mNG8UD32O/FZ4Pm8T+O3FKLWRPG3bz TvrAvVoqUJ2RuHU1BQfyi+4kBh8TQp/VG4x8B6nAT6Q3QesVFXyODTMv8MKj JmcXDblHNPRSbjwwsOkDnJrKVKytJIAZzVP5WSs0sNcye/23UgLCa+MOOXDJ 4GuIZa9qnACQu1J+akSLhOgHn9zZdfYNdif5L/fEI1PYM36qwodbdBD+TzYG P+DRlOmXwfAaFpqqq6793fw7lD2r77rfWhBUX3j/3YJCQQry+VNNshQgc/Gj r7saG3TxV+qs8ilAtdH9/dLBr/CMUGJThwUTsQSDH6vok1FB/slXLXJ9mKFh QmVQAAVN2x1sPdvCAE4D7pw/43qxMcWWCeO3Q5iaho6rXeUkNGksDE7rYyNP L3ej9otiaDV//dJ1AzH01+BCeQCfhOaNH90JfMeHC4btqvceMJGmzLr9QgUd LWpgz9WOrMBLg1ZzB4ZEkLjldo8tbn1wzPzK0610ATDMYouOrODQjdqhx8Lb KGBtFWtN9uzFfnYslh/tFgOJbXsc4DoVuUvRBbSPSgJK9mKcggwFDZSY6lw0 o4Jttb4DcLAPTn/bMFV/RQfe5vYTS20UYHSjfv+/zTQk5L0t8CcTB3jWGRJw Xgzlie/VipoawGS/ObMmdpCAbfreiWMZTCAte79v3PUjjFTJjNvjL4wyqz43 cfs7oGxJjb237Qw8rkjekDMkgD27NJk7unmwyNvz2NBWJnCf0g5KX0VY51q1 jqgaHb2T3tCg0UhApd80/Y4dD940dyoMqXqDGZxPEGizYYMYj4jQRhIbiF15 oWigIwqWP+iAtCdUNN3BzvbJpSNiTtWS3c8++MzMYsRtPQnb2VTYy0wVB+F1 nnv9Uldg4afQrE84SSCmHSZmx6eAyWPvLUMN2ej+tVPT53350BB3UvFFBhWl VazwDQTw6DaHJ5UzTEUywVnMZuYI9mFgullNi4JsklXn3FiiADB+tj/9LIZs nxtsWVwRBwe0iyT+UeLDE8+erDqECaDjonqjPC4B4O530f/3HxF9+PGvZJuG MPi78/TyD51BLLSg6XWwylcs+ai1RF7jOGZMJSxxw9ewXSK7R7ITKjGfTk35 dEkqcuoPoSeU4dDXgsCHjHM49OKSiIBX8Bq2Hq3LkhXHo4nCHseFT0zgwBk+ Yr3UBj1OFGL61nSwdeX72McXy1js7liNBCMiqmEk3JA/04q1lPRqyfvSgU7J Sebu9Vls3XjjjG8iAzjMW3QlGDPARV1VH+6DWXj5UoxJMo+KfgVEpUXsEQYZ iZH6HHEKqu+oku7uYYAgyz39OkrrsCrgqm1lMBV4fExVKDiGR8cLbrr+GmWC BUuL06tlHzELnVSuatIvKHVapqjSQRi8TpXMSteiIyWvM/ldZWzgfaHsZr05 Ha0nmRsVDzNBhGLeiKglC8gpZQulbyxA4sXu3vSdLOAUeq6Y4j6HFXVybHMn 6Yged06yUo8IEu9JL67qLEDDC1huehIV4HxFfrurno+tnlYPKV6UABr6Zy3O /SCDU0pPZHzSmMCgu2xb3hk8SCIYvZtapQM1HsH2A1UAMDTyfJ7GsJGLurX2 l91UFB46m5HQzEI+AUE9xLIuyN26Q3SXFRttPWHuO3qlCZa61HjZ5VJRU7bn mqWzALhQmaJKotCQ19LhqivudOCbytmvLc1CvI4GbsNnBtjI8+b5jRERcooI L/0HYq0+xEzvUh60iY2HD/tEUAAxzvHo91Go+3h29l1QBRYSq7tuMFmLDe9Y iSx6zEbp/laOecVtmDmnW256UBxNvMwokigYx740gVMsDh3Uap5d3bKZK1I1 FF8aZ4Lk3rtieRgVpOmxUreuEkHDL3VxF11hoBJ0yYkTyQaRM0olo/UkYLOP Mr45JuCK81Xxe51MMPfa9oCPExX1Mkmzu8zoICR8W5lZ7yKclVLzuWHSC/mJ zbOSNEEkKzZ5bUa1C1MCNz7m6rGQ/z6JNx5OG9gzkuucp+0UpCy++rdVSAB0 4CMutuhREZVllDLHJYKE4sTvVOVlbD5I7WUBlQYW7YYFcCOt0F7srd9DdQao U1uUC3uLA/aJ/Ydu32Ii5+2uYcV3l6FXxPXA981MpGxNME5ZJIM6YVWn5SOS SGp9NLDSk4Ey9nyqyCHTEddL4lC2IAUFlIw/z/PZ3O0rgqETgXws80dXaNbf dCTA4wcJ0yhgUVdGws10HFZVxM5aauLQ27EXc00Tq3C03S4n4s0MJtvQZCSB m4fdU4FJIjJsoCN/zcB/dx925/qqjkUwBUV7XvVeXBYBWkLOHnj8DIyPbwAH 8XiQ74krwfGIoF/B87VQAw2Q8nCe8WQmklSQKc0GTGBRdRJ+GOBjIvf2Ve7Y JoFqA+H+Nx7r8NveXAVzEQKyssnGaX8hIdWEQ6N2Wnh0qtrfrHyOD1PeadYd chFCvZXY5D0zBsjbIX87y2oM9h6xufbWkIHIJxUNJyy6YeaI1oHBljVYv17K 9q5tgK5J/V2BNWJA0ffdNxXXSkx3R6dtp0c11uYmK/SwhAIi95p25FDZ6Eer QJ/ylk19WnYh5jANOTGjK58ZsoB+cd1+MWcS6tzv2Pheng1W7SKro9VEUMvG ZPDRl3SgtfvR19M8JjgUeX0qvoKKMop3qdhLkpF+lFVJszYZ8dDgs5rNny5T FlAWnxVGPWRsLElqBqtUN4g2uiiJtL2XW4uLGABeuC06nrUGE3auPO7Z/H9L WQuT49UExN+Z2ijEoYA/b3Ani34XRCcKy49zjCmg9jS3Wy+3E1P58ZbP/V0Q yCwq8LblC4D35XIlF/2Y6Ga2aann83Xsm1Zqhq3CAlb3bUFI/9M6lvXgq2PK AA449BScCvchgs/qWuz9LDGwWzCH/NeaCCjiyv5D6Keh/azp+rp2JrBznlB2 mRYG3NLLtorKbFS2ka3DH96AHiW/faeOs9FS4dOj/3NhA735oIHoDmG0Hs9R U4UEUOgwG9vTgkMx98r30Q+wAPPwH0Mx0wMw2sthLr55EivzTJthf2zEihYS zYalGEjHSjzR0JgAtvdJ+A7cFkAPTjin9KvhQRfpyeV66xms2ShqtusSAZyQ LD1bxBQFeTGj8X9u+iramdXS4k9H1Mmtf36+TgYKKQbmmhXCIM3qlxWs3ey5 n6J99vZl2LL0Ywlfz0Tn2MH+5iQKKtQmDkmPsJFrwGgSewsNZT+mc2J2s9HD ig1n6QYBVK3QlDb1QAJxfv1hyI7iYX4/31Z+vkRCUQ9DTurX0dCxmkjyGXFx dNst1/VWVg/W9Hd9lDZOFIWW9if4XKaDYC9y2LOMDTjII9jbJNJQv1tPyrHa BejHnWs3FW6Hh11eh+EP4tDIWuKjmtVfmBLT3pSjsAJ9fS5FxLWwgAdQtk1G 07Bu8FNocrU4eiPhFfOL0w4zU1KbxXbSQHFRt2wZasEyYh/2RMj1whGzp8n2 Y3ws53H2c0bIGkxUPmmgoCwIoibyHuCiKeiRsMrzqD4KyHPoHm/4g4nuh0r5 XZ+TANmjF7a4zM/BR+lxpuRKBngjm/3tcAsT/B8Qi/wk "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 58-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1vk/lAsbBvBZMLaYmWeWkqVoeesUkdJJeu4SJVFUijgIRwmpqN60WbKF OpWSSkULIqIopeeObMmxhJBsjX0pRGMZ3t4frs/1H1zfa/7+w9ZuDBqNVv47 /+8rW+3c7t5mIY3x3C+zo4aa+WhwcfWHb5RKSX7rjqkfZP0pnf47oRxU+55W cjyCC7M1zUMdvwvwtm6GucVNHrboHXzlskMJo6rLjAR6mZSCn6XAxpGHd3jG LIHBLEis1Bb1lEvhUT0vU1UbARRwdNOeuVSRK9SDzG9ksHCRx6I7Wt6d5MGG 99WHbITwxG3vst1MJqZfl41/WzRFHq6uP9X/iQ4ry63mJfkKsMr8L71+7i8y SbWteUSihLPuHVjsWsDGZN2Hoq9zBbi/4JCTuK6WMhLVFZEldLCZlavXW6mE judcHfhCApUu/KUg9JHBO3GO48Z3hLDR/6CZ7dE+8rTlX7d/8kapHcylQyt2 8SHhUdFJozwJaZMi8fYckgGrWx2HV+6SQuWlzoF/eBJ48PKO5tT6QfJ1TlYN LUIG1Eu6XKMChsnrRvZPVpUx4eRWrSzHkEEy8tMWGRfXz+SZsAftF0s50GE8 mCtwYkBGdlhc0FYZ/CFf93ZlEQH+ci2xBmkccLD+w6jInImVHod0NWK4eN5l abhWRgH1/XvSwtJCBly+e2p1pJgHK+1SprXyGLg65O5m7zE21AXbtSy/zoTu VY8eyibLIbH+Vthi2xfkL2pa2cdsiIyXJCx4d54AtR0vaz7dZeJ3qxpReIkA m77e3+qg30qp25p4rrKXhsBVof51yMEF8zO+V6qz4ebmHRk9MfXUXpm4ynob PvIMul/zctn4LGNXWrVGK8l/3BmRZcjFH87rP9lW86DykofDLt82sndhdb9F bgdJlwwoDtCGqB0VWUGJrULstN3Fe26mhBMZ0weOmSqgTsytCfcgefxpERMW 8FpC3VGSaybrhLhabXr/aAGBTWkDvOYfk9QB0b6RdR1y2EjaHLJd3E717vS+ M4dgwo+GxUvE+Qw8XdpxU3YuG14wVzsWOLeRnfVj+WZNCpC6H3et/0agjwrB XGumDLw/nQem/uVg+0srQ3drDnSLVP++/qSd+tE4Y6WTRoCe3Vo/uMUF89Pl qx5XcVH32oKGySI6TNk/mkX9VMCTD7lvnAdEpHqjh6BfkwUXFU+B9oAQVNWj Wvs831PqIbrMWxwFTCr6WJnZVk/RbsU/364/Qm1bqDSjsZkBXZNljos6Zqjs 475bO+bw4RWKw0oK8smGyWJDeW0CTR4m/mtwTg6WtVk9CHOeojR3vqsvY78k TR1jmbUOQoieflDywo/AH/XClBNPCcw5WnrMNa2dire26faavk3GiMO3zTxQ hvAy35X+CePUlqGco+/mc0BhbYiCs4QN3FxF+dYAAhMLxiWmTDqeWWZflFdK oFpQMr+K303WplvC+z4OOtxdPuIlkAfJzmvtxCsldLpvOntsXBH6XjztzFel oWX8rQmXECZmfvaN80mRAlrUF2L7KymMO9S9ZX2ePPy3YY/4m6GItC7n1gQH 1JN3zexnpVf0kazaDXs0Dk+Ti+WWdKfEFpLu4n4vSSMX3dqCidi3NKy9krP5 nYCBDw/IMf2CJkmv0HkXZn9mYH9Ws+voBz5UHje3KDKtp45YZpEm9gTkrveO czSaJK8uuaobay6FKX76/iNOtWT1yxaD+ScJyNzHfREs+UlOW8zsPRnHg23h HemGPgJwN1p+IvOfYSozKk2uo5XAgXOXEiOXysKVpUv3bnzDwfL6ItWmZh64 06VKBSk0LDp32KkwiANuaUk7QJWJ256d8Rzo4YN9sLcofKCItDFMyFx+e4B6 f3FR4OGf8vA8QTn5gQGBybInhvu3iykp96aWB4sEwE3t4rv7j5LZDXpOTwcJ fB5TbOHoJgNxF1XHJgxHqXtmCWbVxwmgnZTTitDJIA/stmLkRrNB18TW5q9v SnB032ZrpV4hmDa9nZu+lw496j0ybTwBaE8xnN5xmJAinrnrGUFgZYrvpJ0H E7i+Jk57xgj0+7WpyNuHgI0u5RXxaixEt8jwvFMUGU5/pb+hYIZyuHqDutYq h35vpiwfx/RTRjeHh18HFpB7dVW9vJM+kl2a49HZN4V4rCKE5U6rJ3fqNWn8 EClisdGBJ3fiBsmaStgt0CPgQ0AoVbqvk2QVU4q/+viwXtuwls8mINFYkDBn QgryFg3qK36Qh2WBB9z0ooXwZ/DZvEpLeXDQZ/dBlwASNlTJ2drxITh87lvr ljFK5UmgfplFGyWJqxpW5kpjUgbjSM7vifgPnH7/1FiAXZqfhxxt6RDP8hzx dfpOrSwOjpvNkoZ6eqR7tTEHt2yutyBbZSA2J+4r5w8x+Swi8qW2mIAx5y4m rfsT1aA7Z4HydgGUaY9phOTSQFV+e82RAiF6zPMMyYkQUydqgscTzTioMt0T UOjLw/KIL4xCZT5m+s3akCLNxqgrHK3UV0IUeEtf6A+QkOFq80wYIXxkTkkC Zbls8NMMtxtcMUgVFVwdtltNw86ZnGN57yRUz2fn1MgXQ+TLh5E7w1TGqKbv Abfl1ISgvfrpwsSmNjLs2IShTRAb/ya6AoyeK4KBjMcROn2IGlPz6SbKfvvh S3tJm5KCNZcKHaxLeMBKp/neUOKjnIp8/9fTQrAp2kW9a5eQ/63IS3bhs7E0 gFr14sg0Resq/Do4yMR9Dim0tTUsfBPYq9cjw8TdxWet80cklI+m3MKmIlls KSQHL1rzoHHKb9hq/gDVssXhaO5mHiYfbeINWrVQSd0G60TVk5REpG+nzayi PG+3fQkoUYDso/TQkdRi0kizwanhSDG55T97jAtPcSF6pVV9KkeI67KW2Z/9 7WD0HvXRK5u4WP3D0a7xDR8MlsTU7ZniQ03osbXN9wl8lLN42X5lJXT/FdSx 7zkbp1AUX2LAwmsyuyJT/1HAZiWy97bKEOm17Fupmx0H1x4Xf8rJ5kGv6mhL 7pVpKnbR+M3m314uCRPXtKMUShYlVMjoseGVbGH8ukMstMzK36ZnwQYlk+GP 6c5N5LJvuZLMFdIQn5LxWDtfGt7ka7x09+djRuIDITFAg0aDhEdOC0ZJi3BW yj0mHZL/qXO9106DZLfZu2PiZeCjjoFwlUABLjS6dhZlK0J2pvopRhsXg7ZG 6Qf5KeD0DT3t5RQDNEwC0z7dYOCVi/n6xDoBuL5++Or8oIi67OcycqNqkNRt 5G9Mi6ois0fjrLtUeFj2U21Adq0UzGuddbI9lIkmqjtlgyUM+MK6dbDcfoi8 X/WgMmivFFgq59lm8+WhbONltz+fK4F8Q3J19VkCNSxu6tR/YsOCe6Y7VxfI wu2n9o5ye9ioN7Bms/DSFOnpOPcYp0UOL10L3mVSxkVpNfW2gBklDPV66nk+ uZlsY2qsM3mjiBfy2mJPHCRgkmb+2uUMHUVTjP0OcVxk5r43biLElH/myGcr 2c/UHH5wsuUIHbsn42JKJgZIXC7fNbt0kjp54kDk9WoBiM3v6ScHDVNlog8X 7hYr4qpzso2hiQ1U0r2EKoVFXJBRvLj8wasa8tHVa82RGi3UhwWi6J5QGqTe TLnPC56kKs4c6iPcWHCpP/0f2mU2skd27ht9xIV0l6a+f9fwUSvqD1Z/JBtS ev6efejnCFUh1+e14acAXqinNG6q5sPZAg3NIE0+PjwTEOhgpYjb249dvc7j o3Tf18ytf/eQHjF5h4K9Z2H7E27PDh0CJ3stTc9u56KqcGJ8Th0DtWL7aeNv 5dHIf57Fs8t8tNOfF7cwVwGzhPxkxdFJcn9Fl060kTRWdco4fNX+Sdb1cMTF p3//Ro+PHcIIAvaqzZ3IXzdNrZlzQYoolsZtC2anlbuOUjYFA1tWLaNjn6Ls 6RzdPspO29s6niuLHLU7+TXML2Ttuw6fy1FcfJHKWPMvr580/ES/4X1VAT+q iLow9ws5abTd5815Bu4Tie7pWNKgs6Cw5Pg1MTWkUuqgOjxC6kRueL/JfJQ6 eDAvfFyZDraPje0s9/dS721To9v3KQCvYnOAdhgHOyOmH4eeY0FvWWqcVbUC 7nHOrq5WkIMnK4xYtVfoUBtldOuLUB6e2qxRVM7nwpn174+vSJSG+QdKo7Sr hKAbV7sp2JoLGQ/LN1Sk8HDtRJKxoi8XtPw0xSs/j1F6K5s/HFkwCwTW6VSs MhemqjZuej2bD7yNk6ZmSjxc0rSw78kRIXRPt9lOxAnxeOb4tv26PDjuGXBs cZqYcm1NbTrZLID4LX3D9tFelNbWYv82GwKyxmo9hFbD5P8AOActSA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 59-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41P0XHTOY0VjGrKIsJb1eKilRls+njRYJlVZRSSUtyla0WJJCimQL JQoh2fJW+t7sa2mULCFbltLI3mD8/P64z/nvPud5zr3nHLWj56yPk0kkUtPc /B/jt9Bt9irMAxI51y275zMhcGHMo7X3EIoVRd8tp4dQzG+/0xF2LFgoyKhw v83E5k4RpmbAgBB+tTFXN5touPPlRoMfF+LYG6lcfRnckvPImy6ShAu6Z0wX 2HAxVUFE69SvRzrKftsjs6hwPeVmOL2qD51qKuGftuHha6720kYUCXjxgBb/ rmwalZcduDCQQ8Graq1UU1y5sO5+ROE/1/+ilAUdbSMzsmDpwblREMCE1JXJ 3a1KXEDsG7uEixoJ4+6GMlQhhnfbWeSaU+XB7pqDLYfHgmLHBP9VNTSIi7H7 uzGOh73dwkWWe34jb4vDD0fZY0SA5pUqlzAeTnxa5mlcOIM2CC1kFh+Uwlax PedW7RaHB3WPRQoeHDh117ItvfE3kkx3mG7oo2Hlil6HEJ9hFKN4ekrtuwT2 3LY4xy7gN9I4nPVTp7kJXQlM6gyqlMdxHXs8+BbiOCs/MMZvmyS0ixYbRTdz sJdUe5R+hjy+rTzrt32XBNQ5nV6pEsGEFi0eR7+olBAIUpZUlpJxcEZXuuYy Hl51IE20uJAMaqfc+aoEEzf4H2hf9oCC2SX6ub0HpYFlEhu4dH8e4s34ebYq jqD4mUT199dZuF6zX00nSwIEVp+7b1VwIeHwwpanfR2E8v7NznqHJPD6Dm4E P54F6mpZgjplBp5oYl9t0moh9knG1DXacKBcdfLsWW8mvMzancFX+Y4yWgcf xGqwYeiISf1+Phsn1VyJ3LStCw0s4f/a8boHET2XtF5XDROWH3P8nnznwUIG 70LEWwYIs0QnL5rSoV6t6LzJDhkY3RER6PNmhhhYGbNYvUNEnOw+OGLUIwX7 J6NvLmR0EwO7zsbNZ83dwUaNRYpvxcG7sieapsTAcbrtBYReF/rROF609Rsd 2/tS/nsp5MB5RRZl3VY5HDEEJPdMFnQWWBmesJbHS76mt2xI7CaGmmetVmSw sJS3gK13l423e9fqPfvEBJa1lnNcMgVPH3oqQ4zSod+mJIKv2ouUm524vxZR cZ5rJsVxQAZSymrqsjsaiTBFXVPbtWOE+RLZWRUzMn5U2HHuT4IY5Lu7buuZ z8Fmvod8SIUlqGmq3HDechZoqr2WfLlMGmt3WCUFHpkmOooMqt9EvUamdlGU L7Y8rOqkoJrkw4GhRl6axxxvlapQn/VJ3US8tU3fGdFDFLp385ar3vL4VrXr Kq/Ev8TV0ItuZAET09cF0I/MMHDpiZE+TigHnhT/nTGliEF9gn2IbxsHFvql cj5x+tB/xTlLN31ggW3CspEz3Hm44EHSM1UhA+wfmyqM/5XGwit+E3c/iIFF fKzwWAAFDC4FLvjaIIlJIS2snf+Jw26h45BmiAy+1LR3ssuwG50YygzeyWlB CVsPybz4+BNNyY192PCJhJdKafalRZWiWZcSlacNbDje4c+KekeCIuJQVNkM BZJPSlHc/KaQyezfw/v44vArp81hrIqDFVqsTh773Ey4WOSgzYdY+NLjXLFS RREK1wxfGbVdHJSA6A969BXxC9r11TxZOOtcgFiK7gQS7Zjd5xnDxkeM23Tm T3Jg8Frok+B/aTiwzlarOJoFtY1lC761sfHmOM1f753IUHbtnH2pnzwOe7KY V6YsAeYvrzgP9nPwUd23oq82lcjGMDF72cNBgjjjsESzSgbnJsqlJumzYMVD R8frbUJC/MS39iQNLlZ3v5haXjiB8pt07TN/s8BprZH+QaDhmKAF40LDMeKj 0Wxwmy8HkzylFt9ekYXYGbQL/uZMvHLzfpvDXbJYIrHxeWAUB+rSXKcOOFHw Gs7USI0cF9wmNpWdPc/CMX0pdlNBUgDHg28VXiZQlvBw6JoQMbANjyTuf5cC jfJK2oZIAWEcPTz8xrcYFdZvrySnf0S9i/7eyY/mgdFQ5cW4gGa0S/ebylC3 NNic1/Pa3j+EPtfhPVxdFv65/fXj4rw+RC0npCd+cnB7Q6zMbnkOfrKRmzhf KI6DpBxiLGNlsLbvyeO6d3jYejJvgwpLBtuuZvzEvVx82D0sGUXzsP8tpXfW 7eOElvLF3gyVLmIm5tOwHFMC0n1yi9ZGf0f/YO+SzI1cWEMfOHtZm4Ljqc4j rvYCYm2dbImxMRU3igWf4G+UB737g55Lt0jhqFcxrfJak2h96OO2L/JcPH6k l0Lqqyeu7Br/wlVigaKo36fUlQ11q0Nf1pvyINtNZn2aBAMGR38ev17JA8r0 jC+NycDu6ueUejKHiLLi8OEDa0jg5lb78aILCfq/HkkPzvuDtKJCTZPPTBLf BD4PpRby8D3Wj9dBhV0o8KLQ0MaPAeu0vV/L/SeH9SWdXMTE/hBev210GKVz /u1KKiBNi+Ne/aQTrRNzufaC5BopO/e33y6bnC6Th0ofQi/PRUS8W9g2/ZAq CQdt00jrPlMB6dWc0qFKwJ7yq9ZFIzPEEv+X8OcIHdpL0e8gazaWzcv0/aAw RLRvsb3w2owNTzaxLkZadBApffpG3fwpwmxgvoFBLZ9wftjR4lNBx00ehsuO /VuFjBc12Te5lKO9BysO73Rm4zurrBrT5Xkw5XLZ51gKC9/ZqzwWtokJHaIZ D5dsDjx9tVT7qJwsvDd5dkvJnQnT0B1foU+Fogc3EwUestAmiwYeKv5BGcfW 1cUuY8E698n6V/ls7Fjg81PQTYIojb/RbXN5lG+skJEskIQZjcSPkroM/Ljc s6+oQwoscorMdXcwcM9k+ol623ak3fV6JltHAieZ9H8nSdPw2yKVghNeHCAX Rb+pzCXjZv3Ep/bqY4h/S98/v5aMU+81ODzqJOGE5kf3I2ZpuGaFPk+PS8ec ernTrW/kcH628mVyBxOcZrTZdftkQRSpu3wZMbfnVwjPOVgcwoKKVrOMuPjp 8tVFcot6ibtux0YiP/1GySTVETPHepQ/FmPdq8iGfYWD8nEHJLHqdxnPzpsU WDOksP3DnK4t1NhTtYf+oE8H/aPMvSWxhVzh/nzOPGxa18e8MMHA85pS+fyr LHBYPxPYG8XE6o9Md60ppuFh2x7nSVkm6A4amPFCp1Fk8zPLhEhpCL3vv3tz NRPqbb1K6GrycPNMpvP11DbUGRaTIngvBzcKO6I8TrFwxvHkdrPdFOieJh+1 jWHCEcqLW8oPhYRX9shXK9pX4qqEfWR0AwX6pmIiKoSD6G6luq5Onojw9DgZ /IDPxR41BZmL3EeJ6u6qGwnl0nB8JKCcv+cbkfIo8RNdg4lXFyWQknob0NPw +23BKu1E6L7Zm9ObyDg9Ou0x23+K+LPM+ehosxQO/fXiHukuAz6U1P67JI6N Xxz79vODAQcEJgnfb2xj4rR+R4XToyNE0Yet528f5EHyFR9fWytpeNy0X6Rh zgOJn63Z2xz70eTmW2PuGxnQ+ZzZb7mCBT37K1d6GbFhAU/4d34DGZAh04AV KgPGXqo7Xt7lwLYzNYfTkmQhh8dJlR6bQoIA/egzl6jw6YekbevyUTTYuVb7 SJIkyDnV9PBuszDLcjz9bB4JDObfEGeVS8AZIru6NmmCsCke3KKnLQZDZWzZ LpnfxIHlZ63jmTQI9OIMabe0oi/ve87fDWHCjMmh9haaABnWi0WeDadDnMfn eTbJbWjKeOf5t9fJIB/01EFHgox/FJdWuN+fJMxSbkqr0sfRiuD1JZu2jxHF An/+wRYy3v9s4wGLowNE5hMJlytGspj90cxneaA8PFkVtlNnUgoPVKfHWPHp sHUsSkczk46f6xhTv4SJ4dxrIe5HG6Rxpo2BtFwRE7sblBlDPxWrnawMWf6J h4OL1SP5iI2zkmvXf0xjQ2jBAbsOBzZe7LZoctXXcSLpnwDvQEUG5lq/IKLk mFhTQ2D0xpKH2RumTLfKsiHXafVNGSsudnf2ubg0Y5IIErRX3LPj4JzxL048 q2FktPpto3w3BwI/7Hhj7c0Bifrq/ug5/1Q0b1QylZMEqmp4uC2XCc5OSrUV 4UJi2CXrqAtNHi6ZCJ1NNIaJwOqk7LYuJpQJB65YPwtBq++l1N25Kge7smQc 6d4c7OyOf5C8JSE8oJpb1dNILBclich2NHilOfpcLYiNObXij/68miR8Jzb9 EV/Pw4dG3bPXjVQh/0XtvVqdLKCv0koISy9C3ksL12xdzoF1IS/rMjbN9anY BeVXSHKAykWhXzsHkEIsU7PWfBCp8fP4Z9V+IOnzUar3LeWxZfLEpZ1Awu8N /o2q6e9Hz9OSR48PjiChQtNaqUkRItPa9QX/TKN3F16RUndTsdHbWh9+CB3b ulGrs3eRgf9uhvllLRU7XfWtj0sYRk0rrnKtzlGw6T6l+NX2TJxa2GUgapXF 593n5R0fZkC8294NxTvlcX5yOz3hJgOuL1U0b0pj4s8kzolZ9WHiwRZxhfmG TJyuc+s/vWkSpsjeWZOVKTvXrzZnlKdyscKCZ5fNY3nY+VLxPYVcCfw/ffuQ Jg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 60-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41O/bhscYZsZYZp9EStGKQqLE8/QirdYSRVkqS4UKqUihqEhfVLYo IWTLlhZ9nuxZypIYZF+y79sw+Xn/uI/r//s6j+s4ZW1dTC7gcTgcd/X+P2// ids9/FsU4fC57tl9vzDjl1oCPTv+YmsrijqNlidAY4EweZcjC60bT6/weESH NhsMGvX96Ci4vkqLrZKN2SDiMMuRjK6pXDkobcaGPyZaqwy1GsEuGb+jL7KI qEvj2KzHhWHgyC2pv2TGga/XH9Ne1CCizOek2K9ly6CwjBZlVyYEVWuMNyS7 sZFTROLxz0rLIFm6q32aL44S/tt9zv8mE6UoJ/b+kWKjMbvhxIa0Fkyr93cZ qBCAD4QsLpXW0dE5n/NWLA4DadClxpvtKehl1LlFnZccuEwT0MYVTwAvg7Mx M8xZTPu8bmOtkCg0ju5zUT1BQBJbKMlCHznI8alRe1rzGEg28Hf3CaBAmYqB 88H3poDkQPuztYok6HlkU865B2OgPm2Dn2ZoG/AOTOh+/J0G7XYt6T+/Kgyz 8gOj/I4II89rzfvd/iOiWqdLyuuf0dHPTtZBEdEKbHw8Wf57KR5mpnw51/qB CX/7n+5QfC4Iw5oMYlxOSSCGdnTgFos80KzvMqa1bhbE8uPlvt1lwM8IdK9b IKJx41+9DyvYSP3k7GB9ZQ8mY6F3Wc1SCMZYxjcwMllITjZrvFaGCoMHVWXs ie2YuXBUbbMZC22/GXFA3pmJ3medSK9f3wl+qB7LkNNjowkb7QaLeiZ0c102 eW3cB4bk60eOf+oDbeOehPSSGczoZ47fm04OOjPnF6DiQ0e8rH8O1w9S0Pcu sihTmYpmjj8LvPeZj038kF+nSxVADr1npvf3kVFwUaL4YYV+bMjU+aUkQxDe 9a1UsBwSRl7f+yJJUlSY8+KCwMy+PtDfPFd0uI0CHXc7HrFELNRdYKxpb0KD e+k8xZqafmyiZcV4ZzoDHj/raMj9yIZHvWrU3q727GJ69vGzfCG4bJkkhs1Q 0EWvZOv7IYNApsWJPbKRCP+6452HA6gouay6NrurGdPf+4tb5TaPHZMXX1mv j4dhU409N24JonwPtyN9kiy4ttmt9fRwGeAulWuKKDGQt8qTLEs5CajQZZwQ aLOM4dv7EmrPF4KD5yIEG604cOspreS0Eg6aaOak3shgoH0plwMFavuxWBOz v1f+xYDdRc5Hjpgy4MMqN9Xb8YuYXIjp1rIRJqTse0Cx4VPhxm+tToENHPSm eJF/UHD1b7tTi3x7WMgqTnH6ClsEKrVe/7SnmI6sXx9cM7coCul1hVn/0gWR QWw0z+6BIDK/T8QXaZEhLriVYfiRgIS36OlfPEGFN7mnFno0e4Fsmb75nbE/ IO6wpVjmz2Hg7bMpSvQ5Hm4hb/ubGlEKXMOvDWQTOehClz8j4isOQd/LZoQ1 wijRgSzo7rcEDEI79CfxRDSS035+tpIF55yPg69Jf7CrBjlAz5IBnWcHOEnx OBi2LUw54igBlXt2B6ZLt4D6gg51WU8GFDHbObHvzSL4d3zF3DOKCRuxAAWv FBaqaS6TbmtnQuMv/v0xpwmozMfFutSPBslyKV8dThHRsffel0cHWfDsgJ8u XaAamGnGZyvGjGINVcWCUh5UmBsvkZKgzkCaI7w7w+/5GMG+rSNhMxuuaTpk uryfB/K5KtYZYwxE8PlW8O00BUY9lp7jac5ixoffbiaVcSDOk7zp0c4s0P9R TVt5LxMq61mYne0Rh3mfekIW/3BQbarb0mknQXi0akC7WlMUoQtBDwtvYUBv RPNzyQVBZBX2AgvvJKOADYo5/W6TmFbk1NRn32IwEmdy++zdOjCwcfFJfiQH Kb8lm1ca/QGmKm3rJ3pFkUHZG8uYrCnwqxaeZKswYMKp1gVRw2FALMdE54dZ UHuSkBt0iAPf6LDjJXkEuNdhvbSGJRUq+DpcUHnCgaYOJsQ5KhVa7aYOwwE2 VI9L4Yds7MP4UXVTEnQhlEGS75Ex7wZboVdJhg4bXYctknm7hGAs8fK0m/U4 9lbgZsZoBhk2CwTZ1+vQEEmuaPvvCQqM+BD1h7ZjAWygx5t4r2Ohtf8G75W6 MVG7aWoCzXUKKysOmzq9B4e6SuWZ2xXwaLDJJi0obxLEFesMmK/wsLbxezHk dRyYYi+sSKrrA4HXeZpmflTkJrMvMjyABtWFna4KCExiyotPfXRmVvfRDVeA WyZA7vXUaH4CA32/h6nlXf2HDbW2Bn8xJ6EzVqm4fb+IqJRsyzTXIqKT5XdM iqb5mFg1pXynjjjqKAVjj02YMBZYSqlUTmIdh6yufdJnokemIq9DNvRgyX/V 9/fWL2FG7QOqzuW/sMsxXa33KiiwyqxopW2oGmht5Fpzr5YD8ewCKcVQNnyi atycRuMgQ939BkkfWfDJKZnZUF06Ajeax6N5HJT0YYuCrYQ42iMSILnVnomW UW9shToRWW1fjpT9TUXt4mAoZu0kKOqpHZxRZqF9HgsNH/KZ8IphgmfVOzyK 2LwY2b66949y428oWJARf3P8T2EVKox+9+tQZNQqFzlFx1SOU+HcJwi3n+wC Cj2f+NmrvdFro6NdwkTgl6L1Bfa3WcjvX1PPlTQCbFGPT7KWmwXe1dLYYjkB pvz3+/yrbhyc8mi7FP+KAqt3qnPU2BRIvTOvJPuQBvOzZW7hu+iI2Pq4eayE iv69UFFSxPBQjf7FMTVPGIU+LtrN2M+GNpqRf3ueDmJP3e2mX9SNAfiKPPLc tRHkz0aZDKxlIt9emvGNXBLc0Cnm2R0giN4br7NvVybCVmK0Y43lJMgVs/j+ nkuCBhKFFvksERgZZDMBEB2KcFPq6+8wkJVO5GxMMBPKvTpouqeYBINorfIK swykMqqhzwlZBofk40kukRIoJNz/hF4VHeGrst7tHaOjgCsZl++mtIOkXZ9J XkE0dL+wK+KGIwMGy4YpZFsKod5lvK1VFB1pj2ede+LAx25nTzcZk5qwwLqV 0IIRIfR3KepZBW8UrOFvcuPN45DnDYeg5/VsmKZPnCe9nMOqeivvx5WLIscR bV6+UQeW/Cq+jrKZDo1YZ3RMjbggKSy8PWh9B2ZzhxzavosA0yJTXzP9lzDD H3d9GGGiMGQk8z/cUyrSERD/LF/Bhpl2bcM/NFgopdOOt7yHCVMHL665NDON dWwfkzi1SEPd7+iDRjsZaHTlkaqxFRtJc3iLkr/xSETjc6LbSSrSur3h+Pun LPT1pZ80d4yKcjisFNHZJVBSdnLh6iQZ1fULW/1RmgFTeKNbfCEyknCq7uM8 YsDCpkL1ozfwSEPyPoFRLoSqOxLxtrI8zKx49JCaggAyK8vMDoiewE4rOZvE 0klItzeZd8+nEzR+63N9GkxHL18LpuzZPAk0GwReOIdR0MTdWb76eCdY0jJ0 /XIXjw6T1EsshwRhf3FphUf4AnZpskIh1nIB7Aw6UKJ7dBZbQzC9Jt5EgBZv dU4b2A5h7snl4FAeFTJ/6t9TCqShXkVRf9scUThUlRZlXE9Bi1UceOmFOHy3 S4vYGCoAJQtv8araJWCGmYaoRBEdZjY1FodfEYGyDt+Dleo4sCbvbAjehg2z EmsO/Exloulj5xjzD9lwk/vGBdWmOeyzOydkbTUNsk0ysQgJOmyaaOUR4jgw Z67RiWM8BcKF9OzN+Qx02UmqpiKMhwW++dFFaqCjm9q8y9qbp7BchsNNj04m KuMNeZu8DQZHCyZDoT0NmWaJXaR4seDPu2KyZ7kkFPagil3Z14zt94CxCuMi 6MO2mXeyj5kwL2TijbvxEuY7rztJOMCBFxXKxxsqaoD/xo6BHd0MVL1mJs3i TQnw2lK457ASCzmIlMZaX1z1jWjpcm+cBLLjZgd8yF/lNJq+rebYKKg7OfdU z/0vEHWN2BBuRIOxO0T6jfzw8JvG9ojqwUGwU/dw0ZDQHOCt4e4lL/wDqeT2 H2vXr4Cv1z7gUk4QYf59Rm/6dXFo5U6syjbFI2Wmntq2d2TodMe34WXcFKh5 dudY2C0heNBcKna3NR1uesUoeyBOg64eInkXpqhoPHx+ukWWAfMTOyhxqx71 QIfccvU1E/7CsexX5KYwnn5u34Q8E6btevhRbRkH5/jXZ21nqKs+opdensKG Ggcm6MlnxBBe8f+qTl6goHcsXcJDaRpSd5kJ8sXhkaWdVUlSJR3dpsD40ZYe TMRQ5r6AlDgybZU0nG/rw4xcfhh4x9DQteLsrSvRHHjeMT1F3nqV65sPsn3P 0pGYfy216AcRedlslFLlE1BB8BvutQ4cOpG4rWsUcNCQyJmhZyZ4VLw4nwvG xsGOFDOHvtBVP9t7TkEjnIXu+/jIPVXjgnQXX4msExR0fa26iEPlX1DQ89G2 opwB/aUT30ZxlgBc/JN52I6FiHKbEoGwAHTMunYkppAGnV2DRv0PikK8ueO+ R8fpiLayYJ79iAB37Yh+q2/DgEnyCsNjEgxI2jLpMV5ERf2aGaregmLQlqNt 4Xp0AdvbemAbzKXDHS2mE95fWXCmW7FCKosBrRcrOzuNOPB/cfOGgw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 61-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmc41f0fPk44jmMcZ0o9Ro9QSSIR8f16JFGUkTRIpJBCRUMqKlSkIsmq VCRCdsXz+xgZyUOS7JW99x7//i/u6353v7iv6x4ydq5mDmQSiVT7B/9n8aVN EvatokAiZ3ikddUQlcEJG5Oy+gmJ0oK2A4ujqOeOoHJcAhf+Gnlf6nmPgWeU qfRsDxYEVZdrc1TSiAz3tViLLQTnVc7uXmvJwav8HyQrXPmFlCVv7X2aSoGU TkYJ02AYOdUXVZ+x5GLXRz26299RISVMIObf4kVUXJPHiacLYNUKU+m3Fzng 9rt0znf9Cnq7tr1lYkkEKkVPf/jyggMJW990Nq/hwPuhZ4f4vJoJ7c7aYlTK g8sfN/Z6fGPB8RsnrdlcJoxMynRmGopAdMTxOb1oLjba5brGyG8cXTOxiZpk TRFfdNQ6jWZFsGlkl6uqBS/E7B99mOoigiVLe04G+YyjMsvHN3lzBPFlo7/T j/sNox8dPnJXQ1qRd8DrjvtlYthL11G0sUIAp2YFRNwy4odd2npXV2iCUOV8 ZqvUEwaY6TsyroZ8JUZG3q4v+0LGrYrKkoldHFx7+0jr5rBVWKXogGmsqRgw dSID5A9noqDpT1bZB2dQzFKsbP5NJk6qwcoe3oIwYlrTebeUA8FlrQ0ZrV2E 5GF9F7VjfFj2bH3S72kuyMqkjlRJ0vHLxVsXxp+2EVb8EVV1lmxYkH7ptC2U Ax9SLd5XS7UhanXDzujgHtS/vnrQ+FMXmvOr6P45MU0cqEy/9aqNC+E/86pV 3Vkwn7rseGE3DTrrUyT5usRg0vhJgM/nJcIps0w7uZEMjp1HJ3Z2UcHkzMkl PZ9eot/8XPRq5ir84uFKtIU5Fa6VdT0TWEPHo2lGNkGePai7brrAsImGIfD0 5yLVPmK0YcV0y3sm9mxeuLllhYIXj8UJE5M0YFICAzPRIJJscOYMrqPgVy/G w5d3MeBt8beqtPY6IrjI7I754Byxb73IipQBGcdJ1xzq9uODLM+LRl2r2fiD hNvGcxZlqH6hREtQiQkHrnuYOKmJYcV209cBJxYJm60CgRI6gHYfD1/105qL VeKPuW3b3kfEmFn2nl2OQt/jHQeeHWXju+UXVb1i54jIE8Iv5aS5mKbpRzux RMdLE+cNjueywPblbvHpOSH8RDzyXB3BByYxkfP2fqtgX5BOuVUXDZOCGpn7 P/KClHOuhYgQA1+pPzT7W6sTdVM08pTutaHnhseEUyoHUGNmrbzHPV4sT93Q +y78C+oqeh/U7CwAbxypqzxuLSCdl3+F3DhHhcH0lpNTX9lYfvpteYBdG+Fu ko70jzHxv/zP+gLsyDhkQ8jW8L280BW2XjWrsQlV57Sqy1xm4n4jKuF9cBEt G69YXY5gYTkNg4uZo1yoqCte29TCwvzPiI0x1/mh+Iar7ZdbYvi8ep5KfTkV 9n3wdhnqY+MbhbKJQhP/IUut2LTNUUNEg6NasMlWBs6IFU14rc4ETQ2X5kxH EvCebmp9LcfBvUkX/3NeWURZ9Sq2ycNMkIaHmjpaIjji/trpea0pwv7T5fTk wxy8Vf+wpc1vEVxdZZoxoSoK4BB4N+8qgfJtF5r53PjAOuQpEdpGhZaXgSbd RhOE9rPx8c++hWj4iHz740M/UM+6uQdZz7iAR7cUUFXbkLlKk9RopxC0FzwR qYqfRDVV+CBHhYnfm/uYmSgNI0oJITQzwMardRzT0lgMrOjr6KDygIvTbKzt /PLFsPU2+gDu4eDCMzrvwo/2EEsR38dFGXxAM2Ct4d3diRTwtaJkPQ4Y5kWH a56h4BiKy8RF2xFCfnO/+xk7IVzHE3i6Wk8MQr232a9pF8Hh2RHNYptmEb/D hMPSQS5ILPf5fLnIAhnO8gsv20miuDBk/Mh2EsTHXqpyZfNC368TSYGZY2j7 sJmFRu0S0TTiE0X9i4sVMmV3OK/tRQEX5rUsb9HBNeX2X/ePM7E6v7M7D88Y seOIypPdNlScepGUQ1rkxXm5vgOdmWwo8yHUMt2XCZ4lYU3tXkE4av2OpFlD gdaTeoWCKVQ4WHLdrGBiiaiTnnu4kEOH1i9o+L4ZC+tVNW/YmDBBtO6xPv/J gAWvG6Mv3v27i3jbq76zs3qBsH/hs6d9upZwiWpv9CmlYXpF9uTZqUqkva7e tt69BIVJA8crkAOL0BlTqk6Bpd6p2+ciGdAigvqjJMaQrN0TwSgXLmh6zv7I zmLhKcVjN7xjeSFcbu5Zy59+jKiRPvlmlRAsycVW8qvQ8bqBjr8/RomCSXrB PhVjOt5JC3L6If8bKf7+tJSmzIfL/mmMm7IRxrkFUjmnvdggYV8zRa3nxw3q sXG2slNIRj/oktcMP054VHvyRQcJH0x9se9ygAj+tkWdq8ahYSn5KkfdE0yc lSZ5ldzOgK9XK3NcAhiw/FRFaTNBxiXGPVLiq6nw+H7BNuZODi5TXD2uoTtI PPSwn3j6fRjxi+w8VfPhF8qaijDrkWDBQ8lTH6KNaVi6Tfhyh/8q0L6VIX0s loobKZFOFcfGkMR4hneBJw2biOYdzmILYjWngRTxjywsWJ9QXX2dCWpTpw8t ZHGw7Ivd5tsLBbA3XUPXV4QDKkMaBtzgRZS69amXhKcYBIfettAvZ0DqqXDc O8AC/7PJLjcTWpBktmjY9Ekm3MlrD7/kxMSKDRk8dZEU6Fwk21lHMIA5GJ26 CZPAK23il6nAL0J/6dNqXi0B6F2IeFI6P4TMrfjf1QIZLl9yDAyr5mA+Ol9A 69IsUd759c7zEiH45vTx7oBxO/H2Rex3mhwDxyfSlprnGlFcSGhLoFQrIWgs O+51gB8nPXv3knV7gdA/rPDdMVQUBw+mPCI9pP+J+R0uOsTB7/pOiZ+ZnCDU YY/zrmYmdCQy+g5sYcLw6/vrdggzQNtL2vjDQzYcHKm8QWQxIJ3LThCaWkC6 oTujhxOF4Hs3v3Wz0iTSU8oty4qngajzty7uPSb+Wnk855IjL2isvsPLLOED Nplr1te2SFgWDu1RU+SBc/31je+OjBNHlM6ZxTAEYOa/xeQ0rQ70M7/L7WEQ AzK529NHJsaR1g+ep+dCaJBcK2erkN2BFrT3u+XeJIOKcs2PYDI/7i78UuoZ OkugLpkj/oPzaEugbtGuvVPEq3xjVTkBCj4cr3fExK6fiCWcCelLDMyqNPBR ChCD2PigjL9yRHF/eVKEaTUN9iuYafr30HGisjbl52MerPXLLOtclBhOttQQ Ei1g4K/31KKl1ISxjGNZkNJ3Ls6+/n1eP5GJOWYpRLgoA88W8zy4x+WAi/Oa itKQecJifv3JxgoWXNGZd9GRGydGDBev3mdwoXi+39ssPggtSz35UKXFBPNU 4VO0a2xcaCZIPeVJgxC/cs7XrjpirEYuwqpIGLI3TCbK3GfhD2MKtTPKy4Tv zK4xXl0u3mRI+Nh4VKHb61p7NnUwwW3Syp6nshhdk8/bbqjEhkD7maRL+aWo PnJtiTdJFIIHXnkeOzOKxCMZGyr2DaH8o+v9iykDSMgtXDr0gBjOsXFg53vw 4nyNjeHf+vrQg302CU2Ws2hevH4HdXYZtW1kh/uo8OB/z2eTEiwo2N2wwKXk Bx1be1DK08zJUKV06a6ujRB2vu77I/r5OEqdKwlvzqXg3VZrYrbZMrBow7Bo QT0Du3kKZjqM0+GNX27kjCwbZ71ppT33p4NCcp1i9zcOriGxT6/I/vHrHweq 4y4OTlK++1FtkYT1+/w8W3IZf/Zc/31JAgdPJd7pENxBB/Lmf8oPOtCgm42u aPcxQN11MtCXRIbpy1qPnhaxwIuGY4cafhMbzJL8S2LpYN64ev9MUxex0C9d HOfJhPOFaQorkVwctv2109vnFPh2xS/N1+aPzjDpF7FfEK6dWLdGdYkXeBl8 Lz+9IYPFmw3tQ4gLcWoW4t2IFwrnZjLQ8AjK6kzlSRzvJWJ2HFfUCGX/+U8m FkZNjei9q69oqgUNXp24sL7ZYQDl/P5oV1rCxAoa/hspY0sIzzWnGNqzIX9X HD2qioydUs8bReWJYf/StUIVSBSTrZw07xkzQL7ss1pBOj9W3hQZb/CnJ3XL amgbxNhYQH7Mc6SADl9dngSaCdCxHVfnsNveWcJhjFT/M5GFNzWYj3r/y8an VzLPKhWwse3c17a2A1xcTvGMcY3hQsnNLgG9KAasC6h04wYwQYRsUVy3VwQy fTRebrPigPuGz53RcVTQeqD/M82RCT0/nyYp508TdfLDDvtT+aGrJUFa7qoo 7InJTCnyEoJHne5qRmFDSEb36O0sYQGIydijnT07i8KEBYKKGINEaWMKeqTL C5kGyzZu7uPE3eqCkXX7x4kwB+/94tONKO3ScETOBAVOXI5Is7/ahyY4mRaz enxwcE3At2TvKlRtpqGp/LMfkU2zJf9upWEcOyru9GaMqLqZ161uKILFOUO7 03euguLHfptWN4vhC7mOe5updcQt71MV/U4crJMSedimKZL4H6TGgmA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 62-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXc81fsfx4/tOMbZR3SJokglJUr6fNxyrDJPpMhIF6WBNrkhpUu3Ye8S orJLS77vNKxco8jKyigcm+x+fn+8H6+/X4/X+/V6Krmesj4qSCKRapbv/9p6 MlK3NJEGJMGnZwt6vxB9RXVDfSF8Qq68tNNyYRQVLHBE7iay4WZ9lT5bq4Co Cvc6xCPLgI/WCe5KWzae+GnwVWWsGWkqBJvF5IkBt65yXOn1KPJsfl9/3JaD RYYnxbUdJSE3Wjy55OMC2m58eOlurATeUm21KvMMG4I6uHzKNgGcubKrfWJR Gjqt9pY6mXYS+j2NH1G5AFa5nOhyeoENTn+7ObI4DBC67uITXUyFpHin2d1J HFxtfuegxMVJ5G9+OHGSOUVkbpZTlfmDhq0Sek9t4QlDlFzI44EaKlYo73e7 GTiO3n8aOXvkuhS+YLq60OnaMDrFU+yo8elCl0PTusMqaPiZ1E6RbE8KzisK jQ82FQWpG9EiRhWSUHvs+GbFKDqE1jeZCThVEyMjmSoVHwRxWNCS29BqBjB2 JYSutX+GWC0G2+cqZlHyYuqat1cYuJKv/vdjrhSMWH3puVHOBpTRu3Rf4weh YG/ope0gggnlW2uf2XYTB0Tja5tsWTD2tWFymjyABlTqh/a96kW+wQ3nqh1n CcuawuAHnRyITTlmHBXDhrm8JQ9fLgVUK3Vdaj4yYHJfVGjg60VCxSol1POr MHj0HJrY2UuGjKf97WKsQWLA5mTSCoYQfvM2WldzkQL+Fb1x4vJUzHOdt94z /BP1NU2XmrRR8BG1j5HmLYPEaMtvq03ZDLyH/naVYYgEXnDIkCImKaBwyYXH 1R1BCi3H2EPKYng+j9rSqcmEzI+fagu6mojieVV7bsYCsVdF+reikSD2z4Wz /pViUHTujGnvChZmW4+cdV+qQs3zZXoSGxkAwkUhr4UZWKPLKi3UZYHw3jN1 9NjEW8R1ihVqcORgI/Lu7t9tg0Syte2PE0uJyC/uMjc1noNvVJ3Z4pc6S7De bo3JHGCD832u7PSsJF4QO/7mOFkczJMT5o5cEwKfXd2PPL5IY9LNVobFS2H4 WCgePTHGwBeb7Wa+6/Wgh0eeNgcYdaMUEwep3JpBdM6IFRVQKIrXktV+PIr9 gE5IkWy4CxKQ7kEWOhs8jwy3ch9sk5eEocJ2t6lKFjZ+dOtEtnw34W1eiAwd GFjJdGPgNSthHKEWsTnWTBhQTrNGbk8Hqn/RoaN0gYEPGsTMHLD8jZb2/T5w IZ6JPz8tKTdoE4ePf59y/hBMw9Ze6bEuQZKwN/+yF/8nC2ubfApQk6tDtnqp BRsS+YS5QSShIM/ET1NlstJ0GLDmTOO7K8qCIOze1pGmysZjFSM36KIkXNSs 5ZwzzAA1V/vWmKdUHB+2cnpOb4q4trInR3QXDeBo+I03lwjkXBEltTVfDBwj YojITjLYWZwj86ynCP248fHXQe8Q03NX537nBtSvPPtvURwHskrVkzb1dyEb rTbF0R5JKLl/qHHk8zT6Uov3s7UYGC4lgXf2KBIrIyR/DbJwY23fvSvzy/kG eRzV+peD43a0zUemMLDjVuog7mfjk6tk2y/W/iQW4+vGZegikOsQ+7XFvQ+t w/7vc3azIbmp/jF0kXGymNfEGecRYm9OC5F6WAY3CYS71++mwSHXCC6i0nDs 8/hvtPUzqIHlPyYXMk18fBcxfnAbCfL0EuPUtUTh51eXJ+HPxpBaNGPivT8J 2kYCE8l/cHC47pnPd9MHUKjvnJ5tMBWS86LT13iysI7oMW8BgTHiJaHbYUyW xHlnSC9IC8J40UBzn9cSByoCCe1n3ktEfipczimWgkOOj0g7vohBkFFOVJir JOwvC7AunVgkBnrG8nX86NDxAQ2HWTNxptJ0W+CrKaLD2NHnlRET5FReOj5x 6Ccyf+js7KmfJ3bccWhSd2kmvBK7WgPLKfiHkenx0cw6pK/c7NzsXYZuldYu uN9mQrs0GkiUW/azmpiR+k8UYlVn49qX9yjtqr9475Q0LKqm1ohqUfEWkZt1 g+dpYF5YuldrHxXrHrzYcHt9L9L4/mqxQFMENxSFrW7fQcXFpYov3P1Y8ILL k9LEZNyik5rhvGYK9fGCtRtcyDjrTqPbvW4S3vsoLWhPBxV/2qTD0WZTcKqC B5l8nIWLChQuCXbRQUBCyfcvPyYsxWht3EAs9z+pr+JzMQXuhpVuZexkY/cx uQvj20eI22ePTMTUDaNsfVX7sk0tqGgq3rpfjglJz4f+eqEhjVd1Sl3ovi4E rIGrf1/nSeJWsQTPaocxxHxdOKZ5UBqby7yxL2JJYLc9qdXk5T+SaM6qrw9g wDX177479jLgVuRVnmEVHQJqP7luVuTA9RM5Xley2lHsTWkJ5VMsCHnTFXve k4HXI87cJY4E9CwIujrG06H6dqx84ZQA+BVMfLUS/0oEjFVEuZVJwI/5+Kjy OT6Szd+yh1jekQvnPcKj69l4VeN585LkeaKqpzIkpUwSDK9velCn+J3IvJda R1GlY/8N+1zYg+0oIyKyPVyxg3glkn7BMEscP4l7dJ95dZ6Qkp8utvGl4VtD uXdIt6mg63u+nz3Jgu7H9J+WmxhQc+l9rf4EA/T9Vu3Lv82C222jXrE5TCjk sLIkp+ZR3dZ2la5cGajrE3X8tnEScXN1uGa3pUHm2Kdezj8M/PCHueDwTVHQ XREizCgTgTm7L3+eHPhN2L7jG2trCMDwhdepX4wniYMbT1on08VhNn9LZrxq D2p423v69k06mPxQl9Idn0R6nwViTkZQ4LIKspfM7UHz+hani68IQlwv222t jTjue/eh/FzkDLFwP2Wl19tFtCnc4P0esylCyZnIxmfI2P7h7oPmrgNERBql 3NiDiZk1RoEbQ2lwsUKjTfo6DQ9UPYm3qqfAeosHNzJz6Pixpr5Yw10BbLkx Oy36HAPn2OpKypTSceDJID6xmoqVPCpubqzj4IT9NJ/G4v9zJZeIlaHj4pUZ Z+cX2XBx15zXLtVxQscvzSTTgAU2eVJ/UfxZ+EtJ2btKe2mIuFbFruxtIuSi ws/3+FDhudrkY6UwJuZL5dsN5JAg6NeeMWEDDvawbdkdoFmPrip39K/vZoD5 ARGvFdoVyH/tm20mG1lwTezzhoVDyzxLWFl2mSQDxt+fFJ9UGUeyCXS16r18 NNsu1B3awUeSp2NXRVrSsB2vWjYpURS/1VWP/fTzJ7pnvbVdvW8Ozck2byfP LKE4RYfYEAEhXOLznJTFE8ONLzoFG2Lp2PGsWFWBjSAUt657I35QBh8LCPqc lDKOvi2FP5jVk8DcA/LJW53pWEvpR7RJAxOfPifx7Og4FQKW/hM0OMzBRekd lJTrVFj4b4umwzPmMg8Ns8uy2NiRb+taz6eB4IY/q/YfpYBAvHLj0T4m6Jya DA8iCUL/ap5myQQb/Jarzm/5Tgw0UL5lu9LBpnWFxa+2XkLp39GzOUEs8HlX sO53Agf3XfuHXiAvAZ8uXisIOkwHsmZO4FqmFPi7KMtvWRQGosXNriJBGHjp al18xIHjyfoKsi6i8G7211M0PIJk1NTlHe4u8367k4ZuJAv+fUp3/6uyHWWf CpLJ41FgJjK46KrRMHrx/aVreRkD58s24agwEsaz33JNjrDguFid8YYqYeyZ 52Oa+IaGI/4w+nZ3Dw0LHvDc8c8+OtxfmxaxwCZjzfUJD41cGFjVbr+GozEH i68dOzdSSgWTRTPruec07MrZZX/abIbYeqJnyKWJjde32IxeLmFh1VPbciaj WCAtyPvYZCYNJTtEW//0ZUF/Q8wTzbfThJ2F3qAGgwy97VmrVC/JQLKE24WM Zb3T461tGs1HrPQhQ5soCUh+aqz/fGYGBUcq2iWIjhDlrbnojoEw9NL1dv12 mSRu1JeOKFuME9LTtDWDfe2o4Pxw/IsJMahKieMfXDeEJtjPeDO7RWDFDHLL 2V6P6q11d2g2DKCUQ47/hVVLY5w6KuuZPkas49z7bFlMxbJsPrdwpxD8cier SpcwsG+xh9k3chMR/2yDRKu3FPicWoj0ZgrhpocK+fONQpB0rHUdZZgKMvk1 HQI0MUhm7sxovyKCPaePQWD7DPHK4pfldq1+4ominZ670wCSPr3A+kSWBEmb 7+qCrePo4Y280U24m6iMnA5UDu1DQt4drTf3jyFL105pFwtB/HhI3aT5sAyY ibM8edfnkVygfe0hRQlsaL2eZLSDgotHQlrGeWOEbYbFQCSXjp2c/xrMP8QA PlEqZrrMe6fNfrLbjWlgERV5JnhaCueVpQgmOs0SvgLKVtucaPhL9pVVpski +NWidnrr8WW/liFvXgZQ4X+LkEGP "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 63-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl2k41G0bxscwBjPMPkP1RCppsSQi0n2XFkt2kZClVKRCSClrSUXZypKt eSqksoVCz/9GlpKKENkztjL2Ndvr/XAd1+frOI/z/F3nBqdLZs54HA7XvDr/ 3765hqMTPgyEw7/xzutrxBL83QmnTMawNTXl3SaLY2Bnxx6tq3I05Kly4fA6 SzakjXqGJGa1A+X1IQZxOUT0ktE1G3djAri0fmg4b8mBK0VRK13HKSj7kUjK f1WLYMP59w7/nhaHu+pMZTK82MjrxiVwiSAIM9b1dE4uSSDjutqBedwvTJvX XAVqBOBgaTl3VwAdJSfaz+skc6DjikHrvrQZcN3oZNIUcxqbyHIrrB+iQ9PH fZd2WQihcx7PDkbG0uH6moHTEUETQMRxXF/NlAp99Tfm24eOAK+kAO043V5w I+zpr3sfadBhaEC1xEAC5hSGJYboCyM5tvtT428U9M31/E7ph3R0eORPEk/z GzY6mrH5YyUe9kialsAtLMTY9zhsi3UBOBocAk0CF0HKEndTWSADZp7MZHgq UNGoaSPvTg0baZ4K3hdQ9Btbb33ITc2WAIV261t4HeRhx4UTv7VYspDVNadK YvUw+L25YdiwuA8obBQlVIgsYiZf80P+7eagvhMf9x5qY6Epw4dhQSVLWK8y vvOuCBGd49lM7u0TRU42hmuVRvjYb/OLyVIMQdjReWalbEQCXf/YlyCylgrn XDku5zOGQX/LTLleOwny3Eu11GpGsLGfK6ZKrxgwYHt4paGxOFy0fS6OTZGQ k+34Tlc4Dtb/dGUPyxKhXhjpir8JG2VUff6W19OCeW6Vj07LXMGObpZYkT6C h452c+pEAzFU6OOl3yfFgq3WzeQ1Y19A60K1lpgiA325YsCqEWLBHT2mT8Mc FzHs4w/zt80V4LB9vGCTHQfqi/8gKtWOYClmloMXlpPA8FT1aGykGDJKefz3 VKgg4jJT5zVFaRAX0cYwfieECvBS8xNibHi11WquV4sHomXlvJ/u4oFUPVvx 7K9/wDYp1eZctijcIrp18EV8JRDbeIDwvUEcPTsnKugdsgDaPunWjVEoaDi/ 8/T0JxZsHuzRUxfkYR5G+eCQLQMup0itifEShjFbY3bGGwihuH8fPcxO7QEN b7vUN/gy4IJEZEyRoQBcNlw57pvIhHErBL+4qyRUFXDJoTKEBil+9W7TQRR0 NPeGG3+IBXO4C5Ip/Q3AUoubp5DEx8znvMM9NdjwDZeS+VSdgRZ3H3QsFxNC Qmfbu57KseFdSmvJjQIBWNiq4vB6hIEC63/U2fnQYeK9dTN/taaxqN6tP6AE AyHn8Dvvr2Hgw4DRGraSGLKLicNiu0VRlaRbqVPkLKadMDFRElwB5qk+JR2p P8CA7Pz9wgQOcvFiq6l+7AXmKu3SYzwyQitHosI150HjN3iMrcKAYClW68rF CUCsxsizf1jQcWPO1iAWG+4IPuescp8DrUTdXv7OZkE7VeofOMCG+6xtu/xv D2NLifUTFDoBaUjXPZaqGATy8PqH1zpslNI/9fVRIhmmEN0mvRxGsbsPVb4m HaPBFoHwsw06NPRz2ZmX0UaH8UWJHbTtc+DOvnnNC71zWFVFzMSJ3TjE2Xmv reK2CBr64fgyvGAcLPuAoSwNPGofDUoS/YcD219uUxe4zAdhl/9qWYZQEXd2 ISEhkwPVhV09BATGseTuQHOZxVV/e+He4haFoPf2dK2Mi1RkY/cCp9lIROtl xw9WnaSgY9X+ZuWTS9jaJvPmOjcm6qoEI/fMmLD2aOXlW4JzWJeunWfxESai nvWLfFE/hGUMqu/lNSxgggHCwn7kdswtqactqIYEpSTv/uNy8zvQlm11aPWo BqzqjihaMRt1SoDfSWvGQWbslBlZVRTFy80ndK7miaT//bGStTS0JMf9KqxC haprLxXvNWIgo/zyoyqGVKixyBy65zwAdvQWL+UpE+Cj4/HVzaM0WFou/fas HwsZfjU6IDJIgj/Vuc8dNk2DoF7BQ+riZJgZ1Xw67RcO/j353eX2Mzr8rKTO UWOTIBU5j+ZkcWBh3vpr+B46murM8v3JZaPlOBVFBWw135QM3qWlS6Doe+Wq jL1siJuzq7bcP45Fep+ajKsfAUPK4UcaxtpB4XSi2cAaJrKiJbpHvaRCmW5x 31+3BdFMqVCDrjEFthEfu9TZjgNd2t2m3EoqNKK8ty5kiUGN/YzJWnMWehB7 0+JQLR3ZnpfV0cjhoFvve+KvuDAgB1ZlzTaREW8R72SXSEeH3D557msVRH55 kz9MRX5gFp66QY7x4mhwIfFhzV8+4KedGSgbEEa+V86FP2pgw8OqiocdQ5ex Wt6nW6nVZJR94apfkWwflpHGrSfJ0WG9n9DmClYPeB4T2xku3YXJ1qR77NtP gi8TXjxh3lzA/PHHp+X1GPDBcHYULpKKOngtI/ZkNtL2kzHMjWShEcqDbxfb 2Cifw8okTy+AufW5+UHBNFTfL2zXoTgFCP9pm8f1UhHF9XMf5y4DfjHc3qPA F0EaUreEGNUE1Lv7mG87VwBZVvB11XYIoApZxqZZ1xnshOJFsxS6CPqSWfxi 46F+0FTW5x4ZQUcK8z4y2+VmgdZ3gbiLMST0snzXxEhbP1jQNnYvDcSjV90t ZbRfYrC/orLGJ3YOizPT6TjsgYNK4fs/HDSYxrYUOGdFbyBD63SdE0ZOv7GY hcwNxRFsyPx6JEgxjIZqT74znj3JgL9rXyaaNpCQtOmbjPRnTJilrE1sihaA X3yUuUnBLPjaUoNMKadDfpnkZv1mGtxw7mOEYj0H1pVKbJy5wUHmOeJnSNdZ sMhK3P5qJRXFhNayP/W1YOX3/wSWKdBR0daprA33mHC39ms3jjseBc8eHBfa v6q2pPgjjTWN4KZs18D2XwyU/mxpW3VbLbi+5f1uPUUWirY525ywd5Unj9dV 38BR0OC1E1or4lNA8jF9a91RPjAsy0/9HTQGyO7xMrEmNJgxe97k3JIILNPY Fv95aAgcVPxkc7p4CfyVbN0jOrcMLrM3FGkJEOB/nkW4TAsi9NUrux4WwYR2 3sTaPHM8IuBS2mjmNOjqH/w9OXUCvHeoHDy6TIaHj69NUXWgw0BCceFOYQ50 9xErcJ6gIk8Jh4LBX6s+iTj0qjqTDa3t1FLvfGMgvMKB2mPOJGSo95y7RoqD 1C9NhQfj8Cj+yahltikTmbdJGc+292HthY2475Uc5FmRJ7/ymAObF0L3p/0k o89XQ/OCT9KRZJE4OYxGRdcdZdfuWhJCjM2u5s+qhJHFs609fMBBkn5KrWkl IqhifvYNGBkFW249ycr1XeXpHvsdGrEsVHdcQzpfsAe8uhRMybEgoTvnm044 lIyBt73vnGqqGVAL0CVIengI5zuy9U6xkAbdQIWwIAxdcjz1k97ToJXqU6Mb LAbEH3fRvGtIRzPvF/wDiklQefvj9COODOhm5NlNfMiATpx91u4Gc1ju6+/y Mm0cJIG3qGoxkEBdDpF7at5w0EBT3Evlshks/sEuTb1CEurrzJSRu0ZBRK7+ Z44zDUXxPNT0H/EBlXhAiewojlLe6GoXzc2B8pIcxtymcaymLRtE7RdC/QXI rDp0BrvTUD4qazyBhczYnPVm9IC8KyOJbyeJKC09ZMRn/SiYZBdYzOkQVv+5 ULbDpkbQYKahqdz0G3Q8LJB3J9Ag5I5JujwbxxbronL7/elQks0/nL9XEPnu 2WcQX8+Cl0vPGXSItmA3M26rGR9a1fnSYqwHUxBysL9Lm/gElOzaJk8aoaLC 5PAWMX9RlMLc+7wzkADROzKReX0BKzaeNdmjMoCdscyw99rMBxLui6zPomQU W088mdU8BdLv5IwpwV8Y5kCzr+ofBIIeXW0Rx8aBfL3e4Im9QjBreJte6yqX DEhJy4Fuy2BNkPU3G2kxaBHuK2bNkYClo7d+TliMY05ZxIEnKkxo73DmT64N A8m6b6x+s8pT+51+knt0aWjK4ZV28n0qzKlOxSfZz2N3TSpm+aucb3wVKKOf QoBeY3tKkM/qvSa33r/zp6Leiu0y3p8YCDM18VO0GwYBU83v5LJpSMfmTEue +SyQk1soDWunI9bBH04+Oky4/0TTDmgljLgbk8dSBXHwA8FqKuMiAantcJSq 5ZDhB/k4Cd5qroTdyo+1/YcNw/yT/S1ez2A9VV4xaT+FkVaAR2P0LRy6a/w1 ZNFuBnTzH6QrRuCQ7b13bqduzgJKU4l+xV8edtG6QMF8gIKSuZ90rNiTWLSf +VuhMBF0RKHy+Q6/Yaw/+bTO2dU+Evkd+dvsbATK00ZPX2N8oG6RxBNOnwJ7 9NpGWnPZKE9Jk7fx4TTIqm3RWTpFg2kMc0unmyJQvjE3bNv2d8Ai4aqxtLoY NNv54TX3gCCMjzDJs34hCCdtWcJ6m1lwSffnsdZWGmzTM+x4e1YEOYQKjP9j RYHC8pNNrtHzWLR+d/bf7tW+Iev9gBWKh8lPbIX4RiyoVXIhR2SYBv8Hfats ow== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 64-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVV2k81OsXHzPGcGcas49KRLdFpaSkLD1PaJHGMpayTFmTShG6bnIjLRQt UsmepaRiIlKp35NsJVnLTnbZZgyy5+//4nzOu/Pmux4V5zN8NzwOh/uxOP/f dgGPH+FD2AiHf+WX3VOHYalkciJJgi0rK/xpPicGvanSRjvHGeispudeRRsO NBSl6l3OagcaSiEmD4QkpJgxxzl9Zhx4NBbVnLThwvRp1U5PPh1l3ZdN+FAy B/YJj5yV2kWDWyssVqb7cpCyk2/eTSIRpit2tI3NUxHuiUbbq54uTL/7Rwko k4LqKSVkLW8Wio85Om0Yz4UbSy80nZSaBhdMj8SNsyYwhevnMuT6WNAitufM VitplFNfUl0VyoJKZX2uEcESkOrJOXVNlgH9D6zKOXp1BMgO61WXmPWAwNDU zhuf6XBO/5vpq/c0KMwLjQk5IIO+qq+67hlFR1UnTm5RvsdAohST6VZRNSYS pa/+XIyHW3jLn5c6chFzV2zoWttcIPOsw+P5xQWQMJ/898cgJsQrEg9LddCR yKKuO6yMg9TcMrZWXR3GlGz3nNJyIMJoTT5R5VgvdlgmpqrBho0qYHdfbYUI DKyuGeK97QG7mlKPhc/+wcwrc0JSfnKRnLh0JMtXDh3vth/T65FD0R/cRvHX xdiA5en4pUwCHK7POvyFS0cXPvc8lF1OgyvP2bksPBOB3obfhcYtZCgQXZMO xI9i4qYFi80vmLBlGc9bW5MG5xweL8HGySgYqD3vpo0BpaYTnCFVEkydSwRL Lkqhg6upC8r78HA+XqZERF2C8s75HuhZyoYfc2nBoQrVoHG2VPevTUykRTkx nKmziEuHRWqo0xx2RJ+e1DRUDPYejSZ8F3Chz2DFtIr0KJbAt+n3/BMHIgbj Vb/ZL0GmCbEzLlcJSCvN+HlfLQPiIpqZZm+kEc3ma3C4ZS9INHZYklU5CAxy DHs2viXDtXJq/RnRxWDVU5+o7vM0lHZcjuAXMgs6K1N8Vq6no6GcNteJL2z4 4PrWyySlXszbNAfscWDCVf5HLdZVy8K7ane3RJtIoxpTi5Wbz3eBmvx2bRV/ JtQV62lGKxPgH97CYf8YFlw44reJL6CikotnHItD6PBaJv2pigcdHXwZeGr4 Fxv+RIVdF7vqgI1ucrZ63DCG7+MKBWtkkLR7S3vqGg5subLj0P5IAsxr1HTM HGGiFQearb3dWTDmhuLvGd0JbGogqIAnz0bILTzs/XkM/OpJsqeKKUhw9wEW 9VMOJXB42tV/zWD6DyWSd5c+gdttf2SHlzeBPtXpm3kPuahALjx0oLUHWGq2 KIu7KehwoNPk145ZUFcFrTmaTBgKlah5R8YBqRSjTA6yoX2lklL1JBcKttEG YR8H1oUUeMRdE2HzMdUSeQYRUYlSuC+CQbAOXijKNOQg/lef43lx8jCBdGrM 11GESRwu4vjrmLBBKty9xpCOOAFPE1zqWTD6dUwrfcMUiD4eNBkSPIuVfLor sduOQxYe83nbFcnoV73T8/DcUTA0OOBssEoatYiC4+RWcOEE9Xfx6B4xCPWZ 0bUJoaFMg1f/qivTodAXl4+bk4buY0f1mWoMZC/IwOnUkZB3fd8ZoTUdWZf+ xy8cm8dsXHV/5kdyUHsxGLnBZ8EVZ55VyV+fwdr3C86+3cdCER+s4itDh7D0 fm297ppZ7Grxr5vpC23YqbiO5uAyMixRqjXuuvMd6Ks2OjZ6lwKemY4wvomM otdMP2xb1LfMdoU6u34Gml+TXCmzqJNlXY1m0os6Nc0pPKjJo8G0mkP4f5t/ gY1db+ezNYhQRa/YsqiGCQsKlfPdA9iIms0541hPhU3ayY8d/54AnnkH7/jj 5OHTOz9ckzpxUPvUu4LbsSz4dbM2V4tDhsL7iesviGko8kbhNqYeB4b5mq4a oI9ht/1cxh5UjwA06BBLmGsHeRMx/L5lLITbdJ5/0ZMBV/5c4t95jYAevaBq qPDosJkU61HhMAqu3kzQNgpjQFP597Z57L9gnCFPHR/JRbeiLlvtKWegepHv uHWbPOqewzsLYhZ9fFISnyoiooDssXoL2XrsyKgj7aEdDfXPxtwrmxkGCguc vb7mcsj/n+Ph92s4sCYnrFWxDYfKu79cSSyloCZzc7Mi+z4sPSm5mryGAecr Fgw/dnSCx3ej2sKV27FpgYRCUabC5w8zHrEuz2KfBcwGd3M2vDWUdQd3m4Zu bquME9kyUXWvjKB10zjwqZdNNs1gIPkTX3u415lw2eX8zSbhZLRj6RVpZikR 3RTsCHwZSEA2n4b3a22UQsUvldLCSqYwu02n+QkMWbRKo6rwXVw/+P6xx+t2 xOKdt6r1nvemgW6t1IPTd8ko1+3CrLPhLzCrb+ZVEIRHA/Ym/S25S2Dvp+Ky c1FTWJeLr/vUBjzcHL67yMhkAks0VaVOceSh7RNDO1PnASy72/5g8HE2HCh/ HmNRQ0aS7ao2EdUc+ExDn/Q9UgoetFrOw4q5MNNmB0W+kAF/NtZ+u5bHhCrH P0dsquZChSJxFTGMge5eLed86WnAmmwUOJpcFnqtNv5M5QYLevLOEy45SqNL k0aj0ru5MHdHl7av9g9wWbW9b0MnE2U8agn8/vkbuLD2/XbjTWyUVVM7cyi3 CjTGKpYG4uTRl6x1r0fVfgOFWIZaxcFhMKxWtcFhlwRQvKJXRpnTYaHm2A2d BDL8uGN99Ndfizz+9fmwqycOzig07pSb+gOEOsqkT9tJ8MPZ17inViS4otzx dXceBwr8SOXZlnjkP9x8/9JqJjzx36Xa+EQJKOdUR/gSaXDv4eUJ2xwZsKDf y4nYy0Z4dYNyazcySlF/r4MWc96yeanZZEsPNrmMORnQJY++/ns1+9IRBuLw zxWuLVzMLyfV5VvnpVH3TPm2lg1yyCpNrWMYcFGGG0M+1JqMPk1PvgIjIuCj 5loX/kOMJew8unFHFBt1G60d+VLRCV6cuSQvtCKjgZcrxS2BEpDf9ca5rJQJ U+7RLey0pCGcbs0ydmEjA7vuLR/c5KCH8OyBuPd0aLTiEInHZUP8YQ+d6zwG 2hcofr0kjQo1NsQ+2efEhBe9aIG7U9nQmbvL1stkCiN8WkE5lkRFPW1PV645 L48WJpXLPHcy0Z1ub60D94cB+/OtEKIeDSW82q//emoKXKz3jLslkWBlzVng zm5pZBj/4+neniksrKZQpGomwZY/4gVptXeC7H9GYvLHSCi7mkReqzkKxji5 VlOGRPRyTa7iC4MfoIa/Q0fj+wAQFjh8zKtkQJgsVvBIG8WCBATCTy8WVOAM 783RI6CZmIwZx1k6OntmLsqbRYCrt7wdDNCVRfEnmteRR2hIh/PIw3UjBSWw 9B63BREhetH0gu74B3trNmm+U7MPM3IUOnGXiwHVa479VY6CuMIHr/JJk+BJ mFC8GXZi3yqvGWpfGQQE7/bmCOtFv3HlXVEXyMBnQ+uNG4/Io7nEEOeqShxc FmxbZa/8F0zXvEcuTKLBAtGVJonVKIZiV304zefAo47HBl/aM5FF//GPXot5 cnRLgMLO/XRUIWl47HqQAYWlifi4o9NY6Z2nlj+02bDuRdDKAwlESFUyUEzN X+wV5lfev/mPhrTNMzfz2tkIszAP2CQYAoYpW1L23mAiQ/tjDdmWk+DRaiLe voGF2Eb1zucMWdAvwacDE8qi5FXx4kQCDlLO93lnZ5GQ1kanpeVcCgxNjZQh ICoKvZIT5bCCAwmvLXPnaNNYR4nv3aQmGeS3NOz7MQM8um5WGTIn+A0unTwe UnkAjxxuvDnlcnkSlCsf8Ijb3Iedts1Vt+yTR9ZGfgP6ChNYZIBlvnSoLDp9 6Lnfn39FWG+8q6H7Yn9244WSZSx+AI0J09RMbBgEu5hcptf+BjuNm0caX3KQ IHL9yZ1Nk+BZeYPhvAsdkmzz1p9XIMN1dS9D1294A3o+hg+JpiiQv6UoM9mA AMH+APPqd0Q45sCWMV7NhrXusO7cWyZsNua15rvLIvvIXRp+FnQos27s+4nI aaw46uTzk08W+7Gq3y32VTyMo11YlhTOhbrvPIWyQ3T4onWP/+Q/8kg4oudw MkwWfVvx/sQAk4HeTGQ778Xj4Dm/mps+pgz0Zye/PmLRv+7WB9Ctv5BRXdXD pG9XpBDV+/KT2v0EJJVnMOhc2QmkFybXPw6cwqYc1C1MvlHQEoO306XN4xjJ cTTdN2gM1Io52zoGxjHFtdc/2bI5UDGtVrCX9BFr9cfFFpBlEbWBUGJ3vwWr GLsV5BU+gT0LucFn/uzHxJEPRiQti7zVq31ctHsYNH3p7T2hzUTvNFP26TSJ wMEVhVvdpslIr4Ae/TJ4BIy2vrrda8WGxNPLUJ/RLAj1imlzSSnCem//tldo w8GRHdec9/CzsdYgzCRryzjQPZxm0xLNgpkqDgs2wRTY7iOeM7YnoTtguY2m IQVuhI9wBA8K7FXXl5lKXPwrZvQTM7XmsSAp2jd2GxcO6GrEWsXLoP8B4nh1 Gg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 65-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl3k41O0XxscYjMYy+7TI1kZJlhSJ5yleRWVL3hQRSqgsKSokImsLyr6k lPYQlVe+TyiUbIkJ2bIly8zYzYx+8/vjXOe6zn/nuq/7c5+j4upjewKPw+GG RPX/Hvb7P0mtTyyEw78+XzTYir3w7BmWGZ/CVtZW9loLOGBJduRwDI+O/HXO mCnYM+FV0xIXy/A+oKUYsS/llRQ6YqbRlnNnFnj+qG7xtmfB6cjbx76upaGX d4nZFZ8EAI1dTrScokDdrzbKBQFMZCeY9481lIIFCn3dU0I5pDa4NsVLOIgZ DbR9ArVi0DjEOe9uChNlpTsvmGSxoClyUXuSxwfBlscyp+kz2AvrvsLGFSxo kzHoo2tHQKX6/tIvCplQsXbYPeEqD4TwXr2RnaDBIIs1xc5RE+DwfNq3WwnD ICT6QX9cHQU+Mbp/0yeMCl+VRqdHWEiiBT5l5v0ZGmry8tZWukNFRuVUm/qW b9jkZMG6uo94GNvR4N7tIQazhXlrP4TRoBFpLty5koYmbVoHYmqZaDR96/gv aw6m6PDPaT1HCVjhI22r/WEEOyyZ3sS2ZyBF8dNALokLRte1jB0oGwQy/ZfL OxXFkHVjccT9XhZqzG7IkVWVQacGjk7tHJRG/DhFX8s9PGz04NmsFTRxeEBj i9zfX1QUXDeYRlxFho5lBxMdw7hgiD1bad5Fgk1qRboB9TyM0/HXZstzGrxy 3lN9zxAFChwfymLTJDRfsfGRPnUGKHZ4McdUpaDF+5C1ivbiaP86ub9Ke/AQ fwdx8uXIqPRCgMXgCgakJ+2FzQMt4Ae/xnCZJg0RPPya1A1rgZlzqvh3Jxb8 3v/+7D8NPCzb1n7kzFImkC4pH1UyICPL7IxFtyhxVHHob2ZzAx3iEjppVu8I yOGa5c2CZyMgx9xR9mXjH1BywPJs0QM5uEFafeRJ6kcQpFtKSNtGRfmnpMXP R/BB9b809u55Khor7naf+cyAuvsycsL9RjA/y2LwjyMNPu0t0Th4hgST1JO0 U/cR0Kz3POdO1CBoeduzXSWIBhmlUBCoKgGXDvw9HJROh06XaXdP15DRpys+ Lh8jKDBlq6PLgBEN7S8MOT3+mwFVmiWLhhjtwN4wr2hz5jjWll9m+O4SUbR3 V8+D9UzY/u+N2e33JGDpDx2XFxM0JKjrlKyPZ8L0OIXZRcMZzE2lr8fKjIXQ ifiY95cwYOxwn7SJL4+cklKw5F5ptPYIWpivEWBGaTzef+FVQNLNP6CvowsM qy7cKE1jIR3C96BHG0fAQZ0uJc6ADAqqkDwW0rQEWpvgIaYODVYMFj9ZFzEL pGowmbk/DPhlKhDuOs3FhOnNPHmqBNqZUqaeajwB1GBw9QsTJnKolrUaDaTA bKnTUwEuk1jg4om3ChoMyBaL92gxoaA/xD1214gsmPom/Sdl0zw4ezkGTz+5 hH2qSuId2YZDhueP2ynNyqLf7cefxZdwgf+X1wf9dkmirsmrmdKrRfqvKcqn C7gg+tyioX0EGcmfDKWpj4n8FIB7ixMQYGh5Xb0ElY6OOj3B7WiVQrycgkIP NRo6VBNqWzklxB5b5F5MsxNiPXud/Mv20JHMbkoiOWYSKxjZvnOghY9dsQ9U U1Hpw05n9nVerSXBIPvZPffa2oGR6g+XH341oGw4KD++Vg6lrl9I6xb5s/Ii +4j3IB0J1+c1SuqQoRfluvWFZBayLK7cr3OADKN2fWY8TBoDGr/KhEVaEpDo H70qeIQByyuV3npcZqBCrYzG7mUU2LE976HL2hlQcPc8I1mFAh/fbnPP7cfB X2V61Sc/MWH9lu0sPSYJ6riez73xlooS4yq30nYyYa4jN8uBNoPdOu82ldI8 AX7aCLqSnvWB0pl02+GVdPR5LoX8wIkOlXtlg/qviyNT/fVCriINdkpleH51 5IKv//Vl2AXToaX8e4dSxjI4ejE0dHMmBQ0I8K5O6VRk0F7fZGxMRJeLptpt iO2YzwgFN0KlohF++p3axXFgY5Tgg18koaDAU/F3W5hwzUOP5/ABHn0Z+ByZ UyODXMXAyidNv7GC3Lxm0nqRToKnq5W7B8DDpOTueKUeTCnTSkc8nwyfpT25 R7/Gx/QbHnzcfYMFb469vI27RUarz37YxHNloOYhSaefmtNAoTA9nZ1LR/Je 9YOsWBr019bwEvrJIf0VkQRajQTaouH38UKsBLKvGt+rpyGGyszfJd89zseO aJ61zaYSkYKpmKab7h/w/cOg760EKqL4lFGMzATA8JtYytkkEvpWVGV3+88f wDey8i0PwyNBBfPhLy8yHKr6WHsheR4jqDqM6jMIcEv8rmrTfTNYsKN7IV6T Ah0emRyxdB3FUg/XUwcLWHD0y7N0mxYSWr9QcnRPncjnp+oSNJtZMCJTJV8+ mI6Sor4wPw+ysT/fiw0UtjLRG/XppypxdOg8VLSkEimJwudMuYRdLMib9+3J SGCDa6o9w5v6aci9NoLiJt4Mgje832auyUD7AhY36QSKeJmhUBOCk0cxUZ3p z0PnwfIMqvrX/ePAavFRQ5z6NJDxTVVOtqZAY77co8ZIOfhBf2Nq/e/foFei zeL5BjxcXP7DQHp+CRQ300OrH0nDCv83uMd2UnDJMyhfTJ0BvULDv2Xl8IDq qxyVxtcUaHZ4VfZWFyqM7S1skMihoPqLUUXhx6ioY6rObk8uDQUfV12lKySg BaMSxdvNJGSXr943DliotnWhL1BPDlUtzL0GE5OA82UlcTBDxHMDZw39ZAaK XvK0JdcOgOc+4fKv7EjoyNJG6zKfafD21zvX2hoa1E1oPOl7SBLChZ8vzd0Y qI9UeD2GIgM9X/lbZL6nQKFyxOX1ViyIP+y5I/YAFc0HXsGTJ8lQa1PGoz3H afDvmPPi+CgLurKMHXz3zWM6kQHhIWNkNNj9WHn9JXnEMVmrLAEY6PaAn57F 3XGgH7hdfzWXgrJf7zV6Mz8PJMe+TRRxprHazpfg9i5RvhjNat2M4GMxLZWT qlY8jP9JqsGqcwAUBU6kv52SQv3h16NUxKbAFLPEbt5EAuHHDv/Gp7NBi63+ Dq3vo2DTjRWdWz7TIczjLPfM52Jst00F+ilMuJw5bla8Uxzpsfn6kT005O8j SPaji0Mdq3qx3zXLUJZXpxppgoyWIbB8XFUeZdN3PuwOk4Ds5eV23FocKrOa szbQGcaWy+wLeVvPBXK+Aka9tAwyN9z8rObcAngU84qzBfZjxisbuRu9JoC4 X09nwiEu0A262bD/DRE+Hdto/uOYPNr+b5j+uWQ8XHnVoemo0jJowbed9hPp Xj4Z2cGz42Jqu16xE0U8d9a+vNxgLwVZxhFWyRnQ4auaHHym8wLWudhYs+oc C7Y+D1O2yJaA3lofMi+mMZDJ0ZPsooNzYDwPlt+RZiGGabvrBRM6tF+eoB1u TkJ5a7I4OeI4SGnP4HhvXob0NI6v+MKSgYaWTokzQjKKjixOdlwt4mJw0Mru Yj7W9ykgKbdDEl132LpXXJOAYq0aIwROsyDMZa+j5XYCcox7d9rt2hxIWd3m +DPnN3bWoWTzwWF5VEWaKNGynsMSLx98S4gmopSlmdkydy42lOVu4iG6N4cN rFW6H7OB1ozlgxfYOLgbHPHzrsECMDDvnPhRyES1t3f89nZcBE+/sE2EbhR4 NNtIc4krC9VaC6M3bnoHtv2LdYXgydBWu/pF3m5xaLyifPM8gQinHBmS5usY cBtj3Dz3KwN2mh/4+daDiHJMe6+VraFBSbWp716JC9jx4DPjj7LoMEj1/E1G FB4qvBzdlOlGQa8mdjp6xxCRdg937/1FGno3U+RqhsfBlqq9Z+wM6WjJwLY9 QcSTHslvGQmlcqi1KS23IVIMXTddnihtLYHESnf/cW3sB1MB7k+JFD4277jZ Zl+DDBpynuQck53DpFy4BQFhU6BppOK5nOIcprAhtsqBwYTPfm0Iq2iuxH4G 4TLKSUSU5yR0J6b2YF+nbob5xs9gVe/OtTeG/ME4iSkTvC4OEDtW/Kx8Iwd0 fB4a8tpOQ1dHDzqOpHHB/tWVuicWSIi9AeNGdnIA9+frW0N2Is6U2XNYa5ZA tG96t9v9akyad7XI8AEeTuhfd/3HtggDGUW5rjazwPBwvn1XKh3abiysawiT hz3nOALzo1Lo+I6Ev8o75aEGvIcT95SB1+8sbbxyiQYFi0Y5L/SEGDtI7SHj HANte0hrrc5joFMlzpccL4k4+u2NbItwCDtWtn1shw8DLWVu3syc6wcriDcs DUX5bi70LJDfgYPenvzWziE6SvkmTO4rYMDL4z5X4ubIyFqak9hA5oOEtijf ahdZZHPWu67HggrZamvw7AwSsnRYY3j4sQR6H4f/6dAkgV4Ms9net8RQ7662 I2bqkmiSE1sZWiIJd//QfuMgmg/USB7V0iEjQbZpzYkrf7ErzzM3rxXMYLFZ vJ7prZPYSSPCszO6eOi/Id9htPMPlnRGvnfyCRMC7aptLau6QNjWizcDqHKI t8VYze9zL4jPyjSTzxdHldrzZMKTVrAq9UnWiNIQSEho4q2uEv1ZA+5XDoi4 OeozLk4l/wXeWZ5bzivSka1GA74sdBborFGraPsqi9LN1eyCD4nBQZX+43cm 8ChixZGPT+VxUOb5pMwYxsdW7rO9QlLDQ/WkUGPfA73YjsILzo1TBHhN4W9l 8w4COqpw6rtMpRR8fE52MeO2BAyujRePml4GWzzOTNwFVHjmTtbQiB4Z1hNH FplTMqg72kOw9w0Fvhiu36bj+g1o6oT4riVTYUeNxyHhbjG447HSPesyBlS/ eX+nIHgIbL00otwwSoNC20Df8nki/B/7lAR9 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 66-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01O0bxocZM2Mfs6ZFkkThFUmFnqf0Vih7XvvaItsrlN5CojQVZcuW pYhQhKSofJ9QJCFRlqzZlzFMtmy/+f1xn/u/+1znXOf63NcWl3/NTgvicLgJ /vx/jx/6/Q9baA5bX1vZa7LMBanso/PXFVjIV93ryEZLJrQxNBsptf4F1GTC DBMKSSjzg1VfwewCONde3exhyYJK9pIO+xQZ6Hk8Oa3i4zIw2uIQlPSdBjW+ mMrm+DNRUCXxvli+MMzZ2NfNW5FAZzRlMgJOjGC6A98/gloBqJPNflF6exUE Gjmk/KbPYjUHXBUfE5nwksHWF47hHGDPCjj1gjQGgtiP++98koIuphHqMb50 WFjKTg4zICLu7Jvq1ksM1OTusWvzfSqK06hYvD7Sik1N5Wz79EEQOm9bv+mq Dh6mrWTIvw+hwSNhRSP23xloyrRl4FYtX5+V1zUV8gwmY/23p6adEAyMKLQt sB3HrIjJTW2WDPRLXqB8nycPjG1rnjhRPgiKqtdXNIwLIpPGF2GZvSy0yWaG e5UlidwGbHk6g8IoWunOtLfGb2zM3DtVmoaH6QFyOsm9dBT4aTCJvIECH7nc fhv1Dw8Mtc1V6v8Uhb+UOm/d//gb43asmf6VT4MXmOEGGrU0uGyXLY79FkXU 0xI2t/TngUyHO3NCjgSNlL8NlTkIoePbJNY2HxWEvqL3iAsVUqj0or/BoDQD PmFZxYb2tYD2pRptEVUaOtYdYXW3pg4ccUzEt9qzYOU/OcUJtb+xNDPLEa/V FJB24OvD0UkpZJT24I9rOB7JeLyOFV1jQlxkJ824jIBIGvvfLR8eB+n6duLP G8eBqW5NVBeHArcLK43kJX4AAQq7c+Zl6SjLTRh/IWwJBIt8fLg2R0cTL7pP zdYxoJnZe+M0/Dh23ugF+NuOBh3mTR9UGUvAWKXYXYmGBKSe25W6tW4YNL/u 0dpyiQbbAr/KBNuS4OqJNatLyXQY6VfCVrlDRR+v/uv0IUwKKpSZ/OLpMdDx oiDPyVEGHJYNvegX1g4stTOKVVImMfvVnrl6cVFEOPuz57ECEzqOXiuIGSbB 0nZ1pwIODUV5eahsfCaF7GMTsLheYZRUxgvobljDdJNmZt6EVoG6rYckqn/1 gGG5xbulSSxUVz/ha/xyDJir/9zMHRBDv4X9oikkAdjSBE8y1WnwyfEZbb2+ BUCqwcTmxxmw6GyolNVBHraS/HVGkiqEOo5snDlfygWKMLC6QI+JPAb1JbWN aDCN5Mnzd5rC/lMiByucYcE2gYizzXp8Hy8PuurV49DHqtgZmz04pG1QPHr6 LgWN/nB+FvFyGuzxYvVlJZLRz6lrKcKbWPDRCuuzYS8PsP3+aFuGUdApkE15 OMrPhz/uNW6ZAPUCM3JPqTKRrX0ebn8LCWmpJRTtVmagkzXBZpW8FUw3Xyte XhOHeo7Z+5YfpSO1dzFDEl7TWM6Ils5A8xJWYDFlbsrpxzxT+jqv1YpCgfdO ZD+rDqAr1+7Ufr4GnFNxNMkXlEKJCotJ3fy8hfv7NwqtY6EVhYxGojoFurAL W0XuTwHlX+UrxWpC8OmjltxXrVTYoZWR7SQ/C3h5TWZNHCrMjf5+6mE/Dh4T fX0osZCOYu5U7qbpMCEq+VZSazCPRV1w5SV85YCc4pSr3uxfoHQ22Wx4PR2d 9EnpmLvGhLK94pf6b+JR/8RzQ7SFATtJD859sZsG+YZR+X2ZTGgk+c66lCEC A85woowu0tDAsqCLfTIVhcvLgbk6EXSlmPfDlPwDc00uL7yxSEMjS8n3a/9M gi0hmg8PjEugSwFuEfHNTBgmOJy5PZmAPg/U3UivEUNjLSqqJTcnsJyHGV9F FahQ18FXc05yGGTHxnVHbO7Baqjrnmw7TYXPkvIe0a8vYeWn9Y6gDBb6OkS0 71L9DbLy3Bp16plI0r1+kHWbBhUfd51va6agvdI3CLQaIfSkwrbds4GELKsm j2kqC6CupHChz4dWMRtVb7M0KhnNyGi9eSPJAa3vB32iIqmoa+ZVRhBYA9rf BBK8Y0XRyTuUl8c6OWBJ19jnbYgg0uqO0xyVp8Khqg+1F+MWMEWa2+TkLiL8 K+Jg9WHDWWwUsbMjl6nQ+omejZHLGNaGE7t4P5OJYsM/M+sG27D4uH7ChV9k FDp/eJpwkAW/f9Nb/0yuE1yX6xne2U9DT+XLLvt+aQaB29/t0VdloFHqA5qd G59HDzbWBOEkkezaauNO6hJY94Cq9OX4JNBdOEw4dWwOiPkkysaZSEFla9rp +i4KfL93R2L96CjQuBymeZlCgH/Wte8TXlgFhjt3XbhmIwYrfF/hci1IkHux vP6VCwu6B4d+S02fAS0ngxxvRvM5b7UhbbcTFWq5SF72+4+G6v8LLw51oPJ9 3lLzvJCBAp3lNmisENDIXe3zERUSyCJLqW8SsJDcx3fTZ4ooqGpxvgRwpkCk T9DCWBSfl/sclffGMZC/vaN33PwQyP83VLLQQhRtLYqh/b4/B17/KnOpraHB 7+xhC6yADOFi13N9VwYa0shVBkKS8Fyhr0HKOylY9Llr53IpFartfPDkqDMN RnWGu8uXUNFgd66swmVJtOqcMy96hYWiB85rGsRPAj03Z2mVFhpKKzmm+2ph AaCFBEaQ/DxW2/kcRB8kIIdVJT1Lt1XsVnPllJzxDOYbYS7fITYMigM4ya95 JHT45n7ZLzh+zpgvLRb0hJBD/BaKs1onaDbbu1+tdQx0E2s3Ti4yIczgrjuX NY2Rvi47xs0xkO+/y3Hn6Xh4wzK+g5cojlLdOxVFORQkn/1JJW23FEqj62R3 hwjBq1ddd3RGCKJy43mTferDGE22Lfz3Ux6Q8Flm1AuLoXNdpGmxLcvgya1C 7l+wH3Oh+Y3daOAC/PmezsiT0+CqZuMVzEQUPp3Yod/uIIn2C8i8LmQT4Ppr 1k22m0VglMGRY1rGdPh26kbHjMU0dkYDdN+0ZsLCmnTBFMdFjD3e+gPfw0J6 tmfais3ngUtXlYmqogTK2JrKTcfjoPR2opMWRwxpKjtLf2aJwZnnWxt9a6iI feNFnN0mJuzpdGoqS13F+j76xz7sIKLEhKOY+Qkium3cGLZsPwd6W+nCSf8Q kd2dMk/X6/OgMNU4+oPpBOZt/VLFfFgSXffc1thdtYjFXDF/TWCTkdgbmV2k fTxsKPWU3ll+fyKSQnYNH+wEarNGjwuwSRDNcPV817sE9ul3ctqLmOjV5vQq RbkV8PRzm96KqxT0y3LHNkVQoGJLEXvHzjLg2lmWxS6Sgma7qgsyDuEhMaQl PPeOCOTZMYj62xjwtIp9ivB2BiQq8lrdYxax10d0DpTW8vuT3IV7jHBBKPWh Zn+dFg0VcnTsPG6Rke8bi9sRdCYqmy12OSKIg/ZOdd6idky0us/sR+QdOrQm K7PfLFBQS1PSw4YbAqhlCB/fEUlCAqWHxl0a+8Et9bFj1aMr2IKdiqlhgxga PpwqSLy8iJGcpnP8Q/i9RiVTMCBiEdu4/XaVNYMJn7hstPaur8a6LuEevBUl o9RMdTOLC33YF969EJ+IWcw5oF1l2ZmDcWMSODM/ucDDv0UI3z0NOuqGhtz5 us/u1DKr9+OB45sqNU4viiLppECRU49mwHRXSdSQBQNqdEWngic4yPZJ7nbN rMZ4+hNycskEyNl70+Vvs2IsO1nV43DeAtC2yrL8mUiHxY1y7cFuUrDHj7us b0tCleuV3e4c4nMHPsLhz4nBvfauLpxwBlz+o5teoLmCfUiJ1osvYaE92bSW 6gwGOnBGTvDRWxYy/PZKvHllCMvShVXmhSy0mqKiwpzvB6o49ssmFgvpr5zL kdyPgy++OYmkSrNQwreVuL4cBlzKcxe2Q1RkIsyNaaAsAZtQx+4ubQoy9fb4 1GNAhTi83rBymAQyst6qbZUrhPwaDKNyN5BRwXBbm0eUAJokl2hxg8hoinu7 MvglEW6wEbLVOYdHAzVEWzV1/h23NLtXZwXQ1fwUFfnlWezD8Uv1cQf4udEl PPPSEISjuYtGy584WKyXZO9UHhNyI20/plB6QMju/+75UyXQU+I7x7C7/SAi NeWIZBYe9TWQ1B2/fwcbEvNSRzYPAYfPYlz38BmwOnDq6gljFpTak9mgvkMA eqSe++uCDB15rqXfc/q5ANS3KlZ8/yKOWkXCNqgq4uHgln7n+xxB9Gm3ymlp JADF8qfEJrAl7CTdxqyfz3el2OADPid6sTOWWscmt5Pg9Y1rlV/3E1BOr+PF koMiMNdP/M+DaCHosbOMcKhOHDaf9eLEAyos3YGXsBuTgvXkkT9MnhiK2kYY 0IujwYLh+j3qLt9A0BKvNGCOBjtqzp5cOSQAKww2bBTHM+GKWYDP2wUyDBQR CZMNZCH7xneG3yKJ6Hge7cFxFxbqVspMf7JtCVtfJJ/Xqs1EVnufCT67+xyz C6bFbwtlIOmajhPw3RuQBDQlPv1iIU8DjZ35snh412lXkFS5OIqPIUMTJRZS v+IkUW+KR1W9OL+ypyx0ujZQLZMhiuhNtN4RZ0Gk4KUYpe2/gF3P2WeSUN2L VYRIvsBrzGEHjL0Grt4dB8UrosObrs9jzMyk2fXiwrDD+0dQo+0wRu60qQGf RNAjXMYbmYefMX9VT4XDF+aBXkaWtEUnF+upGJk838ED5Z/utvy39wuWXBJB 8XvDhFeS3X0YB5uwEkeyXnc2DTpPEyw1s94CQynbHrVpApqdrYzbQ1kBkWzH /ZWdFKSt76tLxgvDhhjdgVVvBlJel52+3YsMI/2D+3eZT4NRLfWQiDQxOB5W S7e4JQHnceH3YToRXlHuPbonjwEFrZI/rvF70dQOQrlKMx4tJc2G7giWgC3a Mh1D1d1YiPLJ6iopvo/y81ZNe7nYn7GUA3/GqHA+8vCL9fx/px0Xmh+TyITm y11cXBsLfpEn/vhwlgb7nOId1GRZ8H9XfyiG "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 67-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1Hc8FP4fB/A7d84ZZ9xsKNGQhqRQoc8nDV1mSEhZDaNN3+Y3s6gvJRQh IykaSqRU+nziQqLQsPde5zhn3vHr98f78fr7/Xi8Xk9191M2R6QIBEL73/t/ 8rm2XafsJ9GC0sJWa7EAPNteE5Lj3gV0Fgebxb6SwRmpjBXZd2eAVx2v2see A+0iFM/Vu3Hwy3vUpE/FYnDD4s25d4MsuKFi75IMPza+6n4e7XdVgBmqbc1C iSIWDyv0lTb0I+POP8WglAivV60bCGwlwCuWhxLHmCIUrTMNQ3mD4N+wR+3/ fVWBF2YSA+fdZ8NXeWHxwXso2Dpmid7Iew6u9PZZr3aXjnni894u+rVoeDhj +dcvUvDaL0zzMpGGSZKHyz4HMKDM21bHp0NCtNhx53E9Z2m4v2ELb7sRHzlQ 4itr7Vn4iiUvb+V5EehfXj1o8b4LDJhlGxr1kbH1j5zgtFYO/rqOWWqhrYI9 Ow8IjbpksVCrzmmv7Tjqtz35YD6DBGX3XSfk0Dn4yteu+9SFytDF4PdFW1cR 6K4dL+Q2ykPX98SKEdE4EtTP7V33ggE//bwV872RBcXOj2loTB4n//azDPk4 BRbXe7MHNWSgQGvqMDtJBpsvV5xTM5WCLhe3f/+cyMB5//jt6ZrPghMG45U5 jBpQN1NiKKfNwEVXaj/ejqsAu1ziSL8PcqDNx17qqslxlGRj33tiNhHEtwVY pVUysGVSwrTHdRL+cI60fN1SPkjmOtNe/hgAZ9GcDy+PDjVltXqfxn0B1Ior Hb1b2TjdU5Z0LngGgKFUN9/VHDyY03xYVMaCKHmwQFA/hM5Y5oCdzgyYuEWx nI+UYbRW9Po4MzK+rfRRPn1PP6h+12KgfoEBFbn7QpwrZeGsxZzDhXgmDJXT 9zhzlYmL/U+5fglWgUsaNW74B3Cwefa/x4f6WJCn+uzlId1GYG/48PXaxCEE Uuyur++mYfKxxpZHK9iQu20yco2PHMyr03XN4jOw41Jbvf5QBj4YHYtiWmVx VUzWzdRoIja+Pzr6IagIqIUty1yb3AZ6NKZu5d3n4LKUPWFHQoaArW6jmqBT Ads9GRMFVUnBX5VwH1uXAbNVq3LV/GeATAlSmBhgwV11/td5piIkia8aVaJL 45d1iYVeF0bBSniFl7Wdjbk2peel7FkwSea40M91GBUr2qdcj5TCxUXRo076 BGy4d0ugpjkd99W4PQ9/MwI6wu5xW7TlceNwYKLsIg6s0+T8OTUhAmG+04b2 wcq4uNS+8JkqB77yI7wjiMnwv5QXYniUg/eVXLUpFEpQpnnmvOA+Im7ZffDs e1Mm7pj0dTA0EaKMXgOjzuoZFP+A4S012ImOJ7Y1BJbKQ+eVnpO8RU3AWKPO te5MCbhIXhCVWU7HcSum7jf/3YvzFsVdL3xHwJqO95LXOtLwm0/P0epKJqw3 ePjYdZkIWNIb0a1BJsy88+dwSjsBplY3XHrUxMZR/xVuZBix4WyQL+gqmEKR 5zyEsVV8MNtt0Gd3rwvkieJtehYwcfJajmqOEwc2yCR4VTiPAI0TDVPmQSzc KZZyPxhPx7O2P7fZJtLw5dfCmr3UGlSk+qfXmsHGvTPxd0unh8A6z4aDdSwV fOG8Z/i9ajYspNdk1/Ao+Ftn2bXkEgV8N7rCtiZ0GGWkPKySX0GHUt275Tuu 9IHH0THN4WotaP9BtWgvOyZ8fv9pKjNkBjVEf+oqj6XjTfOvkRkl0lhTWzfT zUoO2xcN7dZbQ8S5m706i94RsJP2SZskOhWX6h7sDE8UgN+fu05HRtDxKSdV 8dEdRGj4kxh7Mloee/UMRMjQRsCMsdXpjwFSWHPQ94kPjQm7i76U/hMzichl FRUBoVS4Lnwbb4eZCIUe2TJXMMOEjk+2O1m696OMnxN3wgPlcdDEjhHyNg50 iJWkmUiaQIhGS8/qdgZOfKkam1XyC1zRLNDnarPw5b5/r/6I+APqElRL/iUo 4WmorUAZkIB5CXStCvMhsPRrVZptyiRQOB23JMZaBf5QqSroSaPDz5tWxZX3 9QG9O4suvFxDgdPz6jbLTs4Cp4XClx37lOCns28JmXYycLdT42v3lL+9d1iY tNGVDnNEG24WX2Ph8ovXXwcdomNH9yTh08m/3rlpLNwgIWPm4fl3V0iUsV26 VtsQ4GBtSdvUn7N0XDQ1kQv4w6DuXuW+h+//erTZZc2mGBY2e6VWKXDrAy9O BSm9spPHhvnl0/Ljk+BdR757aQkDGsebFJiZykM41fSS68HCB3bmvzBYpgK9 Xp3dk1igAqUEwZcasphQZ3XCE1M3Bjz1Zee6t8+YuKs5c8mKS0rYwuhStVw/ Cyfl7jZ+OzkJDDV770RFT6HShpfgzjYyxqVRg0EVBHyjunBYw2oUHdVV3OZ7 sQ+8Ps+PfyeUweWVPT92608AIfuN3eR2aXzZcesjT4VmUG2zaYvO736QZ6A1 3OekjB94N6yU5ytjXhOT2kBi4CSm0ePmAGnIbSzYaB5Axu+tJqw36/aguZ2m B2ILREDxtJhVLquAn2ec3nGYPQee3HglWAfbERxaRaBEjwLSmZaGiH0jgNQY HqKtowifDa7i1h1SwrnqjMib2RS4INCx8oCaHFxKzH8tfZYNPw5fqx+1G0Fv Sp9wlZ4q44dLHwiSSQT4yMYzVGNKCeutcZv/jaMARTaZLrTPTBx2LSfGeREb NimzvEkDBNxW7BedUk/BEyvkdpWmU/FNqx/B4oPjoH2/Jlsjm4qd/8s/7hEy AWK7WJlG5sPopOObtbY9SrholbdX5EUxirps+44cRsXRY4U4eqsIdT84vP2Y PRvmjzPvFqs1Ax2R5aMsNARU3jJ27P0xCzZzG/h12Wysw2vX2zmfAJ99q90u 8VCB7xxlelK5dLjyV3bYqtX54J9Av9zeCAa0Wc/LemhCgu2U5J2H7GlQ6Myi cJezYFw45/NNVw6krBT+9o6aQlxB61k9YxZ+xTdy9rlBxS36nfLPP9Pxr8r7 Kd+vEXFnw8IuMlUOE/NMBtx/tIOKE0TlqFACnnReu9fsuwKunHzrKtQUIxnX kQy/ACFIG/jaYWckRqqaN4scWWyoRClf6CkuRk0XCAkf5al413TUeRezDlQh vB1wOlyEKm7PuhLKBEgQFcsfbRSANKJpvDISgvqy7m5vAwZGvzatD/UXAfNF hRuOTMnjXIvaMcm9MTDSlBvZbceCBFH0rqRjUjDsdHyzRxoPzex7kVjFo0D+ plD3nTavkfehy3oOJjPA0CHdvjGOCQcU+k7rGDNgi69AzD0gg3tulRkABgOu gakEkpcCXJ60w+FaGQeKp42Ts/QkyFjRr8Agn4mtZQVR35VnQMxQyrERgQre e9Lna8seOkzf+fXG/kZlbOm41NAhUxpTf9d2FDySw1k9tbU+kUTMn3we4KQi j4cFNwuvvqFA00cjNfW+0rizhHJAR1cZF/pSpm2NSNj/ReLaZWIRqg8q7m1S FKKjxuTnJzZIwfkS6ysXSCMo+oRS6/BTNuSdeOzvv6oNBGy8eNuProif9yyR Vw/qBOEPEncppZOw+7RciLFxHVgY9/RBr1o3AGkL0rQvjoHZzsP+FlYcaJXw U33/pBT0eeC17txiJq5teOGff3EG6C5d+elPBQ07Xg2niVZLwy71dre7fClM 4zsmEpNIUOHFsMIgmkFB6YphGmspUCv66tbTFq3o0KL4fS6xsjBEda6wagsZ E8okc6lkGsz0pU0n3JGGBYdNClf+owyrj53g3wN0+KErkpFXzoDl1N5ptlAB 67DGOjzTWDCrp1xf1/0nePXdPlugxIb1Jcf2SUyIcNVU2QfDLxw8v6TeAhZ8 AIeUHSP0Tyjje1FUaK3FwR4ueVeEjtK4qJXgm/+Mg5MQDdXzaZhZyWjtdZPC l01pN1MoMygkY7N1LK8VOa7hfssJm0RbrU50+t8aAI1uXYomkinETrsvWkCT hRvUfp3Lq+xD1AanEvBVDjfvMazpDv2O/LSPr9hxbgJ4co+MrUkdRS2feofO 1AuBVVbwxvjllSg+N1zZ9wMblu4yufRmvArlulC3Nz9mwD3WvSTfDATMVA60 6IyQ8dbXS8KclAgwIsxlS2HD3z8ures780gefo8y7pw9ycJBK7Sp32flYITf 1fb1tiOAekuSy05VggPBpUy7G4owzuNbjQ1BFl5e02qq/5QF/eqlzrxXYsLh VeT3a6tJmNdp2BtVpwx/GS6u7+Y1IyvK1DuTSQbMWzbhULlJgMz7jrnv7WXC iYgdOQv++k6akBEYnWXBNtd7h3SWcGBbrc2E2kY2rvM/1lR6YAxsOs8+MMtX wSHryw/sCWRh/fT2edcvkPAy1rTl7w0TaMRJhRH8TAGfIba+93MjQsvN2Vq2 8dL4eeyzdKNYJejW0t/f7zGMiP0pusV3W0C2Lx4fVOtCN50zNleOE6FXxG6h +7E+dEtuS5bdLgLkcfUGuJ/7gcEhoJxRz8YeYU3e7MAOEMFKUp/UUsH5Z2ec BZ5EuNhtwXzrtSxc2KT+ZWRODN4u3N9JO87B1JsyFgKFMbCgjbA1wYeMly5j /3orLwKvqsUzcfEsGJLwcVn0mDScX3jendqqghMzRd0qshSooC57Xu+aBD1s /OmQG06Bl5vkSp60lCEibW3y0gQVaHB9ZWhcEB03f+u5P+rDhLqbzM7pQwbm N23xUY/kwO4d5OU/cml4hHwj9MVf9xbP699V+7wD/bha1Dw6yoD9klNlJR8V 4f8ApFz8iA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 68-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVk2k81GsDhi1jy4xllv+UQiQRSiqynecpDomEHBHJ0mlBZGnTaoskFcqa ULZIIk7U8TwkIyoiZSkzZOz7NnbveT/cv+vL9fG6Fdx8bP4W4OPj4/y3//OM Iiu3iLuAZGqrOFZL40BuWxX5SkYf0JQLMY8vFMG33+70dLm6As60VTd52jHh Ta684hEnSZizoatzalkCr3Xndg4WjCDDnu81oJYfOm3Du3qzBOBVS+eUafoM yt3qKCxVPwauRTzrvvNRGvbpvxnaV9WOxsZyNn/8IADTZYo16q+LwNTlDKXK mzS4986CvbbwLJJz+NNrt5MQ9H5R4aZSMo7shZMaW+0YmCW7QYxZxgODm5uG D5ZzgfMJurfhBhFs1VAc8pTDxGlXfmdwlqj4dI/jlAFXDFNK/tA4lT+HBg97 P15HE4SXLb3IHU94oLd1tsrspzgsWVHerOgyj8bbV623v6BBddOXwz6+S0Cu 3YMYVhSBp4+L1sysW4MtNkusypsKQJUPW87V5zNw6YWAA9x1DFj69ImbUFAb aFtk6a/ZRsMR17Kzio42ApPjCYItx5jwAJ2s9MhtHqXa2PWfXUkB7AXnDwq9 DGyZmrzgfksQt1iE+Fpkj4MnZk6Ulw1D4HpG7q/HBXS4RUy1/3nCB1D4d/xr lxvjyNeyGPzpRIPsgkRybzAVxqrG7kgwJ2EDcZ0DIRIjoOkNW0fhEg3GiFV5 OoeT4crBVftLSXSYKfvSVieLwDU3fFw+hEjDuA2/j0SosoGdfkaRRsoI2qH3 PjYhTAqTTv1kP1MmYBx1NvmCFgWWtmm5FIzS8NDn3sKqhwx8LDYexXHEsH89 K+inlyA2TJycfBv8Hjgp/rj95PJv0Kc4H12ayMR7ydKS0YfGwWGtn/LjPWTc 0lF8Qf0TCX5rhH8RWjTYcfimo4/7ChBhITJviAFnVVk9paE8tJz0dVKSKoSF 7uuden1mGqjAq9UFRgQ2edZgEhDHhKkiXlMBLmOou/7GpaOhJFzzPnbyqDYf flHMDK/bQ8cDP1zzo0omgHIY2FexRgL/HAtKEZNlQoLD5XSYzIEI/wV9uxAp fHfZ+2BNvSBm7z/mV25Kx3uLEl6j/TMop1/HoKdpEbG+9FtZyvchr5SujqBa cZh7r1q/leAAQ8U2lzZfFhhM9QhprKHjBOX5xM7/+nXf/XXwjtkUUP9dvlyk KQRtx5vM9/EzYbtORpaL0gwoqas7MSDPhLkPvp9I6+aDwZ+3L834LaH7592n 4r+Ogo74qVuRHX2gdCbJpk+GjvmU1xqf+sDEPUsCbseSqDhwfYMYy0kKXyma +mEt+gNNfK770tZFxZcuno561ERA0wEX4U5VMVzfUxf2hEXGZacTv7h6TaCc tIyv4spUuFHmd4is2jDIio3rjJJnI5udYr3vLxIwP/F5Oj10EfFVvEw4EUXH e9aFkWgsIazYs8cL0SjY7v3I/t3q/PgjZWnrQqAAPrrN2yaVKooVPdvD6h0n QUsl99z9u1T8LjKt0YIhCPWb+eO9Y8XxlF7zHZnWSbBoeOjcu5sCODJPM8VS lYC97z/UXoibQ76tA8nD68Xh9qi91cbmM+jK5fMXX2kyoUO20VFLt0EULxEU IntSAgfzjCdIe5lQymgq/0gMB4QqsvvUumn4toGxrwrvO7i65V9ts20MPGfM 1SSPtIK25A2sa3yS2Oqw2i+jCD64Npmq+tliBOTPy9U76iwC8rmEjXFW0vCp lYnDh0Q6rNyzNeHTwAAwz7+hUhIkChfWtumKza2AvjXGt1n/eRV+//Dl2opA 4OW+lNXLhCb261N3uVBhUuV3tz8+MvGny7eKgp2puPrzBDm6hoptM1W7RgAT 4yKX6DvudPx+nvcajI4B0XbJpody//1f97j6njgGVo7yq/uLMgxe+ARLFtqK 46JU2TVrHy2CN7/L3GpZNNhJOWn2brMEhPO/Xpq5M3BMdtpc+QQVnin0O5Dy rzRcbfMfetNBQE215GxTVxosICWKwVYCcztzNyoHSmIFD5/G7cZLqLbjJXiw l4RRsVR13wMBfLupakzx0CRi4tNa1luGQdHF0aQ3UyL46duQs4bZ82CKKLGd MxLCJ/8FSaVJHNBks0dPs2UQqDZuc9lLo+LHHh0q4qNS+I58xGKDIAOn0g2y Om8KwYPHcwjjHGFcfohnpavVhwLmtRdGhOeAxLklxicxMn4ZliTySoMfZt8u HN8Ou1G8MZspGz4NBH3ZHXf/mgBsGa21VwqkYN7wVrM2Z0n8PKJO7zZdDMoE OTQ6yq+B2WfcMso8qDhj0+PxJ4J80K9CPWrpuTTere66rp5JhjyfJ4Xfxggc EVYc5yRLQIV/eNHBRQK4qyYgNq1dGEfVNFq6G4rjyEMNIUvHZoFTv035qJk4 drpT5uUeygNnqROEn/kE8nYo0TjcJ4nFlL63a19aRTFXDr8hRYji2eaYF9GB PNT7+ITRKTsCxrh2mHlkcoDmjOWzAjQCtEWi3nkI80Nds47RtlcEpv/abVZS xw/z6luNlt2lYWd1uzC/Nh2qfHsVsVWtDHQyfGPcUhjQZkd1QcY+QSiavLle TlsKTjkxhM02M6D5icu3xC8zceGogZPnbVG8zH1A5JXT8bfGxLQvYfx48/1j Vl3VZMxfum/IraEbvA0/2ZJsLIDnnDSszb+QcexN3SskuVUk4jKRE3BzCuzw sCyL3LWKNmyJfO/AIGCAQXmIyamP6NclvuR34qL4pbfiVJsNF32eunfzXNQM Mpy7VCYcPYnGY+JHJ3+OA5PlqrGSphnQXtfb66FDwzyVjT/sqnjAQrZq59/z 4rjUT/enfeUsmPj1+n6vLQMOR1e8VTpCghHnkjrdn1aj69f9Dv5QFYOje8Ld /rQpQjbW9ACjjStA3z7T7mcCHbLu2opoGDEg2398ycxRBK+ntd9rojOgOkzn EzxDhnC3nrx6H4GtxMZjvkgtgq87FV8sNdOwtbfnR/YBKmQPNOeZZ1CxpcMm fftcIUx+NdzJ8KPggr7WVs/7/DiGsH4jN0jBY+ORVddLhOH2a7I7z5WI4B6W sKOmlhSuIBu76u4TwjdepGgoLc2gEybltouSM+ikISn/7E4B6Co+IRv5eRLF npXkjD0nYJ6xf1/eXDe4uevyvQCqBBa4lwoOPO8FUY9TTCQzBbE4QTtV09MB 1ic8f9wv3wvOJP4zeTJtFqz0nLhx8BATRoZbUggeCXo+PrP9vBwdd1zdXHvx 2ArQ2qRS8f0zBf969jZ74W8RyFXodn04KoDPDyh1qRcIQfKLMfIwWkSt5g42 u4JFoWrs9T/OHeSg9frnu9z2k2HohtWqr3okzO5wsJ8WlYK5/pSF5AdCcJVA 6NgOKmw6dXb0EaDCrUWVjXVdDPhJtH+BmCJj8uH0xJUBJizo+6St5dYM+I6y XwRuoeJHMaLQSpWJx/3ZHg0JIvg9h8+/LI+JZyqIWtdIKUxvpHH6XQXwtfTt PKPOZRSao2sVX81BVQz2byC7iP44dLbnRvQQcPxYgZfeLCHiaeKMDEUM6l0O /F4ZPoxEO46ywMc1mNzSpTbd2YgCtnkpG5/ngTz8hFb5aBqxK/pHfNunQPEN /yN2rV9R0usoKf+3BLyexhRxam9Gr4+LGnVm0SDLLqjo5PVKYC7tyNacIOFm 38IUhPjh3YjjelUdUthcqN61IEoCfokx7FnxZuCMh6ptqS0UeDfgeveOwxMg zTvL+a9AaTgUUku3vS0BueYFj/zTxeEVdY6p9nMG7N8+G96hRsCxraRyjSZB bGVmHGLwhAq/6cu191Z3olO02PkhaQKWKvHsG/eMo0l/gy7d9UzIu2tcLDM3 B5ozKquyipmwy+WRs+ZGJsxctVZq+UrDoTs+OR4IYuCpoLNaOFQIKzEWLFt2 8tCGwMMWHi8lsS8/pzzAlR++dUgwmWaL4Pz4vEyDeElovarDH2E/gfgH07Rq HrJBaCA1s8C+D0U65eg2zvLDHc9Jd4/ShlH0Gr0CWxM++C05ICjjwQjQcQZS Oe0EDvmQvk4nmgvuMlIV5lSlsSv7HveFoSCUc5VZZ6XBwHkOm+SOCfPBf9Yf 6aF4MTEwdjxQozILZLr4/kj2JGHdjVk+Dvt4oLBpaTEhiQGVCiLli4xE4bqq i26iHGl8WmR3of1RUUhWELu4O2wZBSeV6zUPicIrv9awstl1aLHP9q3KeRrU uaUSnhBMxRd2bHlY84CAWnvMz2tDGp7LEl1PIRNwcNmnjvVOAhJqgkwLCyYO ci5rHyAm0HSQBfnzdwIXnqmm1KlNob4Pmpx6NwLbtwlJfno7C5BjraOCKRUL VZYp94XXoyp3U7HBQCl8tlpOubmSAT3ifuBDRVJYH4VRZKsJmChbkVOnLYBl +HPzPBtI+MS/lmpGm2aQorvX8q5FOpRZfhltoj6Glnsct5CEp9EdWtSPL0Hf Ef3S097CsAqU6eWiUe06hA6ucosLDvFAo96lObnOatBtrBvMSqfj/fnas6er +oFH7eZS57JFQH8QlNnuMwWsfW4cINFp2D092Y8bMQ8iSW/Syyql4Ta++dnm RXG4TaVhlOJNwhcmm7iJGeKQe+WpveOyNLQOxhzHQ5LQ67jW5zArMq6sL7go SEhB/rCt/M761cC0fuub4TgpqJCzbqDLVAheKzPY5JHJhJQEtTt0sAIUepWn rR8woVGkzar0QzH4P+230l8= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 69-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41Pv/xmcYy5jB7BOVopRKkk4h8fnYl6wlJ4XCaZG1KHXUKcpJohwq EiptWkiLosX3PcgIRdQv+yC7sjO24d//wX29Ht3PXtd13+o+wdv2SZFIpM+/ 8/+cfjsfJSqQEKplRa3Os0OovcmvoFqtD+mqnd2anCsH9oKlpVfrSNivvqTG 342PqzL7VHa6MnHWoraWUYkSVD4IW6Z4YIgw7vhfKSoj4xC75gBOOgWfdPRK G+OME1rmiHv+v2F0KuZu+8WPTBxn4/06L7GZGBzM0vz4QQrrZRNSe8VUnCHJ XC44w8ZXW3Q36P45Sai5WwZs9JDBurKmsZJjI8RO2dTqOjcuFK1MCvykP436 NGt+OrzpRFgqqTYslgrOVS/O3mnlg01PS57KLAcOduwe3dJJBVv29uMvLWaI vu1B6SpsaXzv7zJq38Jp1FU3UWTbRMPu2SZhbrRZYqhh3mVdNhur2l+5bBQ8 j9QaDvF+ashhkX3t5rw6OthrKs0vsZbCxaeDaz3H+PDqWJhdpwoXDyurrXu6 rgnVzwiNFHTY4PIYu1DYNchqT4r0N08+HtZafpquNEtkbHPrCZxLQyvsFxx9 cmAE3bT1UHxa1Y9Oaghqwxp5eCV1Vc+jlA9I+8zRrnijEeKw4wtk6cHGfu4Z c3ZHOThpVdL6lK0USNyxhXRIaQjV5Iv01Y+z8eqJ7zHHzyvjOYf5ncdTOdgn xltgYdCG3Iwyn69N+0WwE6jrAs1YQDnQJLq7godLGDbp1hoM/Kpeb2/OABuC fNN6exr44JmUTFxppUK9hmxaU7gMGF8fGXkbVYxqFBKxOLoTdWtMXXp1nQ8D /T9zXsiOoO16TUuGOugwKZ2wacmsLP5ajXfw9NjY7JFnxKdyEpYTEnRxPxf/ wylY1i+ZIiSpX0aUWTLAsbhNsr88gbTwyZIccx6EyeyPI57IQmlx0siuTSQo 9BfpGLvzoPe795O4vGHkqf9rsvw6A5oGI9Ooi/kYfxw1iPg6jWJCp43czjKg XnCpVtAqAyIbzyNvrDlQ1Hr1VGW0mMjq0d/SUTNDlP+13KouvpcISGtrjCyj 4bMFrdJyZW3IWKN+b/1hIZJfkD2pN8GDlBVT11t++1iLb+p/cx5H2j/eSJ7r ymD8bepuX8g8kXDUdzT5ywC6ZPYuotWzD70aT93WrcoBtyfmWc5cFkQ8H/3u Iv+dsNIbNDBq4cDx8INx12p4eJq61cazigYVHeXRN4V0qBvSpJ80HSWybmV+ oa1g4Z9s4dez6oPoftKVlrglImL7h6ilmXk8MFCJprCFMhCpsyrGkckAt+Jf Nhu1ySBltff7hQAK7NIJ2pbBkodrNx9kse3G0DdBZ0hCPAu+hdmE8Pky2KiW nByURIOknB8XjtaOoRljp5B3Z6TgjZ1K0KdxRbwuzrTEYus4YfBOcMemkgFR YothiikfP4g4EnHWuR2d0xB1r2lnw953cydPeNejkyvfb7LV4UL9pRCJZlwj qr+xSHiKpAxDnvd27LWUwgtusFZ9sv+F1rkP4iWcOUQPSVl6xZmJj5DtGP4l PCwwWJ1S2duL9OK3/jrHpeHpBfWG1Mk5FP/539RpDTYuPPKa9NBVDndYB15i AAdc761q+4X4wP5wyOlUDA+Kp8Qv0cAgSuV92d5ZNENkGO7RNrjCheZDSs6p pEGUHRylnOtKg/PHjqjXnJxD+T8KfMqEbNywKHRXXhYD46nmp7a+XKiyNfop HORgv9wjdmnvmfjWvmvLDI3nibLGp+g/UwpUm7CgNZoCF2qKBjWcRohTft+x y+JB9Dx8IDV/VA72P3JZ/9N9Fo3y8lwnzWXgqYNPWbF7O6rZZrBZ91sfslZc Hd4zxYb0Q41atAEGdL+vf5tmyIcMzpb7LWdkcP/5NDlbBSq8cRI7G+p1E5u9 S1S/xk8jpZBZbiWVDn3lGfs3zErhBxdyh9bhduLRW9GpyqcTSPqwqDF+xzB6 KPA7kRbMwo9/rrat91IGe/OUNeWvaVg10r169xIF3DNDfZ+0iwOZy9KHbkqT 8CU62fXJv2zYqO2tUsGn40yB2Lv3IQXaSsOSbjXIwsYjzxd8VFWCWKeqs7Oe E6iOnWt+X0sJPC4WBPieE6P426TL3MWjRJB73trt3coQsV5hA+FLhsSI7fmU GHm4GDUa9mxkiuhK/8v8gBsP7z13MzV5XzvSHXe8m0P8QqSlJrkV1VLY0LZx oP4ZD8QHPTTePpTGjyvqzCW+TGwsjLqr9bun9fVZzOo1BUgvPXOFUTsfb1tf kpNpJo23pV1IT+5j4lEPrqytJhd3dgf+W9rDg6/V1299jiYD59ZAbGiFMpBf mfX7VLUjy9mpF6G6FJj0WOuy9TMdVKnHKrrXk0Fu73BW2JlRVP3nqMYuEzIs Whlb7M7lYcZIpa4Ru5JoPk668Y4mD64vlAonErqJT6OXz4TEjRNj18yskiPH iKHE5IGRpiFk46Gubak2iRrKu7oO6bNhprDMVNZsGtkvLtqwb4oGWvwMLnnF FBpufpnQ5crFHtE6yWV/y+KYkNQW3zslxOJnXg07qmh4wOC8j+W258TOgkir p/dI2GjnPbemFA62u76o+M5pPhaFDs3a7pYDr4kKWz97PtbGt0nSfnRcEh3p +K2XCy5B/h9Fdiwse/3zkCSZA47uy4x2PpSBcEbb62BLBuR019X5J5BhgWai fMl5BgwOxRb9kyeL+zM0LEs2KECHUHa3rh4DNrx4cOraP3JwOjtt7fLZcSLi YeZbZWsxsd+Y8iRwgxTG/IycMuEYkRSo3Dr4iIdDKUqCUHEHOvPHicthLCUQ piu+iKb3orj0NCvle9IAoo19pbUtaGHKo/SeJV3olnzMmhTyFJrr+Ou0gxMf c9qPrI5bI4f90/3WHVXjQK7hA89IIQnrLdMq/N8nRWjik31HG6m4U73d++qA FMDIYEjHuBymZw/SfxIzxGla8zEmj4ZXJf1jEuLQSjTTHC2aTZXxuUXzRV82 UyCcZaCRnc/ED0MVp2/8J4M5U+wL6xZycM2BwIFriIWr/3CwNGNw4FqiPHZe xYfC45dfLeUoQHErKbTgMR/MnMJNXluzgFPNbu3xloL+XDZbP5IE57IMnZNL Wons0d59FmIJYeIU2HH6Uj+qzAv86Fg4T/DuXB9XVaTiLa+r/LvODxLyjbuE 6KMCaOdLP9K5V0OE6QSssDgqRi4mHUlcwQQhKuz5dbhhFM1eCtGuyK8lUl/G MULf8nDzn14WrUPfiJd75M1b7rOx1IczWvt3FKOtzN0i3WEK1J5I8MlIl8bx MXs2FzUy4McCE5OUNgb+nGjcMRfEhXyZco2QkwwcH/ZP+/rtwyje0XVztzMb 958t47heUMJGI9Lhe34zQrvVetMjLhauyTmUdoWDvxqpNXSVtBAa2c4lod1c OLe+crddJBduhu8KW1QmB8u5047fNogJbt20LI5iwmFy65swbzKeID7LC3wU 4Eny43tbkpVx7cHEjxfXjBLkvlt6pVdFyErJzNf0Uy8R65FlWD1BxvOSx4tN 5QaJSwqbc1ytSHiPUbKgxW0I6XshRlYDD3i2nbqJNd0onpuhPrmKCavnLHJe m8tgNW9VFee1XLDymFtZnUfGrxf+2aEYwAdR28Fcn1OTSLWNZHLDnwLa99Pa E19Oodya2ZmUVC5W/KPCfrZaAasUhfvItzJBaW3qS0qfAqarU8M3RksImqYW pzKWhiOaFYQPROVEsKKGsXwkF+v/q3U+JYoFPl+KFhtv4ICMoGBF9/kKYn/R YfrNTSwILFFbUSvg4kJ3tmVdKAuMiGjFxb93Tt/fIVpHnQKq5IeP/asowISo bC8PMaHhGyD5Y4aDzyRYCcsMhwlJx+6VFNkxIk7zpk+ZqI7gHL/TlRtdSCzd ZRogMRsgHOY7X+Q4iVG5w2OpcWUharcwjBLe5sD7+/6lsp796FCZ5iuvghnU UmHtuiZiHLkEn7ajcNgwZmOIfA1mUSwl/3aBgImXUv0Xm/5SwjpaVQOKQRSI /8F4czdWCXdG3Nm5W8LEwhNTr9c4MHHAHr1P0c50yFMeb1goZGJy9Gqyl1EJ Ejtx5b22s7B6lkpvm7UMzmEzrvT/zYGvUXyjstV86FFVhsg4DmTtThUFfp4n SNTPpk5fOdB/9JmB7HIa/vjiTUfPPRb0Or70c1zLhKZjYLiMyYKAqTtmNhpy IAk8fjEwnwa1x8Tm9N//RSnYoeVIrjT8VWQWtPGYPPgtOUFN/9JOuJ4yS9yS MENcLe28WCQoJf7bX1OQvUwGh7R0w57yMeTopvN3nYSLcV75lfGVTBx9tPF5 cKMi/B8bFDmy "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 70-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41GsDhmcYM5YZzI7CQZSytwjxvkVJ2bJnl0rZhdRp06LFKYWKrB0S kbUSkt/bUEhFyBFl7IQGaWxj+fr+eK7n/+e6r+e6lQ6F2B0RwuFwXX/y/+6J IU7JBeGQXAOn13ZpCngWlI/ReiaAjsLl/UklJJSZEsBZlyEEj3+taw1wYsM+ 1LVuXI0O89b29cwsS6Jsu/+8Cv76hRkPdrwDDXjoNTJiSG8gwrPWnmm/GXzs r3dbAm/4z4Bz1x/1/9NIhWIfJDpPOvdik5N5qo1vhaDoDrzN2TIyzFjOWvcm mg6lrunqXhtexBQO7g7c6i4CrQzKepWO/cZciCktnU5MtM+jxK1kYQmMqbZO WFUNgY2ZrZlrDcnItvnZ5exeNjqj69XG0mWjY4NuMzuGxND43mFTrvIKNmYf nC5LF4bGyhVre7qWwHDnLMfimwS0z7TSObKygk11rR7QLqTDeNkHjxo88VCh y581oUyCKq/lLD36pJClquSqorkQXI3Ru3FHjQu+CuqNxLXoyFlDn5iz0Ab2 eCULf/FgQ5ZvsMFh/CqWYec0GrSSBtQ8dx/f4vwbZFq4U4qbx0HzA7QSpvYb C7N+Bna706GJMeO+XBoLJqon6ibvJ6BPIkLvX9RMg9YKrr7SKTpszzEN0Ayk whWrVZdTKQzYhtmPDZAGgJNRVplm2k9sDLfWUlyLgQh+37iP1Fjwaajszvx2 Kiz/quddxKOjKI/8zu+VJGT84NevV5dqgfgYf0dE4wgYUV6IK3/ARtv9Be9F J2aAvd43xalBMhqdWMPlHxWD7S3QkaVHhxVa7w//iBOCpHqMPDfOhLLXe9Nf Vi5hyymff0nRRJBjWGNxCW8ebIBn64pMWaicsXeTsZQYeleb+Mt1Gw5FtTx2 xVxo6NvkxTQxeTascLO70fl4GVwPXzRyuiyNPjpmGDdpiiLuXo8TVeYMJLf9 DE9+dQHLG9XfMdgqwDY/mrHtNp7AAtP6ui82SECpiy3P6h4PAGPlr95fw+pB UUJ27qu4OaAxULVcpiMCF+6f6yr3wqM7kb4zSZ95IE0++1qdyk9Qzk+xG5Fj oHmtnM3aS3R0pmzmvwOi/2Evv5ipMaTZ6FTUsZv3W1kwOkPXWr5aEjUNvo/J rCcjH/d2iwlzPpb3MOuzhBoNBk9dj+vYPA0eJ97tuanIxZ7YSuiNvqEip9qf e7dq4BH7uOKroAQictUKtsugiaLfBpYvnQNnwZc3Q6F3btHQoaz1u8atSdCo DZ8UnCiBfv+oDtMgzAGBsU1odbQQqiwVzdseJw21b+6sM9vPx4qSFgJv3qGh S3Nm04SdbKiw5edAqvEguKLMHdnU/4e/SuLUZ/I3cHb9620WWkykY+Lk3B7W A76mrq0/h5NCuMXaHktdApRJpal/tPwJVCVfVS1k4CA5NPmvu7ZUKERgWlXy KHBR5quB2PwKUAC8S1vVmLDmxEvcEwcSDKtN3vuax0IOOep9PwEbnXUJzXUs WsEyDLw0tt9looJ9fdWPlaZBYcglqRIHCTT+hJjW3omDFQOVhxrq6TA2yP6A 0XEahAvfiy18mSg04+fB0ypseLzkxL6011Qokjm/Vc0Ujxq6i0H8TgJir6nl BhcR0Y1WzqSyzS+sbucrzhXdaVAWxUupmCGh5+uDq0wcV8EM64XDvKkIMo33 M/tiPgha7bYb6nwZAwZOBbQaOgul+3dvkOBJI+96WUHkUwlUZTNna6A3gnWS CFq1LstAMnSJ+UGMjNrN8LtcBQSYe6NkShv2Y/3DHSCNtgCEw7jdtxynwT5V b6VFLwYsmNho8dVTCi2FZJyWypKEchcPtrgpikOlhxLid8+zUJZK+lSmMA7a l1N8fP/sslXDR7aJTYYvYo8U7Owgor53EYkPu4hovcfQwbwsaRRr03x5yWMW /Cjvij+QL43c/6kM9L0yBx49XKwtVeRjwQdfaNqPSCHPqRvTU/rCKOGMfQXh uii6u7H+uU3hEjacftjUz4kFfzvyr444DAIdvvWjIuwnKHNJG/NpIkADi27e 11IW0nQJoSu/EoEFTZ2my75U2DNbPDz3gQ5n3JlEC1UmTPgcRa2JpyJ8+a7x Q839IIbV3CFiS0Tz7poH9n8ioyi9/oxunDAieU/nRUTPAPJsLi1dUhitXR9b e5DJghpX+mMUSM3Y91O41GoJUbTH2u5DhMQY9nHmdnToTT7GKZ1ZLH0yi00l JPF+fZsCjf4eLzNzF0HX++Fhf306cpTiHF0iLANLec7mIwsSaE1HsZNMkwBM f39+Z9iBCcMTIxYInaLwemhKj292HTbhaiLDrJaEvO3XDu22K8M2WXa3DxwR gkYuOU7fkhnw9rOrnHAOC1kfVDFyeSKC3Ib3jl4RUFHRSGdnwB08ag1pkWwz o6HJqVjO+RdEuIadccOQT0aD9UQ3HT1pFH56fYPqnBi6UJimuW6JjwmbZZMb Khewo8aEp0GbheCCvCHYPTeLJQZJ9U7ms2ClUHn1zKYREL3l9O0ImiRSmr43 yCsaBzfT0/ZI5Qij5cs6aX2ifWBNcn76qOIwOKGdpNydJQArg4cvWNmwYY8R 8ZlXqhgMSD+uHanAQI3FVtFm/whBPZUNNR0fKSib9vyA5l0yHFLq97nHE0IS p451r/4tDsmFk+QJTIC5VoZlOExSoHrieZNQq16sw2AzKt9NhVfWrnI+GxLQ CWb++Y/36PBJOGUxNV4ESl3gycZsZ8FWvyDefUCDG9db5IRpsND9BFFoq85G SadvrzNtJaPaXlx4ZQEbRT2cqO3fzECMFnrvqI8QKnva+eqesRC6kmdgm1TX i71lmX8j3cYhE5ugwQtx44B+2OXN37F4xMp+wJejiEFFiyZV/8BpTLTbtR40 iiMTFftSrdR2LEIrUM0scg6QtBory1UXMG7N6M+wrj98ybeX1jd9wVKe35QO f8WCLopdZamgE3vuJWra85gOb036PeZ5vAX7qW5cnWkC4gna9LFCEXjrupch p1saic41fpDNo8FPCcaDK8FM5MUd1rDeToO3Is7369pPg9JcvaRZFyYcv9zA cLghCb+f5YA6rjQ8o9Frvi2fCakDJltf1rBgu5FC13BdD4abrDfz2yuO1jEX rb9snsOKHwyQcg/SURi+tyrCBw/3lTV6b1CnoKdJBTk7kqQgxe+Ee6E2H8OP PdR7d48LXB8HF01ensBi3fMMWmbxcP+p9CJ71WksTtywyGHPn78wP+/YKPkL 6HsC6bwuFsoPL8metR8Dt5gZSvPqVKSc/+/qjmgSVPCRk7XVZKKQ2bPB2QnC 8OUa50FKIBt99KDI1EgLgFwfziQ1gIBUvS/m5B1bAiWtS4LkFCa8Jut6TpBF gbKcqEOivVRkrn2Bm1NDgWQlsaitMctYV8APYadQSXjmu3h9Lvc9Fl5h4I2r Y0P9qxuuJV+ioY6hT+Zy9iwk8qZSbeRaE7atcZ/dyl8MFFSnoNb2hgk9tftH cw8zkBEWQ5GvY0F1md1XVQERyeGfFAQ0E9D8gzVlDp8XMGXfwOUtAgbUV8yv viM2gy0Puq0nEH9jsl/sJc6d68YYp7KHS2JqsLudZzBuxRRmtTr0rMhmDtx0 c27sO9sI+s0MLtX/+8dzKHw/ZMwD/g2q5Z6VAkCQmc2IeT0HDoRc2Edg0FF0 mseQls4qiCVU/Fv5hgp9fcLz+Swq1NrQzKMEE1DG23FBVK80HDqT7eK2TIWT Rg8eLivQYaCX3scYWzLS26fVhHLoEB+zEe9pVAfsXvrsrIUMqJQn+6PPXAS2 Bp4otMtiofZLbKOGjWyEU21x4bxgoTy3FG7Qp1VMzLuaIi/CRuORpduJ6ySg Q/jGU0upDPTD+vlxa00q8tpGsIyfo6PAhexde5VJqNFDTbQuSxK1nZwzJf/x g+FYemEcRwQd5uwK3npSFDlxxSwtPgxiDud2Jey4I8CibvvORqo1YvFHWysL VUSgmekARXlxFlg7af3ducyE/7wjZXzn02BMZHdZSDcFBc3siedn0hFLqcR3 tEEaqbeSJwObGchnz7EE+g4iFBmgthiwqchWLoMXNEZCo1qUCFddaWQb7rgh 0JmErIJMnvWJ0NARq8j7T+QHMaMjPwKwPVLo8xc2SdXgN3hxfuFYVZ0oqgqX 6qdksFHoacugh68ISFOmbF+POh55Eq/Ml6fzMabKPX29/TQoVH9vlMyZwwpM wwQjIUxYcp+f+1RIGDluSWk4P0qHjtqdICe6DaN5FHtW81mo777j88CAH9g7 z3ktm29V2Lujx2x/GA1gXiMFvuwt4nCTn+F/FR088Exx8e2GWGl0Y3g9c3Do O7jabKScYy6CjgZn5p97XweKv9dkXuQMYd0Er1Hhsg7ATr5Yqt1Dh7ZD7mUX iZ3AV3FyzDeCDu2cDVM724Wgn1+YP2yeA9Zm1umuRRIwfsXrkssDATaW3C6j OiIBl9/seJ6aOIw1pNnOtbWIQ0VeN4fmKAz9IweOioUR4ck7j7xF46jwTaTY lL8zDWpPXpRv3FCPgQiVuCYPKVjv7qH497QYPPkCDSueZkBZ/L1ZGdYUFvAk 2/WoJQOmtv4rGTLFA/8DYKqaBA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 71-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1OsDxWfGGINhMDOfiRsTpbQoV1nK8jy2urIm3IrI0lXWhEspleXe UkSSQkIbiVRkafk8diqJLmWXsWWZsa+Dr+8P53X+gPN6n3MUXf1sTpIIBELb mv7vbn1pWx23kJBcbXmPtWAcSAQ6h5gN8oGaQoRZUr4Imtp/Qt8jgQxPt1Y2 edmzoevlKYW4bSyYtf5n19SyJDJeeZX+ljqN6/W1VINaItw+X590RlUUXrB0 Sp1mzuDPz5VMHAyaARevPuq9XicNie9tffzpvTifn6VcV0WCmePBppwiOkxb ztxUdpkBWyhh7h9Ll3GFoybeGo7CsM393qabMbP4EUry1x/2LBSx5LF7iESA w8pNoxal/cB6m1M+pk5H1g2vIx72sJFlo6f5hqcENHzY974sQwhKa322RdxV MPBjtty0Qxz+u35boO8GIhpvWz20K5cBNd9OlgeqC0GFNk9sVEkEtpX85Lfe l0bmypKrnAMkWAmT+9M1f4LWpRodsZ0MdFLxQ0IAowXsd74r1HycDd37gi0x JSJKs7Ef8llJBd3nBCOt52fBA1NHiRcNI8AgcrZo1ngW97d8DUwcGXBzvUJq SOoUaCru1lIMYcCBgMRNhgYMuGKxeiQkmQl/KeyMMKH2A3udzFeqqWN4V3TE JQcLDJE9Orofbcbgaesw1XcFDPimVf1EHo+BfnQVbsrWFkN69yYn34ZXABJj SZtrOgwGlRZi39xjI2Pb1u5T5FlwWL2DM95HQ01DpwU/ZWjwv6/QDlNnwG2r qjXx4WQoUoPT5kZYUPJJpoU8voovJzdO0mWE0dCH2tzZmCWgAi9U5hlhyKD+ +0X+S3FUXZEweUyTgBIbHvkW7meiDv6VVFF5NqRuLrJMciXAqwGLOvYRUsis NfpdTbEY6v7j+NnSA0xEGk5/LvZWgGcNaen2NS3h3VFZ2vs0+bh36s/2K7Xi 0Ite19de1A/0lFpPtPrXgBcXEh8uUxfBDm7p8is1YThe7Ei5sFsIxQW5TSU1 8oAeDSIVuXHwZibZZlCOiWLl760zxDAU+mrq+yHqdzyiTaD/ZUkKfer7GPWg hoZqg3JbeiPn8Kz0zEbxzTKw7zbBe4U0BZ4k3O66wenG4xwETGI6A9lXjP2h sYOIHl/OLt08SUXHdvrapMlQ0UeewJxeOw+ay/rPxMXIIFFyEye4XBTqfCMm +SaIo4a0KG673wJY0rM68+7yGldq7IszZjJw1w2DSmOzGdx1e2nPiUgmCp8z niAbsKGBUsn+OKcBEKnUPbi9l4F+vz6XSiV0gwtb3mua7mQh0vRoRVlTD2hN WV9zkUBH3/+J+TFjTYHrUmS21puPAW1tsyfnnEiQdubuhtvW0pC7rcvcKloK Lq5r3Ss6vwIK25SPpjuz4YezRYRsWxHomOg4ojZNQGl7nXdo32ahyFztyT7e JMj1C6fn24qjY6bYHs80EizmlrjW1jCgYf1tzbEjTAgXOl+YurHQy500y2GG EKptfwHiDchofPVGu6y0KLrWVM5XsprEJ88u7vAlTIFXwbzk4ikRlOd6ytXb mginsELbeSNh1DLfMNpxegA02WjvU2seBgECJZPoRElUajVnvVd9EPdU+nze X4sAJc8IWJ9FaSisw0fPSE0EPr2WP74L9uKn04aOZBcuASH/7vYYuwlwVjWu 8XokBnNGt5m2OtGRqKbR3VNjUlDuytGvDhwxKJSy4al7Kxtp7HCR/cSmwcGW Y63r9UTRz+rAhPQ2CoIhjR7XXWVQtFVDhOD4LLg4t4lL8pJBjtdLvN0i54CG 65iGz5E53PdooerhQTpyKgnXPaEnjG6FHi4mX6WimzWyLh4vV/GB++5GHvYY /KIP5K1CBoDajOWjPHwM6ERuPA6WKHCvaTuv9SWGXI+lhmuSqTDn0w+jZTdp aKa9IY7Ry4JTjiyKqTILcnazd1V7MhDxjeGIa0MviFb0myjPoqJ5R9VDZl9o 6C7JovMSQRiJnJjICrw8BXIG63Je04XR+i3RFUdZGDwpsL0HlRvxzhBCyjtx KgobDa3KrR3F66duXj5zYwZP89M/1Sm+gI/fSuJNdoyDItVMc5OgZdD2cWDA U4uBAuNMLDaLEqC5fPnukwviSNb4ltfJohUw0VkQN2DLgmOmibeHAsXh1TPJ XW4PK/FHlNDCuiUpyNP+19XE5hX+3aeiTMeODHWOPLbvuMuEn2JHx553M1De 4I8fXnFElPsu722+GhPxx6PLwwopsIhbpu9PkEJ9NRQHNXUpZH89Z1rnFQ1d yk1V3SSYwYObrYU9fQX4X3rk5z67SVC55NrBey4LeIIPvYf/DIPRBudUm1J+ gct7zt0MlJFEncSEcpO7PHDjfup++mMhlMjbOhb5rRf8dvfZ/SHOALjQ8td/ o9ErYKXP/ZKFFRtG2WQsfjGnQa/7p3cFKTCRlFNJVXQYGapvVPnQUi+BnqmL HUhPpMN+xV6XRB4J0RMcFqeMJCAtl08bxZdwE1mvDY/XeNuaEKZ/xqIH1+Dp 9eEYA0auXy1v3EdGj5sGuL89ZsHsAInFlHhh+D3WIkevjY4qeggBJTls5NXS ebTxMIaYXxk9Qy4kFEv5FpavQkaRWXutkyp78E1ByRfazElI38qn71LsCHCg thzGXYUQ9vDejJyEKHxrOmgUZTCFU9uP1YA6MRR6vvnsYlULHrjTe7Nx0Bz4 0tWiUv1xrWc/DI35t00BzIzvmIr9wJMLbkgFvMWgkm5Ie/DnNrzAmWrU9YQB f9Pc0apxvwaYSTt0q02QkdoUB3jNiMCYq877ytulEGDwj59KY8Ivt/T6VnxZ KGqLxcc2JSaMCQzr/f3wBKDd4I4UJbHhSEQt0/aaJKSLbL7DfCIDQ3f0HNB8 xoJlVV5bRGkSaBNr0bJ59xz+5EX2dIYrC/kTe0oDXYjQU99930Z5KfQ8Keex bhIdmvuFc9ieczhxOF29OrEbxKtx3HMj+Hi0Y9ber7NESIwqbJ2enMRjxfbl 2e4nwMav1uvnp6eAlhOQymrDkCTFsqZh3RiIYaUpzm+VRin8ByXz86JQwUVO 1lqVhcpJdpmpGcKw6Lc/+yS82SgktrjT/9cykPtJ0E/xIiNKty7/35OrIL9J sHQ3mQU9q95XBZ6QgrLlwa7UHmmUun/Z/YOfFKQpigZrRC3j17qWzvMapWBo p1jN0+6PePR7osG4PoZ8KhU2fytjwa9P6+KLrmFIB4+SkK/EoK/qF4P1d6hI jpid49VARmfDbhecuSrAldy8l/csMaGaq783R2wGX+5z2EKmTOPGmi0v0126 cGbIw4H8qA+4cYruzLrQSdxitf91ntUcONwo9Pv67Z9Br/He8JoMJnpq+LZ4 sXAceNYqv3EqWQJVZiX2r3UXwSG/SwfJTAbiJH2/PqFDhNHk4oySMmkonFZH ZHJl4E6VBp6ELxlV+AfsbV/Lrz/04RGHZWl4beCCSr0iC3o7q9dHWdNQXt6W zHdvWGs5bCM66VQC0zua12iuGFTMkv3184AwHMpS/6+zGkO/LAtOW6pKo+w7 T7lbpDHkvfDQ8A8lEfRGc6vT5zEp9O3vOSPa2p6a2V5f9aRRkXu5oa/G31TU 9GCQDQQDuO1Fw1u6cUs4X+5F4r1Pn/D4v5pKcjcKw3NKnO0V7gvA0n7n+R/L LHj2rePQ0WkmjApqf+XXLoHUG3Q87fJZCFPMdxuqlUL0p4k6RasYctl/6hZD lwJ/5avaOHNlkLVcGs9nWAQ9AxY8m35pZB1gp+L9pwjqiqIUbxhZ+30WQXey 5ftw0Xrf+NN/SKPGZraI8t5pYPjnqQd3nMVRaQC9VyKNjS7aKOc0/6Ig1XWv DnZtJSJq0T6H19w5nLUxUUt97QekNxffKDBYxHOM/JcG/VjwwcWeL1dIwshu T3Jt2BADnlTXkyiNacZljr9wejeDoQ/WqZRG9ihe7TS/06qjFPezzYioMOjH nQdz3Nh7xCCn+rBGuNgEeM1ZrFKJlkIh3TL1PlE94J8GHaXHB4RRI6pWM1qs Bi86Pzy4Ut6PxzwydKazWgH77pWXu7oYMKYnLNgxpg24cfjDboEMmFZwiNve QIYeHv6esGEO2EVc6s5IkoTxK87hR+4t4QX/xrqcbJGEy2W6BSkJA/hgG+/X l0wJyOG1l8vYCcGIb9bHQT0V/h336AQ1VhrKe7zX1DNhwl38K/J1KjV44KJX v7KdNKxxPM45PyEK1SSGntqnY1CWmDi7DhvHtYaXJ4d8MZjSlCHpN84DihEe XNUVJgo+LU/s/8ZEWl6ZjdjaDj4ZuHKZJC+KROWHpjZUCKNzHwUKKxsngO2e utFMvR58QeL4gb87pCGpq/q/wMoJfPGJ4B+BEBv6n+OQ49ObwO2cg/88m6jC WZ8zO+I3cUGZVl+0fcECINzM/9WynwviH2rK9Q5Q4Hun5L9/BlHh1U/e277V tOK67b5HOWniMHrmst7LOhkY3s1NOJRBgfMbQt77BGKQb8a9fr+MDrfok1ih JzGIwnY5LCqx4MabTucyY8lo98gTsQudDChjV9LNMxXgGV8bdpgns+HWIIMH uwk8XAEajMfXYTA7gfv6UMA38D8oNaLe "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 72-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1O3DxQ1jxjKW2UtlK9+ULGmRresSkrpFREJkS2VLlpSUlNKkUoQQ IkspS7Kk8rlStkqW6LaPNJZbtsHYxvD0/HBe5w8479c5R8nN39pTWEhIqPev /t9NGfw7irJ4JFdf3W+1PAUqkUGv4lMu0JK/fiixiIhEgt2jXD8Q4JnOz63e dkx4qDZL45wHE+at/9U3I5BGwJjrqrhpDjPk/KwF9TgYbWYjbvVDEl4+7Jw6 S+Nh+i/L8MTyeRAe/WzgTgMZ/tzsxynm/cYmJ/NUGmqE4di+QtPIm2SYJsjc 9DGCCs/cLK1M9RVC8sdNfXY5iUKbwQsSNWMLmD0hubnDjo5cvy+qrRTj4KhK 65hF5SBoO+rBXDUgI6umkutZ/UyULGv0IsxLGI3a+D1ZSxWB8i8CE9TScXCo Y67avEcS6jYENt8ZF0ZTXatHNF9RYXkS+aSVjiiU7zrLGFMmwiavVLJqKBX9 oyK9qmAmDIm5rkNUwm/Qya/Tl9CgovXc8pEWzw6w3yVJpP0EE57PDtl7clIY pVnbjfiupIJbORLKazoWQLq5k1Rh0x/gMOFAZaUuYAGHS4CpExXyM4l3L73k gdYKto5SKBXqHLll/tKMDlcsVu1Dk2mQUChix9o7DOz0M1+rp45ji71e7ofq 6LCsU/tkwQQVTekC9awlEjJ8PD39LvIT+DYuTH8lNQ6GlRfvlT1mouzE0O3a tgvARrtHYYpDQkQNv+53BBnY1gxtGdpUeLtM+0ftCwIk1mGk+T90OLU1hj3G wiFBcsu0DEUUtZ2jsNsDV4AqvPy5wJiBOtSa1BNTpFHtp7hph91CqC9NqzHt NAP1TF5LFd/AhOtLogI/rBOG0YFL+nbXZVHKZ3s9/WgpxD5w4nylGQ2NHmSK xqNVLG9Ex4DTyse+ZT6OPwC4mE/qr+5r9ZKw61SmVpLQCDBU7jzZGVAHTOfk dGdrlsG235WC11qiMGxrlE3gHlEUG+w+k9gyAUgFop+KvnJBGS/ZeliOhtws cBHkGgr6yvkSlV5HQvf+q3+zbmURy8vIbJH8HwUOs1nqPcI8kBMX3xejwMam H89udCuiI7tP4wd2bcMhkxC54YYHkshBw886jSKGUm0SdEzd+aD94+C52LsU 9ErlF0c4lAT1f+AS/eIkUfxhLKF8/TLgG1qeex8hjJbkbWHcHhrUjDH6bHKI h8mHPcqofclAkfMmXLwRE1qdxv1uqxgBN5TZw2oDVGRx9aGBndIvcHnzh93m GnQUtsLqLEkcAJ0p6+vChWQQd1Vm+7fnYnBNCmVL4z/jICECzxW3wEPSuSTF eCsybLya15JpRoFLazp1xRdWwPT6qi257//yp+uybU88HU13GMRkj82CV/6R MkVHJZFx+HtBSRweVvx+61Zf9zf/g+nUj5cZEC72Fpq701EVbe7Zfbooqu8u BA+M8GjioaPVSokkut1aPalsOY2FHBz5jyDEA68vTCRXzBDRzn3UvkfKInCG UXp0wVgUnQUy1UdqRkCr9R49rfZR4DHJDQgfkkWVlvNWutrDmPzg+TGpMRyU PrdM/yZOQmJLCxWPMsRh7u2iKU04gEly3BxL01eASAC7+64tF7igUl3VUgqU u3a82VFBAk46s40zOZLoV21QXEYXAakVLxjdPkJDLMum68sn5sDUXsnXHAca crrz1sf9xjz4uemXzOK3RczveKm6zbAM8irMbda7SEQPw2wq8NFiaI/rhmPH r+PQ0BMPYy87Bsx98PT3gfYRoMU7/KwAGwdnjVsvrXiKQ13z7onOYgZqSPIJ /8GSgPlfO4wF7mT45Wkj414wHeHK9v1xaxoA0QvKWgVQEi04qR859J2Ebng/ 857ZRUTEk9y8oIgZ8JO9LRrtJ6L1m1mfjtMZcEq44wt7uhXrDRVKeS8phrQ9 f5jnNE1ijTP3I87F8LA2miFnZwEfm3qYODHdMwUMJK9aaZsJwa4vQ0NndaiI mV1hz6nAwX82VO/wXJREBe/aG7QXhSC3903s0FE6vD2usF3FXhpGn0vuc8/6 jDnaH7tMqqHAiT233EytX2N1avJaL0MJUN8+264niQZHBvhGaI6OCoY7Orxj cWjtBUVzcysGmpxiVV8pJUDbx5Ruk0Iy4tQRHLW0ZVH14etbO8pk0NVXqeqb lnmYfWqzMcd7FTtliH/pu0MYPnRbkOKRlrE4X5n+yRcM+DTnV6SFxRiI2Hnx fhBFGlGdB5ZWh6dAzJPU/TLZIsjE8M5Vj+8csC7pxZMRhSFQc+JgW3q/EFzh eFy1sGRC95vNvmi/DPR+ckYzWJ6GpH9qu9vkEKD2RtWqn41SyOJzVcdqIBkO Kg24PpoQRn7pJlVcNVlIejVJGsP4GEtmKR93gAK3xF3Ze86iHwuMV2AVr6HD G+tXq1v08Mh7wes4+w8TPg+UWkp5IAo9+0X1Rh+T0ad+ocC3+Ux0S+JBZoAZ Ad3I07VK/NyP3ekcsI3VxaO9lr6cq/f+gLmSbIVCH1HEyHrMk5MSh9vVP12c M+NhYt0OdaBBAknUv/BQUOvEgjR8/mcSPA/kgjc/lihfwdhVI+MBXTOg6Z+K ctX0Liz5TYxs4Lu/fGRoBQue9GJvXMSM+3KocLjDqliw5gs4RHZka3HxqG7D o9GLlyTg3WgXvepuWaRrN/mH1cCA3x8aclb86CjTwL59BTLg3aArA9ttuKDQ aP7jtlQaDNvWb7b7BR0GR3vGS0rJok30pcPtO+axkO6L6V6ZTBSA668McsVB xSkVH/53MnqZmJ9tkCgDz++3jrnSv4jhRjO0ax+xge1FowbaWS7GcsrTbZ7D wS56V4sydxa7J6FXcHS/ECR3OaED0nNAxxnI5nUxkE1n74AcbQrcpacpLWwh o1vXcMLwDQnKu8qttVKnI8O7b6dwI0RYvu4YR8qHiXS6Bm943BKCcr+E9qZ4 41Hsvc16PsdxsKh1mZ+UTIeO3N3+rmspcG31BTexfjJqqerJ3b+VAklK4hd2 RQkw79LnNl8SKDCsV6Iul/0F8/MXsydvk0RyuOf53k149MEhNj83ehVTdvcR 7OTTYFnibloCnMcEHMfNeMIs1pJC/tnY0I/RQrOGiqKqsBs/v7LzfWYxi9XB kgLLeRCYRfCPVGoCAya6kXVPaYhRabo6eGEanK1XKXN+yweaqa2b5FaXwRH/ qwfxNCqy807PnJEUgSx8xdO3H8nwD8XhQgKbBjVUmyak/PCoM9feXOwJDQ6G Zdk7CsjQrlTb5qMDE/q4aDdGWZHQZYWcEodVJsRFbcU5638GIffZ4QmlFPQj ZN6Y9Hef0p+7/ubESSCP6n1+u0LEUN+X8/Jrvf7Djobve2gQy8eW+Am2s+Xf sQenWt++2igKhfLD1wXJLoPDdhqXOgR06NkW4HZTlQmjgrtf+3dLoY+EZrrZ AhMxlIrcR+plUWzepZL/2DRkJZc24TtKRBm4RheVOiqyCrRV9TlGRAH+vW6n RRjI0yI44fkGDvayrc/p3VoqamlnElV0Z8E6SwOdR1AaVQbKDEilMVHKick5 zFocqa95fbBvCw4pdzxb5pxawugbH+loH6LA01ZtazPxAizfOIA/7E+HqT2R Z9X2EJHtzuT6KyN//9riThGx1n8xyolC5/c8BsqsXarSJE1itc4LGpY9lZib hc1e2pVhzGU43525UwJKXGEePdI+DUoUlmpUWbJoTRF+3HDfALjZpK+cbSaK RHpreoc9GkBhb1X6tepBTMAvCnKu6AbMpGvFmn1UuI4aLNhr3wvcFSZH3YOo 8Nh0Sfd2ISL08go4C5vmgWDQ/kz2sCx8sOISaf+Yj3Xd06YflSBDwUeDNylx Q9hJIm+j00lZqDDRXU2xFYFyqvozQmckYUjss5Ni98iQoUrFr55iQM3Jaxsa VOswk26lR983U2Gd0wmFS1xxqFyqtOi2g4kunNmAG/xBQ7U8uiCjXQblDF2L EN4gjh5uLc4jSYmhi1+W5Vc2coHCorvi0PQvbFHqhFlIDxkqW/Y6tWbOYEs5 yzeXRZgwJ1yshpbQBuLzD958wa3BKnxg2vzmQfBRh8Oye7MITEdr7P61GAQP snbLDQwRoNiOy9/Pi0nC6K8+W3/UdWLlLPOk4ihpyOJFGBY3UGD099zQFGFx uKAY+sE3iAEVjQR5h2PIcPNeYXqYJwNOrDXbIe3EhBvvO1/MvIdHRg3XXI/O 0iHF9i17wnwZC9FI27tVn4riRvd0n31PQZ7S7xV9VRioDRQHnMn620P3jdcM ZNJQ85ky4vnFKcBI0fzWlUFHY6Sgk7gfdJj3b1eY+Rge3Vei17MseZia5+vt xAdE5E48w1QT+g0iqHenpK8Q0G9Tu6+tx9LARGVRxkIcAanaP1up0STAmH9t 1ue7iiANtQv3Xxr8/UUsuLu5iIetEilyaeWNmNKb9+Y/vecxa8HFNVNzeHhz BnZV8/5g57MuX2LG/gGU7QMa/OVp8C7jydbQT/9hChs5p7f4fgNtclH+H2yb sfOOkb4u7/nAIXm6dYVVjbVfdbAu0eeDnJqWylVnMox3mDS5b02EpOh1HLFA KqoP3pNtvQ0P662tMi4zRGHN2xr/JBMynNXrS7trIIp0G+ebpm5Iw+e7wo/U TzVguww2+c7K0WAtiNb7Vs6A/weXErsu "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 73-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FGwXxmcYZsY+u/SWKNKCsiSk5ynetMmWyU6pvLYapShEkURFUUpo oU2RpRKV50llKFnTQiJ79rENMePz/XGu8++57nOf333U9h22OyBBIBC+zNf/ e1XXec+dq6WxSkVZm83sCJCo55vyQ8fAmsVRO1LyyBhG/B7PUKNCnx/v6/24 HOjmapgJQqaQWefXclBBhLcmo11PYgUYtss9bZw5gb7ZTLedNfwLwmOz2uMr adDUQ8hkK3aj4eGHGpUfJOCKl8wRF3cGzBDdXfY2kgGnJitS+5dL4MVO//ob ukrBPmGU/bf4GeQonVr7ncvCl2nHUnwvScI+jfoBq5IusCqrImaRPAPb1BRG ZbZxcE/olVAxl4T77A+lL2BIQgW5BNP0E5Kw+/tk2bafstDbR2aRVj8JjzTN 2ermMOBn7W2l546Q4eImX/aAOhkaXCJaOkaz8E4NhTlVSwkYnKxXYCHdBX7M 8E1ldBi4dOuK1oLJJrDF47pkoxsH1rqMVGsPknCGHbc3QJwGFlapl4mCZsCt ba7yT2v6gfI+x82r9WdQ4K5C8K8rAzpRTXmkcSGof9lqpBbCgAUnohakRXOg 2GrOMSSVCRfsU93olvcHcE3vFminDaK3q3w9D0kqYbMbo6OvzrwDqVfFd8bk R0CP+vSlFzc4OOOy9gX7zr/AXu+n6kinHP7TXUOV0aDBL7XQga3HgAMzZDdF eSok85GcsJ8FT9WdPWLmJYlFqXWjinQpnFdLPtvSQIBaMOx9rjkbx92LdGr8 o4TL3yWNOq8j4HbDsJmtkiQYe/SvKTdKCdPu8s8+sVXCrVvdjpRYMrGFavbw q3gifthrtKGzfgatM9l1I0txDPmn/W4+XSELmdfo7xpi+oCZ+g/PH4F8cGOX l3tm1RxY3VEiKlgjBVt7THZUHiXjxGNeYyl1QyDlH6pSXfYYeDGRatejwsSq dpkzfqVM/Knz49lbfDl8k35++2DxLHp4+26drCYduq/i7UhYLwT3k5J/XVBt RdcGNDUdpjiY+25wq+FqIubOZjKUQhSws84huww6BRf6vRq9byEGjW+7eIkX 6TjQLDIm4rgiNG0gphxKksUkZLQxlTYHZsysea8jJbAbbOEQnNhQ98Km9xY7 JtDKDI1anl0/iFZv7VnVzsDeNotE8UPtIGz5m3XbdFg4rNhnaOuFTvDj5j/8 cIIitjgGHRo2yULlm/QVn3cOgg20XaXph6WhHO/6kmQbGszK0Vtbpc+Ef5V/ GFOnxOCpHZuh+nzeT8Yeq9cns/BwYuF1iSVCkHP4jGLebll83J2558Ubafiy o3hfBZ8BJQWbN5tYkXFF81NweRMJh7S6/NeSroDP15cNq1uPImqlEAcYCkFB 8FDqyzEyzktr1CnXkIJj7Oe7p8ylcMLRv91mnv2g3m69yZrGPqD7Yv/nMzl0 XGIttDHW60EGvOGkq9Xzd8SbZVVR5TBX6ZTVZTs5+OB83ogubEdrXGltCwcI UDKwtfmigwAYHY6w/fqECVVOO9W6qMrACL6mIKNBAf8uD0q63SSNj54JXnYt aN5n1jVRs26T4Glj0ZnBU2zsGl/s7xUtBEaVVm9uRc2iQ07Pte17FHG4OPy7 sYCKr4TavyTFUvC9uuShFmdJ3J2+39yby4bZDcd/twf2gzUTu7Jy0SDgbfVJ qqXJQeNtzUM/8tlYtj+uONBBHj7+9N1c5DWvd36rkW0RBxNfbO7fV9MOHm+O vuW/WAFPuWrb7qiWw1k2FPnW+1RM9hQ8DIocAyv2343iFVPxP8vj3jmx2LAw ZFmyrOALagkh3HwtS8GGCuWTiskC9HksIZJ3YQKxtQZ0Q1LEaORKytDozxEQ ZK/fdVxEhE0fu7t9jRjY3XZztMw1SbhzUZn+gWlZrOcr+K5bJgEFLc8Su3ez YHFngm/ieyUYy0v95ZX5HnVZT/EOljLh0Ppz+/61K0DpccWvnzZSoKnjPe7P 60z4OvjusHc8A3fypV3W6ClhqkbllHMMDUfkpGkvm51ARpkNpBFXIj5oRnoS oC8Bn+y9s1+XMIeSAhTbhrPZ8CrdbetOy2EQaXAiIYiugB+EKsxpPx0FF9LT tijek8SJ4hJCkrgbLLyend6r2g3qnmuZkx9IQHHn/ggraw70Wj+q6ruVBv3S fXSPLWbic3eVOcsoVKi3VKv062d5zDsxvLJnGwN2qbXvvTokgQ+HDVxzbKVB uZxhuQE0gzj+1lKGBky4IunURp5VG1qg2BuWZ8OB0f/MldWZkHBhkbdn9VEG ftdGOFr8mINPDam9s7xFwdEPjW1S3rch/bWCTxxnabzROqAz4lI/eJXv6BuV Q8bszBsTKvPcs8roUB6KFiJKszMfVMpgP2tyGK5tRkE6/poWx4TgnpL4BmGa gFtLewcDm8ZAGkMxoM+vBaU+u6B09BUbhhE9Lhe4taFnHhTzX/cZ8K8Fd2nm tyqwg+bSukZAwiZWjmMe5vLwYqyHSVmzEl57foEeg8+GoavbLNdls2DASnxa 7w0NL2P93dWoL0TLPxD3BOUy8JOUx/c2pCjC4ITGWr0bs4jYd1uv/GoruPRB kynYOIbiXB8a104SIb+d/GZqmRBdkjHJ3b2FAO9nDwwu9JwCRu5A6WETG8vw j3XNvReAi6wMtakVNPz2am84vVgRLt6rssBGm4VDVfNiHvjJwKKFezrl/Tn4 HkE50sdCAqr8Jmy86UfCKQb9xNjVkjCvfnbmeioLirjGvBzCfA6VBe+jtNHw vm20C04MJpRTowYbnhWhbU/+fNkSz4ShLTL8B60fkVbLeHUWWQGrEB899qsh 4bqQicEv/kSs7uUvMphhwljuqMLtgmkk6nRZTpIeR/SbTm3VF9sRMySzO+9s KdrRSHRKujKJrOa6CnOthaCoZGldo34daLcwPsO/w8TUxQ4V6j7jwLdC44V7 8Qx4PASEXVIEaHs4YjuJOe8Lx67EMjkpGEd6eaf4LQ26rfn0J4nGgTpaNUPy h0j40SapWqkKNuwKzXR0EdFg/t5AHZscJm44LjSXm+c/rNpkEewhj/eXbT5k eJyCNY+5jVMYA2h3+OYrGxLn84wLq05P16LLB+uLc5ZKwRdWDslypDmwi6tz 8ruIBXUT+rqHaRxso5IxFNBHxlr5D7dkNbOwzVEHLf89ZHzA3XyXaCEL1zVy yBrG4+CZfpdpfJESLjmq2C6fwcG2e82G42dlsbZywfZfK4i4l5Jd80pbhFhL rxrp7aDDkMNrvccpBPzYPHCm5zALSl8/UWH3iIodDFIrTvUyYK66+pibfROi uz11fz3BxtWCzP3yWgJU7j6lY/2zBDW5l/y4OvkHefQ89uIYyMBYl4fWe2vH QaHq3w9acfN/hb8s+6t2J4ipMVW/ZymFofKNN2lKVeBpS+mt02VdiGMvvb/w 7i/AuX46X/cXA0odaD6iZdQGvFSH+7yCGDD1v1Wrj/tRobd3oC+sEYINaXZd lbl0eFnsccbxxgzaw+c6Lm6kQ9HbDc9uJnUji7qN67YsoEPVoeYyuoMkVIxV lRFtV4DHE7M8KZdoUO19ycn4VSzId3VTPSmgwmO9r6vcUmj4fvfpSIlFVHxT QfZiSrIMPvFxdrF4qWB+zhiG5tcONC3vZnn8Jw2mO2tsiyicQH/vz8bMSnLg lP1anT34K0h+vD0mW/ABndffUnN5bw94a9QZx302Dd7dntsQEN8DLmeuU2nv loZsY00LyzZ5GPvJf2UD/wf6lahQ+apFCcZNRJrlV9Lh67yhwulMWTi1JORN QBAbrj6Qy3u/nwGXb5RghR5gwzv7NjqMQBZO6lvf7Puajr2PJGiEV7Nxrc8L 8pHpEbDH3KRoVQ8HD8gFeRIb5nmvH/g9TZWME9RYFXHWE4iTDIUxsjLYi+zD WUXoADtP7T6V2UzBHf9yP9XvyQBJRg5azWMUrOWYJf6gKw0bjRybw/2ksM6q 4IQnG9hwLjX/c/WUEM2R6SoZRZ9Rx7neN/7t08hOdEJ5ZJIE48TZTy50D6Ej mWEnOYn94OAZroLR7Dh4dTt9Zci7P0hiUYzEGd8a8EXl7OE3DrXI8ucKtSUP xMA5dbReHFeGtPfm5vYri8H9D3Ulc+40yJNsXB5eToVysQs7KfOcPvSck3Zs hzSssLO5HcaWgqUHVwRHsRhw3ORXxsUNUtj5S+4m23k9HxmG21aMVKKUdZfK zdezYTmINakqYkPrkZCRgYPSeHzhiYRlgaNAIeH0LH0LET9Y8C0kWsjC7VpN luGbJpE9Y6rhnOwk2ko6Quq88huFTg86fI/rQPmXKKYC2hh6EP4oo2OSCQ+c b++A//FBUV78rYBiJRx0U6P0wMd+kJonbg/RHAc/p1WCvr2eBN5eOnzvRjmc n6/0bWGzJFR7tkeSUihCBkHRHt+MFWH1pxiDJf+xMW+NuEjkTIOnXXI9D/gw ocjsp97X+T3ubnTL5JQo4P8BVKZktg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 74-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk4FGobHowxzGD2KUK2SgpZQtT7llOdNuuQJGtyKutJolKkRXNE6yEk ZS0pW0LqfamMtiNTypJdyJZtYqyf78dzPf+e677u67kXda9Aex9JAoEgXJz/ b7mEuYztUWSsVFPVbjs7AlzcckTOMSJgoBq9KyFfBgfW9RnAago83PhaeNSJ C5MqyipolBm0sftrNaiRgINLhNGm8zR42totZYIlQnnncaDu5CyIiMno/Oct Ha5Ybdsy79GHfv3K0X77RhL6J4Tfqvdlw9S5+1qVkUxYUq3FRDQiVt231c/E VRrKyJa4RwTPI2dS0qcGJzY2ppLVxlKkYb+2cHBP+Q9QcLG5hqLAxra1RdHp 7Vyc8dcqu9STJNzvEHBnKVMKTjwJz5+4IA17Gn5X7fhOgQO/8+UOqMrgkaYF O/08JiRUjfsIf8pC1aYjnEENGRipcCrpgYCLd2srLKhtl4T0jdx/HSx7QeOM wEJOj4n9NMXhDz60gG3uiVL1B7jwnkuH3u3lMjjV3qnPfz4F5MQRkiyd58Hd Ha7yT2oHwLHxANJZxXkUbF0Etroy4cQWD4+hsGkgLG0zVQ9jwueK1nkSBweB k8X9wrUpQ6hHazTkeiEdb7w9Nvb83CugsqZpyvDlKOjVEMeV3F7E5UIN2186 BxwMv6uNdFOxe753SPoYA375BB05hky456Gb9KUnFCgjQNTJATb0sJ2I2uAv jeeS6sYUGdJ4XHAzYChREq6Cp18/tuLgfcYqZcYFDFz96saYy3oCTtQ8oaCs SoIxx6YtnKJpWFZebh1FloHb/jzwd/l2Fn6/+8oOjYNSOKfP1LJbOIOSlMv7 v9JEyC+lozmqhgJn965zJtkNgY0ajR6NwQIw0CoU+VyXgGu6yucKDaSh++NN r00GZPHV497jCXXD4NRJnY2OFSJQIkqy71Vi4e0pB08ODnLw++53F+4KqFi8 8/BdZ7SActLu11FWMGAb7aFu5QMxyLpxszVWrQ3x0B+XjL7SsItegH0qg4y/ aXd0vCsjwPrKH0FXrzDws/FlAR+86NDis0RCwA0KZh3o/YeiKwFnNtoEVURK 4il1x0B5w2FwXqOtV7eTiUuOpW2yGuwGp1e+WL9Dj41dpTKvRT/tAY3JywQR BEXMJxjezldTgEuSGTofdw8Bu7a843nvyZAalLj8pi0dhnR4+ZY6cOD0kkZz 2al50Gnho5vZScKp5u5rzG6ycfF/m6PuxolBXuA5xXweBY+cMSucVZeFpV1l XjUCJvRtHr+ViGVxTfMTcG0zEXsa5bK4AzR8WVj1S8NmDKXqFPN2ZYlB4Ynh pNJxGVzyp6mttrsMHOc85U1ZSeNhNwMl683DQGhvtsGgvh+URxDI3hksXG4z aWtu2IuC7LLR9y5pqBA0y/4gS8V1QRK1KnsUYfbl/BF92Ik4e6XOlxZJQqng tuYrjot/t4nvFtHIgUpR+z7tV5ODDU9WRL0n03FHdciNtCYSxjtMyY7RCyhg 39O1Dr2K+He07b/5uVR8/ZRDKTGGjI1aL8WJvaVxz52DVr5OHMhzLdD4jzcM DETWGY/REMjRNCq4Iq0IzXc0DzcWcHCb/AtWigkN5r5vsJrzpsNHur5LczNo eMp1rd2u/6g4qKakM3ofFct4jOaERI6D0YmD22QDqHjZSv6rfWwOPNGQwm7T +oZawgjJFRQyFjpTYp38x9HH8fjIoFgRMosZ94jrJeCR6wnDY99HQNTqpbs+ d0jBpnc9PUdMmfhm4gzPPVMa7lapMvIRU3DJFMKWz4lwtKX4ag+PDR8u9Xcl xjBgTFBSq3f6a2T5/IJLzyAHDptd8tpqX4iM+mcu8f6mQAvnTKfviSz49+9n h1Nvs3G3gLTfwJCGm/3pUQZuTHw2L2Wt1qwIeV10DThiIIUPbSQ+8jeShKmJ qVlH1SXwDX/F9l8PObCB//jwsz9HQaRxeHwIQwFLvqHpWGRNgNg7KdsUMxd1 OHqwKPfwT6Cc+PBOn1oPSLi7VWR2hwjnuw+e3WPDhUab3KefL2XCo3cO6x9X ZeH76Qwb7kMKNNRc9fLrR3n8WrNOYYMdG/5Q7/S8NSyJb/K72HzMhNS8X9RB NIPKLrRvXsPjQJ0bZzYF7WlHX3eTjl8+y8av2gnHynK5uO2I1Auj9RR8Psfc NuF1O9oi30LqLiLjTTb+3WfjBsCpO+0qkrpymJN+W6QkLwvtSWorVs2LEbnZ RQDeymFimnFP5otWFKLnt+KP45MgI6HDc6pSEre97BsKbhoHV54yRaQt7Sip OJZ27DkHBnyLEfM4najYnWzVmsWE2g32x/Xaa8Eu+v42g1EiDhWTx+7q0uCV GPcNVc00nD1CSviQxMRa7GnreqNJlMfrOuaC2fhRQm6mZYIidF9XKF6TvIAk +tMMq2+1geWhNs3LtooQ3zXH/NNvCei7/cYG5ZtiFCe34TFvGwFaWJ9V8h6Z BqZugJbTxMGzW4rl/dIXcbJT1ad06Njnuubyfy/Roaqn0lLbtWycu8ssct5Q Hj5T3tst78fFe9POMS0NiFCpg7Ap+SgRa9xyUHq96Iv5wtmZxCQ29E9q2WOu zIFLq054kdvpOEpZX+u7PgdS1WVPmFyYQ8SUdutDxRx4qkVOkN32DpXQxy+w EmlYSeJB7tFaInYLaNg6s1kKa3j7zRnPsGBQZuz+qEOzaK57/0oiaQK9VKFf 3RfVjVhh6T35F16iDNUIa9uxKbRn4UfRY5tJ8InffX9O8jPo/MP8nOAeC8uK mfTcuN/gSI12iVvZDIjI5YTvfioB7QLP7iSymHhM1GIWaSUD+cTSe2WVdPie dZZKXOTlc+ikFXXRf30GlV5pW9DwwaotASahZBwg1BzpIf1CvIgt1y2vzqC5 RwTjS1VCdO2QsCxPUxruzareEqcpAa2d9E42zLFh7LZD8zweF9fVc2W0zSeA 0s7pu2nhDFx+TLFTPpWLP+JvAdRhBbx2SeHOVh0J7KrFjn2oRsBszVumhrsY MMdFzyivVALnWgXP9AayodlBWrq5KxU7GifVnOljwhGBmvzKJS2IceCJW4WI g3XVK0YmRWOo2m1Kz+Z7OVoR+bgnpWAQuffmenON5aBhVqjdG8IkKFKbfrOK T8Nfjedr1ff0gIu1FhqZ26XxvdqseHNiLXjS8vJuVNUPVFB70uDVUDvgJkYV 6LcyIemr/IYXAx3AW+1Xv3cIE1oHvgxv5lKhr2/wEVg7Cd7OR1/8kMmC1+bd zznfnkEWXVGiVZ9YcK7Ssjj5Rg9S97F3iSewoNpwcxXDUQo2+v5lvusFDYZe zfAgx9Hhys/D4gs+XChwPaB2clQWXs51cpwLYuKsnqhISRVZHPLKoNTSQx6H v5tVndccBX5swaDZ4A8klj+wPfQ7HTqkr9OsnplE01mzF2eluNAz+otjt1Yj uJm78+LD0TfIITSonvntJ6g07eY7FYtBw8fy9U7S/eBa+nqlzh4SPN3WV+dw jgZj3vut/ixoRAYzyV716QzIF0VuLHjLgBmlnBidWAU4tTzshX8IBwoq41L7 A9hw5SZJ9ikfDmSH9NWvjuDiG/1mzUcqGFiy3J6qHyeL49XZNXwbEbJsGKuv rKFib5nDXF1CFyBZfuH3hVFw11an98K9qSC4iGbxaDHnVzlnzL/RJ0F0RoVi +EgG6+meiH9kyYGXmOtKzc5MowUZhlLqs4/oRPzUDC95FtnPhS8Z+U2E/V8d 121mjqK/00+f5F4dAIXbMq1M102C52l3Voe9+ol2G1bsXuNaB74oXQh84fgJ hXYvKJuMEKBL0phwnl+FVDzj+Wn3CDDrTV35ghsdOgcYbT5+mgqpMcrd5GNM /KMvsfFZOhnW2NumneZIQ5tVD+sduGw4saE19YqlNHY5wcp2X+TrgUmEXc3I 28X7r3MZVWQ8oRwerxU8BhptA75oc6Vw9tJvYecn2TjisOWSosQp5MCc+nyJ 8hutPX2HRvHrQqfEQ44N/C6kk30vxJMpQtkRD1K7frOgb0H9r9DWt+BZ/j93 /cto2NdWUj6tZBgk5c93hq2YAOrJx91J6mLg660n8K1f7F9Rh0yLR6WhevFe KXLRHGpN5X/YvpkO/3t/0Xj5XxxMqPxeaqXHhFH7H3v4HGbBM9BzqLGdhoXG MbQ6VzmMHz09Whu8qM9ART6vaQCpDux7TtpJxJqPPvFO/hhFbWKFQq49AWc3 sTlFh4i402tPb+FPCVxUYHK1/RkZdl07MjfpPoIM2BVqm/6YQffcxuZOvqwD N+OvGikXMPFgxfRnLo0AJ+xb9odcbkc/0s7p5UfKwQ+12X/V0uTxPvFSP7CM BINWuww0V02hD1/euWXvlIfXJ2kK1qcZ8FyozhRligWVkpep629/jjpjQz03 q7GgoGXbx9mfBKjiKuEttOBCyzCTDccXZOH/AJ52UoQ= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 75-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnc4Fe7jvfbF5e57jUpGkTK+Vkm8b6VkhIQGaVASFaVS9LHSBw2zyKrI akjRIPW+WZekUH0yMkLIvPa49/Lz++M8589znnOe5zxH+dhZh+PCBAKhcRn/ z3udzP9IM6WxQk15lz2fC4SOqJBZn2eB7qpw66RCCWxvY/JT6qUs9GqpbPJ2 ZkMvfnze+h4BMu39rxrUCMHEfGLhOw4NBtm6pU0xptFrXuK3cCECvBr5qPtG LRWujt0zeGh8EI2N5a2prRKGmT/f2KjnsWGGIFPtYwgdEos6EngbxPGqAzt8 DF3FIBFffxHXRMD7xVMamp2ZWH8x53NLtwQcXNM0vLv0D5jxZlKGzdnY/mtR eFYXG5+cNN/6308iHtx7Jl2eLgKtwzd4+NVKwL7mmXLLX9Lw46mtafU3JTG3 dWmPzjM6tM03qgvNIsFVradYwyoS8Pz+9T2Dz/6CFh7HREqbjqO2RHQEXeoC Ow8ni/w4xIb4UNbwjhhJnOHgPHB6MQ38PF90ML2SAO9buso8/zoE9gdF7/NO I2A/2yKww5UOV0WMvcrfKgBNbzs3KgfQoX6d4lv3I2PA2STzpVbaCLJx3BYg G0PHpvcmJt6FVQB5jd/EgdRJ0K8yf/v1PTbeRK8MM/chwL16v5S4vSTMZjm0 1XAZ8HsDdGLp0eEXmczOkWRZKMFBpNkhJgye97iwskACC1IaJ8g0Mby2PfRK 1i1RqAGDKgu2s/AqjYtnA/IYuLoiYeKgEQGfXGlpkOxHhJHnF0ycwylYzsJt //1ROu7cdehcqQUDf+wxOrXxjBjOG9i4pbeJhxZPvvYS3jWLfNJ+t4XWSEOj C/v6NfW5wFSl5UiLHwdcKtpVFuwtAjf0lApe6orBAgWXKKlsEo694D6Z1DgK tE4F8qLE5sDr6RSHfgUGbo3m58jcEMJ5DzIbpdfSYPuAb1aRKx/kJCR23FTq RByTfsewVBo+qH3GIYNGxGquKo0rgoThj49/fGNv0fDKjZ+zeo3o0OSbUNKZ BGns5ffv453zwpBnaudbFiKM9dWCPoQ/54JrKp3967vpOI42NnNHqR8Eqb83 stRmYkZ6juGI3HLfqSs4VwlkrNp7W8ktmwLlUmnr6m1GgHPZl2pzT2lI8k1e nWhPhRXnpfrqrZb7Nz68YVMiE/cYZF19Y8YHz86GkQsdpfHD3bRPudXS8G1P ybEaDh1uZUyLT1wg4Zq25yBuqyj287lqlfyShqOaysdU7CbQ6scHMrv288HL S6MpbyclcO1QJuXEd0k4yXrlOLddDBv9pZwcf8MFTQ6bNuv+GARutSZxaxtY uNRu1t5Yrx/tCReqNP4fEcr68pmfJUk4c5IUPGpNhblRhVwd2I3Ck4254Iko FPHrbLvlNA7uOqZd8flGw7+r/RMetIrj2/YZUz1eQvjMgVdae/vJuH98PDnt ORnHB+59KxpJxP62Q649WRK4L91ju6czC8JX/qNvyrlAd9r2UQEaAc3GAoq7 GhUaW7aNtrxg4Vj3NnWJQSp8Ute8XeBOhZLPdlpVetDwnKvWHusvJNxi5nKu zpGMJY6M5/mHTILUx4R9l73JeIV6dMUBJguqXvYYWExoQe0BhNQyaSLOMDS7 6h4wjeonY0J8b06j0ciDfoUFwpgbnzQ68YsLvijGh66eF4Otn/r6Tm2kY/2J hu51wxLQZmW5/vF5aXwyYinM8684HG8vju1zZEKy1fSKySsMGOmb0uGeVYky OREl1k6y0GR/tvOvZAZs8UoL39DJxr0ccRddPQq+W0q5k+3JxMHP0rTU+NPI 5uexFWRDMXzCVPTpaX1huM53OCtrVBgnnCZ3jT1mwZIr709QFSZBiMHlGH+a LK4oC3HRbZoBN9PTdpKzRbCW65fPXcxhoJj8OH1AqQ/EaAymmNSIw8Vej+Dd dmx43cGRL1BkQu90L50Lqxh4VeamuqF4WainqvHhv3oZPHZRWW59DBv+Ue4+ emdZVymtf8W+70xIejZGGkY8xAzWcz5QzsYVXYTzJU/YWP9ttWzzso9recb2 SZVdaC4z+e+CjTQ2szvdG3x7CGQd3ZBwc4iEWVn3phVkJKHkiS4pXgkfEdsO ckCtFF4T5GeQy+9C/to+a80vzAIbOVf/pVJR3PlhYMSvdRIsHm09jGd/o5Ti m5Tz71hwSGX6r62gBxUfJm7vyKHD3xT0UC+9EVhTXTp1x0XxxTXuuosdVHgr 8vDm8jYKzhS2C3v4mInVmAu2P/Rn0bp3vf2US0JYaPCBXvWdTpAr6fKBEzqL ol3zjBtmhOBJzcvN1eZ8dFtqc4HjTgI0VJz98LxKADa6AUpeKwuXKQypriue BreYGcpz66jYbDq6/ubh5R0+qiBvr8XE8X6VxfEqFPhGcV+vjA8bv/yb51pj Jw4VfhPMUr1F8YLU0gZrbwlY2MTnJacwIbBd+NTqTMMKQvlPvL+KYsOUdz0B u8SwiruPwIDHgA9/hT9e676EBL0u6qLiU0izorb2dH4fYgRk9RVGfEBpu4Lb ZuN4aPfSn6ICu1ngXHh8X5vwD9BtbhzGecjAdpGm3xZH5sCpmjWv3Up44KWa Vh81XgTuORtsJcqg47lu7yfNryRhtOjbhyUfqZCUFzG2hkvFHuXbzhheJGKN T90tymvGkePVbfFbYnnoHI/slP7uO4o70VTyTFUMksI7y5a4wtDWWftKs4AJ r+aFTEl7M3DpeXK3TAYb6xQbiJ5gU7GW3EurjnVCuOxeXlN1oxBmqt7ZqGdN gy+bZ+Lq74jgJ9v9eP1nmVCGIb/u0z4ydjJIqflngA5/eUvmv6d3Idqh525l 0yxsFx8udGlqClW7zWnb/SpFN4Y+HNd4PYYO9z9xZxtIwQv7t6+R95kHRUoL VRrRFCzYtSQflz0Arn81Ucm2EMPHfK+o56o2guftH+6Hlv9B9CGfQzdfdQN2 cugLnQ46JHOzT2750gPclcYG3f3pMDbmt4UJiQw9Pf1Owa+zIMrwX8brRhaM Wzwctv8eD70Sdyf+S2BDwcctxakJfUgiakJGTpEFlUbbymlOInC+atGHF0yD F2MfHSHepsK77pWJPkFMnNMXGiK8UhJLBWp0xptQ8OVP/FWLquNA3N5D6tLm ATQvc8ji4i8qFNre8Dc4dAEt5PCv80XYUNvD7Gl7bRtIfGJ1/fF4FdIr4sZ/ uj0MPm7sjXYungfHLsecHvw4DOKyjBS6+8Th1zdRPg1mNBhZ56P5jdOCDIaa yS/uMWD0dIjpi1oaVA2c/277mwLnVge8P+3PguldESK852yobibMDDzOgvfN 6vVNzEg4RplZE203jeoqR86VfSVjdwkv9npCD1CYMm+OdZXFPTuc65r2ZYDx 4gLlNVdkscb+R4tVOuJwi+Xe7bfWSWHt9Zdinm5hQZGkp8nhFgK0JEFTyHhT j8at3t+JTF9CDoLLctwZUdhvMVvL65hA57KCrrBjhwC/xeNU1sN58O5BumZA xV90LUxTM17nG/iuEHH2vVMDktMyl4dvheHBlImmxehyxNxt2ep5VBjmVDWW LrlRYe+rilSvQDIkRSr2Es/TMbnB2E7RRBrWONg/CGKJwUQWQ0h7eRenNndk 3Noihv1XXpvQXs4n3/DqnhpuLaoYpB3PdZXGU4qXY9T8JsDMJh99FXkxnCv/ M+DaLBPbOhX+GdHmob30uW//Ss+g/FMP1Kcv/kGB8yNOzdE9yPJujFuj1SzK vZqf0TPDgEWU/x5O3f0M3hTeuH+6hILVlOpLq+a4IKVwsTtg7RRQFwmLTari AU93bY7nDxKW9jXsj4BEqFy8T4RYJEA5/3gntFCXf1nddYPVJ1nYflE7sECP CUNdCo4c92JAvYSBSxa5NNxkEElpdJXCiUIBEqiJgrXOkqMdW4eQ132Oj6WP OFZ92uB45c844vQezgqVFMa5rUxW0QlR7GFqrMqrE8FFLwxju94Q4ew3YtRP uQmkyyxTMjPnodaLevkb076BxJhYfcUXdHw6U7ExFgvBKYd2F/+oLgRe61wy tZKBn7/mnvxKkcGFU+Sb0WeJ0Ffz4FBb+Rz62Nn9KFuHAuNnKbK2QTR4VIkz nrqBDRVSVyjrWLxDCq1F10RNWZDTvrOe/5cAP9/YwLjuyMI2vdtms2l81F5Q 5Op9hIWHrOQnXTLpMDViawVpmoqLk5Z6vm+ZQX5Ku1eX1FFwX9Dx0dGMBaAk mTT6eEkcE4IP0oy2taLgPj+DkYQZBCNVx/5xpcAdwXc0q4xGUHKBolifJx2H PGsPk5//AjKff/L48XMB6eY8jLw/MQWKGiVdthLagcW9H6k+rUT4T/mz2Nix bmT3vwnrYKYkTNQ0EXmtNgY4uYlG5zWloSH5l+bdp1zgH7jNomiFDByVmPAM 7JbBwdpru9RlGDD1sofg9gIF/x8Jwmaq "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 76-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41G8XxocZjJlh9pkiKkqrJZQinifatEhCsrUQqewqZKskJkWp+Cla CCUi2kTfJ3sRGZQt2fdtxr6/3j/Odf49132d+3Pfq8+4mpwVxeFwLUvz//3W 2ZWnMSSFZErzW4znRkChmWdX2aEZoCZ/42B0hgS6JRl6UXeCBp3qC/kXzLnw h/630YEbOKTb8bsYlIrAiZGPfTbfWNDPyPbJGGscq7uvddQrQwT6hya23f5O h9qbSMLC4kFseDhl7fciUejw9NQeyetEJH9iz8Wt1mKweZr+PiBaFFmIx/6q M2ejad0rt8fOkmDfWv7A4ZxO8PZOqDDbi4z6jrnELWfi4Xq3LmqLIQl21U3k GzaR4UJFU3T2TgoaaVg8qprGhI3H1gTcS6JC+YbznAEFCSiQCvY4fHoA1M+W 6JBUmEhi9sLLWvU2sPdkDL7WhgvdyTfOuQIKijcx73FeeAISzlx+xQgVhU8N raXeVvYDgnOYW5KVKHI3ygJ7rJkQ32VdmrYRB/mf/mmt9mbCoV303gfmAmCu 8+Kd8pNBTPA6UCc5jo10/xMKv1wvANKu+4saUsdBt8L03Q//cdGeClVVVyVR eEy9aeVIBwUlFSYaPVzDhTW/oBlHnQkTGguarXtoUKIEo0z2s2GRu4X1m00k NB9bJaQyxFBTzelw0Y/icD30K0w34CCTks6+VzUcVFwQJbTchkNnntSu/YAn w1DPGR3zGzS092TP8j0SHPRvv41Hzj4WapRrntB8K4FSerR2dvBnsbxd92FN zjR28Ulr47VSMvzz3/Kdpt0CoKtQf6revQSM6B9Yb3VZDG5uz5l/pyYG/T/b 8wxSqCjykt1odNUQCHl9JPVA+Az4MB5r0i3DQm46gW9O2+FRyrMXVWQlBuxl WCwaWyyCpKgHzeEr/2FFVcpt/pEsZKniYhLPWPoDv3bpMmcCrP3W6RZ5h4FO qfh+0NrJhjrVItEuUWSk0r2hRH6KAGd1j7jlBomi7H1VE8hNCIIV/nVvamMi 1q9tl9bd7QV+6/K2Gaqw0WDE75OJuf2g/vGKEn8cFV3Vc1nDO8uAyx4zNvw8 NAiuubQqMQylIcUtZtUDYzqUGU8SFIySUfyOk5u3P2CjlNPVPGWtRZDmep2a YUpGUqQkM/930vBT++czpSVMGKUUKKnlRUWljW/BvV0EVA2pDiKvWSiMnz+s cESIxTmXSnBNF8G7K0Oxn0YlkJKadGrNbQoc5bw3nTIQQwoRReF0XyHgm2zX VqvtA7KZ8in3c0lQ2m2OXS5JQdoPGklP5ZgwOSxjRBW2YYeIPJj7Rxzi3f81 3jETAMFxn8uGFSzUWuwV9axBHFXtjZf9oodHLifeKx/rpqJtt534Vtfp6P7V Y58IoUR0cVNPn+0qEuqKszdwNOdAmxDRLTM3hUBt3CgxHRsEvE6pgT4BA+4w bByqz+SgA9JPgEU5E6aW1RnM29Fh2v6RqfljLDRlrXz0YAUF5UV3p202piOJ U4IUr6BRMFjnMZRtTUcr1vEKTrA50PrFs6jk3U3YX2/c41wyEYVWBfd55Exi P0cjgtzCx7HXWRVnM14S0Mj96CFh0wioXmdMydlPhA0/urrOazFR/JyaLXAj wUNy+Rpnp8kI93F0+14TSSj4mx3ZZcqGWnmaIlYvODDULbbZLqEQgycLTObz aVDH4qV5UwwL2jQMAGEyFwWmPVFeMzeOaYb5Fkq6SSAHXcIbZw1RKN/ja2sz QEBRztSW4dccWE+ycLBeMQ6CNH0ivBjS6OqxR+Lx26dBeNyTvdSXeHS+vdeU TBoGsjGv43pWdgHhmaZtccqScKHDPvDwES7Uxoq+mply4YU4J9VL8izkZy0/ SuqkQXXF9V9//5RC/MbzA7vjaSg4ZYdxdGELVlp/KYiwWRrpHXHuCLzbD8ak 8f2qE1TESfhvXEZKEs5fmK9yxBYxYqNlCfhOQlPi6w+KFLdhXioXlXZfmgTB j3YUKvaKo39fewbdG0aBwG5y6npjOxabHU7z/MKB8sibHcTtwrJPEg2ak5jw r3O/puuVanCQbvVPTUBAftouykqICe+EntTOb6Qh45HchGkBF61hzxjVakxi rOlTZQcO45FI3zP14of/QPO6m/NvZqYxnnXKjl8TIvCE1rhUi+4idpeknW66 Fwf7BC3sF544qGULaCkNHKTXymm8NjcJ7rDjV09toKOudMoNJSc2lD8ts9xY mY2GdMz15mvo8KPs8Q6pi0s87OTgAlOIUKYVp/f4AgHZlj9a4LdKwgz+3GxM LBtuUSvoidvNQjIir1IvVBKQv8Hg9oCbEkjB7uK85iwLMp0678haiKD5Dqt1 BPExbEVIrNR9ci/G8k7oyrj5FRPrdmvW917ADi92ZqUfmQSfPpQ53N3+B7Tt 3nG95DkL3c0NW6F+ZxacL137wfbzLDjumFc2+0wMHnUNPEBgMdFWsRsZtPMU yCN8ev75Gx0+4v2rkK1mIvt8fZetl4no3Y/jJXlCIWbqr39/Z+QsphxVtp/f +xu758D/nKYoBrVNcLjpIQI0MlfxrZtnw1urOtJKIjkox5PaJhXPRTdOum+O bGcg5WXvDjRvEEEv1prP8jLxiK34UEv9IAMOFJZMy74UQ6kG7rPdrmy4tTbd suYoHZlpxpYG9DChvsyulpjCVoxh89Y2d5yDEm99DU9aP4kV206pHGnKwUp/ z9dP3xRgJ7tT7biaJJiVVR0dsWwOZK2cKVrPo6Hr9pMWSrr9IKRSR+HlPjF0 2knDUFbAB2//fn16Lb8TIya8FNmT1gG4MdcyVZuZ0NTkmJZveyewWzncZ+fF hHMSsfnM9XTo6Oh+HlZOgh+msvV0Dxa8HJl4iniXDkO+kJN7vnJRUte1IFE5 SUQd3XYzfoSOfH7MyS8oCoCcpHZ2aXEfNi1ls+9yEx1Wet6mKB6cx2aS5kLm 8FwIa3ozJD80gwepB0JeC4qwA/gG3puIYfBNq4Nnnj0NXEZeNG4uHQb3ErbJ tHWJw439sfsoG1kwtOzixuqSegxSXieaFnIgbzxIN/M7A14kEFJLkxlwapV3 nrMXB5oyw5UTt1FRxGp2Ke/IOLZlc5vGigd0ZCfhxN2EawevooyQSAkNte8x L+MfjwfiNls5ln9oaL1F4kKRqjjsql68NtJLQSqbrkS82cmB4h3sgF5lHFqU YMjEf/yJtc0897T1FkEm8z7LRiYI8DLpEJ7WOIZ5JPj5ciP7AVajafPl2Bz4 8ixuo3dBL+YnX6ywSrMW1MjcdM0z+4WZhVX47MogQMtYIX+Bl49l7T1I3mdM gElFVTmLtnSYFNX97MZZOqSEynYQPZmIeDstzWCZNCw1MX7mxxGDt+bW1xUW cOCrrf5HS0e+Y4az4rPmutJoTNYnYo27EKR6EnDKRyVQ8vI/3sGTbIQ+156r IC1gx5hT1bfIE1iSpymt+VM3dnV60KyO144pyjvzh/KmsWT/V/HtEywY0Z/p +y6mEnzMuP3U+TMNXf5Wa/LxmxDEZiy0eSuNAVPD7qvGmQvA0U6lxLGWgh5H eaT4/iTB1dnH8cSseWwYczLax2TDirIQzVXnOCjquMIqJ2cuvGaVfuqsEwva Wyj2BcaxEF8zlFZlTUKbjGiVGdFLfnGl8kwb+jHpW7ygxRIiUnzzy9S3U4Dd q9gPFYbxKLmBzclyIKBP0s1acy1iKCtza2TLRyL0dhYjs3FjmBo7d6Xe7llM 7kLIT/U3teBBRKSGbCYTHQqNiL4Zj4djJn+tvMJasCqNcysvqNJgeWXyuUqa FHJIEmq6i5Ch20bL/sb8KexLQLSKWzsd3p+kSRv5MWCAu8HjkDomyo5ebK/Z uaRfZ0zVYAQDdfmdHRqKnwFnpMylW89LIlygJWObfgOWq58VVjE6hcFQxeEA axq8VdPUkrJmBItJlxXrcmSinrk562tyVeDF2x/2tX9mMGs7akCc0iTIqpK0 2oX7C3oZShORV8gwID8tMnK4DVPeUC7X8IkMH2zUwX9YMwyMdO6sbBSThlup TRsfvRkBdj+sZiCHBockhI5X26RQZgYxG7+BAx/72M/fnaGhCz6yd6TyOUgF 35325OE88LiUBesUGCij2d507VUuCnvM47NyGUiNIluOAsXQ3zGz789ViKgp 7mPtlQoqMi6T9Z+mSSKt93sWQ9yoaGEOt/n5RwkUStiuElNBRqFvbrPUVCio q9nhSp4eDt1MVF7Uc5JAh80VJe+H8LGa5KP8qGISEh9XF3Uk8rFzi8W0irBp TKj8Yebh2ARQEyGZSDWPY1ZBesU7fEkQZ5RvHq5VgZG1xRbu5SzpPi3uJuwW YIt/vN+fuB4BrM4l2vvodmGRvptU8lZLQufEVVdUI1uwSn2HsswTdDhiGVyd riHEWjfhJY0hA7Jel5q100eBwpBX3ojIEJZBxe6l/haFrh4yNs+XOJwiaqlR riMKXcpTt1hqzmFtTuMLt1xnQHFwyWV7dTLcEvy1quHRHNizcLx8pQ4XUvC5 UgUuklCmdyDQ3AcHCb4nFLVXSMGgtOx0oRQNndTa8ba0gQ6FuJep15fypmMN mXT8KRXeT6i5W3pKFBneDvIoD6ZDecqC+OOMYRCw2BlxqY0BPbL1uyiPBsBa OcdLVyy48Mn3z1db1emIV7zqB1LjwsSEfY5DxUu9S20h2ITMgvJHDnvVEYWg MKdYLn3prhDcr2cbHnDh/wCaMc9N "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 77-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvc/1f0fxo1zOJxznH1OUQmlhdxSkvJ+Z9TdQhJl1X1TGpTZVFRyI6Eo UikNI9kkwueVyihlZa9sIXtlHN++P1yP6x+4Hs/npfDvWdNjYiIiIj/+5P/9 ldn2LzmACbLFBT9M5oZRaogfq5M5j9SX3dgTniIJpTLzVX35bHyy/mPlaXMB vlZvcj8Mi8G2zppCVCyK0y9rZqgO87Gnke2jce4E4TESa5IVKI6v+L1ov1XC wpmB2w103IeJoaG4lSWfxPAW12/tbTwqLDts6LjRmoyzjO3XywSS4JBEZHmd OQ/IzHxOmgod962sHNiX04XaX/UvH7CQgb4DZx4v5ohjlT6d0Hg6HXfXTRbs aqLiUz4jnuOaDBhuWNi/PpGD/5q1/M/6CgsvazjFH1CUxNnU7uTjNkOofrZI R1qNA6410bPflnSiHUcixKttBDht8/7SaS0GRJma9zoJH6GgmLB+scsk/GSX NT25rB+9836X0LeLBC5G6cjQmoMPxlkEjzaL4sq3rVoKFzjY3vLXBvs1Y8hc 51ma6qNfRPW7j+PRHQLY9mB09N31D+jc8QcNB8amUI/i76A3DwTQVb3hpSyD hA9oNMkPd9JgYFQxJiyZjSWLCNpUPw+/akPZfw/QYD6yYpTBJkPQ6Sm3MFkp vBp7fkzS58O2j+vY1EY69nOb0TG/wYT2nDX6bSrSENertbWzcpaoJO88c/fs HOH4qK3xWjEVVxScSLAuGUPbFOuP1rsUIXu9pY0b3kpilY6c+TR1Mn7vE3Z0 71UWhHjYjYVXDKJFjl9tmBbz6M1EpGmPLBckh3be+teJDHFPn1VQldlYVMm3 eZmpKI4JDWsJlG8lPA3h45ocPliqnTGNYlPgXsJCTnmoBK5+3+UccpsNQ06B smPnBVinSjT8TCgVLupmv0tRkcSz24ydc73FYIzjYrftn3Hko9jas66dAw6n x6o0dAeQ56q8TbvUeKChoWvuGDuI6h8uKboiwoAZVdKzOjMuXvSQvebr3l9o 1NpnSieXiWnOEcvDTFi4KaaXdKhTBqK0j6hsDuPBRi8KpQyJ4sSz1xkpZlRo fC6d6jnJxG87sv8tLuJgWLbPzf8fFhQ3JqM720nw4nvARusaPvhXFgwpGo8S cVFn54qNRXHa+cHIt2OS8Kok++fxQAYe42eaTeuTwSr+2Ae/0+Oo0nTzFvXq PsSeyNNzDKRjGec5XqkUDfZvT07ftZyHY/1ThtfjdkI0yRoRulJY3KW18fbB EZT/5Yach5APbYXuoU8bJODkZm/NNgMynDmcqXqghwGX3OKIT4c5cPfygbck Pwrcdvf4/bmVBt2P7fUdzPl4bOI6Je3COFKfMHqRRPxCn2UT++aGuFh7V+Ng fSofZFwfLLNr4+GEL3X683YsbOX0ZWbveT5MW6vu3/ONBjVbazyMFTkgeXQk zt17DL0uubt8jToHlqwK+HCYx8ex2+Z987a1Es0XRB7mUimwPUGna5/2DPF1 LNjbOXCCUAbGwv0KCRi+Gz442jSMPFLME2/VSOOGz93dp7Q4UJpQKsreTMd7 lxZsOPabClHu3nbkOSoeac4I6Tbj4R399a07fNlY59BL86YILlZudT7A6pGC 49tIr502iGEZcffKNHlJCHVi/Bh6xceSxy4vyjebQt6aF4Pd2TJwaObDyVet syjw8aMdjJfi8KCq/1CL8giSi3j1uFe+GzXovT98rYqKhZ32XvuMBbj6vLPF zwQ21lBanV/zlQ6I4VaVasMGnzhtk/CPPwhZQaik2msm6Bo7dXoF9aNCC69g q3gW8J8/mJClS2H5xc00/i1RoDRaFqESaVjxn464B9FJuKs5Kht4TCGXTdqW s/uloDW/95dLwxh6M5+7UXm0i4jMCGS6vePjdtvnDntO9RIZRyj6LTEc3KY/ LhZ4oxrtYVm1qo+QoFY8MK23iodv+x3ZUtDIBG3DsKFpMzKI9j3VKLzXikIy hlcrvpkjAqzjtMsnRbGq5CrX6/qiECS9Jclshwg2dqWxQtXEsJYtYsY18KHs 2ecjxtdn0G1elML0GhbsFImPfxgvwMv+kV1sosoDr1dLugSZHJwlZ9FJdxSA erjPYjtMxbJtIroPT5OgupnOTIik4ZTKudmISB4+KSRNGB3ng6xofMLpMhIM 7DzmVCSUAkU7x3nNWS6+HbTmF2edOMx3Wq0iSYwT+U76T9oS+wnuhefdKTfz icVL5yOMa0Rg30JXepLxFIpP790E8fWo3UD7elE0F2hBV6PnXIXoVPHKN7bZ s+ic2Yf1Jj2SeP9Zr90kLgfuXa6s4TkwcADpbXT2exa+tjBa0tTLA/sCvTMb z1Gg9jgx3jU8Tphd0bu7NWSWMD5xVy/XtJ64c7wyO1GJjItl5RLC/njByFzt Ut08D/sOSqXK/+CC6qK03S1rRKEusRx9/EAGntI9LY09bBxjq+Da2i8JCfou sz1nediyzi9VaQUHDmpGFl/t5WCfU3YbZ551EGybZNvcCT78y7cTqET8Jgpt p9WMm3KIY2aqqp9sxogjPQl2Ak1prLLL/5AYfQGly898Wv3Hu5nrV+fdlB1E vmU6ii93kkGZYnZZMPQdJTfnP7lW0EU8r+NmTdV3I0HEtdT1LRw8e+tqe6l6 L7KTH+qzc+fg4B7baeEEGzs4uJzCZVNIycQ3LiCCj8+FvDhKCWJhyabVnOgq Dlz8PLdMqDSCBMMndTPDfxG/6TY7zzWxsNbaHfM/14vATMyc75y4AA+s0Yt1 nf6BwhJ2+74a+US8mOM2ZTqPoPdanQHmGb+R2T6T6MHgEXTn+SbZ9m4JzHLz EI78zcd+XxzXVhXVEzMNxekyUVw8vfxCnpM7H5dnxMjfQCwIVuAVBxhPEPbZ /Ux7Jw7YSZ4UrBPpQHIc/3NZAWzoMDT/UmkRhUZKPFqKHrFh9aEXwk/rJXBL m8uNE+MMUFt3Pvj1Vj4u3iBverNNFBYk2bJRWV8JIt/x9DsjcTCdv7hoeJKE W3YGRIfSpgjX556XBCH9KP1A8WYHowX07unjtRc+/CTyQkdSRc/Wou+yN8/m HSwnyP79dwyaJbBl5GilMKCAKFyrRNVwk8AxnypyFmxZ+H3u8FinNgfT/OQ6 KW4cCGPUp+tHM3GxqclTTz4ZSx0y8IBMJozLXQxe4TKKTA3ink58lILYxbUX fKZ4wI7a0F31QAQOcKar/qNOErsPHrsYpNVHXP7962BdQAfR3DAYIuI2R8Re iY/qmOTisXJbszSPCpSVcuuJUzYTXga1BGXljKPIFGH7BeVxpB+Q5VozIYId 7NSKHKppYMNe6iL3hI4VMizEKenzhF52+LmM3QL87Yuv5vITfFAwjSEHFPOh UtOPWWEtDeKH3t82DPyz97OMALOGfsLmwTPYYEcFpdflZpe6RoiM+vrCakkJ iG3g8dOPk0BXT6aQqkaB9NSNIT+yKFj3kVlHiOwkoc7Lldc1mCWC8oUqmWO1 KCw4ZINcKgeypUvy8pPIeNy02crd/wdBXuV1bX0HC5eWxZ4oY9JhqYoKxb+O jp3XWvY3FkwTr0oSGxifOPjuFFPGyJONrXJWO9cP8iAjfKHj+9ZJInWxTHjq DS50ex4bHIyaQZQ1iombBDQQ8bJkb9JrIKodynZFhc4S2E9p6Ko1E9e+WRq5 p3aEiEiSI3c7cKA36/CMcV8lepb82b66doZYOtimM3DvN0qvkLLaLtKMfmbL KvCsZPDVgsSQkKF2Qjk3mrz1uQwOW6sj/mbFEMqijD4ShDPxRkbT2vuvh5FG Snb1kSIWHpQcdbjcTocxaw5LicqFlBZ7s5WXBZCZvMfiSgYX1GlypeBFBuqq 53UZ2dLQ9Dir+vw3BqzWcQxoSKeCVqbhgq8zA9xCvbepb5IGP9JmtYhvVKB3 rZD7uYIB3S3Hz+fpioBvck9ycKsU7DNXkrrrW0ls2bu05FI4HSQmNMQcKJXE QIm5mb32HDGq+mbm3vgkSmE59H5dO01YeesWal+Sxlu5/E2308oJ6hay8E4O B5ib4Tr18xixUHsh8/D1YFTGGluiH9ZLhFxap5anIIX9NtM1FIzaiTK9419S D7PwRkl3Yf7ScaJtnbiUCWZjC139xaacCaQ46J43LDpIGNTpTLZWkPBZV1mb 6Jdk4PpV1L5RJuEzpQl/WWrOEeczX1ju1JpHhT5F5+w1qPjSlOuPexELyFBo USqvI8BbVJM2XZOjYdmfA17mF0Xw8oKnUkIeE3snZiSN0pnA+K/0sNc7Dh4V eZlw/Q//yxxzhDYXWfju8+9BxUfFoPOnKOvCn1++jCaUeJgyhAyX+Fn1tHCx a4ZeN+3+ACr5RJubU+bjZcb73Osoo8i/3Ufm0k862G0+J3doHx9uNn4nJeqx Qf6ygtX6XjbkNlV86H3CgJuJ1QPURSJg9JIIM7RnQ2dpbGzcZzEwMD2yYCCQ ASWbfut8byERX8mvt+hhw+9hR1rS9mH0d0hNsF4iDRIZMHJ6OQ/m4pwmawyo YHFUL3fOkoNjygU+/zCExNrABLnIJAEUZLUdzn1RhtzuFxJ7CsbRKUZGr96L CdSvaVPo5CmAp4TtVyP1WVTUuHTC/9cIYZR17ARJjIydMtzstu/uJsrvO0W0 mjCxjUCb7eDPBEqEknxFrQD7rbzi0VEmgKRJUugz4OK/lwc0xmJRXPYXtSi/ j4vNLlocdDdm4v8BerrRaA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 78-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXc41f8Dxa9xrXu5+96MklUio74yMt7vjGiIrDLTV+VbdstIaRFaSCUh lVVGMiP5vEkoRFZWtmtl7/3z++M859/zPOc5ryPxr4fZWU4cDte1qf+7qUu8 xHFDKhKpLO02XZ0E+pXLZwtJOKi87c6R55m8qOR8aParfDo831pW72LFgqXf /mxsyHMj7f7mclDJAQWdZsiUl3h4PTih9/53CvwU0WynpTSNTUykyHz/xgn7 Dpzj3z4hiLZZG7jus8NDMV7wWjeXB53kia5rsWKgin2GOSxxMhyRqf9rXDgA AocNez3LyGjE3D1WmMYF7whuzZwSJEN2y3zpoQ4CfGe2/iRSh4Im2zaOK6XT 4NgHjWFgQYPb2i4w/0ryQtWWPXLjFlOgdaVCU0CRhhIfy+qa7meDg6eiuJrs N/O7uJ4EkILizKyG3NZjgIHzvK/rGx746pCd4IfaUXBfLfm8nCsP8jqWDQzs aNCd3855vZgL1n/qUpPwoUFnSCs7ojAHrDTfZCnEjGG7jrupy/ksg0HJpUd5 L1hoKtFpXE6eB5rv7RCf7CcierVKdFoSHfJWYMSFUQbE5ErbNuZJaC361zSJ ikey7Y1bfYoJUBb6l2XoMdFxX0fgEUCGwZeWNa3ukJFKc7tY3BgRpQypafXX r2D9u0GrvNsG5hrT036rkgDL1fO0WZ1zQFuy1bHVqwLcKRywrlcVgLv7Ctey lPFw5hN11ciShsKuOM08/zUOCNcO7bulioN5c9FmgyJ0VDiTlHMogxelxL/5 RdhBhdQnRMJVaS6Y9CSy84F4F7ZN6wr5wwwfbCoZ8Ax7SEWn3E3538bwwxVt E8+im5zohlYqfSpwHtyV7BqU76UhT+maiWjVCeC/84vqIUUGaspN0Dg1OQla X4pVXMeR0HMXvrc6Pky45SV1V83RMVBm0vy29gYVEj2jtkeaUqDlDXs5fupm PxqndqtHMpBou7eSBpkLpnvcJmVaEFB/IBtTxqjwU1/Bv5UVNIhPkf0YsI+G Kts/gPAD3Mgt+qdRjwQXzPIej/40w4vunM5cY7tT4Awz12JRD48W+GvjjofP g3oz9f3KTSPg2mku7zVzMhTyXGVU8xPRMi1uG8OaBZNDMieVYC92u7jovSeb ALm8utofWk4BVq1lXeAtXuRunatgPkhCNgU+g1//ZaCIa+afuIP5kETlw6o9 wyTEjj2j52zFhHxCZtp/Xs0D5bljCRnYGDAlyY9mS7GgxqH28daPTNT9xMXB R4aBeB2nUi7fnAGa6fUT5SoMJLYz9Ks1gwkbmrNOe+j1YH98cC+LCHyowihZ 13plFauZeXzT88EcVpE0fm9WjR9NRjwfn+6YBLTYh2Hb3wnCth9s9gU1GgoM tK5ylCHDo1tL/zm7REDCjPgi7zEhOPUnJ4xtwYB9C/vKeXzpUPNkolVH1ObO d98OvxpPROe0udPc/uGEq108VoaP+NETN1L3xHsmzE3XKmVXLoGbKr6PL1OF kFCBjKXEz3XwIDbmICmRC43n9OLfzU4D0aj3sUPibLC0mtqRiYTgev+ZAGMT Fjyf2XAr7g0d7pWSLW6uEURBQXHCCkfp6G6Khunzsm5M/vfMZYobFemYuPUH PBoF0NvHv+suDTHfvpgTEeSHww/9Zi84cSG+dpsK8F0A8YKms5RxNnZZ0XWH /pUFcOLdWkLWCgF1FQ+NebXNgFRHOzbXgSEsOucB+dJnJiyZL/iVsDKC5Zzi 0+tMokH17yH9FeW/wRGKbZfyFDcCoXz1x57wIo6R+L3lT7tAndZx252fN7BQ uxSNunkOWC17X9uUzoUeCezPsDiIg2tFG5nCW7ihmgMgp7Qx0atGGQu+o2vg ISNOYnEXBfnlnEWZFQyYL3qiX9CVhUrrtN4KbxOCIj04nZcu3GiPVNn36hgS zKxfXYmKZsDxqdOU1EIiknRyXVNZocNVUdQnq4RHa/22O7l5ZjGU5iMv9nwc o/u8ZWcGFmO/44ZsXr/kRMYbA9kZJgug6sr3mCy7DtCrr3G74jUd6eWX+55t wMELlTJ5DgUr4J7fGK3vggA87hFwmJtOQ3SBcWEjGwoM5f70uqCEAvUdgW+u 9AJmcV03QitsBTNMlOy+t9qOhZ+rL0iXwsO8NIPKq+H88JiVol/LGgN+EhOJ kKeykMKWrMOduziQAXunRIkgH2JIPVXbe4QKC7qOCI95CKBUPa+VQQ8GdEnK a7m+k4EsVaIrbwzRoJE/3jI1ewCj2n9wKJpjohR3VQWDQ6tYucOioklHIfbs q9aSovMcdmow1YmlIgCPBhl+vSXLAbPFl7/JhpLRrK601J03kyCoVlMy0RCP ZptNzuRJ/gYf/hS/ulU6gBFLAhpUDwwDVtStj0qdNFjc89VKpGgEOIlPjDhd pkERgcyyG7N06OzsdQHWLoC9zQepnsMM5Ptjddu61BQo9/rao2EziS0J2hte 7aBAHrWk/M99HGg5aTVolYsFu3t3BdqW9ILI1MNB76e+YcNR4W/0D86AErX+ UKucJbAsq8xV/t8MCH+rKtLL5oF2WukNO78z4eJ2ny9ul5lwUKf28ACJhh5L MCpDTeawUG1H14s+DOTEe54lj+sDs1nb2ePX6ajPwKqq/kQcGD7imjIQTkey JxPWvynxQHfG1uFTKRSkKO/9OE2LCS2DJxymSrnQBi9VJC6/Btsrfc4izAqP zNZ8t0zOc0NR9snjMr5L2MW3/n6ssFGgP859L+EoB/wcHyvn83UY6xKVuzs2 0AoaRQI9vljWYaQwq8AOfX5oEz1dvx5aim01Q9vf1PLBpG+/CjccKPDS4vXG YMCAxGDRfr5LNGSvfQlwnKbCSjPTeH8mHnrpnH6R6E1Fs6K+j6W9pkGV9KsH ZX5ElCz82+fuwub/CzSqfz/Jicxpiw33CPMYpRhfdWHpL3ZtacyyJbQPu34r 2mrecwNLvv4urm+eDnfN/vdvxZEGkJ95/5VbARntuaJo2jg0D6Iz13t9dswC GbYmj28xJ3R2UqxwbiKij21VkaYOZCiRc4KLL3sN65ap+hWQy0QKHqRQi7ZR LEjbPeGJvhCSSquz8BuYwvoz60xXTvKh5DYGM/scN7q3eFGIVCCAsj/uC+vO 54NjIW1FGW6LmDKjSFxHfwXzCtj4+dSnDUQ+DvtH9CMN1VkWJgTO88JZsz+2 l0O6sStGuo6VZTRYXZv8Xy1ZEEm8Nvcm3iBDTzmb0fbSRcype3eiVSsDRiyQ hY75U6F0xq1B7jQmYvufHR+PWwYhNw/sCCSQEC7Ahqqq24b5CCsWMvzWMRgs NXHDjgyHdxtbJ+TPYFEZoni28ybvhSrA08FG8ObDjzNNv5exwOKrJZUHV0H2 L37bA7g/oD5UYEypnAxvlKaHhU30YuKde9KExskwUk6TK096ApinZxh9taTC faQOuWdpk8CpXPUvYZOT47zTztd6BVHwuaDQyh1MlNl5xkLmGguJKzx1ne5h ImWiaDUKwKPJQPODB0IEUUdsfpP3TxK6H3qwKzdWCKnlGmwEeZLQdOtQ7uAC EQVzqytG/SQg3v/w7Lx9FMTuPOf9RQeHxLK1G+WiiMjYSoo/Iqgeo1Q6Rgjb kBHP3F5OZ756bEFflPvIng1sWiFv+ensPFCJ/D3im7uM2d7UKdfwE4AZlqv7 xS7XY4T9+PXwQhrq2+Ph09I5h2389sm1vv0YLPltXOKRG8XC/OQVv0jwQ1cX M5el/f1Yre65qo/WFEjzdL9prTmP9chz8ZtCKixbKDiLDi8AyfHLXyY5xrFd MXr7XDl5ocdFEfvXiXg0Kn2zRtdgc4fVqXtsVFaxGBFQNymNg+V3K66e2UuA K1i+/5srHNBg/US1uCYLOm95qK5HJkGR4b8BVr44aHQvt41RQYE303MypgXJ aHeD0+uynww4jUtMvb3J55DuHc1NJjQY8bbxUaUjJ/p7vqy++CwDbiOu87zM nAB1G05O9WQWvJijyyY++wv4qtYFzt8jIyf1q6InjZnoGfa0xVSRjsSvSdgq DVERLtw2MMOXggLTm/4StuBQ2P6xCS9zOuqvTk5O+cGJrOxVF/PiyUjKftSu +OY6hp8SkzLup6OlSVdixoFJ4EiUaj35kYTSSWjKZTsDfUsMOY2XEkInHHWL Vm1ocMNEnN82BofkHqSKRmew0AC+2Nza/xe49KwcO1I6C5xPLzycGFkAoyr2 5W7+LDSoSXC3IK6DivatcyFjU9iLn5UN8Wq80C3nktOBw2xs5aJhniwfFdqz NKjOIWSUaxWa4jDBhEbbQ9uTIQf0Z4jFD21lQQvfE5aXTchwG7ZXT2eIjubV ano+23GhMy28oZ83w5YK+QdL+9FR84rN3aPiNJT+oUna+AwFRczejf0RTEZP /8SuZWgR0H7ljIiQZl60NS4tK+IXH/QY9X/xd2UBK2/AH7MgccJGxffdqw4b mHUOz0yiDT9kdNzyuv6pFLtoAh8R/qOhGksjgaDGKUxm58r3HjE6miz5psiZ W4ZJ+s58jC/jgKrHxEtVOicxkrVx/E4VFjRUKPd5lt4HRmo4dywaUFFqwQ8b UeNRsLqSwfwgQIQNiTW17Zd6QRLT/PYhGhkqnR7hi/wyDToL8l7ydNBh1jXG e3V3AlwPiBMc+TmJZV37++CdIx5yfM492BKTiykp3tlT3UeDO8oPtwty4eD/ ADyTwLc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 79-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41O37nTEzBmPMPlP0JhJFyeslZXseJd+Xskv2FkpkTQttqPRKypIi IZKQLGWL5PNEtlKWiKxZIvtYs/v5/XFf569zXfd1rvs+50id9DQ7JYDD4drX 5/9x799NQ97/sJF4ddlPk2U+OGGeFLYD4aHS5puHonPIKNjhhILLLy50+fGx 8awlDxrGPT4ofkgQafV/rwTVeJhXWy5b+ZMMrwU/771bw4D252m1TRtmsImJ tG01FQIwwkOEGRxCR5utD7qp2pGg3BdF95QNwshKMLa+1ZKDLCTfBcs0MODw tsZRw+JfwAa362bPf0w0bO4Rv5FFgNuiW+uVShlwoHWuTL+DAos049I6xViI 37ZmujuTBXvK9h5Lt+PAzW2u3FFpMmwbkFsLl5sGP5aqNEQUWehWfFDPx/Df QO9YDKHZngdN+GrG+XQWSjCz/O2+Ggdq3d0kmwjC8Km+HTW7bgSYk33UO6uE kLdRLjhox4LP/8tuSGokwca33WpSviy4o/Ou6wXnP8BS49mbXXFj2PDOVHIj XAGD0gv3Cx7zUPFc1wdygBA0V+6Q5PeLovlx1aLMRi4kV2Gif0Y4cE7q0cWv 6Qy0EtswRWOSkL8meb93uhjcDq9+zDrARSepxD/xGkwY7LOoYXmTjjZSW7f5 zdNQ2m81zf7GJaxyr6dwij0eucX1tAdWU+Dhhp3drfLzQEv6x/Ef3lUg5xy/ K3ZeFO7sK155o0SC9ajV7Ks9B4VfcJyObhgH4QZjJ4gjeFgwG2s2KM5GisUD +zsVRFBa4rMGiiwTxpfw21vlSPDFg6iuUMluLLtUKODKAwps/vDLK/weE/Xt cjBTMRKFS1rGXiUBAqgnJaTPun8e3JLuHlToZSGKv4zgdTAJrsq936OvyEG7 Q0kvPN5OgR9PNlVdw9HQdVZ0cKUXG4p6xWyJMmFACf5h/rNOJkrYd2zn3igO ulGmtuUKgwQzPW/QciwoiFiIWxwtZMO3fUUnq6tYsC/q4r5MdQ6qbs8GETpE 1HEt+smqDAm+uTQe+3aajKhtB9gHdVlwmptvMX+AhM4UKZaO8udBo9ledaXm YXAiNPB6LIUJxbyWObXCoshg+slCfLMYJHh3t987MgnCl3QlnRaFkYd1/i7z QRoq3GAkc+8ZD0VeMX9LDBZCdoyh6F3PGGgg3umAsyUXJr8JWFzDLQClWaPn WdgYMACqJnUOPEQ+Ppl2PmAaUA124oo9eWiTXEi5NYcLRffE7NZg92Gdvrgn JZT1O0vvWm0k4NCX6bAAr9BZzL/rP+5EFwXxI6PHpzr44JlnL7nNkQ7bPg0M uKqxkG5VaBu3lQEP/1X2z6kFCoqQdPjB4jHgZGde+IAFB6ZJ/ehVT+RCDasU y44YNsw9UW6ikkxDp7WIr9z/EYCWZu4US21R9MCd9nPiJRcK35usl/RfBgEq fmHnmWLonzcRNWUkPAyNj9OjpRDQkLtHJ3F6BkjEvIz/LTkAPlY8SDqySoer /U7+hsY8eA/v4qP8lQuVt24v/f6FiobKL79K9+CiW2n7TKI//sTSBtkp8vZs pG3s3u9/fwRINo0yTkdyEDf58aw4df3vYrd9cXMnIaF2mypQI4Iua1llux8d ws4rusnqXvgDVu9bGGwaE0Pdpb/HvNumAaEqZIT0dRiLzQul+7zjwt6/99/d 0jiG5R0TOtD1ggUfkJpGx/XawCGGbbfSJBFp83ALFDERhB9OVK582A0OFJRH lQTjUYhd2r76OTw8VT15GMclofsi6lkWejjYqN6stElVEKo5AHpaGxc9tInL PqOEg/c4CVLzOxhIOVJS+9pzOhTvwWk/OUtEyjorr+YuMWBO4/JSTCwHFoUm 2cgjGpJ2dFtRWWLDUg9i4S0XMlrpt5UjCs5gOkmqd2wH+RjbN3kgJ6gUi13F 7UwMJyLDtV+5WcZ/gJd+Q7+xVTfo1d13oyppXbdJg/IzMQLQtXpbgUPREnCJ POK0TZkKTT39DYhsFhroWMBd2cWCIcS3SUUfGHDqfkVf/YMFzOLa/kjN8CWM 2GK9RB7vwiJONxZlbiXBCYVQ2K4jCo0sFS+3rnCgYokP7thDEcTZ+lBN+RAT WigNcQrVqCjjgPfSoCcHemRM7qGc4KEjKrHV13+zYPW5q9/mlgYxpn22Q8ks F9Xoj9m37F/DKh3mFY07ijHg4brTM/UPdmwww5GnIgJlq/Xv+s4JwFzJxYrt 6zlwp73n35Mnp8DtOg3plP+RUIJDMDcu4gfI7ix9Glj2C3Oan8uSHxoBvJjA 17u7WFBLLspw8O4YcJScGHY8z4JqPsqS2dt50NnZ2xXW/QGmc/fqrzOnsAWq /f8udjDg9WPLRxwrCGjxxfLtZQIPthYwN5kV94OoDIPbLycrMPua0peqhrPg g1p/iGXeAmg/JUqz8pkFEcl7xHsHBOH0ov6ZzQwOCpPiVIcYz2JDBoKuN4t5 yJHswlPA9YG1G7abU1O4qO+g5efGowlAeMb3ROE7Ltpu9Xy1Yvc6v6zIoeYm CykqXAp7pcmFu9IMNq19J6E1MlM8ofAL1pntRmM8JCOzFb8N/DkidJXuoy7J LmPnkq9e5oWPgKaqo3vPbCbAd4nx8r7lQ1ji3RhxlacdoEk8yPP9kXoM/xwL Ux6jQJvYqcbVkDKMJFAwlXyWAl9UNBSvOTAg9m05KP4KD4oGS/QL+bDQDsHT Kc3GbFhtZpJ4lUuCkuSu2PYzbDQj4Rcm4z0F9uVKnbrrR0OpG1t8b/3hoIT7 1KNIj4jMWfPf/qPMYXZ+9eUfBPjYlYWxI60hfVhCZZHJ+2N4lHotPaFvjg1t UmwbDps3g8Kcu0/di+ioqFEuNNl0AcTmrPb6ys4AjUMm41KFROjsqFjl3CyK GiIHHxF4TCiVd5QglLuCSeD19qB13tZX9RaXf01ip+JqHt34LYJS2zjc3NNE tKZ/XjQkmIpyX6uG/ywUgtvGjO0c1xYxJU6JpLbuErZZoXDuX51OEBUW/o/E axbiFTkQ3lwRgTNmnbbn7/zEXqocekH+wYG1daln6uhUZF013MVRZ0IveZuR 9rJ57GnY7F/ZcgyE87dh7tnfhqkNpzwwbcEhGLx14rodHX5ObmgK/DSLxWRJ kAacWShflrLmIt4CnmV/cmpuWcRWH1sSNsA1kNsgbKuD6wRM1+WIujtMeL0s Mzx8ohdzm2BXdOczYZS8BqFAZgLU6QnjXQ6woSqtQ/7RKz5gJE2m0wo5cJw8 5Xyll4qQkYu5lhkddcQXNl/6SkMb0KAGfoSO1PIPrt32oqEMk4SOETwdBRP3 KsZ8pSCZ2KN6DNK6D3SdvvReG4c0ki/sFY6lIUPLrcKRtxsxKY2AjbZMJhKc VRZwFmrELkbgQu9r4tHUroLFhzNzoOLk9gtRt1Yw2wDtyn2XRaAO211s2qkJ o6iTViOKWaj4la1blsI8ttbim299Iwz8SrHgnySNY+GXFRTfSwnD8eXGrhe2 A1jd/tOfX1sz4GDOU4HhiHmsR4EgbAKZMFD7Ob3j/QKQHj//no8fx6ZTcgJH 3YWh5zlx+6QUEpInqWzvihOCHrUZf9uoLGOx5rSNT1rwsPJW1UUn5fV+Y/b9 e/4hAjy4erRWUoMH53JrVg3lGVB8aNTf0g8Hm5TsdxSnsGBAZl7WFJWOhgsP n6s+yoGRyU33q48LIOolcLg1hQc3i64KPsmZAKaRHv4eukzkuPeihJUhFz3Z 6H4pfR0lr0jZ7v7NRLpaLU2KJiwUlNk8StmAQy7Hb6i9uchF/bWpqWmfBJCf xYeCU8eZaKv9iF1pwCqWVfXyWg2Xhxb4bqJZOnzgRZ01Mr3JQJk0NHl2CwcJ ZVTbqqbS0dHj+0uWbVjQRIN3NspWAMmHZkjEZvGQgVbXVSnzb8DnUSV2qGwG bIq+sdTnsQhGVOwr3a/y0BbTPWczYnGwqv2v2Ttjk1iTwNmEojRh6J7n46hj MIDtrxyjpIyxoD1vH9P5Dh1Fjv6NyUjw0Jzal553dgQUtIZfMw1koDKxq8Ey l9lICkIrGWkOysxuljF0YqCgMB+d2YNM9LAzfiVLk4IKKEWfraxE0F8Jr95E NghB3Q8vzr4MXMQqv5GMLGgCMIp9If7rETyyzhOcTrERhiqsDpugnI/YOWN4 n3KGhQ5vP70jKm8a2ya3VNOziY0efFc0C+qtxKT9pl8nfsTDDyJ+XNvnUxjN 2jBRToUHnzNddE9hv8DwFwHZ+fU9FobyHbbvHAfLS1ncbBFRqEj7tyXDqR+8 4Jrf0GfRoZ3/SIdMwQzoKip4ItjBhk16ZzU+mIjBVf8E6vBXPpaZXKugnkiG +Hf5eq1x+dindq1AoyUOlK00aKcScFDGX2Y0UpCDErc+e3D1Gx+TtswOuKzG RkluAy6Lmj+B66agrardLAR39j6s7uTBHUYiJbUidDSlnbnbuGEaW/6inGAq JYLSk6NkaRcXwaD+Z6lv09OYiUOtTnU0Dz4SDianUPigdpdpfGgdHZb3fHzc 7ikAs0dSE/7Mc9BK+WZykM56vwh6h2tPp6PUGt9ivCYBenvL3JldosAE9ZMR IVVCUEDTIrTsHBteSCI33VnXaaHE0LRsgof+D88ukIE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 80-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk4lPsbx4eZsQ3N8szSUTgIHeJUlEQ9P5JKB1nL2kLpdLK32EolihZD FBMiRZHd2PP8SOgcFBLZd7KOfRnL3//Ffd3Xdb+5X9yf7/f+yl5wM7soiMPh 2jfr/z2JfTbRwpwJJWsqek6t8tCecnFfJB4PdksHnnyRJQzHzWaGzZJE4KGB H1VojQD4jsbz3zmKgVsP3/Q9+kIFam0pK6P7FrCpqXcKXz4LgrDTf4X1HqNB aeujV/fZEUGSCyJsWUqCZ4Q431qtGND6ueurliwEjCo0jhsVD6Ks114xtb50 OGruGvcbggc4GeTt4EsEDLUuVJzoIAHXKwxxPpkBeW0bpn+mI0Bvf6NB/UsW kG67whyXEwaepnZXj6nMoz/51dpiaghUnvLbpaw4hhqcjcY327NA/3UjIwKN AePNrEZc1mPRq9e8dMzfksCrE3YSmV/H0CjOp24JRxL0MM5Fj9ohgN4PptSk RUBjYbemrDcCmnKSVqM6l1Er7dc5qrET2G8/YMx+ZRwYllt+mh/Dgp+No+xT ERIw39shwxsQhwb9Kj4OQQhc4zTMkGlEGDh9q8N/mgJ2Av/KjCNMeCmEVRao SAcPvVa0rQIpcDVMYzY+lQrfjWjqDDTysSDdFP+9e/Dwamxv+90aEjisVi8S zF1BD8n9PPfToxoNCFzsMBakgF39xWs5u4lgi0C9KC2OBdnXHWdfNEyi7+vF t7vX4UH+PMdsWJIODbKcKm+Pi8N3Ca8bSIo0cIsuXed2XhgkP4vseizTjWXS 3hhM+WwBzeWD7uwnNCh/Pszm5HEy4B8ycS+9IwipP+oCQ+7x0fty3cMqfQhs YmPvu8mzqL/Sx/0n1Bjwg7vYxLWsOfTny+3Vt3BkeGm1KmD7CyYQd4/+PfIU FcRb6vRH/KTDeK2zuw5EMmCvzc7+guPCIN3tHjnLggSHG89HlA0yQWF/0YWa agTAyy6/ozdYsKY9Ew3XJcCAre+x4w7CIOfmJKdwVhgeNuca4U4ywCyTa7F0 hAhlmuhDrmw+2mh24ODu5lFUPVEs3GsaAVvcVxm1ouLQm9I6MChKBXiP7vYn ltPo0673rxq44tDVmqtqPkyGB8+MaPL8ETgU53TE2YoJBDPWp/a+5qO7543f ZGAT6Jk/ukm/GINYpzfuZSlJBG5FNt4J5ArAutmwO+6P5zF24HEjs7otkBfx YnKmg4e6PdkiJSdFA23/Dg1d0URgC8dw6X4hAv6SqlC/uEyClcvW9vv6aWC6 M489ZMEAN29xUu74UeGlQ4QPLuqCwEqyq6V8Pxk+cyH3TKUygXRY+bzt7Q30 joZP2DXaFpjC9kBo3wTB47hYA/JbPLw8gPhJKC2i26JT40ZkhtCnE4lLHdU0 sD7gFGBkwgKxDwip7neZ8LCJy0DA0zH09Tn/6j0tLMhMipmXlBAFz//NELPM EIYi7TbV6BcxOD578XWBwDh2Te2qov71RbSpRdW0l0mF3WUjEx5ts2iy6xF7 7qsJjJP3mOJVwgSWnjELd315WN5ZkSNdyQgYGW098rdYJ3qSatu9e5oAt37K TQ/9TxwKjCbsrYrqRvX8Iw42nsPDULt3Wt8WBIClwdlP+UbC8KnYwQwLAxzg LOrmER6JAE0HlPKujQkPBsl9PDYgAJ4w4mWX/qBCwWj72HAnGpDsxR1++Q8B ZunuLj5ujICsxlV+NGeTC9Erj+4+okI5x6trGnw6uGDSUNrRLQrXBmyVCEJz WLXhpK53xgxG904aygoqw4xdTqaaFAtBo43B3AyTRZQzqX1U2qwX7dPXuled SIf1X/TbKU8I4EqNQr5DER/t8JMtlZSjAFO3AEMCffO+Cxop3/YwQCihMLGo nAqqP6llXdNfxSxu6UXosPmYduFUhCOrFwu/1FiULk8Exh96vr89SAbGVmq+ rWsMoO3KVvjtvARkyEdp7j1JAxEJrk/UFCgw7YgHf9iNAT4n+5Zw745iNPtM h9J5Jsy1c5wDBgKwymFJzaSjGPOz0dpnuGMFOzuc5sjSEANS787LEucJIFdm 5fPOUAqUk3vbYGs6hwZ/1ZZ7e4wIpX5p3CfodaCZnWWv7lYMYik+b64ktk6i rOi72X92IeB+hTUuz5yHOspMjTpeQ8CC9YIndXkWW5awP3ajgwrCS9JGcn4S 4UryavAqngXM3zzWcBoZQiPTDINTpz9jB1UTnhSHLqLlmgOhVnnLKEdIJbU7 bxENT9ov2TckBBSe2FwxPc6CYbKMmlCTeUzvPpq3N5wB1VRuhn3QYYIamdAS AXkRuCFMk4wvqMNqXoew18hi0GzNZytvgQDqNV6IzWzfwDyT/H1Z7DH0ebKq 2E5ZIihJiFP2/vQLC62qXPqa2I1+lwxy+2j5DTOI6aljdG4BNpyZxvXQCgy/ kyE8bLQFJH9uKN5woIJ7AtEFeZ6be81OJfgziaC3JPii3VMmnNvmE7bDYwa1 kuad9XOiwpTfWrzvLzJgZXJTe+plIWiOLDU9IC1gPtVYTlP2NOa3PGHZGtqP Vf3+TDlQHQ9Tbr2P71+gA68wj/zr4S1oQdajVy5FFFisLxxryuejnKz1Pm/F OfTkL/9dXQNCwNlRrdq5WRzu2zDsIa8jQDbvNF4kdw3jRGYSqf6bvvzhm4Xv 4DRWuWtFgV8qAVPaGMzcSwRYHjOCtJpSYG72PnZPgQjAdMf6jvxYw3YzSmUO 6/MxsKpp5a3cg0aGsdW3ZSMw8eJsV6G+BJgz67S9FtKDXW8883fjDjpwV7YZ a69Ywr4Hi5aFzdMgLsCGtl+vDeuttLxZFisIwUP5qdt2FFCr571Xg7GERWds Iw45I1AxPEzf/eFP9HXmv07NLSvYJ+dEw1J9AZDbIGqri+tE0/2U4if96eB2 RTqbPdWHbaU/U05Mp4NIZW18/o4pdGnGmb3sxAT7yB3Kzz/w0HjuxI38DRaY FJ5x9uuTgF/Pm2qlidJgR1xB8816MlStfqBwJ4cGNblHN4LdN31ye4HhcBYV PiQcUIuuJ8EjxnltikQGHOq6dPPjYRwUaFDIdLtBhUZW8qIRwY3YcHXU0q8l BArN7xV0FmnE3NHvConieDijmr8SNbeArlxf5aeY4KDtncNVWr5i4GOUxTux 0B8Y6SBxPbwYgd7Z0STP/BVso8Wba30vDP1Ypb6v+TkPY/uqqH2UFQVbA/mM OO4I9lXv0n/Z1lQQJXhYxlWJj/Wq4EVPARoIHZH/Mea5ispNXvvIE5jEFsy1 JCMlxYGbp6R94lsiDLBtVg1R38w9tWl7bDRWMSn1C+qrBXhQdb/6htNeEviu J+OkZU4ER9dP18pos0DrURfV60ubfvhrPMDKBwdqV6qMuPkMcCc9L2NGggK9 OuRwV56zQETS96c15wThHw6t0bq76dDxwI1tZ4yY0JVDqVM+w4BB6c3jpK04 OLxHofwPEzqUtx+zK7uzjqlRXkk02yAwnQyn//mdAUUU6LwIZxo8fU6vdNUG AaJEZvmPEwSo/DhtGyeDBScuSnZetW1GvZ5XYScr5lBNeStWxP41dEzDvsrF nwXjLNwuF1gLgup2qfmQiWnsz07Unm0rDlzyvBx1DYcws0e3fHcLMYE9S4vm HEKBOjFai6/OILBii//DHZs5kddrnSFry4Lpmc07jDZ1iSt96DW9hw6jOuPW MnRIEHl+kZciJQGl4j/kRDSIgGPdzUJmJ9ewqiaisQVZEFys1RcP2YmH1nlC s29tREHb58C0sM4qzNMEPCVdRuBKfoqKTPU8pqDE/9K7nQ5npGVqUg2/YHI+ s9kJlQLAPv5Asz5nDiNbGyUoabBA9oqO77jICDpaJ6i4dJQGC6rM23U3OV7l ZzAzxcQBTtZwsiRkCE1mmt87gVBAwNWi21X9C2hXUf5LoY5N3fHPzfhCClgP iJcYredhPqqUP8y3iwGBEq5BaywXM5ibIqbqsGCC/Otn/k08LKvrcsOX00yY eHXo7xWdHtQhz75Le4EBwa6+qJpOFlhKcNYoKKbCmcPpf5o0zGLyxUrqLT3i 8H1SpCL5xgq63FY+T5BYwE451OrWvGCBIHFZ3eSSabRW1TTu8VcKeCHUN4ie I4DMsZT4xSUG7BGdSC6J3vzHQSW49vcUeLD5mF+XLhF4eOwImeeTgJS3SlDO BRIQ1LF4XOFJB5qT5w/U/cWE1XP1dwoLGXCPUHw2pYUCBbJ5L5eV6bBorUgx 0owKHxP18xyaNnkDfvftHlChWMK3oHn2KPaGF7Wk/JkGD3E5XysYs6iKRl+u lrgoXKwMWXAeYsIZ9diAwUwSTHPdaS0jQ4YPH1lpvqkQhvl24wf+vi0IKu8t /cO1wMNpwrE6n5VZNPTFuS8bHgJQpySG9nSUBf20Csss/5/bLkn+VzZFgs+n RSSCNpaw/YfcqlUV5jGedn1vWoYAZFlIA6WuFqzulpSU2Q4cTHcQHg/gksCH S0pX5h/gYIwkZ3bbSyZQMegPOS31E0uM4SoNpFHgq5ULR+9+EQYe3ppp9jmr qO0bT89+dzz4C1Tkn31DAc2Rk31x6WSAj9kZLZsiBD/0J6nY3ZAAtZDI6Vwb xIqCT63mBdMBF3eUXt7HhCfsOem0+whw4xK+Rm/O/weJ+qYk "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 81-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk81HsfxccylhnMPtOlUlJaJIko6vdVJJWULbvuVbRZc4WUkj2ESzFR lKWyZynr70NCpbIksiQSsu+78fT8cV7n//M65302/uNkcJ6fQCC0/dH/vf5H x2OURUSK6+8cf5AjDM/na/H0/WQ40Pu1GqvlQy2F/q+3bhdHN4KSe+6+o6H3 sZUHf9+dx8fGnm1+95YfmcpLBNGUmbDeTPuKiiURjc/EJDHTJMBUiFvfasKC BJapEK+ShQY3Nw7rFf/CfOSqnBWfsGHQ0DHhL4YAgocXpFvTWaivdbZSt4OM tNyfXqTocGC8bfX0rkwG+kmZqtp/fg77tlSjTlJggJhF4uv1fKPYEZtYgWYr DmJv4Hnr63LgkYHJgAMvHkukP7dPC5NAj3UtxbM/D2EOtJKai1oS4HIyD9O2 ZKCOjniZwDQSanzdpbrRg4FMI6sml2KWMRP1Jy93xo/gAY79LY6dfKhfZiG8 MI4Dec7nv2QMiyNDpQ7p8V4xKA+KvTgZxYIVbsMkhU6Elbo7p18U0dFW5F2V dZgN7qUXDEnabBR0dVHd5A4VLj8U/akVwIBnA6oavY1L+IbYUeVhFSJcie9u v11LRhXeFt+S/FawAzLfzn5zqcGUjMLyjXJpSP5n8cpLRSLynvK5FNtDRIUz XIN+SSYY8qaj1eco8CzxSQN5Cx0NePPUR7+KotT/or+HSnfhbvdzDDVaqKi5 4pdzRBgdTnvi5lq6NLR0QN+59BY/fJ3OparY8zA/ma7+HT0MCAy0272GNoN5 y5Xt1VVgwYWfYU43Omexbw/X1twgUKB2rculUdKffPfZyKtFsyDPs/lTfIko ynTypeQYkcFkIFXPtUkUvbw2yn09JQzdMzuKdIM4aIpdYDR/mAjCRpIxEe48 rNFAbb9i8yCmM2Zy4zyJjSScl1l1omJg7qMbmfyFjgRcutrDjCcwalKU6adi CjiaFew07KeA3x0++aRgFvQlnDtsb8JGrjrHJ5RCeJjizMnkLHwE67EaYCTo 9eOdHoSHpWQR8F/8YR18TwA+Tt275Rw6g9+qFv/nFJEG41EPRic7xrEbJnJy TYJM1Pa+r++SKgNYq0U0rw8sdGJd5Z7zC2TYGS5sXNLFRBOd+RF9Riz00H7r ym4DBtgdEMxw2MOPygK3+f2H0eA/B8qPsRds9CDP1VPWng/dUva850aXgOdy DrXR7wVRaEL8EUqKALwVFCNcuL+AScW+SBiQ7sOOFjrl+VYwEa/3nI+ePgcV Ssu+/72DBCLt5jXYOxIo1oRavpkaxd0UrmzR+ncO2z6a6rfSQ4eu8oERl7Yp 7MyG0uQU63Gcmx9KvVrCRu513qLyeyfxfBuRw99TGag48lztZrEf2HGaRZfi hCBobGMfrm+kAN9golJ1TBf2Ak5tD79EhBDLZ/vqZ/kQa3XXLpkKUQgn7c8y OkJAM5oUuc/SZKRqjVGftbHBtsSGxXsrgMJYjzbOb6OBRWPo7FtDJpLsJhx8 eFkQjPa8iKKZsFBO4/JSLJeFHmgnQrctA2Rsr6woLzFRq3Dykk+sGKz0WsgJ Ck3jfwV9O+maMo0zPZ725fiX4zETsVf3rxcFvdVfeVn6c9huuUC7f2V/Yj1a +3xrkpiQoxx4+2yhELpUu7nQumgJ2/3+cZrHFxo67eRzTJDJgPiqwrmrVzgo RPB1UlEFDX2OydL0P7CKG904FKURsYSbRlfeCPvZg0faNRZlbiIipZ0hPUWa NHTSRMGrdYWFXBNUMsU0qMDaFKOqdJyOZt+OGna10CD9sMtSvxMLSZRnBVsf H8HpVtnWpTNscMqeSjLlCEC19byCfkcx/nLzoXfSvcu4TX+6LUeZhP6dn0s4 vE0Y5Ukvvt0aQgWNLV6jtm6zWMBndZkUHSIsP7vo0bS/C8vuLH98u/IX7pyh oBhBnsA4sbdzd31noGMWOfq65EnMVnps0NaNgU6MbrpaT5/FF8StdNw7aKjD sFiXt1kEFlOXA5YFOEi+9PkzudO/sej0YwEvJt7ijfeWiyIEF7EK1d4Qk/wF TAAfDJbds4hFPt0r2dMnhOZVrdjfmzmgsOPavQwNNlq3dLyuPYMEq8J0yUev PuIq545ycz6KgcGK55rxWUEUUPBC9tRuPnB96u3FiRjCHHObWkjmwqgkMWG7 x5vfeGDpWGWJVzf2RdLfqcy4HsfT3p0RkqAhc+5kIy+kEhet1HXtL6ei1LcN xavWNBQjpT0AagxI+6vFw2+OBWtNJr1X34iAIWO+KZA8i39I7UpTD5/Cry+M GLeG/MQrB/nUrqsRIe3G80c/Z5lIziVFlk+sDXuVc/exQxEVLu6dFs8d5mHc HF6Px5ZpzOVUZ/khPVFkb6tQY98sBgSVTwbGa9hoY/4ZAZG8FXw4zIhY7sCE TRn1Rl6/JnDp1sIHjY5USGtjsfPsBEHF7Kuhuigd8nJVIn68EkHjK1PGH7wJ oMgqlT6otYTPLov5vursxqLvReyRymWAyuLau9byVDRt0GnhFvwDPylcdXnH YTZy3m4+1F45j798mdUiMM0Ego85fe+hNhzic7TaIwUBBW0au2lJRetOmiRz Exbx2CwpYp/9n90ISFZ3q3ZgT7Lfn2tuWcRVgoc56SwBlNcgaqFJ6MTmDYx7 7iaz0c3KzIiIsR78HJccZtXGRtHb1QUKZcewIu/TKqfGGNCR8Kr52icKjM6R XvU9Z4JqgfZqgDMFZCc3/703jAFBgmoKsZ/I8Hb95RccdQ70fbe7VnaQAMSP /yTEnmCAnskm0aiARtzyu2x9Mp0NQjNK/PYijbjvUoGhrzgRJncWLsZMz2LT 4WlG9UL8YHHrYPU+LxKaP1TY3T3QipP3E3mRxQzIzHHNSvVfwVdbPArMfO9h NzY09HkaT+IRXjsUyjaKoj2N+jY9J4fwz4fsPuSa0VDz7uZiP34e3r1DQPQU oqPbVTkOXc6rmMyoW9k43yjuTJWXP0ChICdXSaukFCLQooILf1EkkGNd+m5z 5WV8XEZ4qOc9EVX71bifUyKjOXxF+WykMNLmnamTVuegD3zHNFXn/vDr97CP iScBvdEdjTNY5aBbmflZk+JUqC1lu3/S/8M9NXcpUz02yCcvvPx6nwP+mc3D 5DUEcPawwWdd2LDJasiy/BYPL/4wXzZmy4JMCkxc3sCCccxpz5ozTDhz9lDp sjkDDQjV2DGvCMH20HQpbhYHwka++DlzW7Cr96vx45XTmK+SW2qoLAENKVtV O3hz4M1a//9qdARRTfu6meCRCfzSvSYW5QwFOeRftdU81ocXXT+xz+dvFlRK eAfJejGh136wJP00G2I6E1ayNMhQPuEnX8umwrpHGS+jGkSQf2PTpIAiAaqb iCeNKPzILelNuJk8EczyhaZSzEWRDDcrbpf2O9xVH4WTLzCgVe6urTttHt8s t/Suey0Tsgsb9iZMfcBlPKdyE6v4UM6q3uxc1SxOMdNLlFPmoJQ7HXoiEYPY 4Ef+LfPadJjce/SsnMMktryUxc4miSFRdW5byMAAlso29NVlUNEWQ81n4icW sO9FhQ+FOphIlaszfusOHfF8HokPfhrH+b1kdQ3axRBfScGR1vgCnOI46yER y4DJg5m79BumcAP7nv3mgxR4/jR6C8V9EVO3esoqtJ7HT1nXadY+4KCo5rvp 7LgprG7n6YTQz1TEpgqNtPoJoeyhtEdz8ywwzk00m1P482/+JYT251QoW2cq onRTGLm4yAbPLJFRAH9og6CWBOLXMAqtdGUiqkh7hXs8Hfhyxx8ubGfCCX/P 53OyDAglauVbNxHgqFGHjJ4NA0iJ9f4zEYO4pidvY1A5Ew4UcD9XsqawoFMZ P7lZZJirCp617/vTG949XZM4CUh33GomLU2BfSmcKotDJCi0HFa7eJMf3QbT gzusiDAhqPPRc3EKy9h1VzNXRwA0SuLo4YMcYJ2O2nOzfg6PsJP8UD5GhlvB NlsjEpfwvQecanZunsHL7x//UR4iAByj9Ujuewvu9kmmYOgrH2RaCw/7FJDR fu3rT0S1+SFOkjsl9ZCNXvO2cv0r2vGkuAK53nQqJOemxU/okpCLh2q61ctl 7IK6x4K+NxGdQJWFNslU9GD0SLzmbRoSiNsauzFNCHbcj7hYp0NFdUDkdq78 wjdYJjmYZbNRAUGbWdHDBoOhttd3IlnIqUDwc2wAE12/5hiTu5YDdhofj8Qo 0+G6uX0gy5wJFewN110+juLVvRG1f4nRoVWNP05pgAbuxN50ISka9JHbItfY i6DAqEm0WE+Dnqs/jjz4RELhCeMXN22hwYnU30W+KkTE0yuQdY4mwT737St3 1ViIZKUvff3vFXzdthGpO3ID2ES2H/vd03m8kBjgoLFuFjMwlWyNvJmJTwSx 8mXesSFr1D5ion0CX7CT0rfwXcUaXpEqe9LbsEvavIvyWvyQ0ZjCinjTj3m/ ZyeNuBHRRwtVN2nhXxiYZTYbuXBQ3hMTLwNbAor/juUOnJzGx2rZXSOpAkj0 sn+hDGMee8Sbbe79RUWOZJGwkjImXOj/MqNvzEb9V4/u49II4GpGYBmtY6Ey obNNdkuV2P8AqXGgBw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 82-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk4lHsfHsswZjD7PEUSshapFC16/oWcVik5WXNORYuSkuiQUiSpaDnZ iwqlGGtZn19OWYpsDULJvtRg7Izl7f1wX/f3e7tutb899h+TJJFI9b/xf746 YGY2My6LDJde2/WILwuZNnF/l2OKYNrVUIqXS6D5viXtfBUG8g951nGrgokC groKPi0TE0NDKZoVHySRptJSObIND5baWbivcySjYo1WMBhmwCGZ6JomWy6U nsj7uW8UQz1NEyU7WmkoU493QLVlGv8qLttENWDDDabCS98Hw/j2w5FSAicM NUle/qrWwUCPdzgqpFf/xC8G/cV5kccAz71ZuIUjG9m+Ei7Tu6CA6t62Gav5 sNHRppHwx48WcNtNiZn6sUJCURgncC+WQr3q03dyozCYTdH207/JQAfWtKoO d8mDVltWe2UjBnPRtSN0FhlOPa+tqM3gIB3k9z7NjAfDG+h00X0upPQZb+6q ExPL/d+pzJ+VBffY9par5TQ0JOX4d7oVCZmqf3X56lmGH132eXf6bTZa2Zk/ l2lIRp8io/bXr6Kg3PHo/b1KHBjYn39x6AUTUp4k1tK0WOh9Z7hEwh15lHT/ wfcw1TYioSNjJimWhQTvus+G32ZB1O1CnddKbCQ2tTpbeEUSBIK1SzsrSei6 elvvig42THa33t75xyTup120focBFy5sWHFY2eK3njFLyvxJdGCuX8I+e1Ye vfYIpPNtaEANwyzKQuVR5sXB6LejstCpKRl/WEBCdftNNhoKBvACXeJwYjUH SXm2tdw+KMJVqh4cvRXChDN2OfoHeulwiPVP+ZUqDHrijpq52fJQYvmhJRt+ kJDh+N5naYQQN8n4Uk1+10988yHFFNIogBXF01fFk6Fq9O6Vs2HjhMUF/af3 q1kwfO/R4EjrML6wVSPtsyoPNX/s6TlpzAb2EWpKIRNDom/Z4T02XKQn76Bx 1J4LrqbSr06vlURTPanHJ+lsuH+a/mPoJQ/1rF/0LGOTFLpi5HvXi6UI+dZz yY4zMigsLnY7/bkULPVvv2ltOYsrR76M61PtwZOSdzjYDvPQfNfRgD1WGPol I4oN+yUPlBb7MryCCs7Tj07eURIRXgbuWuYXJvHStIJY/zYOtBX3CT2bR/FV GpXRf2EjRHR2GON8AQ+xZEJMApaNEdmHKWbfk9hI117trlFhO76L6dBmKJIG 0263m9UPmSAx8GRN6cM23K2Yv1w3VRZCHVM21ExIIOJT66JQb3m4Q92YZrOd hKJ2Y/cWzSggY2eckdLMA4J1btCpmYxuc+PVpnSZsDHXnUO/yENK7aQtMaek 4U2gy9T1Bxji182KI6O56Fy9MTZ8mgvqR9znjMQcFJkSZOMWTYe5LgdtaZkx opr371/7aycIjs/THn5QMbG8Yd2hKyU02LPQnZVmNYnXnGzRbdLuxjvMNwSW JXBg8eP9zu2L5dDJcs1c5zwxfms81jEom42sPQJ2SnPYoLAs22KfmQTY+G+7 tzlcTJww9Che8qOLiHCty3utQUbP9Kkv/mSx0V5bg0tNc1y0eCZHXVPEBK7G Q+M1u1jIvDAn2vItG1LNPMW9Hlx0hdn1jWo4TLCc0p0Lx3lQQyUO2S8mQ6nz lIFVaz7BPtuyQSxcIA73ph7BjKjIgrP71ddIOZSlOvNBJ5QBH2J7DcdqpvDg 6k3qzy3JwHPjqtZvbcfTvxU/vlrSTXz4UJv1T8MIjkVezVj1nY1KQo2bF4tG 8SOqQwNHvNgoMk89UuXYFDGt4GTp3cpEpWTD/3T4VJhJmg2elcLQ6KB3VvnM T/xB6s7gl6IPBJmDdBnvZvF3xl2httnTeAptWjJ0bBaPeLpeqaNHBg3HXNin +I8CLMiylOLfVBGWD/hkQwEd9s/5LhqekEaUy3SyEUkKzj31u4SF/8R1E3RX l3yWQwVP4vR8/usnjme+dTtk3Yl/UQryKDpYQ7B7q1SNvrKQffRI3XxoCVH+ 0ZP031UWSvpQm7/gzES9CS3M7Vu4kLy40ef6JBemhYXUcmcaHGBP1d+gTRDf zIZQcew48c+08GBTaCdx8P166brzspDs/yK+c4KDqtvLu/+oaMXf8G89Pv17 Z8OJMXoSTwJF8+c7fLTG8Jn0Y8JLEzTkdsSgzE0gD56cduuS+zzQeFVjc6lb REx6Dyhs02VBcjOXl+UqDTci9G59GWRDVsa68B9vKEi2gzGVaSIJhtxC1S3m YuLmvWHtouJO/MHd8LXKGWyoJ3EENW1MNLb/m4PXzR+Es22EubYOBqQAe9b6 bc3EDfxuT2qBDKAQjaHLjgzU+WKl15qTc0RkmjK5x40N9umLGh6vasMT0z8e FTTOEPGoPyEAI6OsWjmHraRv+Bnm63AKhQetcW8EFz/TYZFw8dstDTwwzrFY CD5LB86IyD8uhgsh0iYGkZ9p4H7yg5SRDRf22GrI3QuuI04+j9GyMZeFEf3c mYdjE7jXjdpzOr+kwOHKltINl6hors/o5q0bLQRtI3k+Ip8NULLmOr6PBAuN Pjl2gXdxUpBBP2Y2RoRfWmFQpCaHFGOktqgaDBLV21w/ZdgxUWbucX/8IQna V0jJ7UMstFqvNZl/WAKpD3oVDUsMEm7XhgyLdJnI45ySU8JzMghk3bjPYhno TGXqanujWaKO7+X/mEtBpdfLvI+uoSGN88p/9tN+92T+z0rVTRgqoTS08Fdg SKn/V4CtLwnRVkVca3qKwWs6iE4t40KFQ29h/iUe/OmyrXDWno0+14/0vC+j gF5YqnJ0GgYHGoLfCLnN+Pl/S4ldJWO4PhbgurJRAv00cio97YeBJkSVVZ2Q QWUtKuM3hSIiIfnFjLs1E53OPn9k684eouLe9X1aCRiUKPqFLL/EAYb1d3y8 jAkq8a8y79VS0L6lqsebOiWgtJ6814YuiWJb+/NPuMqCXbbM6HN7OVS50+fC HeEn4pwVukM7zoY/QuIW+0TNEJra4or2JRzgWb3epd/1mVD3Hc148l4CbfpS wpfQmybodnueaBthyNFdlLfGQYgPVElqTVmwYJ1w149tTmP4rDiNl06VR6+W RR5cceMnnsQ7ELiDzUCk3Sq2muNi/HteboxMKweZ219ZOXGBg+YD4hUGPg8T nO0/36AuOpIoyNneFJtD9FvGhEUlc2Fky+tVVrWjhMNeTdfaRCa8ePpAi+49 g28ipT9uHJwh9jlXbi1/hCHbQ8qhRSnjeKW+dVxYNQOVFg6YLe+koPSfyfGT U1wIZGk2N1EVkXFQAanlBQOMD6iV5E7IIU/P5TfHxTQU0qC90zOPgSQ324SV nOOgHe6zUmERHJDIGI6Z1uMAy+aZ8nEdLoSRzbOd60kgtDXR+nGcC9QnNUHj 4QPEf7+e/0sT8sA0J7q6hDuKb+v/u6/vkSJMvr854dbzOwctByP+7WNA6hkd O1VVOgw5avXYkxUg1/GXyYnLkui6gWq1U6wsiKQtq3xnRvHTk1cTyveSYXNB FOvOAAZHJN/wX1rPEOGuSp+Kh2jA8w5bejRknlhv6lGmrzlONDquvd8ZSQbM ZinS/t5InNLZ5bTxjRS8dpb9FZBDQ1vz9ikIDaUhSil6VDmGh0rUP07WvPpO JETlaHelMsCaFDBVqKCAPH2MU50yZ3HHY4uoFcWyaDcqyT38jIH4iTYttw+x kVSUTqRasgzUL0SvUZtnokogR3+b6yYUEy2fGDdgyCNHujoymIMa97rcoVzm wTvesn88qwaJJIV1W0gjbGgykYxa08eEY30SAfd6WdBDa45Y5EZBR7T2dKfw 2dBx/sf2R5+pSL1grXvzKAt2J/XnBa4jo36dFj2miwJs8Nabu2XCRZ5lD2q3 bSaBiq5Q+Zp2H44q3ZwMNomJXHLw6c0qE7hm2ovRg7v5hCiEm61ewQNvv4YL ZYWjxLSrspVD4AKecllxqdj3G37SYv7ESnNJKGRf83IxG8D9PvIShF5ktCmq y87CtBcHu9cCG08MVaX47g1b8rtH3/GMvr1jRF3wOxe5t2QkdyooV509hbsz opY3v2KhMzTK7YIiDmx9NFFbfRBDRTIu9a7iEtw1DwV3n2NB4YdElRXP2bDa 94/oWwFMyDWZFDYwpgjb3c9EOTR5sO2l0DZvpkK4tSByXoYM5btJYqoVBR7z 2kZdtKigkdX/Qy2wj1ByGaMvXJSBwWuNlkz6LO4UW+6+zlQGztrRl5nxMJSc rXxFlZgn6vydRE3xdDh8Pk21VEISYkf8XlJWM5GUhl3CMbkvhEDBNC3cyJvw GLltmb/Qjl+KD9T28pCDT/xX0w/92nBHnadytYxR3JcaIZ08O4BbC3ITX5qP 4ysEVac+Kv3+dQ9nXt5nMOHe0MinZ7UK6MQ20Vvp3BH8kVgb2zPPRprUEF1K uQh3yL+Ru06Ri3ZsOV1Uq01CHY4Pr53x/O2jQM+py4KN/gcSY1x8 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 83-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVXc8FerjPo51Bs4+B9WVUTSopCj0vor8aKhIqWjo0kJGklQiKhQpdYyr E1GRPUrifbmyQnEpm2RF1rEd49vvj+fz/P9M5TMuh/4mEgiE+j/4fy6zNZrl XafAjX/573mWLo21Oh6GLwno2LD7WykoF4Mrtr6aefaFAW/ce9kVXMGAfh23 3m8QLaCRkderKj4R4eBhV+a290x8VCrqa6M1B2f9vjC58/E8aBKV6VO0WHj5 N7Gu9kNCsPskX7zBlgdR1mBnxmsmfG52QjbtyyDwuSPymL7OxK77s4DJCRas eGOxV9WUDuved+gqe7Hg+P+tPa14RQxa68dlasYMIe/c5FFCnSTsU5l9mBvJ w0+ipAPP7GZCS+1WpdFuGfzs0j7RYjsXakCfktRdXPwwZbNFbyMPv+7XNeiu E6ELfb4nlfrJ+FLMj5bb5VSYhHf6NUoRoaFK06km1zLQHGegrBrDget/fljI 3CgJXbdy7kjlU2DuZNShPkU2/pU+IPQLYOHXgrha6momFGkVPr0ZSoOJj5+0 hyh1IO1sNYuiR2zYUNRzOewBE9O7N90jreBAkaHF5Y++REyYXa6u+4gI76h0 9K3rYmHJDJJINX8W+KgXbDXT4uCchT4pryERaIpeXnaDQMO+dJeqlc40mOLi R0u3ouLa6yFahsE0mHl1OOr9uDTee7hIhR9FhHWH9LZvbBgAv3J4e4RLXCju 2tHy4PAY2Fvp2xZ9ioWdbXI0LftoOICfUBCRSIQbJ/e/TEVDwDRvW9EFz9+o zYsQ/ZFKwnqm7ky9bmlcPR7qezlkEjGKzlHJlWw8Gv5sWNg6ClarTP7a80d3 B0OJt06biXDBfNBJm8HBj51onSNJXGhknjgTYCQJfXWuhXow5fCn5c1D4n+T Ycg/MbtpCeL4YJGnVhpcAsv4Sf/0K/WClZ1mXebTNExqOVYGKig4WrcwUrZP iDy0Lq02vjINUraKu3kxeLijsH/ItXkcVMuuq7i6OI6iskPo7vlcKKgbrbTf MYWyT5J2tSeyYMF2v/GsyJ9gD+N4x8YxCUw6bLLBxIWFxQYE2qURHYAW89n3 nAYFB514ve3rlBjczMpU6PCg4YeU7alWuwnQNyZQih9Gh7p2gP66mYvlLjH3 5q8mwQecWOWZNQycXUNU7U3lYRX7Sws6IjY8pstMj/dk4IXu4+oSUhOoPtEg +7XuLGJ7xfemBxSi+/dbqb0pcnjfUk9WqsU0CPclyLic7gNdxtv8yl6wsfjm UO3MAiq8UL4q1y5PBMbS3tbIlXHgQZdb5hJsFg65ql8pzxbHVjd2hhuEidAd 8zNWGsw+9MihLi9FVRJ+VctKrGNx4H5rLe/GBQ4UFhKattSzMEc1Qld7DxOi LRNg62cOTt7lKupz4cADPxLlOn+OIaZtmt3HSS6WXbYkc/GgNC61m9GyaP2A 6K/0cN1LMXyyL9mep0OBI9vdiZLmMjBLae6TRhAdy1wafaTgJAKBX/RVEkwl cQXN/pE78ydIayt8fru4B8mfyKcn104AHv92xoZ2FlRK+HyUSJkC9kojA/Ye LJh6fjR0cHIOzcramnq2MmD11JRa9k1ZPJc4HzgvzoMFB1CRwu9h8CTZPDBp 7BNyX2cp0C9bAkW63UHW2bNAe1aQRSMQ4KP4rYpdvVJQZzc366w5HS9JMxVj 31Wjmy17Tyk9Y+BDC9fkR6ckYIsnKb50SQK7xft488IGwWijwhg/QAbmC/5Z 6/XvL1TZQkp3t+kB9YoBLgWHv6LL63fnva3/42uUsG4xqBjVrj1pTfZgw8RP tR+W7BiQaepSq+fNw68UvnvdmebgAFJ8fzqQw5asmf/uUqfQ8lFwXdA1ja7P Dh1uDPqJOpuY58AgGb+68Sb25xQbBq0Vwwe/doB36cHPnfLo+Pab56SPXUQY lb7Y5bV6AvzW05U/2icHHe21yhwbZLA/r+j+NiYbv2rmcLMcJPD+b2I9t6S5 OCtjS1jnOxKMfVO8wVxVAm/kfFTaYSxCwRdM82zqesCT0LDNyzJYmLLdeVau iAUnDrUd97jfiZqLkizylcgY3lMduXmCDjeH/65lGREwP3WZZK8jC1eZbvSL 0/8B4tIqzzZ8n0NrEpjn7SykYVYt+bgRoQ10fCMcPf2Dh+9J6Gnxa6iYL6rb cCWch/dZq5LDA+tQ/SzrZ3EuGQs1c+ciJqbACv+q5mAJKXzcd0fpNm8KPB2U KSy41I6o2yUXH31gYZnmlKqr0kS89N0rx8YvFOzdNCp8fnYKhXmv0ypQJkOL qxEfj6SMoi87HT5n2DAgv+GkX54lEf9YJ04+AJnwCGhbf2WzOFQZ9igYFRtG yLtPrWGaCV3cFG1fJEhiS3rQqp7jTOhclbzpmM48mojp3cqIpcDSO2WeZ7Wp sCzh/EOtChlosnikSkmfB/0yLRaEZ6h4bUjysqg/PZ8Pc0uC9a3A/Wkp2lM8 ASJcnVpvvxOHgzq2pU4+PLzzp6OY0ScSLGtZMXl/aAx1/zB2y1BlQadsd3sj 816U2KYhm5HIwiti32aG15LgfWoXxf+TOC79T3K/FY0I+coFas6tZGyTLTWe cIwM73atd7veVoPcLOBD6jkWPia8GyH4ewGtUhdV/FjOxivlUvljjFqkcm08 Q1AiBoXmzOw7X0SIZrNPoK7DgyUVHJlKvVEwUE1cPWPCxG1nbNyDb0+BeVEq N40iA/v3J0ZbXhoGiVxLPzMWHernqEe09yyC9rzcaKlWNvRqQSXfY7hw8Vas 7EDNKHJbU3HX7TkDiuXn7G6MyUFPeWZMwTAPC3ekbLCoHUfF8Y4w4QYLv4l/ sprmOQf46sfezv27gA7YVRmVP+NB2djp0q6RaVClefCfkC90KKTVHNp8mwrT Bl/FTs9w8ENaR1JT5J+9DcgntLyh46nKa0ZFGTLQ1VXt/qSICs2yU6vyrjMh 0cAqpNiNDbOWAi2s8rlYLGM0enYtG6v2MVbIneHhEEnjbLv/CLjxlWPvvjc8 TBF8DZgMG0AdVrJJVX10PF1yf8qxl4u3a6hdqE9j4mRnDRslJRouLr1z5xiZ jnNP/NY7f5MIm/6aaZKTp+AxCdPqa3PjIHRlYPfVEGlskB/JfDjAw5pujHkT 7gIKc1D8XDhCxVd0bp/Y1kHAWw1dyjRXTSKD5Tul7dqlMc/qL6je/h1dWKma KVMpiVPspH/fyqFCzTMHx4MPSOFIxajxZdFceJk/vPrYeCd6EZmj3p1Mx4FH Gh3nZenQ1Us32TZzHtTcOloiv4MC98Li3JMv6dD42/ctF09zoHikBl/5lRQO klO+HdrFglVYMqptoQeVLFCmCFQubtQjRmr3M/AcizbxoJuNe6nNj+QdSfC0 1qozlcUc3OXeuftZDQWGW4XeXSlk472Jv/L8tkjCzTnaNd76dLzNc+1CsB4H TlnazJ4aE8Mr1gwt81fvBxxILjwqv4hyJQOdDFZMAZnGMvYq8Uw0do+TrVLB xQW/eUYbvk6iWYdlFsf9loDnVHxClVknuGCyeH69MRHHFPdJXJcaAj6V3BdD HpKQdWojeyr1F8A2KQ1Wrjxoe6j4maaEBIxpBxn9+yfQgeJA10oCCZIvBuSq sGaAj8OuuNfxbOhMJT3IL2Djag/XuGh7Nv74KW7FugQW9i0MKH9jzcK5etND 3+gz6LO6/7uaRTls3UeiGhhQ8HlPTSllQ2lcvpcgoliQ8MWPCiXOvTJYNetX p7JfPwp/YOc4Wk/Cw/7fTRm0eZDW6iGafkzCl21oK3dxefBccWnj1QUCrrth O9YYS8Mm/i9CnvaK4xihTxJpEwNGi5XsaVX7hhpkDVPDdDyRMfmiwLL7J/CO 9VP3cCFjxRr0fI3DD3BCI55cSx8Hj3VKewz/GwIHG3LjkownwSMf3+rme7Og NGIu6TGdgYMG9jw29KbD8zvH3kvkCsGHpIpZvjwXrqLcW0MqHwM6ZwUOiiY8 aLbDqaBWnQCT5WMExZk86Nqw1rbbhAU/8a0Fg2/+/IfhjuAEoz6kQKqdVNPl YQ1VNZ77jh4QA/1OO1ZxsXZXZannMjG4r9lB1UjEwIvXjnzzXODhmxcvLCro /8nRduuW2g4GvpUSLp9XII6dNjWbJCqzsI5Zen945zySD1BkVzrMoPKXD0ZC B2cQ/UN997iVOPw7c8uG7rBE5LzDLyqygIEjGDKOAwO9yPjxuLKXNh27M6VJ /CPuKEw3tOWLjyyu8dgntt6zDXVsI8tUq/cgW727gsnYOfCtXFOglf8etD7W cpk+JQIKa4ivDkrKQnXno51HLkrAK4NCGOdAxqYPryp7e4tDs2krYE+Twv9e eV1/1YIMO1zOSY+kRKBVWwKqM//8yrPe4BY1vX40GvDef/gYHS5XCfZ1PcvF 6xlZ/f5NcnDadW2q7nZprByjQDNrZ8LyNW4lAjsiLjyTH6axJAcn8nYyvt8U gP8BbihnPA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 84-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41Hsbx4eZYRiafaZIDh1LilMoS/j/KrQpZSlL6KS0WpOsJUWFDk5E SFSkRISJ0O9Otjp1FRGVLWUtWcaW9fG8uK/7zf3qc33vz/VVOuRpdUScRCI1 LM7/N6RdzFhiKovWrri4MzFfEi7TW0TFB9lg/P1jDVEnhj5IHHFQesxBIVfu dUW9YiGFZZrbtONIMDSUrfKqWhzNnyeKDfK5YCeR/L5lHw8Y2lTzW/ELxKeZ 2o3SWhzwaCyp2IDGCHOXJHKTkwBtnUr0Yt7motvbD8g+fveDIIfuqcpw54L3 7kLC7AAHrVRZZeE2x0INJR16Sv4cpJn84oTiTjLat/HOE83UQbytuVo5RIGG epV//yO8KQDVVPKGE9pcZK3dqjj8XQbCuhAlI0MGTqV+/XKhjo5iz6QGr/tJ RsbKnw5+8q4lEkatpca/CtCab8/mnqylIlKB/BlhpCwSjidb9cpx4cJ5t1K5 6zzITr9TT1dloyzxe2dSvVgo63p8e7RiBw6xiF4fU8ZHTS+6vWKvseGhGMs6 2FaAZowtvcpDxSF0GS1WIZyCLil39K7u4oBNmXXUgOcsEaxWsWG7Fg/yD3vF H2qbJz6lLK8NITHgjvGY6xpnFsr1DGPk29BBJ4Lrv9mDhZ6c/ZVcIpKEaDtV RlAMBTVY6RuubRogDNIkeFYneOBhX6xp3cuArHO258tSKWjt+O57eXiQSP6r NqDcdwi3+ZNSyuk0aFD7cf/sUWl4K4oJ9Yoex1QlFf3K33wY/jfx12jrMAFs 2aij2wRw3Z3ROfSQj3rVHm94HyKJQnUDYnzZS6DtVO6jMqYMir6Vas7IJMP6 A7ofGGZiSD7p4a0+xR6i9Yjrz8kHLKB9caglXkmDQlogf+bbGPbVOqVqemaS 4EdIr65bOoGTi6KZpxe5aZzJUjNPmMJFLrQt7VkclBOl73LyQTexk+XYsXaE AnMnTP6MCOSB2EC6dk1CB/Gnpvn4oz4ZiDyQbfB+QgxtZH3a2/M3C/6RNsyz MSehImPj8vjdbKTnTDCzP/PBU8M563e+NLrGS1OaWrV4x/PmN1hwYO67oxpF Ygw/NfHckdI+g7n+d3vyw5/jNz0xJiIRE3YtdBfmWU4Se0b1Twx+7Ce6TA3C ajO4cNaVFnEjewk6UacidC6dIQbJhZSXPCrYhGz+1yh2Bmsrp2/bc74fx7k1 lOaupKJw8Ti/3TsFaPc+rcCWOR4SpN0L4Q7wgLcyQU97JxvlyiWERlWLMNvp sXP5OB9atc11DauloMZ5Ssuy9Rl2/ng4qfU8GVx6c1wFutLooke3c84WBipU nK5Wj2SCXzaMXrScJyLebVTO3EqFRwlPw0Y43cTjtue3L1R2Y3+DSlgnPkkI ki4U/NXOQWr5nacOOU4RropDA66+HCQR8N+at//N4d+yTlv9Wlko4w+fkmMW TJjOmo2YJQuQcaKlnxV/hIjP2RHxcKQaS4ZQrY/HiKEXet8j9xX9JljbTJd8 yhNDcXc3yHX1SKCbORvtF0hsWJBky6U9fYudjA3sSrw4YDUXsHR4goL+5TgI VddLgs/d4EBB7A9imfuHAxfDGags/ZaG/8t+bBBFX7c5qZdolAv3rLB9j1U+ 5NpfogqQQ/Jow3xkJa6rTl32NJmPsqrrny0s/olhuhpH9ikTrDlTHy7TJ3Bz +4JO8ZFpHPR70LYl8hsuOfdsLS9TBu6HPEj7NsFFOta5JR7xX4mn+VG33UuZ cLdRw2R9BwUl5893+auOEftPv0gs4LDQUVet2qNNMqDOuNF8S4sP9z/z+IVu FDCTjhkN2CQBa3nliiamM3jfwmmzDoU+Ij4mVke+gAOYt2e6v5GHxqzaHH2v dmJ8QSVvVRUd0JWVQ+cOMFFa4tOswgkxSMqTp/Yc5cCt2pcWqfRvxJ3Hrw83 NU/jz2uYrhOVUqiwXspxE6mNaNTUiuSclIFRTeF0wtgEMWvB+GRnSwPHUJMa g0BplKku4o6+68R0Q+p83DMOHHxcdvnrTzIsNPsX24fFEFgUU3EZT+HYwNVa FUpSKOKnfJCDxyh+t9ntvwJ7FnIeVHFU30SBr6vJUnsQG02OJL84qU9Fyr98 K4bFfuHbVazDEYvcPH3knDIyqRDyLWTqrx1c5PEmZ52D7iyOtKScKz4hi2ou 1fod1qajpaSYZN33DGQ2v/+N4kYBWijwZlmYLgGN6Bz55DwBXBy1fu/V2kGc vlGDd1aOEfTzhkLH11T0Q9epxj1YAKYb77usPkhHtV8Uxq8OjuANIcEJC6o8 5F502nXTjh58W6lGveYpb9Erj578W09D37GhqOkTFWo+UHfbMMRRZkfYbFG8 DNgXSYgyHaQQZWFntMmSeuxjif6hH+OAy+txp2smJFBRm3n1dTkX8jzEf11p a8DKAaKC9CoxNJ1+tnNb+Txm2O9KV9MVoENhc2WRgyPEwFtx1SkzNoTq0DpD OqaI2Zk8/mNpGTTUuMny6bthIotvHbadw0TF26tmO9liqL1UmCLRykXR03/f +RHAQWJlxeYtqcU44FGSyfFIHjy4G6/K8Jsm+qshNt+HBHuc32yqSxSgUUFv 4AHfaeKN5t5b0e+Y6Hpn0NdnR5agxz/up01O8YBma5L0zm7Rb+FlpC8PmCBu VhOzR8hA3t5/Xh2foSPMmrzt5M5F4kY20ZU+XDTd88V8PI8Nk1VXJ4728KHq PJUjyuJCjoe6vaIiA+4abJJdUcoC4YGf+sfPiaOS83NLUz7KwAhl69uAaRHx SGKkO1hCGozKbrL/GRAAtTLhfSGbBLFucv89H6LDVT320qBMcdhg7FmrqTKO VbpfMkh/S4PAZgVSa2/GoWI95U+4NMh1lvx5vpiOlvuXqu9/QIObcski+RQ+ 8qNWNZSWdeGMm8Vq33OYoO618oHRcxby9tfLcXoyS3Dkb6lnkmSRBaoUutxj ougtBtrMDAEi31RPUrovAdav3cKGf/PQG6Amt81145Q9xYosgQB66J/jlh6l oRyXFkWWqgAssvpLw9ZTkQtp18+Lwyww8NOYi9JfzNWc6czZRjIorBqUv6jW R9ioq9pZZpBASI1wN1KYIDSlyTfl+grxyBVekfIrPhhV2QUGyk/h327ylo5h C0Sumq3VflIXccJs/vgaU3FYL9hb/ltqmAh+zc8Y9KUiMyvbCt9DPwmwz22y 8RagXR6viwWKEii1nSjo2z2GK6/abqdflkZSJ8OFypwpwpgyHWv3jo886LRr ZRVcuOPnwo25wofy6jsKqzM50JI3bmDjwgOh/uTgR+YUvlbx/mX2HyzY10uj GxlJg9P3FwNv86SgzoI0I21Jg55jkw5XhhmwsrC/UymsD5uNbOBc8KbDr4vN W1mMWaL/COtY4So6eNkz/tjCF6DQlBVtvTXi0BDiNNKSxoAZB9l513kqpI4G P6StYyFmzH47RkALbpI1zovV9cNXrV5rf5/pJgLTwtR8PaVAnrA7lWr4jTig fleqnikiKOEoUzFomNjbJLzz0HScOMO8FLRff5aoSZh+eJ3JAgFp9enO9Wx0 fPNICUU4Sgw+TFcx/bjoW2OTqMxNvVjax5t2qIMD8wH7P/rNCaClX/04lc6B acN9X+o7WKAXd9jCsJ4K7us+m2UpcaDMq6dyycACXhoux33tNoVTDtsIL0TO YOazxu8iGzISDb1U9h3Oxh4mYck3K1hQFK5XP2Ldj02vi5T8tZmg8PetD44H z+BYvZgv74JlIbP95PuCrZ24w0BK5q1aNzaYvfCr4OQc8bFOM12rrIQ4lq6+ Un7zPLFslfj9vVRZtOGD0w35OAl05scouuMmBUnSr+v7Iqho+6QN4cqQgACf o94/puiow/OY5FBuAt54sktxXw0dJfZEfflTvw/XNzK8zDlstFw5KtT7MB/c ub77ZGVYaNJbI0/PUBI+LhaqHZ+5qG6VT1W6szhonB47/vkPFhor3cxqPpdO UD7vvQZbOfCkirlgSHCRsdA20O82H4RIODdK4iMdGbvLris4gOwlAsjrxCGx 6Oyb8mUMOHOjbseykjlic5zcFR1lFui6FZAyHs4RRdmlX/MMWeBkH0vOGWQg 1YJHhe5ZLChevfaTgS4PndW47bY+kgznlu8lDRrNYn9/2+eNhWSQXHP2m86O TkJMzrTR0l0CNh/Dax81MJFDhFLfUjSMiZxfQ/isiBhvD2qIqxvG8VvK8ipF FDTwo9ws48VX/HZmXJLqJkA5ZSub5ttaiKCJt5K71vFBJ9uqyzjlC+GfuCJV MlQW5Wf4jR1VlUV6O5tDY6oFwLLzcdYzYqM8VtAWTj4TrHY166zexkTzQy9i wmMloHpsxOx+1hKUqrViV+gNGtCGljcyqRykrXF/UBdNYVvSqSe2Qi7iy1gu bzjCB6mentai63z0l+YyvLWHh/4HiXkzgw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 85-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01O0bxseMMWMGs8+ISlS2IiSy1PdRosgS0yKhiFe9lmSJkiwttrfR i5ItIRVZskXoeV5lqQiVSoqULWWd7NvP74/r3P/d51zX+dz3ueSdvW1c8Tgc 7tOK/j+vrb8XiNtMBxprI8xvFZHQ0HqBV7gVG+3o/VCPNYqAVeI+D1f9xwEX I7O/x7xkgCGJVF3MCo9GRx9sfFmHBzy5/HmDr1x0RCy59dMhDroZs+bpGV8R 0DHfYEBRZ6F1rauAz4kpzMQpidDuwAPS/jDP+BUX3Nl3TLKw5RcWyFGRzorn Ih/LEmzPMRYI23N3AvWwwNuKbl35QBaI9litGG9DBIcMMovVUofhud1yWbU5 FDCgMHu9/DYPSSiVaGracIGt1he5sV4JZN3xWTEkm4Y8Uns6wxqpoMdz9GOi qBjYodBxvMOnAbPoj46m2tJB+WSyzYAMGzU+6fCa/chDDzIy26iKTCBtHnFd 2YQFcuITumLluiG1Kkr5Vr4YuKzQPbDpOwvdP5qt/4/nMhasVKOzT52D3IM2 12lIrfhNWd1wEUdDNhafmI2aLJDvHU4r4lNRX7uskWA3CxSfG0muEJJQxMSz SmqlGHhrs11fo30Iu0XSrOnP5SEvuzI12wEaol2XERY1iAGNScvsAjiMZfVF a747MQ6/BuJSqqlkJG5Y0O+gLomahYLQM7GTkPClNcdsShyEagcJ/JhS6POu nXn2ojQQm5ZqQrtHQIthkadIXAKQTcpNG5Trx7b+Y2gee4WFyJ1HG7CXFNRd mtfmxZ2Gfuoeisb+09i/5sL5sr9nYHJpLN23igsOeN96umHTPCx1Iu/uymGB uDfv+jPHBjBzhn23xrgoeub0TLKlmodEhjK06hO7saszMaN4IQ1FH3ug1zol AoIfSvP7t7HQdYp+Ad8EBzz1pnhBBmyg64jRH3zmovtVariUS5LgH066/IwK AyW66UT68jlosddeSVTsD0yR3FI82bQE2YFZ/UVXnkGw/+uyczUTWSz3lRRY TWP+ekfWZFz/jX031gtvuMtGxy1+LRLG6eB048Zyx8p57D1FXdzXgoT4F3f9 axg3D7+m8HlNar/hDbe3lfnricDJr9uiu2MSMh0KHasnuQhpJhyiX5BA9Y4z 6lZfnkKn/cq7vsQSkdNAngtPmwL2kPfKlJswQIncXJ1yNB0dpzndeQ1x4GqL gcI9UyK6LFOQeMZ8ACv8+uxOWG0fHIkMH8zznMV4SWGPt3SxQIcuzVX11xzm Ijc65OLHAv1y7msJ53BoVtLBNOALAzgyW7P0CEw0l7NwdYHAAzsaD99z+j6B JeSZXc0dr4O2F1ILtNwJ4D/d3uhDpbOY4lFc81g0AdzI0pH53i8GJno/f33a x0LLJKZM+pNmaO2te2hdMAfZLAZJj02JgoLX+q0L98TR2azg87y4X1iiWfR5 6b8ZoCojTTXw+U+oryeZc5k1hL2XueJdc7AV3tkq0OIEMZEta+bdNeoUPKdO ZHtsXoQXZocPfor+AX31UqytHtDQ/YsP039MsUFSe60p9PyBPSmKueNZSUf9 /lHnlBkkkFy09D1Q8Q8mIduFC+xmgr9c1Bv+apdAKp4U98IkMtLgVMvtNJ6H CSfSZbfcH8ISBHFbZR+zUPnfXmuqC6UQiFw/GnKMDtr2ic3afSagpAJZYv9f LPTktDPNWaIPyyx8dbL94xz8/SE8WhAoAUraxO2NcF+xLIPyn1vdaWhCrXwu 8c8UlhN8ZHdILwXZh+6s1ztPAe4HF4KSEr5Dqj5x6cZTFqpoeON2hCiGlj8G ltmFC7CO4Cv4T3bzMO78JvUaeXEQmRFletPxD2zZ5fb6sR0DhO2L2hPsLIZ6 NhHErQETPK0JHUa+JKAw4lczJjICxSXrTg6r8oD3WRmHu/dWOLLKXw7w4AKv pjzNo9oL8J2spf4xIzqov9wQcFKLCn5u3HbbMYEB9iwdbpIz4AH9MaOHSSs5 qsbmySYX8FDR835P+ZQezPdmPTSv/YPZx7jSKRwy+KXtUO8ZzEN9zqdT9Yyk QEPnmsmo4XG4tgc8unScBzxLfV2MzPqhRcBTwkZFMqp/R7Tk0/DAA17W0blJ Q3alYsJ7R8VBoeCa6dmOt/CsFbhOdWchrdaWbT+FImij0vzLntVsJOsUrR7Q 8R4qBAkfZ7wQAVO4Hbb98zhEs7PIUNLmgW2/L/votwqxoWa84syeFW6c6nNV L85jC/MF3EKKBEiJtok4nDCB5XBtw/ex6KATLPnf6MKDrsryFLEvbNA2nHbQ /CoHiFSVmXxKLYO0xfo+hzc89DArQZEWMIdJsvdvjFTDI2vHJqPGWzxQK+Pc k2a4iDWpHUiLbaGDV4FTCswmOij8dT99eoaDqqxDTjSYrPybK1W4zod09J41 LE6/ygA+PhuiJuepoMpk88vD8VyAN+TH1p5lA74oOXDhHhtNv4ia+qufi/au dU2Zf8tFeV7KdnJyNJSxqWef2c0VLo/93n4qBA9KZatuULppaFzUtDloToi9 it7M03gugQyrbjOvD/EQJ9dDyve5CIpzk3n9bJSKHCI+yUWkiCKdHd4Nahsn obpC+ZbtSpKIx18LlLo+QhyeG0dNo6B8R9LvS2VU8H795OIBIyq6LZMslE3h gtorjS+lS3vh3dtlSr159JX9JtUTKSzgE6ib51C8gCk8274TidHBflBb7pRN BzLOGwsi3rGQXoDqYsx2DriURkp0GCKiNSrDshFKg1jDZ7hG6gQelROvehqu mcL+WS9CZuDK4Xgkp1ThJRctFtt0RmXPwVk3WSv78GWsdMJ+i0jfD+z0nqVT m43xqCJFQHxTOY4Fv+LeHfYjArPbPPF8x1EM2eW38314QJi/5Fl4lgxSu7DH g5Z/oEJ2w+PdBySB+N9XyhVYM9j8tbgJlM5D5dunhz/QZ+CZm6FGTcNMdGiA TDU0pKCW/+YO7XWWQI37cfMUKzJavTfugUEOA60v+flNPnwQ6p4WkJz5Umgk 4qMpg7aAac72bCARpdAZO9q63VweoLTvavNFoujtRYfxT+k0pELYAmIsySh1 IjiXrMkAFyQJNlPUTtguuaMgTjsAZq6dUG80H8TOp4cr+XmLoy3Kfam2oA87 ppwl3kYXYvvLoiw+60xgB9rLM3ONJ7HagZ+98hrLWH3iXG48nYG63p/I37SO DU7tGq8QLV/hvAAf7DnFQUtBhz8ELPJQo/XC3ioqB83pH+ps62aguLPWyXdX k5Gn5uc9OfIspLHjefH9TBEkfUWG/cptBmo5LL0nnFmC9Kfve4V8AghIXTf3 U5AHvXaGJ9+uYaBI1qfpr4u/oHG8UD5Qi47eifxJ6r1zDsbpCjpbgiXRvpSy NsJSD+zWE5doVuqDRtoelQNGOPChUS1DvaoCO9ESUuJcgQOrVPD3DxAlgX1+ C/HxGBn4/5oAmW7iqGKri9alVySwb5qPudDE0N7D18woQ1Kg29udNJqfCF1X 17DXF0uBW/0xnRu2D8LBZT5tZJYFVivEhPqcXLkfj3YRsY9MMO2jWqCrT0Ly T15ZV1J5oFHl7IsMRzxKnDm+jjDCBH8qdzE+hmRg+SaCyA5LDip+QV/Wx9jg eO6BzwryHATsxIIImniknRl/MHoLA/nfbDRbVbGITb05GR06ykTabo9xd3MX sSCdVLKAwkIOdnGEvGEakJ7LfJ4ZxkJlmzQ69LQ5oHuNWrZ5EhGFrD6AGzZc gIuRT9LM64mItPncj61m3zAtq9FQ+ZdktMsdajx6SwfKx28fTZ8ch1jeyCg8 J8SGjXvSfGInYMLuqoJaoSh4MXnxSfGdH7B5fpJEdOOBSJcWx4gLndiFqWaS hSYXiXSi5PDwLizw1tpUUqgkeCrtNJsmSwe65h9DBXU85KpZbaqmxAYFjAu7 WUV0RJpf+BO1xABLo/8JrsSJoe27vtlMjNJBqvpai9CbZDSsHHBMkcgBWqr3 h7XBDKRIWfov/OACroTV6reuXCR8cL6TX8RDy2SdaXsfNhI5/WadlSUPmW0+ snayg478erIlTp1gobeuJel6JRxQXWVsFaDHROpvcF50JzyQGFO99v0IGQla H0anRuJAUdWNFwchASl/y9tz4xoDJKTrFiZqiaER+R2VX4zp4F2aQl2ujhBC +5MX6vM5KH5SsL+kUwjr7LNu/+vKQFiKvIulcxd0FObnW8tLoVnX12k613/D kyO0JH6kCMrPNn1OqP0N3bD7E99ujcFz8baqr/NG4GM/nGBdgSTQdEloOWkw hoU1xfbEa5IQ9qZ6eHykCXu0IT3n8kQfZl1TdPidxSLmFxLK2qYxBLf93Gqb 8m0WQ2Ez7nw8AQTFGIQEDAuxbVN4/zdEMlBLqPrZSyCCRG9j5wqjRVjmUqXY GMEAj84eNRUmcdBpj4AdX4pooBhneuN9MwlpiFjEni5ngqWgS+1m9Gl4fMGA PriSg8oj+7pmNg3k3UxNd6vhgeK2Ogu9pAG4hBEe2PhzwG95NQq/7TlmC632 f6Oxwb9eKlSvDUyQXmq3aVCFt9Kjk09CFy74HzdqY1E= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 86-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81PsXx8cwmBmafaZIosUlXERC+n4rFClri/3em7RduYoisoUrV0hS di1SiZA11e+0WFokSpKQLMkaY+z0939wXuf1Og8+T87n8z5H6S8v24NkEonU uFj/7wvFTW2HO1hYa8W5nVcKpKC+2Br2n+CDcffHalQrhive9oTqbZKAkZHb a15WkbFMVfSvHebiuGW2xoimyQFN0YyT+KMpZOZ2VbzJRYBPmGUaykzzcGN5 h76SHwdz/BUCbsdL4b1G14s00oaIaOPpCWsfWfxdeTq2NFkA7Sfa+jcEsuDv tM7W0Fo6Dh9S6jqwRxobK7f80eJdgzyPR6+Mo7FxqSjF9rscF5hRc1n8XTx8 61Jie4xiBzG09KTPOiYVhyt3fF/3jQNXTZa0fHYRw4EqjzeYa/LAcpeMxIEW Mm5JXV5zlsSA/YgceXEDD+d5hTEK7OkwvnSNk74FDxedHk4pF0rBRMIf3h+W U3Gj7UZDraZ+tHvH4LS4BhVriXbfzCeGUMhgkk6DnpBo8yOlPqJLQ3I2Q0Fi JRPqhHEh/8SIiPzxiBrzQhkcousf58NeAqGzzhMVq1g4Jj3NjJEtDp7l/Ds9 AgqWv3o3vU+xF11OspVdc4kH0q2ONeglDfpl1Tuo4dOEj+bfa018J1FsWEyE 3vwMkVIcwzxZycdvzPjWmZILRLGb9Lb2WxzscW2yQcu3H+1kOXVojUpA8pZg m5QcFkQ73zZ4NyGGuy48y1lhxINYmmG+vRkJz3rdG1/vzMf6roh5+zMfOjvq zfssmfgCL0NpSpUFlsvc/6pMEMB8t5OKhOQ4IXfj6AYFihhw/W70FkQ8Id6r //P4fTEXdv3qeZBvNYkObhBknI0bQd9MDMJqrnFBdij/0eoKNj5au6bUtWIW 7YuK2NMMVLA/uzVhU/wsoWP/d/qZ1SPERY/GirxVFNx24U+n39dOEWyX+66P RHwI2pGm0uHPgGrXKU2rLw+JveknW9kNUuD2PfeAQJeGc8Fx2WcBBz9QnKn6 LZoJ5UreGkQYGUfWGylnb6eAkmf5q4wnP9D9tieZoc96COCKSi3l5pDgamjh 7+0cTEVWPv3EPDqgONJ/wIeDFY5GcKx0yDAt67L91BcWjg5vUNbu48DMrbnI OXEBllS8ubq+fRwl5lpE3h2tIpIcUw1LTlDwU/3u6L3F0+hoORPkkin44o0N ct96JfFrV7qu9zwPfkmx5TLK6gi/FaUHEp8IwHbef+nPCQl8JID4fH6/DJy4 EXhGED+ADsolcZiYgyuz0tX8nv8gsrwa8pIaBtEHuQivx3veEXaP1Nu8j3LB jjP1/l/6BMHn3ZUcXUGCgOmhPZ+iuwjXSq1vtkEsyDl7J6NrgotvGdujZr8e VFbwX6ZnBRP8CvcE6wVRcUrBwje/teMoTe/ljuRWLj50QLPmUJMMYF16ww9N OmjxHiluNpklPGdDW2t9hlBiXPx6+UIOrPrH8dfEOBNw1KqRIGcmzmJXiNp+ UuBqvjyl9xAH/uyCRN627+j6/VfuTc0zxHjZ1wm50wz8oIHqtIXUhmzIpzV7 HVkwplE6c3l8Al3+supedLksOIVsrjY4Q8Pv2o/1tUR1E3RDysLFhxzINjfu M9wrDb+a/UocwuKQ4Btz1MhwgYg/s07zsRIVFzYmx5DPTRD1Wz1eFzqwcPox P1+1x9LQuU6cao3Z+KOGaYT6ABUrD/s8/ik2TDhoSt0Tn2Th6vCaU+46dHz3 TLt3nicHmy7se6NoJMAi9jurngA2qMXkyqfkC8BAwtlurW8XOplUTex8No44 wZXsv9NpeEDXpdozUAAWLy5wesuYuKZVQXR+aJQYNPscZ1dAg+r3lN32DDI+ Xt5TZOvDAodiSWG2IxU3a+/2Gf3wgThhhWPphzlQseq+u0mzOKxRmX3ZuZwL 1IeZD9/Smgllf2Fh1gsxXB2/XEG9igwMh11ZKroCnHexsDOvR4T668hrp0zZ sEEjJdP0zwU0N5vPv0+TweE6K+USosbRLb5dmPmikxblg1M+S+D2itJUyS9c vLMvcU3DSwEWqywx+5RWQlRzHhWN8SXA2vXNltorArzHJGukS4WE32jYpMfU M/Gah6BlHc/G9wdyMianeDDycMeNosOLvIioJLXeWczbs4cFbS4c7O29+rxo lo71HL8wBxr4MPni/MShXj5YdUnXZ2fzoNR5cOORIDKWZEdbXkxjwajE9jr/ GSFac+rx08SXDNhUmcyO7ReAzrkl/iXXxCHeQ+71kxE6GMU6V+yrloQNxl41 GmtEhOUZTRprORME9iuwSnszofAp1jbxiCzkuUoNBpfQcbp9bI6S4hJIlksR yqfy8alLTOtznb3EteQSle5cJjiwGVd6c3nY208/16VoDhXx9hcbl7KwJX5W 6naTieWftFy2+sEDg1Nq8/9t5GEdO2HBkY3SoKA6JH9OpQ9VfCtt77KSgFJK pOcmhQk0J5pOOmhdToxG8YqVX/KBCEp1/eI9T0x7yFs5hf1C4TMJ5JtzPeio 6cIRdRMySIU9qJK5IkSBr/jXhnwo+D7IhlzfM4rAIa/J3luAH6nte9wvQcdp 7aiwb/c4sTfY+I3leiamHosoVeZMofrnMfZeA1zY+12avmkTDRQMnwoDXBlQ a0mapVlJw0endb7HQhdz+uDHV6WwPsLM8+3vgc+YMHyueTuLMYeOqk37X09i wj8OjJXb+AJst8V3Tm1EEhrPuox+ymDAxkjlkOkvNEgbC7wrrc3CAbo9R1W7 24gmWeP8eN1TBPdGFm+wpR+dyQhT8fGiwl373bfOBn5Hzr/doDYwhehYo987 pDSObJpKr981EaG+yCTnfqNFH1+euXuJyYJx4rmP1GY+PrJ1tFyidAxJJPYi l60CmDHc29rQwYLOSLLEu2waeGp/Nr2lxAEx2ke102fFYWmEHPeVxxSh8v4J 62kDCZgPP3QL7cVx+mY/mQXffOL45rCU5McsqGWoSoeNDBMml4RKfjpMUE/Q GhuXP0PE68e11gfKwhK1S7Je37qIDgOqTJ1KD2Ee79+cPimGP9ZqZGlWliPT GZunsWfIeJkqOceGIov3zeV2q8fTse/AGL7uQYWWZIvNtJ00bD5pjw4wJCGk Hs9p8li4w+uw1EjeZeJOWUqDxQQTX+n9r3X1xj5ia4bvlhccPl6u/F+Itzsf PpoX9W1r5OJJb7V8fUMpKK4jpnIHuHi8YiurOSgLxTssT4iOEUDRC+YvQ8TF 77hV8hRHAWAHSX9xbTKoZqkHbF5gg29SrcWy8nlE2tEWbDPEBV2PQtK1u/Mo x3m770Y6D1wc4sVzhxjYJqJWqzGWByXrtFoMdHlYvyZVobRNCoKW25CGNs0R LiglMYYpDVLqp7vWW3xFcaEi7ONOh62HCa17jUx8+7JeuEqLkEC5wyPEaSGq WpUd1xw8TiRuq8x/JpTAfg2fY+gFPUTdrEiK4rHIFUb+R2+3dhQwUSe1S5sP D167n5xu/Yr8rqxIkwqRxdVUoeGuOhbW39kcEle1eAcTbxZWmfJxPitgG6eA CfuvSu4Q7+LghZGncRHxkhB96LT5RBkbp2mu2BWSJA3h9N4VgkVO66jlDOni KSIpNuiT7jEeNB58kGHwgIe3l5WylFdzQfMt6TjTjYxL1j/XPtRHg7h3d6LT oki468bi9D0Ffvuaa3rxXxYueLNN1zBKGoaVjCu+mDCxUrff80kjEUE4uQdU 5/EgIas/1WlMRFQ53UhOOMiC0MzRdxqvvhKuwrw8a6Ul0PlUSZIaN0K4DzOu 2keJQQ3ldOuO2hHCA+WMfb3yk6C76fu/HPtJFPqQ4lbmy+L+6W2Zx36OotA3 MZ2XtKXAM1Gx9ud0Pbq3OuNW+FgPshm4aO+hTcI+QSEcPa1+YsgyOMM2eQ5B 6NRhe7I4VldTpM5TJpDeBNn3LUUa6zcotj8wkMKXvUz+Kt8yT1jfFBzc78TB 9044bhde5YGb8Z2TMudYuIi0/eKHOilQMTWINszn4gX/4CYL5iRxKK3U6bsb B6vec6qq4zLwv5LDUYwyAR5U0qDZNzxH2WahrhR1Pk44rko/vnpxDzOefqKf AlD9MqjmXUiHjE7+scQnXAhcW9NvMfcaNaXWJ6YWCkC/8bsLSX/xLwrAK9Tm WOB2L3j3+Y/imOOjNdJ8ng1/Lv+1/tgpLj4SY7QnfZUM+CYsC9/2mgcKttrX 7VwoUJZycMC38yua4jpbfByQhsyhysr4g3w8IxN74UmfkPjX6eH7C2YCyNn1 21In6jekRG7ZO2O3gAY5ZYq+f4jhgvufut/cGyFi90ZeCnouie0iaRJTCTyY O6trlrJWEscYjs+4rmJjuq+7yPGlNI7Ue/803JqPM7U/neigLsHGt0uGy124 sM/yZKKODg9vNjFSTdLjwP8Ag/o9Qg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 87-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfc/1e8fxg/nHIdzOs4+JzM0pCGKlnLfSpTKikqiPomUljJLQloSWnbS 0LJnhXq/WiiUSDJCNmUem/j6/nA9rj/gGk/VAycsHSVJJFLpjP7vfxNkeLHA w1rKF7ZGpNHgXNXwMoqdFPT2Pp3/6aMkjq1yM7hmTsXVE4V6dE0edKzY1jto PYGM9kWSK+1EeOujBybKDDreqfcgY2lsN/HldNvWRCM2blcbC8mJEgGl4a7L hCUPjsb+rvUvYmBK9EOPoBY6Xq9Wvb/atRDJzb/O39bHwzlD0Zbt8nzI2Oir Hxkkwo9v3a4PntNAPNoc+mM4g4ED1RraFzfxwITgDB3TJmMf9dcrt2gKoK4z LLjxOwVXxygWniOxYF6J3rcsVxFOPhHASrNiQGjR7kcul0U4w7Mn+qWYBtdc mamDwMDllqvXalV2IUYdd7qqnIG1hkwfpRDd6J8ey4ymN0T88iLF5DOkIWpD 0BeNcg6UikP9TgYPEVnAuViSzcJ+Ot6hblxZGPS8IK3Vz8XBd2ONWAlk2Hhy 7eKvZjSsEPn8bsecNsRX+fGT8lME0rV7CtEnOrSryTZRVkwSbppHFxi6jyBW nMx/tRX/iOisYPbpPCH2FdVKBUaQIGuf9Mb6xzzsaNoeemV9N9rKsW3Q6qdA CGvZdE8AD4L2Pl1TNiyB+/Zk++R7iCCEvjbFyoiEpfKK7hWQufi6IE51VIMD 5NWOQtuvksD3etiWdvENoSvf2WHRJITt062ZKWYj6I2RRE/MyX7UZLgmoPA+ H+qSvBfqp/PxkaL5OfavJpD/7oF9qzxmgdW5DTfXhU0QL4YDqr11+4kbTuWv kudSsdU1xWn7tHGCa5dqnz8kBPax10+fHeRAgf2oplldLuEUVzZmakmHfe2J DiIdOo7nWx7rlBPgzDnjHxcGsYHrf1JGxZ2CL33VU0swpkLQlCfz/em/KPXX m3v+71qJkC7JzT2y00gU6Z++rJ6Hr6Ydf+t6koQd5vR2ObjxcCSq0l+rSIEx pp2xRx0HDzeseadBEsL448lLk2QRnn9+04MX7BF0O9Hk0vP+j8TKOTezFmfR 8NtVLUE7s8bQi5oEiZh6Gr7xcKV8U5sUjtC8q/xiBwtOPfQ5Iwr7g5zkedJ7 jAQ4L/7uIq/3ncR2pbf889W96Lv8xROvrcuIDOma/5TChLCDN1pxmTFMvHU2 /zxWJgFnx7qtfwY1EztcapeYW/Pgyblncc3DfNxsXlA7kNuOXqRdu3fsFRvG f0HwrSWzcHTaVJPXgkGUYL3UejFThA85aBYeqpwF7WPLWj/RZUFLkD9H33CC kPTvvt5t1Iduh4atUEjnwS7lZdyA11zAV+b2+u5l40joU4xC0hCZokBtO8SD VehTxYHsTvQg9fPByqpxIn5zqaWaAwdnfpOxNSD9Qrvz72VrzOx6YGnO+J3B YfRpXUaE/VE22PrpF6w5Q8esf3S5l+ltBGMtdepGLg84nc2zvVrpMF3llW0T EIou1aiqyWSRIOzMYs3XqjK4qHv3UcXfo8TXDU7F6TYc7Krzna23iwG/F5Nl zDEX73rnakFKmIXVetxe90n0EMvz1ztn1PBwQWChx8HlDKxkNRj43kuAN03t KpmjJ8JtCTE514/xYVFwokJ0igjmmTyLpPq3otPhBcTWd4PIhRw/MXWYif/o 2BUc8xFBiq8blXqGiwtrlYaudvcTqwrFrs2+TCiooJpasSSxrm1h3gYTHthk SYkT9sjgP679u8uoVcQpMxzCcObBQpe+ne7dVJivPvHptyIfzEODy7Q8qwk1 b3F6/AcJbMb54Xj1DQVYNtvj1XVEeMjPulxvxSjqKpVcMLqJC3yB8vmYTyQ8 OZEiTKXPwhXFf3Od04fRY+GOgC08Ng5dEgicWTRc/yonRqqOj0v26i/5sUIK zO1LDIoiRPhF9JKHv2okcMlSi7vBX9n4MI0wVQ7k49Q/T+JGRgXgZMNhmRwS YFfXeVeHJhhYP678o+dfEeTs/bv6sK8krpsrV5/vwYN+inGp97gY7Si/cD47 jAPr8qK4IV0i0NpTe8wwgwphTvLFb3oZsPrJYddLi2Vg5foThUvnDxFFO985 lpRyQGSljNXrq4jZZV9O5GM2JNvT/p7PnvnhMVc1VgIbouSjxQoxQsyx2HXz +pZO4n5UtnpLIhu+MVo69otF2NVrVaJdxiRCs/PPK97i4W34Xc6+R2z89/0H YeAHOihpdCtcUO9Ah1uOnPxwSgpyqJeOrVMaRgpVsu3Uhlyi/4ogS+2TEN4+ 0h0w20SCMScFM9uAaZQxQVkcu60DHdk0dXiJoSR4scvA5/EQ8vksvN/tRsUu spbbdi8UI7BJrrSa4cDofRXl/XVMHFuP0jtMB4n3wcWp3u0cLONyMUeNN4ra VvKJRGUR7GyXZqxbR4enC37ZX7bmQNE20gTdTBqCvxhw7oQIYG5mZ6NqQAeR kc9c+PIiF3ouVBlzWJMopUdcYWDNhZM2LJWNQhGO3Pqq4dFuGSg/Z9f/M44F yG72Wb00JsQO+DyX1uZgH+0qLe/ARqKSuT4lTMeD0P58ubU2qRudiQtQdzsh A+QFyb7fBzvR3oUPZb6xxaj8y+pHq9EwsqjMefDccAiV5Pak/2GQccGd8ee3 2BwI0bhdYXiaCce0azY9VuXBkuoy85VBVJh9UZ7/2WmUCOLsnhcZLgns3O8t YisyXhRWWiFbmUYc1w+IjnrNgTbFcU+d2f2E4S2xqtfymfyKD4R21fgQYatC a7/6MGEe0/lZyVgr0bBGZlapeiuhF84p3ltLxj+KlsZr5r1EtyrfqvKOUrCc huQTCyoT91m63jf2kMXufwbwAycZsPQpUhLLMvGWESvkwJKCWdeb/JV+c3HD CWdab/IdQscg8/7YGy6OaLtWO291B5Feo/q8RlKER1wXpaxaS4PUidH3Pcoi PPhqA6fKNx7JLt9qE/uPD+7hRSZyL/8h48rl8aAiAh2ndNL95/+Ql0rVsxID EdjZhJETu1l4QP34rfUVIsherFW9RkeA5XyMzhntp4OvogWpe90kkWd7KcM9 kg60JZ7NK0waUS63pnpokyxscCa0ksrZ+NRnFeNrvUMESuzpJTzF6JDfSs33 T4aJ2xvzUt6JKbg4esBzaKSdKJ0YolGdRFiPvZ4aVdSIzg6X0rZrz3C2Liqr +X4T8opQjqX5MXGkrUt7ZBIPr9pa5Rf6UQROWac8To4L8FTv29CLYVKwuXBR W28qH8dqKm/3C5cGofukze9EEZQ7ZsatyRTgs+XWV5w3CEHzC+k4e58kFpYe aKjLZ0Jo2bOg2CsknPZY81GUsjQsbEzcdOMyB5edZwS8UmRAj+r6V3WGbOyz x+9EkucIQdgePFuQLADGvVft+gajxEfbh1E3HTlAL7cTrw5pIuzFycnmqrLg MO3mZ3uynzjYw4q0uiIBRh8WyE+F9hNO6MlAY0QfIa+u8Ucub4BIdyOFqqQw sXb47e/OFWLkXxL8+5Y2DT6HKoUeT/yGkubFPQ4caEWb1dRZ+1slsJuvH09X q4vQ5cbPMY+ZRuA/6mwlScZalM11fTtHke6wpPsXqjR+0WobQEmUwXdOGB54 afCPOHf6SavfQQFOOrXHWBwpgCaDU4NX9vBwBsn4xvdSGmQmCGVptUI85X2+ 0oQ9Qnw+ZBYRdFiANZJsP5byWdhCIXCRXLcQfBYUdplMFqPTlycvODTyYF/S edOrP8j4MQTXjfjw4T/F6RUuHnx8v4uWtkaOBe435QI3FgtgyxqXU0GxNHgR 7fjH/XcjWta+wuNrEAPudeflhTkKMSZryBaQhonLtrkV141EAExR4khPM1KV rN45vmMK7Tr8n6mpDhmnpf5sKUnqJT6OLo3dv1AG77hEp4zeFABKZmpPnpHG wWsHx+3nzvAyxAIyDzLwJd2Kt4HmQnxBvqjaLIqN1z/N7nlpx4cvBhe0G4+K sL6hnka4Lg+k4u0dDl2f2cdD7SJvi06keNN0w9/BGb7reSlsGxpG4hZl4ZYs WZDKqdf/0zqFrntYDMR+ZsMR28z+3Cpp/KPdddtUBgvI1iu2xSixcanrr7vG aWToC/9on1Q0Shx85mZSeoYOxcwO+78HpPD8uPkFVdsHiXx079e6258IqydV vh6sTlQ//xtYy0mAYvOHbscWMs4xlzdJTSFBx5IjNw9FUPGW3cqW4VMjaF3i GKVnCxvf9k3l1hkPE+sLSxLvNXHx8e1B/dcIPr49OKUSnsCe6QHXWzddiKvX tqIWigA77FTpqu1tJvY4iCv+NYpwaioroeMsBf8P7g4oCA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 88-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk8FGofhsfOMGbGbKEIiXQSCqV4/opCpZQ6dWQUcVqOtCiSOrYWe1qI 0KKoEBEV5Xmqk60oRZJdJUZMY4xtqLf3w/27v94frt996XkHbPSVpVAoVb/z /+7O2PlzbyMHzHQi16QUKpGhJK/Zug+ViVB427DmpSx0CqV9exKUoEVatYxq yiIGawqsflj+RKu8Lss1efKA66Vt5FqtBluW3ShakD6I2fqted1TTPimP5FQ msojdebaz1Z4cMg/6d2t4dWqsOVFv9HlRzSw1W/Z0XKwCsn9hwZ1VLhQKknb +E2LTfyr65aUpatDlH7nt/k9LNJ5KnJogZUChBo9tXI25RCtkpZrTxV+77ky s+oEhU5Sy5UqzfLU4d3GJTZmTQIkrd1SJMHqYCZxvXkPD6JqyZz7N46O4fZg ypUnqsqktfGe1/h9FqkTJ4YdiJPgF2Iqq+oUE8IWH0sM1FAneUPeXqZCNsRl pK+i35IjOaApc/iFCmhfvpvRp9uLYoXG08jkFw40/Weuw5ExpBt9987R4xSS 9iCOcbicC0WfaFrLtsiSB17KKzuyWXCAvf2qr/EPtIbp0Wkmkie3L672tD/H ITHbby99OyoDJfEZw6/7WBDPydQbn8ckEctvxtXWyBN2cFZv4akK3Cr0mDRa JUY9Dksjqq6zyc0Ki/ceHVzYW21Yyn8sRX4xl/IjA+nE/cSK88vPSbHmR8Gb OnkxTvJ79zjfQAHy7Ky4P05OYw3PAv4TCZfk5SyhjyxhkUr+uOn6tjI84GgV K+XSiNe3XB/eYip4L3JeoLKRB8W6ky+NYxgkids+c+CKIpx+s0z/1moFksP4 7Fx3UIgK2iuuhj//imXsdqUmzZMB3uXw+ws7WFA6LuxWmy8LPrpCgU8gCzQq WO25SxXJBM1z9dE2JmS/2lz36MQEupjrcvqu6CXW2TB1y9OCCs+sv8RseTCB fgn7D6/cSYWkLCutnl5F8GucO3VhPZMcygoN4Z0bQO/5ww5zI3lQfi3DJPhF P67o/SAISxWhRq1TAU83v8Wbbld43y6UI8cnBjd/jPmM+Q42jh88OSTnxJ3M z6NsKLqat651qQA9LIy96v+YQcbeHjfTM6BDWuHPnuC5I8g1UfXvhlQGMeM8 0bVzkGJLi4Q+k2kRuph4bpH2b27GNtRRmKVsAmcNhCe3M+BGVO9o4GsquXxP W6H3bxaZSC8PStjzHd0oqN3V1DyJw6+oJ620ZkFxg4qHPaUd5a5KLk+y4JDh BaWTl0ZG0XKrKpm4uRrEI8yucmkIFZ7s80sqZ/djVRuFn0llLJIVaVyd+ZhG fjUHl2yLSEQptWc0yBFZci5kvulTPRUQaju9HTkpxW9W+L26v40JUluStdVa nXTPl1PZABrQYO2Jltymg/5Q4NMfMkP4dOOO+0jEgcqoqqO7LFQhRFOO2l7G A8eff77WXcaDbxejh+IucIlJXK522j0e8exoDp5+8Q0dTq7Ea56PoMpWsx1j wICBxZ6V/qE8Ipit1B+yjw1VrbMk0YMiXGxb1BqxlkEq3yu4utNloeHMCFx1 45BtDxTFt/5SgeY7KlO5B1vwofWQoLqbRUZCRA8blykTQyNpTfdMNskejhQ1 zGnD+sfE96/9JwPHDs2YVhtUJPRt664ZLeZBi46gqrZiEgnqZOeOO2oQr50O NinxsjAlvcctoKoBo/9rsw97AmVzN0U4sxiw+a8tlZeCVaDjcekVxTY2RBdS /dKjlckG/mv76hQeyLsGRCSXy8HrBW4ZcW8YYGnjpH4ijwsFAzmZY+McEjr+ UjM+hwcHD86JlkhVgfaQdFVGcIhIfnXdsUkxmjwvqLm+h0WWl6dqJAh45OKd zHl7J5XIOT+tVxVCVVIWZ7/FokGVWNkGVC0wlOB9nmqHDPNZhOeuA0YdzfjT Lg/WplEmyecrff+3RBUuqN76aOGrQVK10sTaV7hQ8ud80c7hAXw9tcToSy6D HDbI3K9/gwNr4Xmp100GsJ0U4hddopFZ8wa1I436kP8o85fxG2VSqnDaf/ms UXR95R3Lf4ueYtFZzgP9Gi6xDsKvdkplyISf9nqPiF/It0rX88MnAdrr+HPP Hw6yhJOxz913cAyF1nKvDwYqALsqqMDgDwki2/Kb3A/yYOTr8QfzwxiQ3oHu 97mOYK2IEtrpGhao7DtVqs8aRw07xK42xixSvZYipa5XJp1OtoqT73jEoLi/ Sy+iDx8U9anuCWaTocjm1Uz6FHLKbR9qWcEmB7bRZ6/k8sDW/2w0XU6NvDvh KfqYSSdq8aYGVX8zSPpw6F1lcybIgSR5oX0PbqLZ3ju3+Cie8i390e/7A4Vk RhgFBqgQwTtn57yC72i7cZZKA0OMxoIyfcyTx5FbU+mNuw4SpCfjX/tYTQEq L03evcBgkkWShNm8VQzib/7JMVuPRdalb80wrFciM05psWv9xnGaiZRPj5Un jLLGL2J3OUgoeqWE0orwfruItNSnTPKNFrA18Mswdrgg1gu2YJCtYXKn6z// i89ZJ7a+CaWRkynfNgY79+HOpSpqdUZfsWLBQsqUSAE+VC+4Zlr+CI27+0UL khRBc55sjpsCDQJ849ZZNzHgyMAw3PBTIXszrtfkqDPAecwd+dAVyYMWR519 7WzoDNitJMy/hPldDfTCh2xI6Y1tnbOkD58xiZ/93IJHjiRXu2g+mkYvswdm 7Jv7e8dMN8rg8ilsEK9HidxFI0p/BH1e5NKF3JevFUWWMciK3dgs7x0DehME b/XtxjHKHRLiIDH6vCQrqUxlAl9cWX7vuVge6g2Dop1OCHCdVKKk4MeDwd3U S8fietDx0TqldeZcsjHxiXpsyhcUnKKTrhRGg09y1XLrKjhgvaY5LPElj8R2 79wjaONCuqnOurBkZaKY3dL2bD+DJL69E5N+lgLX+0MZ0zlUYtyV65h0hgl3 tLq7CkZpZEjP9nGbAwPu4Mzz4cIJjD12Ha/M55CEMbru6vpJ/NIjK/W8L5OA G+VVffgXzBfn52/QUycu/8yv7HIU411D9MvuZ2XIL7uUmc27xdgP5Qx3pfzA m/R3qO8uHsH3AymJs+/RoEeiPWDeL0Hhr+O6L5grkVgcyjc58x7lzcnMjhr+ iipdcnsWVclB4MkwlqWZAD8rkHefEyQDJHx8t7usHLjuHzaz751ElqOyR+oV lMGl7PjkDL4aXApw8H5kP41nUvjC4Js8yDv012rxZQ7ZmCHKuuLDgSLK6qTG OiVS7u7vQL3Lg3l5Hi/r2HQoyxWrxoxxiFfev67RH+SA1pKmmXyTS3bO/LVo 31E2zNnr0WO/kEmOnNeMWvmKQ271chbCDCp5mOY7cKS7C83wpj7bdkCdXB0s Lz/ny4VG66yQBW7j+IxH2fv4VTxSyPpSlq3Ui/RkW7ZMbvqJGno1H3ssVYDC go9fXucJ8cHwCfKwThU2nabKj5/nELumsVGuuirE2YxM8g00wGt/neLyVepw 2vL9s6gNXHCTXnGy3qoBtrdLhh55sklM9Qd9UsolR7LMq4+59aOamphby9S5 ZHhZsPZayShqOONXETLGIIqlHXYDX38imYT9pDhBg+z1KBaVNSuDleJsC5so JpHbvGjtlVkMSB4z6OI/VyA/kl/y86rHcbHaBO/JShp5Revjf/dWBEX1XTbh B0bxE3S1ffnFGqx3NrjNtGgAdRg2kM2aMuRPPdM941IFKN2g5VJwj0Kyh7bT y9qUwHmrzsbkn2NoIqZ+YShFAy6eLNBoWz2K/1pv8pXTyYb962JEsfi3P0ax SrWvBjz8qnHM8j4XHsJ29XobHvhsmS1oFX7GR2uZw76fOMTnblxAiQydhPNz 976L5pC1f9IP/V0/jW/kr5I9sYFDemZPoT5LKlg5OU5Kfv+GwQzvzkFdFrDt T8ddNFMmjv/IeE8ZVeO3mU51hXHTWNO0Kel9mSpYoWGnkvRhvKfbPzdM/rff pWUq/Bk16DXjrXtzMIM0yTRcKk/9grScp2saIxmQaCI6XOM9jS7cfrP9zSwN oEVtWmguUIaEaQlE5TJJsOd01C8VVegIdgq53CbE/cb+A0GyiuAa6p/W8pvD Shm7hXEe8hDo7HWzUcqGB0HFelct6FDLL6WqPZ3ENjuSvTJimKD333eXEJMP yFuzbHSYy4Riw+R16XQZOKxHMUhy4UCFg8HtuBfq5H8ZJAHG "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 89-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlHk81Pkfx8c5Y9B8Z8bMOCohyZJsSWXxfecqooiUFVqVzUZURCFRJFlX lFtFJXKV1FI+n9qSMwnJuoUsmVn3za/fH6/H88/nX8+XkqvXgRPCFArl1Y/9 n/f6yleirCWxQJCjWv1OGKavDVpk0ejQtvD+F7oWGwvuXfd+VEwBM5ckkRYn HnTE+yXrNzDA/pd7TzaljSK1vHtHtXrZ8E15Lro0mYd/P+gytiuFhz3SettD qiRB7rqspJsHAQbKbUfbzrwnt84saJ4fJuCqcvc3jT42FoVBbHaGCoFqr3TN tTh4d2e70e0zEtCWuvp9EIWBXfYrpwtNEPDpwA497ZZhMmvfRx3+EgHaU/uy C9Ao2Vh2tteRP4c6/SmpLyVp+JFo+3qDtxxcPxFz2TtqCvXPOEv/6cSGyzoX YnxYq3BUnOBBgzIPotLTzBj3RXBMUKmx3AUpUEjKTR9SHCT/We+2I3eHEPbR 8thg4jtDXv4l0U9vuzBOKYkizpVz4ZjqkMeosSgucaEZdz1gg1b96xmP9jFy L9OxW3tMFBfWZzo1NfNw5JGcnR+nheAfdcZUC4ULf3IylGbVmTjxpo1a0Jw4 lvHPGiwKq0DTjfPLHKspss9kZ+j7uzJYLZxd//Q3JrYLMorXj11AmsuPrDpE p1Cc26e/8lXEILoj7st1SwpmORU6v5zi4k4v0ZRLhhxc6Tyrtb+jDB0hX6jI sgns8i3vGE+HDlu8A9KyFmkQ3vCL8v3dYjjqwjY5naNjZGFnRWbImwFEv71r NntGGHhJIcWbu9iQ11GSqSMjCscUBcPHfNjA887SYsTS8Jy00+7zHUx4mnO3 QkJzkUzIswjPHXuHRu6Iby2YkILX2/sj7UvmSEr1ntxQNWmIy9KV7xsUh9Mx 8yUPlNj4bFbgRV7sCGlN3F9xODdBNsuHeb06+BHNKpz8VP1GDAfMjR78EvkV JReu/ySfzsMPgx5lfJ2WgTnD2qiphe/k86IbmZ5/EXjZa8tMmQ4TUoqW+/w3 TJLibf2+lYdZWJvzUtHQZAEVDVXbBPdOkAkxsVsVitk400c7sugrF0OEiuDS EQLUt9bunE+XxkkFCmKDv7Px47RoQZibgLxXWHO8pXUeCT8Py7yjz4GnjRKO uyidZOrDsF/NPXl4fFPpfOLkNDm2blewHkMGO142rNx5kQ6M74qNQi9GkKSe 2HJcGRuvqOT8NONB4JVW/2cOoTGkXZuT6N9uojj2oobWKyUJOCOrPEkeW0YN Rm61xQ5MMKSGpXg/IXCvhoiENbAAOHQVs0tMUOb7vPpPiI+sTZsPtxkPk+du VaK9byZJoyPJugnTTBjRcar0DOThxwxkZRTHhffta6auj46h0bfV4fYiLFzZ JLbPjiEMfo6t/JQYHnYoEZ+4/6sEGO61Dn+xtgOd3Q/RkifZ+PTWqvV7q+hY VW2hune1DCY1N9ZEy3cj5QsTxXfeCoFVF+62spfADAerO2o6PMiRLFXpiV4i h+uFN8yasvD5J5OSq0NEYXGhgFtI/9HRNZP2O88XyAdc21BzNgHptqLuRzZI QddfpaniHTJwepCYhLWS2Nq5blfVbR78tk1Wr+uDGNRtskmPaiB+/IrU0ug7 Hh4T3V1/YX6CbLoCYxY+HKxfnsyKHuZhsx2W9ivBdBzrJl9bIZDEDs87i1Qq VmFdA6/3m1SnkE2ttf1QBQfz7NaCWlcrOl/D1xe0sXG+M/V78DNJOFfQr+Zv J4OT5VMmFFK5ELh9vO5jHx/dTX6m1p9HYL3fGz4kDvHAEt6UumQTsOXGwJ7W wwReoz6qcEVtiGxKLWWvPSWJS8XCPfXXTJMp9wfiqe4YjUVwSpSruVj3Zuq6 8G4RPOemsN8xdIUM8Cn52JU/Sv5huuyuaSKMLRJ6llLPzJOBNdy7oz5isFf1 0BYttxkSO+S32J3hQd2AvOFpfRakdZHFQ/smUc5y8KxJFwckToWVKrNnSc+n /AhhTQ6usqQs0PfTsNn973FRmVzMv9K6m8lYJH0O6J11PM7F3g6MdcZcHtiK GZ8ip1bhT0FOY18yGFhJI3nUX4mF08YDc2k/M0GFHmaTp9mPWqQNCmJ1zqOA zvEod8Vx8mJGqJqPlwROpmT8KVIiII9szJJoJCZIH9mJpxs1F0ibltJ7uSZT pPY25fDzxlSoTJzPvUkw8bpQg+8Gi0zs+fM/pv/vPn+duYC1n45lw+Rlatxm keuFPaLqJeKYKGvun7ATAaefdv4tG1OCThuGpiS/YmLV9UJdCr2TyOTmhJL/ FgJH82vztmaGoNjtMe0NgdJ4k2/IvFPrMOreKSFVrzaANuc/0W8BGnyu2nRH q/wFaZT75GXiGA3k1IUf2ohJg/9t24RTKSzwHRmHe24SeONrDeZ8BRPMZ+zI Ywxx7JD4aKMWgwfdXiepgvxE5ElVhYABLtwevNG+fscQMl397VmmAoEvrbah jOovopGrOtECAwJTNf2+brXoIYNoV+z/DWRho5NI+/EnAhKbb+xrrZlHZB5f gPwmSKWfiiO/5C2gBOPygjcTonAytVb9otkoql+Yooq58YBj+tmlJ7ifDJiu p1r9zMUR1+80TL4eJP1vr02jXpYGj6CM2M3qLBzz8VFkWgQFVkIHfR/7SuON PXmmcdeYwFH6Uv0smsB8JYO/OkwISEqtEql5tIiQ4/GAynwOrj5T7b6UuYTe OWYlx59g4jXzK4cFjwaR80R+vrXSKrwi9NzqveUUOs5nJNlFCOGq5KbJP85N ITfy4XjP7f9Qhm3zAuqZRsU+lJh1BdIQdHLt1bXbZ8mQuqjemz9TcYRfWyk/ oYV8vD7jwdXxAVI/8511SbsY+Fy6zN6mPYyqtD2NjlqJAA6ZPWknLAJ1qdHU oLIlctu0sO8HMRpERGgPtzswINHLxPXFriUU8FEnLiCLB08ou+Oa66nYM8PW nb/Ewr7xcleNazlYIuRARuNnKfw85cSIb28PmSvXe+O/RgJnjpaXx57ggjgt OLuvex5dcyxr+tOMhxX1Ow6+PzxEKgm32c/bLpPZuh+UanyoUFT4pb/usQDV G1Sc2Vu2CmzD6aKz8Rysnliz78qgNETpTc47q7Agq9vvRW4ZAeHbml5fteaC RiVLWtFMBgxynvFfOMlgZ0vLMHPMwuKlXYYjA8skJ0z8kn2oDP7D8elYWSsN MruXTn92ZGORg1stU9cQoHQ5S0NXiob/u/XO+XHVLKLFvu34pEHgWukh5++u 4rAjP7c7p24WvSQzO/UTqpGnq4ZeZyqf7FJtxAflhLD1320hXXtpUGotb1FY QMGabRXfN7vQwfzw2gO3lmfI88cY/6oPsCHhUiGrY/c0OjS21CjG5MFpq8ix G0gGfnOtl1hzUAaeD7AubCvmgmX2is7zeh62PMQ4+/uHJdTlXqD+azQP961b JIe20WFDteVLuW9MrCLr2j2qyAZtU1eio5yOTT2EXBfVqlCsfeQhFTsKltNq iWsqk4TIVxbrGuMmkXuvZ95lURb0+m3UFX9ZS9YRH+1a/Qn8Vn+7xdG3g6S8 +VJ18xUCrOzTYxf0KXAzp+FIwxoW6PI9mMsRkhC9NAVX83547z58utQrDV3+ ey4mdQhQ+YOVGSlbGuwL9Expy+VBQvtA+oNgcfAxd8luXpCBl7+1BFoYMKHG uZQu9WoeBY/EJw64skHp7XeLiz99Jv+NsBZjfmXBU9VbVmkMIZAJ8er8cI0H FSYqOVF/r8LZJblGVD8CW/lfkDK3GUcNfm7etbIEbhYKVZLsIeCoOfPB8Fkp nJ1ELwo4OYuq9CWE3NsWkan3LQ2zG2yY3SO/2aJvDlXs9zph7MqBsXhLsejV /6DUQ017FCNnyS0H3abfvVkgPyT5Ry810HC8irrNxaJFckpwSvPNixrSmxN7 3MZGCOzW7Ewt2DtLet1QM2GsnSa/LJvkRP9BhU1swrTlIQueEZxm/zcS8Fid 6vLJhwfnN1zNqTZaBf8D2NeuXQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 90-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk0FeofhY9jPA6d+ZybxKVMhRB1K3l/VygVUmgQuhTqFmUoaVAu6iKE ZGp2ZciUIRLv2yAlGowNMlQkmcdjPP/+H/baX/Zaz5dnra3i6r39AJVCoRT9 yv+7pcu4bGLFAjI4mKH2sooKQ+1vnWOq5ODDTPU6WV0OGaCGn/jdlwoWLoni TU4C6OcwopriWOCw7vZ9ndR+7FnoYXJIyIPvqlNRJUkCsrKten28OhvWq37Y 9+FYNYp1u3O8u4ANIart35d/4ZDleFu6dw8NTmtUrLLU5ZHCfL2EW0q/eCmK 1WcoDOJ3rmlsZzkb6rf/sVavqRdVx2/KPlTNBr1x67Rc3I98T9l6h2bM4s8B lJRHdBni2nxzaMidB+cMT0b7sRcQnVRF7cITDFiUmHWtR7kbpRW40OxkxImf 7mF1M/9JtKzVi5+lIkGSiyKZvuV8kH+m0BtxQIoUuchsaEvnQO24wU/DR6No C8uxXW9YgkhUpf+U208j3IA73fmhlXhrqealq+GT6IvZmuDqW1xitFs7KNeI Q+zOmMYax8zgAZ/ujVVrJ/Fl9/qynCWSoBzgCM7iVMJ2ynN+NM4n+0fTtpwI FJDnzkJdm9aH2OWs0kDnUxZx+Z7tJjCUhcUPpDX/ukaHsDfrVP/bKElS8h18 pAxHUd7nyhvnn3Rh7TuD6rYTEiBIPF+woo0DeewK09d6UuCmPNjr5scBcBzb /ZcanUzJO2083soC/0HTrouqIhSfvTksa7gK13lQA7RFDHi8+lu4Q9EUepcl MFiryITLd1YpfOmWAl4yv61iKY/43DkdKIj5ieKfZryXCRpHjQqh3hX2b/Gu vVZO9+RkyKmpfvv34V9xmKKik5bEEHqQH3HjSBmTpNT/+35anAPJ+fNfAtTH 0Kec1ZYVFlyix3ukbGI2g5vNI4qeCsdRfHTMykUFHPIqt/JpvhOTJOYukuz2 4BDfqo8Jwt3D6HZezf6mlmms6ast5xEggMJ3NMc/KZ9RkONxFevlfOJ4zuT5 mkBZmEoemd16ewDT10rOX37IIbIzyTcNNdhE1BJQvDs4Gp3LT91Hj5QiMYHL dStUaGBW8q9lYQ2FvDF1f1WwmwV93wzjZn3ZpHO5OG0bsGFDUAjf1J4DqgN+ FUNiAzimhXeTIv3Lu4TneMuTMeTW0bdm9UcO/DR0en7ktIB8fXCBYdvDIc8b JK3tGFSgexRqvOO0Yx8biKJ7ckjpxmqbfUnyRE1j5mWnIpc0r8l3m1/RiVVP jhbcfCYG+gnG4ScpcoSx2+qmhqEAhkSnD++yp0BvHVVdaM4mL3TKXmplSsHs TC4/T1YOtkQr1Hfemkfp/B3BlhwmJKVsKTZVZEBbWUmKVCsXNM5zz+4TypNt zrV/vrgqgPb6pRQpBRmo1bG9FvmGCUNLKfy+YgExLk9iR/UKyMDeu5KBlvIk xl3hVeUgnTg0Pb3fN8skq9Z7V+uojePHNFeRxxCP5DhL9wUV00Gs1FW88QSf JCkkjy5K4cNK8etzeqxhfCupWONbNpPIZbf0TjDZZLFW/6J/NHqQV2MVZ4fV AlIiGXbEePEESirLVP+k+gQPX+QVqb7kEyXl0H1XJiTJlPsiG8dgEXLOaxQ/ 6T6EDpnPH9Q2o5KG0i9b49bModM1/Fv9fpKwxcVvj3brFCK7c5rsjgkg2ae2 76AGF1LbUEGP9Rg+eDDqEs1dQF5spczI2sgQs+ATh/ctYpH6M07D768zSD2Z r7lO45LUkdNZMvosyLQIvdGypRs3ya/PjTE8jvO4CuM7pcdQ4PVgDT9vGtnL 8LtcEzKM9mreob1jjqIoo76bldLzyLap5HaW2ThKvxU3WldMg+dXprPimCyi kqPncbKDQ47ofzRPV+GQhp6iQ54cefJbqAK3xl2Ij1GXGHgJaIT5sPHbqJ04 SKjLmd8oLcFeJsHJSRUsIqWw1cKUM4nN4kZVAgyY5NOyRq/0k//gmNXRn96c lidKj/8WyWT14/Y1NLk6jS78NOS7fX2dLDS/0LmpW16KJLI9M7Uu02GhFvWu raQ8xF+IeGsZzQX/nyNw251GilqbGc9SOWA5aYfcGFIk59w6dZs6FjmraEvp N57FR8Ku164dZRFp7RNfV27uQAlsPX6OF5eYemK9e/VMmNmzl6WfOodR9sAg PjGKdpZQN7bGz+P4DeW5T0Yl4GjI7XoHnSFcNzMuLekugIsS6wZq73ajUxN1 0lb6fKKvYeOTo/4DBVxVSpU+Jw+eonQFNTaXRL/NDE+9SIGQ9Ta2f29kEs2O bPPLF1gwzeqvDtrKJgMq68tazZiQsVfvU3COCGPH/aee5/DI86kC3zpnCqly vJMUe4BFHiTKrleR+4GdR3NytqksIHqVBlcgfBLvH2Ak2l0UI2RfReRY0SR2 R3dHOq4OYZ27KfnFm6ZwgR8l+vdceaB1p/D5T6fR+drIzjh9aWJStCB3/kML urf0enrISBdKac7MN9KUAb+z5zhGer24tC4ig2kvCeS80NOOKg7RRjXTx45Q wGiC6v9aUgbEVz7gT21nwRVvM9fSP+dw0PLsTxvmuMQ/dmHIhlc80tE1WW/R ziAPkg/89O/sQK0vdVNrE9jkRn95ecwBPkgGX5v3KZzDFxwfNlyyEJBgyUkN y55epEL94DC9Yx7xHNqu2fbRID/v/bfae4PY9vqBd7XTTNgRJishjOURofnI s6pQJkSuHZt2XsKGr87l+twzbAgzangcso0PC31eJQs9+LA+o3ig1IlLorre WCwp4xKpkjaTn13zaDeysgrN4pNDjoXDD1tkILRpVk/uAI+I26/cmrKYCdwQ jfNZcbJkKKHK+d4LIebnzvuvameRV/I9zn2uUvAoaPT2Hs8Z/Ajd+Gwc/xJ/ S/Rmzv4YQm1q74j9QjHSnzdYIfFRFkq2KWzOy6WQaKGr8Wo1ebDcpbQ9YX4S NVaforyb5UH82Tx268YJnJ4eaRwewIcHXeyTRgV8aF77gar4kkOW/Oba3q/M gYHMvuO3I+SJ+WEx11mNFzh6k6vjMzqVLNRtutzwkA6Htczu3yyfwAc7j2Sf k2CD9WbxlIr016iW+dauJYBJmlckcvZo/UAKlnMvG/9hQik5pq4zIgZxGW/2 vlnMhgsuSod2ei2AqLlxCMlmkR+SjQKLX7u2gE2Bia2DWKnXOWqsUxasTx9J /pAlgBeog+7++Zcvli5pjTNceDqh/fGoPAdqnEtk5SqmscXCj+4fDvNA5Vnf 5sBlzajifOCyuHYuFKolWKUyxMDbqzx9hwGbWAWclLO0HcEbTW4U6dawSKNY sAq9gwmHG84rth1lkLRE2fxTnkLsG5Y2s+SLCJsfTVhuEcEBqd8qanRTZnGl jfeBDa48EM3xXOI+teKUnQ2blMOFqOBi9JxB7jx6nRgQNfdGhmi2Lzf5XiRC 44N/az8prUHZmqLx2CXiYLd4TUruFiFi+d/XiTgmRO/nzTKiDklDmpHSLcXr XChm8hoDntDgjn9qdo4yn3jFAgYzOgmWjRdP0OCTjEU9CREHJaBMKfpR0RoB 0dqlzpIOkwZaZZxKng+D1JRG7NeZEoNZm3t2xSIR9su/lGCQNY3uD9jaN3d/ x1cN6ss73w1jtwqlgdFff7PksKhXf8cI8vjD3/Dx3DNUaeLhZsRmk8JXpo8j fWXAIWTFSPu9Tpz/cMFHnVcyoN12wfK+AxusxiMF/52lgzZeNyuq54GcGiPT +ocUWOOdOzsbeLB0k5WYwEEeRsWUqdVH6cTa3Pe1DpMNOTdIbFoshZTk739k 9ZUFd6+Vzmz4JEL/A19CZY0= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 91-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVWk01WsfPeeYjsPhzKeBhJCijA2i/y9Dxc0sJVMhpVDd1JXhJlG9GZMQ 4oabkjmi0PNwyywUpZuIJC+ZU47x9X7Ya3/ba6+91t5b3u2MzXEKiUQqXcH/ mTJ6zsgpn4HHxx8qNbyigKZODEW3WRo+zNftom1hY+u9+nXd7sKw1zVJqNOZ DwF2SwtcHzbY78ooVk8dRUflZ5KMpDlgoPDh6IdzdYSqrneP/iMOhCn0ftvc z8Zvq7wqBfclIUilapvpFi4+TZF5VcZe0U+RqQsmSWPSaHJq7hMOvLHZoafR OUwcXsw6KlzNAY0Zi6x8NEqEyrQpyuQuo0/+pJRKCSp25I+kbMrmQ4jOpRg/ lhT+5u3te9GdCWuTcu4NyQ0S9+J0vaqpIthvi7ey8YVfhLG6KS+fEMXJJZGM 8xU80PP9OywSU3GJK9Wo5wEbfAPJ5lGtM8RvTMdejUlhrL7ILsyRlsQc/8zB wvAXyPaJosQp4Tmi33hnaN19Ds7hZU5/1uNiu2DDOP3YedR94m6+Vq4A3fJ8 8yxPUQS8EjPuOgwJYZZzgUvlDA+L69iTNTLY2PXbY3e+Dg329al59oZJwbXW XQp/7xPBETdCLSV3zhAFn16kX6n5iqIMmqKLN4kBP+lK0dYeNnjkMfsNr1HB XW582N2PDcHNqf8ASQoL6M77LnYz4bP5QqunDhniH5tdy5l8hRx9nrfa5DOh evvATfsSAUFrreoTtDDhVua2Nf2DotCeHKNFduHj3zODAvixI0SK6Eedpupf RMea8DNVB9uQ/T4JefV4Gg4UjB7suvkFrTrdJHvsySRRVhiR7vOMgfedidww LcSF5MKlfn/lH0RW3vbA7JM8rMGtlNttPI8OHxsMtt0/S8THxGqvLWLj+d8X f9rwWDgpf63I4Ak21l/sV1BUnyYyCho9Ot/PoYpLdYk3RyeQhJ7I0q3nbJwy I/jwQ5qDl9/7lzqExhCRpduDV41QcWzA5i1V8uIQolpyrjmaglsNPZuKHJiw cD+I2ubBwX2bhcStgAXKSilPap25oDDmVzVBHkPJCpdjjWgTxPmEWvRbzQ/C vulWdNkEF0Z0nGt9gvjYdqM/zZzEw7VvRSzspCnAXVbvMFbrQ79bQrTEyRU/ +1s+KTkysJLKfEOfDAdfppnUvFjqRwqXpov+ekkGs9Srze5TUljawfwvFR0+ 6N8TTK6mU2C4haI8a8LCYlmSX/ZKiMPCfD6vgCYJhWsvuViOkuABzzbUlM2A DVJKe8Y1mNDz7GmKaDcHZgQGXVkxDGzl0rynPpEPkgqB2mMZNGhWt74X2coA ZnWy3PIWBo71XNP0YlwC36WrcCxqWXibwZk6daUZNCdgiJd0T6H7d0tVBh4z 8MZSVbujv9hYVnV07VWVISLderLwzgsGfipyzUdf9icR4NpzRFniJZq8wS1R aODh1zzvs8MmVCzwXGvpGLpMTBSo5YqtnyJOmSx5qRlT8EdHvRJdZRIENfLu j/qJQNt3yf3e8QsEdsjrtDvHh8yO4DLqXh6k9hBFQxY/UDmPXjjzjYXfBDtP dqVJ41yTh75rlXg4dSooh6rJBFZEwtYNWUOok26QH6tzEaWHOlskKqz4SgtV 8Tsjju+8lFm+4DRNOG3MFG9nTBN65twmhSQSWHc+zcgxniEEG1d1CZ+ShNo7 czm3GUzcvuq8fsYvLvbR/NfkgTwbb/2o6LeOycCrwtdwGj1n0XfDG4zF5xKY 8bxjYNpOCEx3iNU4yTxDvrtDk+9WMXGKDb33eogAGd+elvfXYmC+mITKcng4 it0e87E1iI79SNyAIx4TqHenuGSLylckOq9+KCidDu/q1f/aUlFOjG18OO/y hxSsVqVkW4vQoV4IHegs58GFkSnI8BTHZTmXxlpyuWD6y45wlxbFbWRX0ZRc Nv5Txpo0qr+Aym02ZF59x8Zian980Tb7TOy/aHq9MZ6HDU8ijdw3DNi544tS iRMJE4/HxtEf08S5ETVz2UESjjeqyK+ZFobLDgK9L58nUcv8jJiIJx+4h3KP vBL/LxH4s0XMXJOH3R8Gv3vXNEL4J65LFQuhw1VpW8PrW3g4pu3RzdQbJGid 0BwoXWTijZ8fm9y6zoR3EMZT28nBY/IGz7qNGWDvxMvTukLGyNEjsDaPi8v+ cEiK4lPwK8fMu3HHV/IPbvh0OX8EuUzn5VnJS+Grlg9HxYXnkMeYdJLdDTJu 7G1M26U9hzyJ7KnPiRMoKS/18PnJeVTkR4pZn0+H+INfpNNvLxJXmiP7bmuK 4XmxWNHNTv8SuRvSHoRNfSV8a8repRTTwO/PELauxjAKUnoi7nVbDPCV2ZN2 FCHQ2tPvWKlCAd2flAuvRagQDpztJ5TYcOeMsVv5nkV0OsTb7qgWH1+IWx1m 1MTFDuvMk4pTmbgs+fjIhb7PROeOoSOmERycPlpREXucB1H1EdrRXiR83fH5 26i9fOz1/mxhReUoIU/5YD9nu0QEbjIzMH6w0uuCroHm3HF0tj1w+cc/LLC9 RhOejVv5O/+f69MNWRCp92PORZEFal2G57t9OXBN9211mBUP1DZmXOF+42HR pz27R74uEVLXRftYf/Ox0EHtAymyDNBeI/dimysdTyS8csmtn0U5r3kuHpiN m+hDLt/dRIGxVdPAxGwJVRLpn/TjG9Bl5w1hrkVTRI9SOz64mow1dsoq/Mql w1OrNWYF+ST8RWZ34swaBpgeXmeTsPSL8LOKr239xMWKq9x6R+XYIEiN/BFl y8Am3mS3BZV65BF+u/P+pBBevaXz1tvnEtD7smcsX06AvPp8HocIs2Cdj1zJ 0ngb0cxos3vvz8C5qgn+Ta9HiDWmiw0dVxnQ9iTqvkOnENx+2OrUKsuCVItz dh1tDIhenIGwx0z8Z52jejfBgh7//QFJ3eMoPeReRmUpHSyCfJI/5PCh9/x0 wL8BEuBn6prVMc+BG+Si3hNSXGh0eUqTrJpD/D4zxeI8Psi//G4WsOkdQb/A MI5l8uGJUoJ5qjQZlLXzDhAru23uf0nS1HoKUSitx5UfsXEHOVRe4jMDvLXn vhe4MnFWEq0w8OQs8gkdeL4vjYxNziZs3hvBBlFRvaMu95bRC8szx43cuNBn wCm4MdCLUg693S93c5ZYkG34R/YHCV4n+UcvtlKxdU32sf3hZJgZP61WU95I JJrND3xSFgE72Z0p+b/NEmyXoupsoXmia8n4YfQpMQjAc9u3N/CglMHt8K8R h6a9UV8KjzJxY3mEh7qADO/rxc+l5ZOxX2FUglbOHPE6+Zi306lhlKj1pqKv fRJRTVkBEZ+mkKL38rCm7RSRnB42OaxVR7zYfcJdl8XCZ85fPdQrIgH2YVun enP70H9iQ1CZpwSo9Vw3LbZf+cvq7vff3KRADe1aWH7DhQz69+pNNuJggQ4d 6nvLBempu16/dBkwTZaj1J2VwI7qMszQn2zIS8dxWXEkHDEr3fDfl2zIvlc+ b/RxmciLGx/BbA52yrD0OiAQxmzKING+lYPtuxbWWbsKY7cDA3fKc/n4q8Dr QHJTG2pP21adNMTFEThR96BqN6KW7FIdtORi2tU4ztadNJgrKyhbb8fHsQoy tf2yPChUKH169iAV7yAauwqvkYEyfGghck6AzKwu2+4QY+KhetXstqwJlF56 UpemycbxOY4LBskDqK1y3StOZy+66VsqFT0/gixO6HbfsRaBKcG17Af1U4St nl7UlYtMHL/5hM5g1gJhZSIZ3VEmhMVnfB8Un6XBruJHyY0xPMh7LbdWoUUK PEPTeC1aVCw/GJRPDWfCWJhaSDiLCv8DCMdcCQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 92-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk0FOobx82MsY1h9pEl0cLNkoqy9r6iW5QQabF1bVG6qKk7JW4hlewi SaW0yK4i2d73KlmLRHHtosK17wx+fn885/nvOed7zvf5fJRcfA65E4WEhPJX 5//bSCbO45IPA4+Opm2sriDCAxMF86qxdNi6WGkgocnE8XopzG83RODvzomk ZkcupNYdUJbns6GdweOXGsnDyOCNptZRNQ40Um490epXCXgp8cTgZg4MUe76 qdbLxJssM7d3P5GGl1VKd5hpsnEdobxqh/rq/XvylQFC0lhhWKGM0sOBjYd0 9bWaB8FZI3dUM8qBWtMHn2SjYWB8/STP+woBd/CF7pVQxPDIV41rKTuZUC4x /f4vxR/A/4oqZAJRzNP03mR6fhY823hX81WCGE56HU47V8yBTfxYnbnjFPza Wcyk8xkTXpbrCKiUnQP76fZdWuPC2F/085wGSRqz+Kk/cq+VoQCPAc9+LAC9 pnpBlY9YOHTKfD//AhfbBuyONYxeRM93BI56OAtQjEfj26z1ZOgQLu5vJySC GY45TiXTHOzt8qCl9iUbO//McOVqS8Dn8s6P93bQYGi9gfLTvWT86/wB57O8 WZDTUfbwank/Ijvd0vZJEofcxKt5WzqZ8O2RSBghS4GuiqODrjwm/KpaT1iJ o+F5quPeC+10yC3+reU+iQRvZ5iHpo9XoIYz4T4OYUz4z86+MLvX88ArKrXg SBYTxqTukO39IQIf1VPGThsvgCbZaz6lhxvQxK5B2UpnKvafHz7cEvYdDdn/ 6pyImgRvcm89PPOWhhm6wXfe6XFhUu5yL3/TFPhW12Un+3UB3I6K3i6Xx8RJ uQuZB5aYODFbjvzjJBM/8VeM8Nk6DR7n1Lg1f1tAgpXDnyzyJxBFn7wcU8TE 0btvseXVOXjlGz//WFAUSPLof7l0k4KjL6lpliqJw2tvXlT5BQnj+t0etXnH 6FDPIH3g+00O7lEjiVtBBsTpx+6L3+dC5RFe6RhhBM2dC7ivWDQOziV8QPvL p8CDO7YDKQu96KwljKR4MnGTs3dyMJOBN6osVvfIs3DsBw/lzct9SPniZF7K ewJU/Cm/oW4NHUsfs0hR0eZCOXfCMblJEhz8SNw0t4eBlwtsbkZmUaBgMZuT IyEJv8sePCaZT4TPODZBZkwafFvgPFa1woCdbwvuibSz4N7I+wvXLRjYyqnO uOoOF85UWZ5i+1JhnYb1/fB6GnSQntxY2EvH0R6ytWWjFKz9cU9bNWLhHUY+ lRobp9HSi6iOsJYp9OhuvkpfBg0f+epWMU7jYIXfhuWCVX4B/dqxp55XGbiA HHrGUGEGZMf57a7b9AGN32C/Vq7mYKXgLhffLxJ43kPO0j5oBSQ8js4XEZsC p/Yse6mbEvG7eCtVYisBXq7hPBrmkWFw98uO/vgVgI9lNdv6reY/XBC32MfC jQGO4y0PpPGgUxo1zmAINVONsqO1L6BTfjd1Iy7MgUsPglR4PuKYUtcZVuI+ DRxUU8U/0yZBoklX9KAdEVo3FzxON50GNyL9kdhJafghfiE9jkbHhW1x0q/+ oWOZa7KsGo85xO4xCUx8KoVpRU19k7Yk6Dpun+CLi9Gfu4KS7pbSsc46N98N WwTING5Sib+Nhl+Nyu0LqL6OondGtdVfpuJnN0yYuQoTqEtPXPKjSj/KDDVd F+pEg1+rNFI0iwuBtKtJxudmGlzzG/G5NZkK3R2/3z4xxYVms7bAVVoEe842 21uWsXGgvLXQsKEABY4qWab8x8ai6n99327eDbadt6gyYBMxyBgZRX9NgsGx R+EyWUR826Q4u3xSGNZ+7TPcVT6JPi5Oi5I9uLCen8DvyxgC/jMfRS22cnDW wcqZnYUjgH9nbbLoFSr0PvVoQGaVg6rdGXtirtOhmqpA6MUxDh5RMnrbbkqD WW73jgccJWFk7+b/IYuNSUVD7mnLJFxhn3o31p2O38uFStXeGUFOk1lZVkpS uFHy2RZ/LEBuI9KJtjcImGZufi11SoA8wPOJ7jtjKEGTIlvds4zyeEJR67Kp MIz1pmL2iBC8WhfeE7dVFJ+42MDuUeoAmRsePAuZ6Adp28vUvK5SIS/wClNH axD5TN2cUJWSgPjqnKctkQSTB3Taw2jCUGeGeP4TWQwGLGW6fVdlw3gfU5dC 4yW0rd0yvecCE79Jch8639MNzuJ6Ga/XHPxwuLg42p0DpV+H/+uznoiv2xd9 ifidi0Wb/G7k/DkGlIitdgs2y+B4t4vhgxfSMDenpa8ucxT9GIBRW0tZ0CZU Qngulo3HRcoCjTVZMFx/asFpPQMmF0d3Ld/mwFCdL/+EWHHg9AVvOaIBDY8l VDhlVq326+/EMxpNbFxL/eX0n4sIrLDTftFfIoRLwMMOw9vVSLrQueR52hTo 3PgZH15DwKeJvYtz7jRYYCVrnpMthF30LNfH1dGh2dG1hxKWZwGvpspYkcLA e7wJLgKVKjQbrJiSKCGC12g2x3wposCIRn2C/PtF5NVzJuOKMAP2K64QhAsb QR2twfYbn4YN8F71y8UjQNZsqbopeNUDcU9n7IbIMC6t3qFegQF3VcdciY1n wMilaRiSsfovP45u1VZjwU7+vkuJ7aNIXfZTw+dTNHjw8pmk1nQuLDfDm944 SUGemfOTpkUWBOMWX633cGGNU4GEZOkCUnb0PZunx8EW/IuSZtYTaFt2dV5A ERs3EYKUKN00uO9ZhSNv+yq3EyVy/T3nEPXQTq9HfBLe45ug9vstJnzX/mLd Xj4Bl1n6uJu4sGFb+k2rpIc96N6RL/sUw+aA6Ny55ZgSIvyUyI9cqhfD0yoB 4gRHEpwePa1eXlgDBs2B3/ETotBWQe9e9v45oPjkldriv0ugZdk0LfKUKOQm lx+P1mbimsJbbhrzBJj9Lo2cG0bCvNyIhG3pC4CfIkiI3jqM7mxrLO75PI7w iNQsv3UKrfdeGdxqMwGmSQtLIanVoGzXSVcdBgMn6w/4/dlBhXYhWya6MnsQ tyTS/MI+Kajeed3spR0Dhp/LTwyqoUF1ZCBYaWTDSwyS+M9FCjyIjhzp+cKG QX2vud6DdDhJUCRW+lLwXY2dygJpDsx6iGOfxArh7ReTYtVb2fD5/cJFk7YV cJuzz/WgFgc7PLb0OjAvjF3zbQ4csuRguxbBWmtnYWyYBs69iuBiieBY1hY9 CZi9EJ6a2CeBdUFNS24oAda5smqW8wXI3OpvG11ROm417akbdptAD/M9dSS2 MnGD4aOTY+9/oIaStRWs5i60ohfTOfnfCDp4Uqc93poMzy0pJf2x6j0bff2I qxfoeCDyDze5tBVgtUcysukNCb8W6vKK0aVCg5cvkmqiOPBt6masQ6ZDj6AH nI/bxHChRtHjIgcmHAlRv3KNIQYD5WcDO8Sp+P3orvSeLyy8EPZ+ONmEjpuc Rmp+ltUDmcO+54MiqDiDp6DcVt4BZNAp0yKKFM5rHEkINCbDTLsNVbtukPC9 j1pZpetaUKDFkFxsmTj+5cbZfk25Fb0D/FcHhyi4sX/gSGoIEfbGnF15ViSJ JTeX5xCfMOES2WBEsZeA7wae2nlxnoqNdBu+vl0rQHk1nlo5yqs+Plz6oez9 LJq1Us1wmxbHC/bk+TTaDJKUbkt+LjuLSKP61//LWUDuvTuMdWX7kJLu8nyT wyKamxFqMDfiwOKVyVqZi4Mo+/Rmnld5FzjaNPzqg2Yj+NH3nko9OolStQVq YiwhaGkzcDhxAwkuPblxHTwmQYrZoKaR3BCS9aUIR7hJwvTi5ZR1sA1JWp5t e7VXEupcDsxgzn4Gbn6EfWd4bKhVq2HtYkvD/wPOZ4H6 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 93-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk4lG0Dhs0wGfvMPLNYXolICZEoiedWVIQoSyKVJBVpkRQJ0WKplOy7 isj6pkTcd8qS5RVGiIgsSYydsc3X9+M6zt/XeVzHcck7ex46TeTj48v9m/+z 9I/SdfZxOuJwspQ+VxHB5L48m13nMdC5VKMnrI6h8snM3xHDZLD3eCx/2zEW iKG+FVUsZQFbvfQitcQx6GipI+XhRwV+yuU6JuoMdFPlwvHIRRroTPin5iaf BCpXkzBJt+NH3334Et6LkJHegPlRQX0GkInNTvolN4Qbx30PnSkQQl7q7huM rs7jNeOmiiWqIij+dTjlShkTfNnlcvmGnjh6fZy8p+cFBvwSu0Q+ZSziB6gO vRqTAsibV45j66mI7pMxVBBSAU2/zJ4QreHh/Ua6QTVpdHT5UjHPzIEHI11b 3uWuJ4FjfXYqRZZkRDuW7/R+lom+Flc18xZZ6PhwzinWNmGQvvFfAZsMGrjT pKfwfB8J7dcuTJsY5eL53ytSAisH4dEcJc2qA6KAFRtYuKUHA7t2DK41mRED p+Q4v095YSC/L8nK7hANccWO7fPupoIHbtWO4fwkEJVjeid7sgrWDAXXeMcy wIftA6G2r7m42UeLATnIAJEZOtL9Q2uA8BGVb1YCKzhbOsSz3OYL1P2m3Wel R0G+3DGbjtCfsGpo/8uM5Fn8bUFYisc7Cgp9Dg9mZK3gUQ8fackUYigkeC7m JouJYvNkSENnMER8uJpFdp/H0/PrXNraF2HvWHYX79UMFNlJWo0sxZAVZ934 JU9x9OjGZvVyeSHweWHvtYzsNahpt2t9oT0V+LIvTLnGTONXoqvhgcoZnDY/ fiWJOwAvHwQPRNwwRDIuztZcxJCS8tLnvn/o6JaqRbuT1jBUuD5dmPqJAMrE B/p1hmhIwt48VXkbCzjYp7Xriq4BvxuJGxaMaSji14I1ihYHy0t5zHxhUbBP Uvr221cC4AXzcJAJRgHVB2tMLXl00PPuTcKabjowCHajWe6kI0unBsPaGBbI S5gNtTaigAY1q6TwJgooUNh4zegThh65StdXcEQQQ2pCyXOciXT0PWvUlGZh fAx/ep3QPEyLK1YeyKGgaWUd3+dX6OgN6Y7HLtk5PHXsz20t31o4eY/xWuEz E30m96YVPhdDXFeZgw5BPFw+vtHzyPo5/Jzx6llVIyJKGOkh3X/HD/zqmGlj XiTwU8XDfIMXASD73DbrSyyw1rd9byiLhVpuHpvsSJZAJgWZgrWS47BNTD/v 0TZv6Mo3lqYhtITfSA5S9vIUQuFTL2rbns/jjhszhJop03hD7Q+7fCMBYNX2 Jj3baBafAII94CgVVD9dzH5CoSIjD45DdQqGJEOk6XWuCzBOi13oyKEgSil7 YNqaH6RjXrPJORXwgkFQfFw5FemfVNs8r8SDRk+m5X22UhDbPezRmEkofLT9 YVeTnxjKO2YgdpE0A3t1hUQblQfh8Fe+TwYsGvhaq5aqXlaCD7CV1ZkJNCC1 iZhpRRIDiavbFCSX+RGeM86B16ZxliElYSxDAEXtKcurnBYApdv9FXW/zsLG pVlBkisLFITd9xmJGsd95xoFzTWZaH/AnEImdwL3iVmbKBggBtDV+UseXAba +CPHOPLu3/3123OPnCQh6ODiW53LQIwNl3+uSK5BVQ4ZcY9PU9HbD8Jq74cn oNN0bq6lvDiiv/uwFF3Ngy7jErHW9wjo1p8tDbJ8fMgVz5z6ETMBsUOYcQqF gAq9+B6uyxMDrt3uQzwJIghsCO97oimI6hNHkmSlfuCvFJNfBE8N4l/eGOcO m1OAl38Apq3xG8Yn2v+bXS8KUOCCmzWRH5Q1yfV+UF0DtOeIV/8jkcF2Sbdj 0c4s8NTTyLnEcAX2zBSFcYIY6G386dGrfT/wM1OKSXUiAuiuQ2lrxF4W4jy+ ZimzaQqXJ3baLh5exW2nK2ZEblFBQX7HQMMrDpzii1h+NMoEh+8ICyw8ZqCi 3fsCYs2ZIHznzKLTehooKO+9u8qhoonoKqdXtQswZkO/etgtInqPp3zfFfUZ TtLJWj3sObxHqRnZSBGQz26XzTfkaOCNpbRpfh4fEo+6rl+fgwGTI2sPRa/O 4/vaDjqNTmDI2J3gvKxcC/1aZALJjmQkpd4W2VoqAho3ehFy81fh2T6PnAAB GrAf5Erx8tl4A+WLdbsPBb0Xy9K5ujSBS5usfGbfpgBg0Wl2U5cMnmQ1OTbJ 0kB4nrXO+H06eLAyC4JzqIgdbSqoa8oEPT77b8R2c+CW55sC2hRpwMLPI74z mwWiacXtmrV//Zscf8ZeogNqp3r3uR0M9CxWuMDXbQGqLyk59wSTkPHF6M17 wzCwv8T3WZoFP6o46Hl6jzMDWMklJLNu/IQJdq375UIX8PSIjlzBYgHwX6zP g5UmMvJsf6hl60oCs5zzqpUldfiZsajXZW1CwFpWNyHvwAL+zC7L2/UWH+hY Ncp6cE4QaDhpvX2my0B1JWEualwCeGGWsbE1loS8CiKit2Yv4rLijOBa+QkY s7WlrK95El7rEKluFp6H6915vzUPT+GRXoLZTTYNeIXBmVPaNBraIXST8SGA AmyDt0z1vuqDlh/V2gfLKEC1565JkS0NhJ09mRb9gAZUod4yr4UBuJxhDdsx cWAB7ez6WhnggrVEY00DBqYJcsSaiyIoiuLbklkihnbgdR0FdwjgNH2DEV8Z D5pa3jq8Q5CKllJ/fttsPQNTit20hTUxpOwqZ8/dNAK/vF9bRW/rhVdn/izX MSehxRnt7qdWJNDHEio2m5zDD+/cGRHoTUVKP7I0dfwJwNJY9AH7LT86rx+8 NVOJAvSKXsbXPWQCRS18m3cTDbgGJTMbt5LRhcoaF7IrA4wHqwaE0MigaGb+ bocIBX3iGGT3tdLRff2UQA86hthO43XDFU34j1EPzRhrCsrxklXoqvyOx74I 3mkbT0GFLePR/oYk8KbffNO6aBJKaNTILV/XAb8WPCUVXxFFv1yYWiEKnbAG 2y3O+yaOWgZH7DKCieDOCdkuJSSBRFUq84nPMODvV6Kf+JEfxfmf236dK4Z+ dbOftGA8WFjnppGvQEMX5YoX8owW4bzlxhyXWSF0UnHL2vfOC1BUoisxU3oe 9sqfi7rkvwJP9+sY7pAegBjF0vG+/ipcmOP7YqrPBJVtxOJOwzGYd17F62xl L37xhnf9IUk2PjTwSUzsyDR8eu+29ujfXzx4eMQmVpEf1GTZEL4XkYCIyW91 fZlRCO41FK2ckADZZaup60AXNKMSvsoYSgBtP/8cbL4ZJ28yEaK9YQGNejUr 57+ewq2T7je4Y+iQHnf7BJcJJqqSm3X7KEjyyWXKvgM0dEQxf7y+XAxpx6yT M90jhEQ+ChqzlZZhUJPBoMs8F77clbcjhH8JWvRsTzGzxMAGn66QFSoBxXvG QY9mJohtWSo0n5iAwoHOrS+ECajhqBur360Peh7/eS5yfAQ/J73n/hA5Da5A o39FlSlAMFJIknTtJy7l3sEZjaYjrfPe74qGVnCl2N27+Bez8Q6BlRCpgTm8 vGgZhf3tnV0avFxRJgrK98cZ4KdX4eNU8rR3BA0kESsMP7lTQKqwj0rRQwaY 12xUPbnci6u0zm2WM2OCEe2dDUMeI7iTuceJZ7cwQHLsrh8YFwT/AyhFPko= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 94-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVHk41HsfncUY++wzRW7RolVaRFl+H1vXliVbpfJWaFVc6y2vomhBKmJo U0llp80S3y83ZY0sGYWJKMsNkWVsvd4/znP++jzPOec5n6N28NRODwqJRMqc x/954ceATQcv8PHQ0JPlleUU0Drjl8YM4EHr9Ds9OU0OFhf+fseJkIftbkJq 8z4BeEfnW+s4cCBYo3iLhSYP65EOmERJuNB6a9G7/5IYeED0uN3zPzTcHkS6 9VpeBj+NbYgTBQlARZh2p3fxNyK/dlb8xF0B+2meWGHqP0FEZsit2CejhJOe RzF9i/hA4fepFTxn4uduMiYdqRwI6XQpJfvMElYsV7HWTymsVu5SGTjMxtyg h99ywkvQUIi1jm0MGbpMt4a9u8/F4RGJcuUOZHzds6EgcykNwk/P7NkjlsPs fdn7X4/xcaJqw4aliVyIqNNTf/QnDfvfVGS0PpohsttL7oWW9SDl7F05SWYM EAhDc9d3zPvkM3gHo5lwaPFQ/yG/eT1XnvUlE1wsUdz3Z0AbC9gbFMk7t9Ih Lt0yIu1nOQpwF1X2tAugVKf7ivNzCSFew2RUyJCgSTn8VLFTPeqx9s51Hmbh M5IfTqIrX1HTMeFwfvcE8Son8p5XARNfXvP9Q9whEsTFXNukksvBWYvdjqZ0 SYgH2VXuzS1T6FBLk3l66ziS30abu17IwdcvPfTx/sDE106v0SxWk4XGqEUW vQqyuM7Yszp3Nwt4soeOfkkdI3zj3yKrsl/EZ65Buovmd/SXLVyVP8LBlSdZ EiUuHy/XmK7sXMTFyr/ZVFpKH1L/ezQ3+Q0ZCmnTFYpfuZixe0eyxmYBLCx9 kti8Twb6aykrJs3YuDf1y7uV35kwM53Fz5ZTAJaPmYNrqzSk8h3CLDhMeGZi OvBw/q6j4OUt6TYuyNho5g3s4WO7/TVGFQkCuN+hM2o1xYKadfZ3ouqYYCWX 1u4v4uFrnsrVJUPy2PSHnhMrQILuJ77Q6E5n4siw0WLzJD5+SYvw0lcdJ66/ nFvvqFSNfl7iPVev5OPY+oBdvw4wscRTxdY17Ddhlvb26cHASeKY2dzRtaYU /E+w/9+JNTQIruLf/+FHA9KjyHSWJRXw7sxmRx8BZN22FUXdH0bNigZZ1zYH IISjGQs7Z4nTd8M0/E7J4haOxj/h6lPE3pUPZT8wRwndG+xtBz2lwb755YM0 0zFiasiG4ruOA29vTqXFMlmYEtZuoJbDwwvClblVnpNIPa1lwO4VGzMLm7pH HakQfF12Se4IRicNw5ISi1k4cni5uvUWMjaNHVUL2sjEK11EPfmK0eiaTszn umBF3DwH/OAl40i8VVahVqMHNYofbLef48DHinXJmkX5xBbdBFfpa1xYuIry 2J6mCL6ZyUkr+dKYSB8cQoGjhOMqm+qUOmkcZ1KUVTYqBYzWtpEV6pOodnqM TvMUgD2vTLjs2zBxZryWvmMDHwtrq0/llI0QQQl/3KafUwTX8xbyM8l0jFzd z7zN5OFLSlG7fx6XweWuDxNveLCwbkIG42vWCNo/mplpp6aEI/qddinFkLH7 IEPoeImMJWtdHvRmkbEn8XjkS8IwsqNOTbPbKDjXjxSzJEsRRNlpTrbjVAit ieqM3UDHLhnykZerOomMZXdTL4z0EPIqJuIvUmzwCznH0dbqR/uCvqaONjAA h04ecaRQwXZsIqQyVAa0xyn+72kyoKr/76DyWwF+leQx4N/5hXhcvfRlqIY0 vuha2Bi9XYBjLkgVKbF/EWqUVucphzligb7xy0XOHMjJFnXXZAwhRxNr4+EG Dh6OL9+fUTGJsquja2/6SOHXxL12/bhKpMS9+jtWT0J0LP+AnRaSsXk2YX+M zoWXdsqW2VkkvFxJmH+0mAcWu/7YGT83QdA7Uibey/Kx2QnywRmNCvSy9PZQ 54AcXqjZfL2xUB7ev41IHfxFwkc7vdLPzfvc4wgw3faRqGHWO7YEMfGjT06L st+MEMoWs5VN55mgenJB9vNyOYh9Ure3TpUNv06LfPry+HB1dgwupLNwP/ew 2EmRCzbBXkmtaQLY2KFzmR41n5+FW0rTNBf2qR4ZQr4CnCKUyzlzZBL9Z+P7 eoMKOjbzjl+zPZIDu5q9W3ydabjE9pSHyUEejLTsHz8T0YNuuTSaL74ySXxK NLaL7JKG98Kgq7N1Mrh5mVHi2VQ6jA0dX1uWX0XctDQ0sIlWAEfVrbeyrCYJ 16w9xnF6FBDNmT65eowOulLCGmV/Aa7Kj3RfJyGDgfmLLqsOOvbLiY7fmDZF eHzKrVZt+okSNjYUdX74iVRbSCs2B0rQ0hO/+zc4jBCmyXZxz+zqiBLDw4e0 2Wws9B115BiwwfnC+hFxRicKSnvs5x3ChrUdFy3ynNnw7+EBmy1hXFiL9GZ+ N/Dg59YBW7KABTbIxaWzkQeMcwGHOzp5MEpeTHnnLY8X/Nr+7OQJJtYlqkQ5 EWR4+3lkKnW+x5Z2Zx106Sx8crg692zgOLr34oi23AYOrm/cEXKmbgDVv/6j nNssRrZbJkTdXSPI5rB22017GjzvtZv7vUdCOGzbFh0awMLW632DtJyoYGem cLXpFRUn1m976i5igV7e06SqGD4c76Bd6K3kgmfYXX7tRhmsv1Lx1qpUAQxe WHsunC0DncYnVouLWPjNkGFaZyMX13QcT1nC5+Gm/YNV30vqiOyCtkOmCmyc 7qeq/rmsnUhaGGm0ezcb5zYMxocY0WCBs5qO3Wc6vlWrlVm8RISSVdLfFPsw cK87f1O4eiu642bc2qHAwg09fS4PL1DA/IAy42wkCyusLsumpHCg5XbkaFEL DSeGHNP5W6KIl/FjEs3WknFu1RGtbHU2jklgv/iXPosm7Famu4/JYmkv4YzF 6BRSYHy+/Vh5AhmuSx02sSZhj64tRrrK3UgYmGXd9oKEJ8dJ9ZYGfCjXNLCt WD2Mso6v9jtaJibs+yadXLU/Et+63ygq7hpFSfnx650ezv+9Q5+TcBkVlpdK VbKn6SBv0a9poDKAAhpDZvucWZBWNJe8BD6jNb4q7VZmLNAODknnTHwgPAz2 jFUF8vBOPYnOsIQPuLvXJ/cxGy+I/Yv5pxUbhxrnjpudYmLthCWLLU1k8ZVr 0kYZKr9RWJ1hj/uEBG02E5OaP80imw6de9Z2HPhe0MWOb6fgpFOJyOsDH1yo 7ttd80eQXOjBxlQ5MuZD+NK7Bl/RKbevx64P9hH4osKdK40P0CwyfaagwYTL grhX/PM9xMIToqGBeC7eErNKIg4nwXKhsT51Ko24cfLXsaPWEqI4bwZH5tHA 2/2ipWspA4rNEw0Jjzk05f+H2+Q5LtyhlBi9OTG/D3+5qWg3CWBiQ+3aAzNi 4t1e6SV3o3hA29tW3T1Ihytnd70ADQE+mZ7n9aicDDfN9XRrZVk4wfBZradX N6LWKsCGRham5lHCXUqp0FZSeN6wj45X1oYtLfeSBS91jUXjbXLYyZv2iZ4k D/03tmz68XAc1TOLn4uS5WGHBudWmoUYefuMpdQWcEDfIupMgRIV4tUni77Y MaHln0UzwdXSoHDTXyK6xsZqFknPRhdLQWDLdM+b6O9o+7frRnx/eYjQk5Su 6aLCno7CEq0cGXjko88mahgwopBac/EAD9ZrFZ3vDGXj/wFIkTF8 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 95-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk41PsfZcZgBpnNTKlckb1sJUn8PpUKlcieLAmlSIss5SpEXdKCNMiW ouxL2qTvt2m7KeuQkZCixS07GaS//4vznDfn1TnPec5Z5h20y5ckJiZWNY// c2zg8nO997nQMfPKlKbLwvW7OvKUDi2ALZ48cps7F9QHvAfPuilAhEbtGitd BZyWkFNgoTuvz1jy6m8xeTzpuSx8OFsKd4WJZTyWkcZqZc0RS/bK42DdAHWL E78IdtKCfSd5dJx+9wL9eA0Hzq3YmRIdwsR3PaU3deezwM0+a3m7hRhsY7j1 6I9I4DXf05D3IBuzw/K+lMc+QREp4wKFA2T4ZGES/SqXjT0zyrMs1cn4il/L wxJVClhpZnh8qJTDTPcyj8cTHDx8ndp5/xkH4hpNVW5tpeB11smvNe78Icq6 nmRH8fvRceP/Gl5tZQCXF1Wh182C+tMiF+ltTNj319DAvmAW8AwCbr/x4mCR nPvWkA8MsIs8vJtXSIWUIuu4wpEXSEVV1SDigTi0KsYG1To2ITCPq7ATsPAp 0U9HYfxn9C2rmS15YJq4X56QHfiQjiNijHPalpAg5dLlVYsrWPidzJbopIxZ 4kZZnU9b+zT6xBxx+QQiJLOOMnflEQv3LB+RJlKZ+PJJHd3aZVQo0nBocyuT wY0b/d5UuDIgoHtFmODnL+J46ku0jT9OKO86ExqS9R0d2wkXZQ6wsHnuDNvd 6QdSCR+ryHkuDopFXokHFLhY3nVHjsZqLhyO4MX1/KTBQD1JfWozE3c72GtC KRNmZ0o5ZTRZ+KoYIPoHqJDPsY+2YtHh9/aeBfbzPr1daZd5oZEOZuWbDFNU Z1FuWrVGXxEd51ulyr76Uo9GzivcVXnNwS942q7UxUws8lu80y36D6F+ri12 CW2GOLh5zn+FBQl7Xg7TOcuVhog6Tu7PYApk/Ngu7W9HAexa0uZwlAsOy4Y5 u/aOojY5s9LLq0OQ0HA/fhUtBiezojWCg6jYVafgqc6nWWKPZh61mT5GpJlV e4Q/lQa7tns3Ci0miCR56+ZXBgrw8up0YTKdgW3UngTITXHxwlhFdp3fFDo4 vGW5SRkb0x+19o05kGEsJJPz5xEfHTaPTk+rZeBI4ezqexQytkgeWxZmSMfv 3F29puUuo8vGlzobI+SwbXeWtUnwFOoxocrWa/Sj9y3jaZkLOfDu35U5ujUP iNA6dvGthxxYpEUqsKPIwTdj19eNB6QxUTQ4hELHiGMzVYP1RlScsqmmlD8m AVutrUgDRdOofmZCiuLHhS4kyFQuGSVOTdZL7TDgYLpaX3ddzTgRdk3putQZ OeikOQdoLaVh5OZz6mWJAl590Vk59DcNv3DLS0vyZeAYI3WXb7fGkcdYSYnt sgXYf1WASsN+MvYZlOc5nBfHc1pREqQEMvYjCkY/XhtGLxz0e4TtErgiWOyS cqkcHLU8xHguLwlRby/0JhtI4bdRREP8nc9E8fKs/LOj/QRRatErMcCC4Mgz LCP9AaQX+YD7+SoDcNTUAQcSGYoTHfdnKMiA0STpRANFGv4I1KZmTknjc26P BIlbuNi1QSr+sO4ksYzU4TRtP0f0pMfZPfBQgPIyYd/b4iG007j7dvE3BTyc +sKj+N8pxFfiXxHnSeLHRHbX+pTX6Ad3leLwpxmiW60ZOy4Sx3G/Fl8rUuHA PVtF67JSMXxV1mVbNZbDi3TbrggeycDHQ7odYbUk7N8bWHRGggkpujguwaKD eEtvcmgPo+NwUTn8qR0nFK1+v26NoYNaoL7u2VQ5SL7duKdxKRMGsqv+WaPF AZuIwPSOQi4UamvaeZ9mQ7CV583WGTYUVB5RvWBJw5uPpOpsSWCB8aUTySMp UvjJziDfTd4KUDnZ9FWy7ivKcBZY/hU/RXCEz3ZVWFOhgRd28XejNF7ZVXB4 gyoNJoYOreA/qCOijBMMpC/Kg8NSk4zSbVPEWd0iiXB1CRDOWdy+eFAK/J2f kH540XBweWKqYeE0ce685rjy3TF0zbClprd5BL0UfeS1LZ9FqgF/BgzsR4n4 sJLS7zuaiSfm+/cZMZk46e9QL2VNNjid1RvtKe5Fsn7lTu5H2LCi+5xVpRMT lMNKa/YWcmAFMp3906IAvFfNH5U/M8EGOTv3ChQgyojWmKnOxGuJOmF5nDgs MNF1e+RFxta2p+3XSjGwcq76rX2tUyi7+oARzYCFpSV1q80fD6Kmx0ov2G09 SOifuNu7ZxzZ7Df6cHW+9/bPormFlFnCft26xKgQBtbn8U2r3Clgu1n2Yut9 Mh60ejfx/gELTCvvpNdd4kBH7YRFlogDftFZnHrD+V7V7LnkmMbCz4fMC3sF bJxuQY96v4OLWz0G674+aSSiiBsOeqMsXBS8VKWT30U062nEem5l44qWwdTI DRQo5m+TzHGn4Yx6/ZJaZSEq3PAlRseLgb/5cFbFqnSgAvmQxJ/tTNzS/905 7ywJXB/5iPfsY2FZbX4Z6SYLfKYXBrWoSuO0yIPG4SI57NZXgnKnSbii7oB+ mQoTO/75SH5JE8O/bDWLfCaoOCnPgt/3728kK995vUDxF7L0t5mjk0nY99Oa DWsV+9DaslGP56EkPDUp1mRtxoHw6uxe+e4RVHpIO9if30O0et6Is04QEl/6 nsvJuYyh8tKRD/J3KbDT/rsjbzkZTJ7lVzw8QwMZqwFds8X/IRenLSZ8LRYU 1szlKEMn0pp0eWbFYYFRRGQR61czcXWvsVPdQy7eZSoyHp73daNGIHUik40X Jh+jb93GxCreSy891WJio2vKf1lvouJ1/BVK1/XFcXSjeb/PLxFCx4542p0W wzbdxtnbbVmwSFas+GyHBE4PSkOBzfM5SdbHeJaPI1qUtyCfJo49u6u25m/q R0Genw9eGfxOJLm0yR1quIl+I4sqWQ06vLlcYrbl5VdiUYBw6L9UNl4sMOc+ 3kgCNd7G9eTpQqJk/W4UPzFD1FbO4oRKClhc2SerfYEBtZZp5oTvHFpW1OpG usOBTNKTDc8D6OAc+F2voYkLlD0f3vQNSsGFt67b/2ll4mvmVfV+gX1oqxQ7 bnEVC5MrSbHOT8lwa7O8LyWQhjXro1VfBFJhKE9QY1wuhx2PUN5LpcuAXgjV 9m+KCDXRa+8Kc2Rgb/i3UEnrXnTk6MTN+ocsOFGXzBDIUyBVZarmoy0dGPef m60xoILs1RMi4WUm5omCea/NJCG0fab/eeJXFH+zp8jZZQHEmYrmd40MRBVb vM9SBm4dXc8k3srDj1VP6/RyuaCnXxPTG8XEoW9o1gXuLEyLXyvtVv8e6YKq U+oHDp5OrRsQTJLAa/iwwOYqE0vG/A492MLE9drBZkFlTLxC4kPnQb9cwu+8 P30shoGJ77mpIb5jhOrwFVGkKwNzXBLcBpPmf9E13weDxjI4Wyx1By2zlbAp L1/Fb59Cve86v3kH0rEpb3B5uiEJRwd8WRncNUaY0R476siMo5qncUKZ+b+g FEV6uc5tBp1qH93d+5QFA/v1BKalmURKBC/4iisLe7QOGIYPjRA+HsF6C4bE MLehpfVl+BfCXwd3y2e/Jy6kdGhrNHUTu7TajxzXpgEveU2Wnsk0cUSpQ2sw WQwrPXyTd7tlmqi8vQVjagKx1mQysXGnFAi9XEDbRwJX8y343ekU6Le7EBjT yAHJWwdXc6fI4C9f/exBPgeoU7+6pGQZkOGaEqgmpIKh5mfLF7JcoJ2cFvSV k/HTwXuLN7axQd/gTfFVpgSIn1zfb3ueBZoyM8US4hT4Hx4eTuE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 96-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlns01Pkbx8eYMcwlcxddSFkqCWXZlO9TSaQYqyJS2y7CJhpTWonQZbeS 5E65RFJIdFPS55NIK3IvJWrcQmJLxAzj5/fHc54/3ue8z3mf55z361n0e8Cv XmQSiXR3dv6/dwTbX2LWs8Fmb7Jyq4cG8D7v459L1YBQ/fKf7YwEuGfX8vtK 8+m44ygp7TFDFbcaT5HkOzlYYnTgJ+vDPwgPcfYeexcuTr17nh1UJoSwA0Gy lP18fHev6sbOXB5s1ymyey9TAnuO+wfjrxT817umy8OLNDD/aHbf7VNP0N2v QpcEMRW6rH+JrM7i4x6V+Ij3S6k41rvpYeFiKqzeaftjjS8bcz2K9jweE2Je yO6ImjAlKOp4khFR0YviygyTVDV5oJEcUbyykweXVI4vjzbnwx/aI4N/SHgQ tCdJnOXBhPj8Ladvfq1CV1QO+SQlKEOL1qmA8h0NiB7h5TJ3QICPTX7Z0Xa2 G2WUuzrKjaaJB7fPZfg/ZOM+jb8zwigUiI+5uGpeMQ9Xq5+Mr70yQ1wtqvFs fSNDGgKxY12/HDHWUBWxj3h4XDLcXXCWjy+GLDcqX6QGtb6NS54kz8H1G7xf Fu/iwDFfpQcCsYwISnyO7Cu+EwfV9L9YiIaQ2BEuMHx4GG+lvHJ0GkG6f40W Z1YqgfyBV0h/BQsG68g/TWzi4qe2wm2rr/FhSn5LWERnQoj8UPaf/QzIFTpH 2vHYIF1XTd4wJoDaFU5Xzs/etWTe6uSVmjMoK+Wefk8+G4v5H9d9PtWAvv4t uKv7rxDn7jszEkHm40nveY7ukTOE2/GoigVd04TfJoWvoTUZF4WLOg0y6RBa I8z6IqHCW3k3eW8MDfCuwtbthzQgs33ljJHoO2plrbt1cfURdNry03kRQYaQ 9Eh9SYAa9teOS2v6PEPsNshWa2SPEizppYlpdwY4td6/etN6jFga3b/K74AG PE+Q3Yxjc/CxX2QHdd4LMftRS8/odmXwWXL42JY7leigVWRqSvmsnhqm20Gl Yuu40UVHTdnYeeGtG2uexKKL5jHt9aEs7BvjRktXkaMPv6gx6/R70fg35kYl GR0T+cMjKHiU0GNrJ1x4z8DxG8tuVYxSICz8gaZyyDSqk4/RqN4aMJGffXo8 +ztxbLyOts1EiN++yY2nDI4TR5MWXqadYMFM7goB8Z6JkbvnseeFAjwdQpEu bmHhKvfslEteHGz8uaOlpXEc7RktLBQtmoNdLmydZyOmYs9h9eTtfythc/b8 6hUpVOxNXP/2Mek/xHYwH6Sq0XCxhBSjc4sFZ8PFumifKkTUnpfGmdBwtUNH 4dCjXqJgSXruyW+9BGe3ZokRWQiSsBM8M+NBdOiBVq1bAA9wxITPdrIy6Llt XtI0zAKzcfLhV1RVMGLE5JioM/AZ90fN0TYaeMb/N8iOmiAWkd/ulDkriFLp iRx+ugbcLmrrqS0YQe6pnMeiCVX8mMjoWBv/Lyqtd9JGjQqiU68R79BUwrki xWtpIBtrGrXGNj9iQFYevUHlPgX7Sv3zT1C4EJEVKng71E7Ushu2vznKxnHL HjtJhsYJLbvpf1ui2GAfr7ctdhcb4vLqd9cv4MK8+e4p66/P5rHbm9Mi54PN LdxnwmThTYGJy23O8cBT1lv5Tp2OnzgGeG38XQBbAwtEp7YMojSXZlvtsxOE OI/qkTPKgFfJRy9M16viuz4vDeRdTBgb+dOworSGCLeQXaoL4MD2Bb+k3bKf IOgnXv6lsFaBNoV13gU/GlR5tKno6rOw5HZ0oulNGVHllNCW8XwMJZk2lUkb vyJSim7tJa0ZtPjAzKCJ8zdiy8SLtHrtZuKJ1f4/zLhc/OyG2L3JRgg7T678 9qFAio5vuLouL1EIhp1n7Ep2cuFdx9DtnA98cEAuLtJmAZBLXy13UOdjC6Km 7fZpJdjaZfQiyI+Kt4jCnS1oHCzS9TzZGyhHGfd8zOgmPNz1ov/eR/l/qOHx wip+6wckJV9zduP8QA77zd4nOFHhoNtpvs6EgnBesyY64ggHSxt7NL9fpoFo E/NCywNlHCaTaL19KQDLkhupNTFCmEM6qKZ8Q4ArR6xuSpv52CjNimTGEOJ8 yQLd9ooOYrhZq9rNV4iLm4YTw9ZT4fNO7c3HF7NwWp1xYblOG9q7yfj71Coe 7vcUrjql+xaZ7vF6tXHWp6l3wCX7JBnEGSpzvvgLMHNZRRE5hwcG9lJxRSEd p4T5mf81ycINiO+RPknBxTU+xkW6XBxp0VNd9EgJ/xAZ5HuOqWFW4adn+w+T MFO9/fJ1rR8o+qdIc0q/Mvbq+nm9hVYPMpWEXJn2oeCJcVLDlnVCsL2/qWEh GkW3/lwm8a34QKRPbHebr9NO9PVUsliuo+jMQ89BrykaODoP7EheogzuUwdl m7ewgGE3aLRu3mfkUCDMv7NCADfLFJk60I78TSqnjOYKwCw0LJ/3o5EwbnY4 wpjtyblxYvZmey62y24Pes7lY7MkHe0tG9XwC73L6v4zZBxZb9Xr+WMSPY6x Hw21JGOHTvOMrSIepFeQ73XSaTg1IAX5Nwrh6UBblVfH+Cx3fm/OpSvh6FLr F0tPfEIBe7v9YocHiEsxeedTFbloGlnfYeqzIVD8+spem0FC80DbyOdEPu7W do3YZ0QBveQNa5VlN4nSqxV5Dn0KorxkCp8rocLOBe6yNE8elNumWBFeCsQN Sl97sp6Pk6zu1Hn79yBNmeZgWJUAK5eQT7k8VYYK8Z5lEatZ2KAucnGVvxr8 e1WLU7WfjXcEUt/RUhlAW/ZZb+l1OWpgl99ty2TAEVHU3ah53Sjw0FhO3UMe cMwcLLttaJCoO1H2UcSG9XeWWR17wwBmwuHJtotcfM028HFavCoEv5H3VkZ/ Qk1moY4FlWw4bTn5dHmXMgwesjoerj8Hrh1ayyVq1YFZUDLC2i/A9LMWqu51 71CX9tw/s//hY5Wo6WC/Ji6ur9ixISqXjw0p79v9vLOI9ef0ms648zAxkJV4 xGuUaKj75+FlQx4Wup5zH77EARHqzXzKn4MzSInb6FdaCEWGaU26RI6kr9v7 f/dnY5fNHmbR8yk48kDfCknHKDHf9GRR40/jqOzp6TbGLE/dw7UplZYKdOzN NzfpUx5UL9+UVeCdScSHJktid/Gw6ge7gd1No4TnHsnKOSMkfENjaGH/637C dznuVM94RwS72o1+VJESvy59Exi0jA6dWUG15vIpInDh26XDcSS8dg25qyVn mijJs8FY7RzhIzI/GPRMDdp+c4VlnhT8vjg9+sJHGvQ6nfePqhfC4IFP0jKO Cviq33tWmiuEhST18ZnXXEjbFe+v16YGgXnzxUtVNMDY5GVBApcCH/3+WbE6 UQAGDHkBRYkKvJC42AOzvHfp6aYqyqigbmthjwrYuMfUzyJYe/Zvc23VK/vC xTV9vzkuuK4B/11Y5WbpyMRMmkWCoZ0KOOET50sHVDGT3mLXp6sOBlNL4sTn VPDVn6fsT+7SAI6mSMJyo+JwdoO24IUQ/N26x3fsHUOTJYUez4xV8bcjMcbe QwoUHCvQUayeJLr1PW1tB2pRyppQT2aQEP4emgiRNY0TplWHnlh6KOHay8FX mAk/COuRfcH6YnVYsZaz9XqmKhiE7etfsXMYPfCfdDvvTgVHvQRXlREqZBZ7 zXwQ0KAt53spT5cCuSuTPI7oceDJNusi0jMuzsrdqmE3xIaDNxqlBikkcGVs 1DLr5wI2slryxZwH3Y8MnVszhVBfPZdtGK6OxxmWsakSIQSYMOfd+EOGHmyg p569xwMbq3XBfVE9xP8A+nlULw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 97-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/lAsbh2eGmTFmhsfMmGlDaBEldSpL5bmzvYdzLIWQtFlCRAhFC6pX ixCJdChaRERpFc+d0imRLZGyRpEipIwsb+8P1+f7F1zfS31HwAZPBo1Gu/Ob /29JY1HN+SQBWGxNlWl0k4C9tZP5WAsPW8Np6Y+4crjvTSOrcZEQQ3T9Fpjt /UkuqvKxn2UuwvPFp4jgEjF8yb07NHZKjMVb5UzbrgqhK4CePNwmA38pubbr DckiT/dAqFwxG7rMDKP/vSTCYezNv+7OxkSv+gf5mkxwZ9x/L9QUoMDt5pZH o2K0fk9uf+0oAzdbyzKjynsodr9zif5sZZCkRhUtbRPC+u7qoDYnMbirDX52 DxHC8HJRrZOLIiTnWR3LHaqgJmUZqh2XmfB61tGAUsda6qhofIbrXBrcKzyZ 6f+AwPbAFaZ71FiQHJ/wx+wiIa4GN9aRcDpk3az0aGwapwTx91cZNU9RXCPm VOJDIerm6C95dFuMCft1dEvVOXDIpeGgSS+BNSZeL4tclCBKxaRhptEkGZzy jPqr/Dv5gvvO+pjVIBVkC6e53kIM77MfJ22GKI19I0UXn9IhninHmxlEwOdq xoIxcwEm6Fxt5teJYeJXgfimPA+Yr7pNXzUpwFWxfbSlkIDrreq2a5bS8VLa nYXdeQQy1r9Ifm5STw3FKhdrvBCjjUuHgFQRo9Rrtq1r9DTpjdtrnGJo4Gs+ 5bPYjIFBMmQE058PkZXiS19DmECNvtW5xZEHdMlvdNgjgWP65eGS4B9UI39t QcKKUCr4rXZXmrYs7M+IXhgSwMG2/qrtl7LpsFkrm1NHjJAyXrTS9DUKsL7x blau2SgZYB+xLbPjGbXbOPp8WqkSzk/2V+1czUazpBH18OUEknYuVd/Sk6gE /fh3NZF8HCB69Na1TVLthhxe9cIeypIYaLar5SOZNzBIhY2Qyr8yqooqFTDZ tKSgfEQWfOxE3DpLGlb/GmUzvSSwIFw/p6DmBxnxo5ptvUyMZ4av1I5skJLh 51QvsA/zQdZ31y6LHkWkXD0inuUr42WO6EFGBIEVrtlpZzyVMK72YbuBgZTa MpKfb6eugP6Tu3sKb7PRY0Ax1SGWjtb0CbnCNjZ6kdeGO859o6w/dffr7+Vg UQgtfm4BH77fCfJYPiwPUVWnOpOWsdH+gnLML5le8sa8jKtHhntIafAYK2O/ MmDUmLcDQwaMFdtYbicIWPmDsfcVUw5mLNO8V/KJj/91fdgQZyFB42btyauS X6Q64+3GcfspMjHfqS0tlYuPyMzWNckvKKWuo27lbDq0za9Dx5l0XK2fh7E6 Apyp25jY8JALc4QX/nPlAwt9Ov3zDssKIJyxZ+TW+zayiqh1aAoncLJJZeEV Ryk5y3LyxesYAlZfdD30VEkASTk1m2tUBDBqlTZDg0+geWCKjsVJIeRn180/ Uc3DMtsAT9MdyjBfvdlgm8JXKt2p4U+1E2PknXKG6spuBXiVGn56skYO/665 WnfviyKMDu5aXH6/kqwsv9dnai4EBxXD9IK/xkibiY7LZy7IQfOUWc5pXzYY awe+lJ1DYEhhXMry3HHyHn/XjT5ijDq3vL6ks26I6kt/mULTo6Om3/TnZfbD 5CHetMkdjUayzHin+0qBAPHVpqxsJQnYUE5OnQ3KAG132911xGhAVjYXHqND u4XBBDePjVZ2h+wN2Er4X9M8lbv2U1TmHe+V8suEqKlX2ze/YpiqfaRaIWps p15XM9L9Dkopm50r359dz4QC38MHf86hg72RUVxUqBIKhTojxTPkwc6cd/r1 PRkcWnU3aek3CT4dNM7tbBBhYiRrK30WgenVevmlc5uphJu8WrqhMvZ6iP84 qvGWWkc7tW9URoL1PX1O2UcYkHtD9LyrQII87fKbjMtC6LnIMuT/9iLtoK/+ PikfW4pXXHfWZWNRpbfeTQ0BHnmvZs5KlcGfdlp5HqMcLD7zZm+sHgN5iu8u XJv1k1KzEKiOTTPRs2vVOoNZ3ZR8l9tE1GkWjv2g1VqtFUP2ki2XK+pHqYJd 2iE+5e2kjUrtF//xVvJj91M+33mEivEtPKAXLQ+29n2OqfNkIE8UNxC4lACu 5WfdtbP7qR2OVmt7d0ogt2Tq4lx4R7WvS10x104CKyMP5gl/1pEfP2clGS4V 48pzc9WsTDm4zKsVP0/JYnSNcY/HTym1ZDfPZOsCWbRp08/8204Is0PYgSZh HDwfkEb5//69SbktBnRzKSUftaPhqjwdgzROHP4w1kcFbP3gmzjQR/Zu+ntb sc91apIyu81bSMC2ZzNaKzlfyZl+zYP9KSIsYph2llizYH6qyRqZ8VxSJcOh X1VIh9JbE3jyFhO0wt98LN2tDKV/phmTnlOUWuXpidppMZ4zvl3t5d9NxfcK tnprEqhVHa1Z4c+BJWcqskPVBegYyGxhn+eCSZZCWUH8FFVLlBY3X+SCwz9X ckZVeqjAPaOXqx8IIWCI0ZrygAMpGmMlHXYEDIYmvFKuUADe2b3S5gQBxvD7 t3trcyGs6VfP07hP1JYONz3NWAEcWy19rNMlA15lOwsKrhNwZc8aAVmlCJde 51+zuiZB+RMGcq7VLVS4X8fzlFtiZMVMhvnWC3DC2VDucL0YF8u+f+frdYk8 pppqe8dDGcm+SymhniOkyz3d6RY9ZRQ7n3QdOKME50XMEPtMAjNpKdby/7wm V5UuvNLgNEV1vnnXu8OfQONEizi2EQuj/T4uCWkdIXdu9Q4wjBijSh4fa+b+ 7s/fjPsvOotpGNE0vKnzsRAWCBJGYW4WmRyZGpLoIkS7t/71nN5R0mNLyFKF QRp+cXB5nh/cT/roYJtiZguZIY11sanrIjcsagoM1paHr/m2UShDg0DVt4sG kmgY0+Thtn87DW7lWCByTpLnvGwezdzHg+ZtzqDtIYuee+KP73KXh571p/xj asRg1BI12O8uBz6Kd57cvyqGC8OaRmvrRZDukuw/v5kDp5iljl7vJKDF/XVD ls6EF/9e3rvwdx+duj8wp0qY8EQxZ7rIX4Ddy30NwtREaOdh5re5X4SVH7fZ qlyTwMMV2rzdlorIYxucXWzJgqUZF8vCY7nIk39t+VFDEUJ7H/4T8FkOs1ZN /HXERQIRJ9NVvqSy8RBRq6b8XAyhy6bbyzN+UtJb+W5P9OTw4h+BRZFiOoYl Ks+dWiElczzbbhSM1FBpRpEevGAx7Jf+2HnAUEour9hTttqNjruu8HPGFMdJ s8HtYQuDFEHBK8X4vj4XtA5u712ycYBKHfayTDrPBtv5Z51Zg0yIPR7C8ovh QPPl7/eFGrJgcKZs8ewRAZRZm92kPRHg+gEi8vNtAey+XteplUaDoGVW19f1 iAB1jed91RdCh8/1o0ufK4OF8dqwjzHd5KEqI8YXBRE+Dng583gwAR8f/1qh 78THC4w3rWE7RShzUF72xnsBRjMf+0cy+Lie0zh+25PA8I1dlgVNUtIvqMeh S0cRL+h7KLDjWHCesza2JUqAC+ac9S50VIKvfj4l3E0/qULuE+7F78NUfH5d lTBziDIm5/VRowwQMJz3HVYboHZsPDDnsJYcLJJpT3dXr6LCbU3/PKbLgbMu D/ve1HaSq4lo7wypAG3CXfZrDNBgjXivaJ22Ijgeyd333HmafLGh8kl3lgRS slpCl4g5IPtd/kxxMYEFjkc8A5YTcNxS5Ukvt5Fqvh+XXbpCCV5aVX7Sa+ki 7du/bVYFAYxRxsbuERyw4xv8u2ajEBJ59MR5z+Ww1PGBy2lvMWzIOWWRWjRC BR4f9205IIHCs2Y+Whnd1P8Al21Jbg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 98-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41Iv/xccwYRZmxpj5RUlSSXGj3G7l+rwLlSUJKUlFQ1JIppBuMaWI LFmilLarImu0WT5vSwslVGPJkmylm53s+vb74zznz/PHeZ7XOQtdvG1cqRQK 5elv/b/nx66OKLnAg037EqUlTgK46RNn2NKhiC3+lGuFDDlcYNl17LWOMop0 jywxOT5GmOZ7HW9w4+PVvAi2bwEf6p7YbxsapYEFx/HzykEZ1FZgPPpTnw7t JmvFr27x8MlyBlPYKI8xbu+fZSyigWkHZUjI4CHXKWtv4SgfVUOvO7vvpUFW S3FKcGkXWXmWdfekrQAEicE5f7Qqgeqr7YJsGw7EpZufTxt8QSZqFJtf/08W PqqEeBftqCFpKcMDYe+l4El2eIrnMzYmfzvtxvWVg7io6FWqOUrY61w+2Gkl DbezKoWS+kmy2SV/6U6GFDLW0WZjnithTxs/yC+Li9Ub3d7kOHAgQH8fPWgJ BXwTXpIWpSNElta65jPmg+SxbRDJcFfCtHO3h3TVh0mNgOGcm+VSMBR2Obtt BRe+V1GXjJtyUXpteJAqgwOpfFuxmRIb6qiR8G2GireS8pd2prNxe5l4l7fu R3IwVDlPo4KPyxxOlvYTVPAwnT20woSKgvjVu+9sZMOpSv6tXhENuIV1hQUv mYAOGRI7HwF0nVMrP1c9TkpYf2dGrz5BLpFwT0eazYGTN8RLRd7y6KlvOS/8 tDTs0bojX8seJmKUU2Z25bNhu+Tx7TSTUSKsb/J5zJYK0stIfDWpiIN2IyNO RzLk0SR2eKG/PhsX37lLdqbHk9FropqqT7GwLjLuokEwBT+vlWdWLe0ig7y8 ngUHsJFI7+sn/YaJvVax5c3SHIwzLsgsHZaBZwE22nsoVKyaGpWluQnANHF7 XYPBBBH4s0p2qx4fQ9RVjV5MTxH+V9SSZYNYUHL0vKb0TQ6SjsLAlxnKWLOS WuS2hosvHO8kXXblYGJmSMq6z1Pk3uGMDOuFCogxTj8kenQU9ikm2oVKoeXT wzm7nenoRtwbarsyQNItie93NJiYI6JEqWeyYFBvQ0nWKxYEv434Eqsni4tJ /tbLF78TDzVvpJ4b6iJaqqN8ewoFgMHj7nZUaRCI1s3kbOaCwU/q8Xc0ORi0 e+x27DwbLzg+/3BpkwA9rRa+5Q3OEAupjfaTtrOE3bFp0ZUzClhIpLQYxlWQ DMEv0eb3VGhdXIs75kphaWzfuSIeD+fqSmI+PGfA7bl5g98s5PHQF8/0IBku 9D9cU1jN+kK8ZdfY1fuz0T1Wg0f+miJUzGYqPp5lg0p32gXjcSWIvV+9p3o+ F5506AgtfvdmejRh+aZwJdje/TmEJlHE4m3ersYuyhCa7J9irzBAXtv5YcuC i+PEShb3yyiHA+8S/SNnquXQLa1TXv0uB0b7D68ofVpJKLgaDcy1VAa7+Wuv ZVqME7qnPZ4ZrGJAw6zJ/UgPWUges2spruKgKPtSgn7aJJGd+jW+OXGSvKL/ vuBL7SApPFO9omSWiouO/PquZztEuJwMaytxrCeKjQ4eMOBycTJm8+YtWnQ0 tz5j+5csB5/4aerNL6VgSr67AV1PCa2sXkeIi0fImkK1FzzJZ3L5bvPjNSum SauDBs3x22kweSv48pMeKtiuW3cp+AQHFV7qptnUM8HalBn58Yk0Vt94vT7k DQevVa3MKFJvIDt6A8vcRAL8JuSvCtFoJAvSv0cOmrMx6bTHmoAJFqrvCInw uyGPOZXuK7M0uFhTFHAq+h4Nx6y10oWj8jgcsbLWWEUGmYpNyfdUxki1A+Vt ZtZy6Nr+54a/VDpJ95Dth2t75XD8J6XG/G8+VO5JuGCvNk5mHtYWHSr9TOgE 2hm8im4jujvLWaxdw+RclodetwULttn27EjUlIaRUEavQQcHGGbfdf9W/Y9U 3fl/eatWy6K42qhLODZBPqpJlmo3mYNWrWtSLK2V4ETcSZcuTSZe9U4iPWv5 8Oa6lLpj7xRJD3b5kEqXQgeJeoxW3g/Se1+HR0xfD3GRtYf8rvyQnCFNHjGX sqEvc+bvd4wBYu6Rhv7/EnhoH5rmuD5VDhYnbjSUnkwjLv6c/SpppUJR7jSG 59LAckZypSJLAEVbkowI11lyzN/auUfCQa0q8aIXnvJwOTjSOFmehzuO0j7J XmWA0UnxR+igYA27KK/hJgOaKlTcxfZfyaM+o3erninB6WWb7q/yYkKCxnhB mzUb0oqFG8soHGDGH59oiOai62KzpdU0BfCrn+oqv/SVlCrs1lUO5MH59RMl y9ulgWei3mrlwYV/fQy5xFtFqJsNbM69K0Ci51bCCddhoroiN0B4WID8XeGO fZc58H3+83fNe7mYQknYSr/+kYj44eR4oJyCX+qavrl4svH9uOdZUbQcio90 64hahgnfnP33ditMkQUl5xsYv3md1md6NusEFQPrh3Z/KVGC1Rs8zDfJ3SXi TiWKYhyU0Ozgoc31BuOEcK/oD4V+CjqfHrCssO8jDi3HVsWUT0TjlvAdQ286 CZtl9Ud9tekg13t1bW+uFBxVa1zWF0vBIP+Ai2IVKuTe34QoH05o7z6Q88hP ERr27wJtoQym5KjVdC5jQdf2CM+z1XzYH5OJSSN0OKSYX/Y0lQ+OPx5u/kAV wDWHOM/FDfKQcXEFt9mJh536Hn/5LeDh8w1FjQlqAqzs3r9t/j0BJEdIpjvN OMiU/St+xe+d0KlDTrmnAjLpH826NRQh8O5jtnEYA2//OW1xzkEAuUajnsCj 4xl2zQLl13xghcq55alMkhO5GU5lK+VQ6rq5dWQ7Ff1ilNVnV08QkZ3qGyfu 1ZJJ604Jmb58sMhyNrvVNkXov/ApXu8khVKGb3TTq6YJk35nv6XHfudJuR4J 4SmA1mnnbzr2faTKFlVVHp8O2xbH75rTT4Or4n1e9vpMaLg78lRJQwZ24oz2 1kEeFG81yaKUcZGizVvml84Drwe1X7SSKLBn0qGgXvCb37pGmr1rlIDrZHhg TJuPJd5v5ob5smFQXzc94c/fv4Ba1+J3kIf+oe2zwQ08FNNKPE9RWfj47T/f dBZw0d++3SyzfoIwjXY5ELOWg8lrhAqyl+bA2qicnYtEPFwyL949ewcHDmyq 0yl7N0FmM8oYN0eGyHlqaUPigGHSiNDsIUepEDAVFWb87wDpYv/PvCAtORjo 71pQzq8m/bcZbzmvKw/J1l8/BWd3EOvZYvcbE1zMDJnzYDSfCob847wN2orQ l87r2G8jBRU2lWWdtwWgEj2cdPUZA2RG6Jfz8tiYuluNEtLNgTCz+WXfGBLy WGTr2xlpJXhjXvl15ad2orWx2/6f5TwYJ42MDgTKQ5Dvx5KmvcoQw5SK0Xwt hzcqyny0JXy0/RGlOXBMBvqbm0tz6Dw8YrPNffKXEuSTf8SEerLQ4zrn0KZO Dmp6Nz/4Y4UipkQ+LjL4JCF9rrzaFXVQEVf11lzuaeNBskdq081FclgmMbZ0 XMxFTYFt4R3RHCx/HFHNyaGioebA2NcPNGx6MHwnZKyXSGx0UNcIY6K2cdvX Whs2dLeoF16MnSDfXTjYI4fNxN7m7NV3LAbJ0Q4dTn1KGzkyWtm0tXyAVM9t zz9aO0wEr09wHncqIFt5XQz9pzNERMMqsTr2k72NbVsILT4IZW6tM9SREMHK 2Y/Uuqh45bhe0kzdJPEzj737faosSDeJLnQuo8FA9fJ/zU5ycCeVq8cZlQXB 0rOM6TUsfKrolZPOl4fVPoYnXyITrHapx5/bKQvT8Q4C/nsuhHet5/6zURGk OTMTg2Ie9Hebv+z5/XP4UeJRrxQm+sSk5pc94IFJW7fozJlR8vG8BWG/Xgjg YRTz+aJQLuhZc5ccuq8MsYacay+X8+F/kLJ03g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 99-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk8lAsbxhkGszCrmVZtthJJREXPfULniFJpIYc2WYpQiiOFcVQSIWQL UVqtqVR4bq0oWQcpwkGkiIkQer0frt/1+f/h+l+LDnhuP0SRkpIqnsn/O9zT yFiUJ4CNexNkxA5C+BrxOXJdGgdb/aSSixkKOLAkXv+3ixB9dNzVzU78JHjZ H41WmyuAJcf+k+6QLNovPaoRImFCp9ka0etrfNTOD1Oyi2ZitHPd4+wlVFg9 R8OOoyFArkOuY/GIANcyBqyKr8pDbmtpWvCzbvLbiPUFgRoPYu9uOntn6CUZ 6/F2MtOTDg1zQj1LdtaQnQnDqQcKZOBRXniax2M2Ji0MVrGlMiD2UtSqufk8 VBaVGpXuokJGbqWTuGmCdO5NumPcSEHGWup09BMeJjo7HryYxcfqDc5v8u04 8Mm23XrHe2k4Hv+KtHz2g3D1j2qhzZOQx6whkuHKw3sh6QkqS0bIxf9I8tNf SMM++pf0NQI+fKmiqI+ZczHWvqp4QsyFLIGNyILHBqOOq4omU7J4LfGBRtdd Nva1Wa1+s7mRHDqvXLi4QoDCLmi00JKFw+bTbsvNKOjYarfKY4wDAZWCa998 qPB6772PgVUsQLts8Q5vIeS/zw8KOfKLFCua5ETpnyT7T0cEXb2mAP6pIg0f TxpG7i380yWcCn9rZtJq2RLCSkUaVvlyYZv4YcYdsxFC87xJjuXQG/LoelFS YgkHrwstksv2MdHssmSRnx4be0dz9PdKrpBRhpc+VAcoYgCLS481oeCnNTRm lUY3ebnyRhPbgIvE3YFB0ldCLItx/z5WNcNt+jTnmUQWuB+mQuW6ZbDq14g8 1VkITy/5ZyZ9/EWcGq2S37xSgFetK19aDkwTfldUUuSDFMExMt0n3J+HpL3T qVfZyni/GGQ+LOLjS/vMxJhDHCxqnVVxo2qadJRkZ29dpIRrdmuvmiVhotMA K2HHeWlkZwbbpWgoojNxc7j9ynfSxPU1TX0WC/N9pC4tzFEEcQtLpsSHDcFv L3ZcXimPszfn5C/d+Y24p5qa9e9wN9Hbrz/ycRUfDEYpJ95RFWD8WvoXB1Mu nrN/Uh+xUYiip2oVKeFSsIjyfteEzTRxQ3Z2zN8tbCwm0lqNYyvIepml6dQq WWhTq8Wds6XRN0Yj4tAM52wdcXT9EwZQX42WTf5goFuHx90gWS40+O+q/Nnc Sbxl1+xo8mMj4bDladzQNDHHYqqiIYQNpyXSbV85Arh8q/rv6vlckAv1EvYm 8dDcK15rYzgPVMvNu+SvcLDU2vOQ6QFlONsVsje9dIhM3l3/14ILY4TOZGla RCsX3iX4RU5VK6Czc6+yMJAHI4NHlj8rqiTkN++bCAoTwo75a5JzLMcIj/36 p8JYStA8bXYr8rA8cJNNTwuyeeiTFxGvd2eC+Ghb8fCH0xR5Ra/uaUftEHlO ByqXT8viEvffX1baDBMlhLPnzZr3ROl6l4MGXC5m6anbhvUycdPWQBsjeQ6u ubRjuXUoBdMeuBrQV/JQtKLJnfptlKwpVnnJF38i+8sURE5LfpNbXAw+xm2j QmG/1euvPbJgs3ZtRPBJDlKiTLzFn1iw1ZwZ2fBIBs2k5knS7/AwuUo3u2Rh MznEElGTpbmYeOaw4T/jiqguzpu7disT8ytddXMXc/HJljyl+AF5/LlV867T CA0rLbQSggzlkMn6kHJzzk+y9nfi7M9tdDzUufoPozldJPP22NffFxk4NipV s8lEAH/8VO0puDlB5hxZ5uP27BNRfqe0u3xLJ9HT9UJR0XbGC3vU63bqssHa pm9ngqoMiDRv+1W/4AHD4ouOydx+8v1+U+L7dRqKqtd3O/0cJ8vZK3WOpyjg ljbDNKutPKhxvm1yfQ4LkzwTSY9aAch9OJi5oXWapAcfqM+iSyNPdCpxrGiQ 9Nz73+HogT7ieFZVjoCeS06RZveZGmzouatbVf90iJjt3jzYH8/HGHL4TKcJ A9QSNhjLTNwhjM6sUu1pkYWSgkkML6CCus6r1nkPeahZJVry0oMGrRcXZs5S E+BOL2qLfBIDVM8JGIO3KVjDLilsTmdA2GHzrJbKPtLLe+R61WMelDuMa986 woL4xWNP27eyYcM/MhPhlVxgxp0Yb47i4hfD7N/sK2zwbfrV/SLiMxlx3ftW UIYAzq4bL9PqlIHwOqPS+Xv4cMPbmEu8ZYHC5qSzvpv5mCYVv5l+tYEI7UiN qjtHwY7GD70HPNgYs390V60aA0XuPdo+rRKC91e5yrueKfJp2dlmxoxf0bM0 842LLJ5qGt7TUcaDbQwV6bQlWURsQIJPtB0Ppecc97xXNkE4OfqsUBqUwtLh MZ2a598JNy1sY6W1EGdmMSbbfvUQ25c2eR1fRgdNVauKY5dkwEvl/dKBy1J4 5ECb5Ku0LBTc2ohICycuDnOKTh7kQPM+W1jmJIuRD0r3hM9nQ/e2ix4h1QKY Z2Il3l2pCG6sB8+LsgQQFSxAfZEAu/QOG/ku4ONE7N1cx7k8ZMobxS23kIPT KY96RTVsZNIbLHoWs2DPfO7dzKNKmLF60vJfOyHI9HesdK5jYiC7ZoFyuQAK yrb0nns/SY4XZDs811XAFsOOh5RPsugbrbxwWn+c2J/fMbI7pJ5MXBvgxDwu ADWHs1p61dOE3kvv0nUO0tii50pbJv5NmA3u99U4xoILAZYr9NLYoHlmf6/2 rgHS+GSG0pEGJlirxdnKDVJBZ9WxFYFLWdB8/UcRb7EsDI+ln9dQE0LpZrNc qedcLPxw7c/xJgEcvV3boZkoBXkWrNnz+jmYQmls9XXhY/jemjqkzXiUWuYR QFFEteNzaQJ5Pvrt6rTIaRon3LwehtjQeJhi6KQkHyEHfRuETfVJAlSfF+ea t5MDvc2naUmhk2Qe4zkj/ccwOazEu9EUOkKuJ1T7yBEK+DYceuF+aJg8sOv0 vCBNBcgbAVqPdi3pZ23611kdGuREf4a0Z93EOrbINXV8xuuTXn8/zpYFY8EJ /h/LWKDrp0khZ3Zbsb3yeVeGEE4b6CP7uhLI/qDHFBayMYO+NMO3nAdhFvOf 9zLEZJC3u+uojDK82VT5Wbelk4h8sbYtbJMAxsj16w+eogHfUPJuXaoQopnS 0arlCthWen+bpboA3bdbu0785kFAnbiifwMbD1/luG3s4mCJQ49K8RoOpkU+ LDFoEZNty6+tD9/DwVXfamL62vmgtfX2rfBsOj4Xm1rZq3ExaYfX/bW1Cvji 4cVqTj4Fr8G9A1cWKOCH25LM0J/fiGAZBnkkjIXLTNs/125nQy7zgYaG2ST5 7pxLnwJ+JPxGVJss50vIkf+0OU1p7WR0ukf1k3PD5MKCzgdetRLC1lIn7s36 UrKN383QK5oiZpl7zAsIHyK/vW//i9AUQPKOdxudXJqIYOW8+yrdFDzDL/ZL vT1FjBay99RlyYNtwZvwgoPy8L1a64aFPwdr/uk7KPCng1AjhDFpqIhQwJ+r PvOL+t7G/q+QCdSM+6M/39BgMs5OKKjjwh8JR5VYGzkgw5kaHxLxYYH+OoVZ jQIwa+/xCQwcIbMvzw0OHRTCZWNO8istAbx8qXr+QKEyxkVtSp+g1pNDYbmz 4kJ46JgkunhV7TOxondxstoEH23ytB/hYjrE63Yb6txTwEc2Gwo6Q7lgUGzW qLyJimkp5vY16TzoWmbwTPuLHEY+Nms86qEM5d+7rMRpFHx3M6SEGvSDbH+t E0mRSKPEyDF9r/dXMv6/f626dxWRzOQtZ+3ZDHx9Q2pXblU3qba+oTF6WR/B bKJj7aJWcvjCWJeJdiPRUKn17MXKAaJi5+T3wJND5L/elKAY/hciVS/Vrazi BxG2IvbYqfO9xIDVSJ44RgGEW1K69jU+IGaFyskGXhCCPv2JZ64ZHQwUc29p e8ih1SUdObcTHHB5O1C49JYQdXav0DUu4oL/zUbTb/0U+B/nGZdp "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 100-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlGk81IkfgGeYMRjMPbNKrlV0IEpU+H3L8UFtKUdJpwi1rhKKUiKbSs6i hI4lRCilpN83xxbrPiaKkqhUzkEU+u//xfN5Xj1vHw03v60eUhQKpew//u+o +ID3Bcd42B1CufaUKYt7rxoY57TIwwaO67vlozTMVTrWPzPHgl7L1REvbvDx rwXSHeEJLIw/0PI4/3c6NF7bujJBWR7udT/LOF3RT3bdFa+N0RFAUp7d2dzR anJgx0+bA8aK0DYvyq/cqYlkXzWLL66iw6PC8xk+j9m4QGkFpbNLEZIuxa2Y X8TDG2k7XlgkM+DmvVr39lc/yOTEpR4ezTRkrqHPxT/hodlDplpMixAb1x/4 t8iFA1Trbc0fHkvDkcv/kBsqxokPo18/nVOdIA9vhlimFw8P0xetX7XzO6l5 TFKUWUWFvPXzb8mtEMKXeqlFU1ZcjFpaGa3SzIcsoUOELY8Ny/Y9aNxuyMAb qSXafXlsdI666bwxq4Mc/UvwQLNGiLU1YRJ7Oxk4aDXnvcxSCn0jrSbWdfEg rFZ4YzCQDncX5tS9S+AAuuS3OwaIoDUoa1nlH3Nku6JZQdzKILJOXbztpQkT jqdHaAf6yWFKIj07qJEBO3VuyTWzJYT5k5drdnnxYUv7w5u5lhNEe8WY8/X3 DaSvecTV1HIOfghVUq/byULLRIlGiCEbq82M1Y1DrpJxxpfeNIYponmMT0aB Dg3frZZTqNfuJ6XEtqbWanwk8oaGyWAJYfp+gbbFSz4mWZQVVEho4Ba2qj9n ho71PycY9AMiaB97oE7WzhGhk/WMPwyESDEeoJ0TUSHkimoa45QiVCV2Tv48 K0DS1T30n3wBWs7Va/cRQqx2vZWa4MHBIufdkSfpVNwtyc+311DCPfTrRWfn WOg+xEpx/IuKvd+C9tuosPEAkT3Wc2WE7BsOicvR+68LpFxSL1CETVqq5L/6 XDhdd+F9ogEDqa5fbQKNRoi7WulZkWP9xOkFtUO1DkIwmpQ62kCXhXV6Gi58 fT5Guz5pvWgtQiWm7j6erRRoSHU6/3CYI96eyHObn8nFp0RGt2lSDXnzRfsq 1qwMvF3YjE7KVOxS31ZW1K+E3u998k7RuJBhWMQ62NZH1LGbHF+FsDEth2a9 Q5kK82xna9rOsGH9tyWfyFwBWvlfXmp9ngcZjZ/2p/vz8NlmPw8LNwGccmeM 7k2TkNe2tdqoxUwRxYcbHUM7+dCQEhI72yiLe2wOTVMvCGBi+NCyitJawjpB TTUgjQ0dc5Z3Yg8yYKjmdcOrZwIMLLx42TD3B3G3ts9dz5yCVwxbyt43j5IH vccr9q1g4O9//vpi4DBG2Gv0QlF0F/HM3HO/EZeLlyviEt+MsdDOPtzBhMHB LTcMZCaCaZhR4mUkb8DDQS9alJXzNNn0VLWa3/6OLHCtWtKzkoqbPI26krfQ Yb7kdPU9ZQY4rFlz8XQQBxNxuyf1OgfsrRRi2x5J48F+dZb6UwFeq1+eX67e QRpq+w4c+MjD1JMHjY9NKyJt0a2UaDsWFtV6Lb+nyUXyrWflt8Py+N1eJ899 Qg717tWdybkoiwqsN2nZ876TwjGVuZ3FiujRu2qdybw+Usb26uLqw0o4NUlp sjMTwvT23vAdR2fJgkNLAr0r3hGTRnoVxWv7iI99VYqK2yXk2a2GHwz7OLDZ YcApRUsaeP5PTrA6BcC0/aJnNv8reYU/Jb9vmwJGNJr3u3+fJg0WpUm4K5i4 6a1xxkZ7HtC6mlfLL+fgVb9U0qdZCHX/ZKuqKVFR/rRba5Y8FWvqNVqjo0dJ vz0fDsYPDRC3RjTr+hYVkbOk5X0FbTZc436m2qZKCOU/O4a/Xuajd4BRjtN8 JViYst5U+kcuwd0y4uKhwIDy4hk8X0yHBtP9S5tfClCnPuL3ah85eFqVOOmb ScMmdvmDjkwm/OXuZmdz+hvpHzBxu/4xD6j6YU0NOzlwWXOqrMeeDZZzSRPH qvigkHx0uiOOiwEljtNlTlwIfvWzv+riJ/L7OZebnJNC+DvAlEvUseBEfGWn 0F+IGZTLf8hfbyO0I6mCp8dp+F785rObDxsvLaqKfkpRwog/P+oGdkuI8JF0 leEoCpY9P9vB/O+HyU4ZbfoXZTD01diO98950No58bMw+A6RFJYSGO/CQ7Ht 3T2shFnCfXegvtIwBb3DJ7/oR48R3kvxLSvjNVE9Nv2x4MAAsXXxK/8jS+RB Q2ZGWZhOB3/VzsVDiRR0akj686qKDBTfsUaUO0+ErUwQZxrzoGPvdljiTkOX yOlw30YO9G+54HOmUQjGNauaVgaxwZtVUlmaJYQN1NYndQsEqMAwSV5mKwNB ZGGkSTIXFeTbbD9qsqBc7Bc818TGm6tmNkS6iGBrtKuX+2sWhrOb1AQvhWC/ VKJp3fuLnC7O31W5XBa1trVnjLAZGBwvUJ9bOU2EFTR6lsS1k6lrwtwVjgih ZG/ORRcZKhhWBzxbu4uK0se0uCpXqGA5vC9Y+zALXmy2ky/dzQWdk/s+6zoP kZ3NPzMzuliweWHydplhOrjVheYTJhzouD1eytOkQbRYc0tMPQ/TpMTdwZ58 VJh7GbBJU4ghzr22Ba+miUdfDz1/IyfANGN3JcZFGSBZ4sTIqF9kIbOSmTk+ RjopSTZsqflOmhNaA+SEFFz70ras1HGcdHM+oXJKRxZSU+ppvjMtZMhmC5uz enJwxc/N6YTCZ2ItO8IrfZqLNxLf2YW8lgFT4VH+uiUsyN57IXyxDh1qttZW 9t0UwW+lRqsjh9hAG5dPePCAjWGUNSrzugVwznZB5WdmO1mgunHFi9Ui+Neu 9tPy172EgvnadeVTHDx4neNt3cfBX4pkeYQcDzNiH5YbvW4nLR19jKp1ebhi sClhoIcPR/Tu5DWFKmJlu8VG14VcVL7/6ISnDxOrHl5o5BRJYehk6UlBjjy+ yZHcivo+SBzpKLRe58PBJRY9n5q3siHL/XG8vtkvsiHac0AWu4gsiyvPB9Um yIkPupxXGT1kZItv+43j46R6cW+Jf7OEqAnw8Y99+N+W+P1Mw9JZYnWj6Pmb /RJysLPHhtARQtfHnbwz3Z3EaUHhfdV+Kew7E3pNzZ0Ckw/YO1qyGOD1M7vD p1MORhqX/m17nIO+BqyJ0fWKINI+w5wxVsQvb+0Hc28rwcoA0+P/oAJoOAyl nIlQgJlkF5GwhQuLhmdDNUQ8kObMTo9G8GGFab318xkRJsfZZf6gt5IHzjUM TcUJcPfViAvXF34ielvH1Ib0ROhQqPsINeWhUmVD5FFLJj5yWF/cG8UFv9TY VOtoBmakWbk2ZfLAJPjhFg0HOYx9bCn29RFAw/1j1lbJNGzIPlNOPzVOTplN HrcSS6PEZHfmnoBvZPyTvuSVH5+QCtc2nXVlM7FkuNry0W+fyYXmbeL4JQOE 6fnLWgLlHnIsZqrPTFdMPOSeT3a9N0LUOM2MhAeNki/slw9gyzci3TDd+3nN OFGveiWTuuArMbRxorA9QRZmDZMUHTRLid+iZGjhMSLYxA8xHmQogpHivTu6 PjL4yDbTMWgDDzzrhh4sviNCQemHRWaFfDieLbYY/CoF8bKFe512CVCX1yP2 8GLj/Zht0oZOfKQVEvoiggWX7ie4HopXwmc8h8PLw0aIugSW1pQTDRlBWe9q K2qJ9NvLct9O0lDxK1Q+dhFC/+Luc7e7ykiaodmunXsmSemkxVMOyt9IWzX+ 3B5PHrxk6Vmmwiei+10II/LXKFFv1WnYc2uKSDaIMMlrE+GyxczDmm6zhAIn Xxz8mgI2joGzm91lYMfnmzkuHT0k3zL7Q7SpPOR+OZnCGKkkEk56BL0w54C+ SkfiPm0ehLsQxTG/CaAs2ScyaLcIDb2T8oVyAph8QnHaxefgWGyZ0oWHfKgR 52WUjMrCv39rbfsjUgiBUWpjoy9F8D+yPJB9 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 101-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlGk8lA0bxWcwm5kx+8yjRaWFlDdFVOK+ihJlydKTlCKFKJQ3KhWSVqEI ZUsLLbKEUnFfUT1osYRIIpFHRIwlEW/vh/M7386H8zvnP8vVx3aXAoVCKf2j /7sldViHGS7B5kDK1adsJl7Y9uJE3Q0urBc4tej0K+FkOTt82X0BtJkuD/3n mhgrZ7SfWbNfgNG7awozZ9NA3rhJx6yBA1nNxSkhJR1kYQCvVtdVBjF3LcLv 9L8g2U+NOqlz+VA75aRPkUMVyUqaDC1TYcLD7HMpewv5mG5fF7wvmA8xkVG6 U3NEeD1rMmkpXxnSsirc6t7/Ih+OG2M7lYHsFbSJ6McifGsfUP37NQ0OXH5J ri8ZJD5PGqyc9/cIud8aLrA9RPgPM4SuWT1Kqh+S56Q+p8LpkWPLYqgyuCW1 CzUX8SFuxYTHlzQWXkvI12i/y0dfG7UNQ0ZNZP9pSZ56uRRRMdzTP40Je9ZM eC40VUDv29UmowMSCKqQXvvuT4PS0D5XurcI0DGzzt5PBrStY2nviilYxzW6 H6V3kFzjHjk7V6ICh5NDNfx9WFhXvM7rlI0ybNW8zqrmy4mKtv7HVRFS2FhX kHbHdIiIKPs24xS/mtxnHHoloUiAc4yqyHh7AZpeks8KXMLHhYWd2a2QREYZ RDZVBnFx1B2jfMzo2LKcxXmj0UF63F7ZxjKSInG3t48MkBMP37jEvR6RYozJ k/slciUIz9uXkbaBiW/Ghhi03TLQYFxVb1ekwpHhNwzLxVIc/Dn1Y8EXBQiM U0tkBHPhgeGWLTEVMiSd3I68zJRgk+O81JeVCugsz8y0maWCjau+6I1kCtCt lxdvf5qKRlKjaNZbAe4m0gda436Q0q1ewrW/hZjjT4mceZ8Lo/eYqw6oiiHk 9fnPlxYzkJi66T9NXf3EvTnJt8IGOoiG1SmnQqykeMrp8buItTL8XmgZtnOp EsxSaNz0y26CsGWnP74YK8anRErzyphyUidk2vRJdxZ8mluNDqpU1LhyUrdM KEDPz3vvBisJYfq6czkraJ3Ea36V/ftAPmaIE9mFHQowxfx3ee0JPgyWfVsx dUCGa3wvL1h7TgSbadPSFYMkWGzts8vEVQJ7nua67bg3RF79+926GWd/Em9O VbjUKsvgbXzghd+VTJS1zk6aVSWDoT6vhSWPKojUZn7NPSchNEyYZlzYw4CW sodEsJyKcUtqnnyu7ifXHM1dzrzBwtnek98W2w0Q1xUVpteeaiGKjd13LhX+ 6YmRER2WLkALm+N2yxgC/JA+uZmTQseUfI+lyotFaG1WYO1LGSernqq9ENe1 kNULTYdnKymilfvSj7EbaXCljOeddooFditWRIQcFGBwwKLSZQEisFnDuVD7 UBGNWYV/L5qQYMKxPQaHRrmoe9M4OthCgDkVHjpZ6kIE/X1BDEMujtho3nUb YmEX88ucJ+ps5PCaEtOnjJBtDyxjBj34uKtNf9WyKe3kQFRkzdp3fPw5TKmy MJKC+dQwhrEZBe97afl7lrQQcQ4FDw5s/Up8bX/O5W6Wk/phQazOFyKwtuty iJ+jCDztCJmPLQ9DK4073EZGyU0Ti7g7eSpo9ckgZYONCDZNL6p5NSHEKz4J 5N5qKdjOtAm1blRA5RDXd7eUqWgpA+rR7XLSZ/uXPdG9XcTM+m922YO55G/S 9AFHgw8Lyp4uGMoYIlS9G/q6L4txd78nfTiND3PjV69U/HWHqJsdrTUQyIKi 3HE8l0uD9QP3eWWv6FjFL8prSGXDjau254uD+0hfv6EbbwpFsL3z0JM1OiK4 rP7zSasNH+bRTgYkyaXAif3vaEOUEMuOt/TsMBFDwPuxjucRnWTTPk0dtTQ6 fq5v+td1Lx9LaIq7TWL4GOr9Vdu/WU7I/rKoeb1aAZ88C29g/+FR71qtB049 TDzyfmDL52ci0HGv2X9A+S4RExTvH+0owm4XbteUvyng5uy/SKWPgj81Dzow Dw8SngvwEy/lA/F8+pzoS8Iewnb+e98DWspQEFMZNK2dAb5qjfN7L1HwydF0 tT4fJuRmrEVknSPo11flMYwk0LBjM2i5KaHB0Xkn5fdF0LHx/N4TlVKIHQGh 12IhePLySx/dkoJxpEjTYZMMOYxlsQvN6bBtPVl69owYOcq15l/VeaCapyx8 FivENP3x9WGOMqhhsNMmEwR4nF81Q1ImBav5G69sSabiaG7mtlIdJmZEzi4b OcrCgGjJzAm9UcJkbOYtu7r3ZMKKIDfOASmojDzKfVSlAEte+BUbbqOiAfVa Tp6vIpj2uQRo7OfBp63QbmUpBs1jLv9qb+ola+v56wyvCsB6buxmeh8N3qvs MP/EEEHDjcFHInUleLnp+o78NgkmKtQ3B7iL8VlVgvl6kGGigZsKI4IOgY+H 5ql6UTGbXcpOHRwg1U0fxT81/0UaE3O6yCEFUC27/2JK4DDpuunotGBNJjR3 5IqujtWSgdYm68L/wwK9/jCt0UvfCEN+qEfyqBAvr/bser6KBSul/xWv0uLB A4267jIXBpTbVpS2p8mAeErNcikQgtKg8sW8PD5uVz2x78pHEe5JEniubRdg adroAE9ZgikXCoqWfqgj6/RP31ZfIkHd71UXu1rF8KlbolplwcfSOpMNTnP/ 7M/blvfBWgWfF5yvFOQoYKqei2vbQS423ZZfPznynahHNcUDq0WoZdLaWW3L h/St+j0zTaj49pR7FxM/ElFxBaFZm0fIoS/agvcprSTDlruImjZMzsxty/et lhN3IsztzwSWkJ/EHewlj34TGmu7A7r2DpHfG1vXEZpS8DPUEnfGfiRCJNkP 1DoUkHP6kILPdAUYzuNvqbnFgGMvxtp2RnPgR+WCm+aHBRjB0tbauYAPMo0T 7HEDLubvNPVq7OWDnt/Kwy+RA/keZylTQ3kwHusok9YIQdLns2u6qgQUBb9H +0PF4CAPNkquk6HzldDzSXM7idtHX2UlqKvgQ7vVuW0nhZBzx+sNSVHGlMQ1 TlWpIpi3YsGpkXE2Xig0rd+3909OX/s7P5KOb9NPFNGCB8lP1yjJTj00lC9z Tt3u10O2lRaZ+jwuIjlXrcKd+Gy0mAg1C7r2jZxrXFsfrdVFWK66qB1c8Zkc OPuz3Ui7nmi6nRwT4ztAlDuM/zh+sJ90bbiZWfahj0hekuz5rHyQoHsWxU8O fyd6Nwxl111kQtv0wz1T7j0m/jpJVzp+Vga9153Xv1Tmw1JuVob2Xjpm7g7U ldtKwP11b978DBke8VWuIJqlcDi93uR7twJsKbDbfj5Rhtqi1vpdf7js8evt nmuBUlTKJhbJCN4fPvHD9Nv5WCyy268T9IMASy/XoEN0ZBy81VJRUkH0nZAM Wi1gILcbSgsd//ytW92ooqKYVFpitG3r9mEy2yDEtYnbR5rPEE9sdxeB41TD uOu5XURzSyAjbLKfuKo/3GlmOEbELg5ddrdWhvpX9pmlrKQAR5BZH/CBApd7 ZjgvIpmw5d+0244NreSlD+Vq3yY4cOfbsXjGj1KiVKLYIeGJYNG0hksuGiLg bVkeedJGBk9i94YddJbhL8ucI36EDIYfUxy2iQUY0K93Zlm7FMrr76bk9zOh +4VwY9pqKR5KVb34bBsHrRjeAoMkEWqfCDKfUGsiShK2nK2ez8MIrV87lsvE OHPOme9TjYQ4u8uFLi76SVSq26U4Oqmg31j2WM4ffr3MPrLrtZ8SXhI7nGV5 SdF1t/3AzxoGZvSkuZrmCSGqOcC+NpmJ62Z43/x6QwBdR6IebYinYbj8wcER Zy5sj3UISJx4RT78a8bhx5MyjIv89Pzj734iQr7/1YVpfMxJtKCxywcI6psl 4/lyNlwrnhL1qvwjkezkRe1RYkPhPweORy/sJMJ7s7uTXghBbPF6j64nFRSy ytd3OUrRspSXZ0YdJiqKZq2sDekmR88VRIhKKDDuqKirTaiA89xvI6V6bAiP Vy1MWStGX11ufIonDY75j2V9PqaEUdP8d6ToMsC68WL1ML2d/HeH/Zp8XSbs N6ZFjT1vJNMqErnTVfiQd29/qoohHT42Ox9mLxaD2eGyDV9ufiat5tl4fTCU gV6dy12OvxL8Dx4IvzU= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 102-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk41QkftVzclbvfihZaSGlKKhT/32SJSVFCRipGoSHJEqZkH1EiI5SQ aTE1t2SLxP9XWoYosmesWbpT2S4hS2/vh/OcL+fTOc85z1F39dl7RE5GRqbs O/7PkY06ozFVIuwIkrn6mEHFwtYtxSEubNjJcepaP0pBl5CFrkQcD3pNDSJe XufjgsVnHOZ38DDp6NtS8XIFSKEN3nvfrQL3Oyqywp/2k0kGmTPiFg40Lor2 KberIxN3xAoiLtPhYV58lncpG51GJOySbVz442LiRtUHPLR58/78UC0Tcu5X uzW1fCX7wnJr7b1pyDBUmE96xMMwWTWOVEQFv8svyJ1Px4mCt5X5F19Nkyet IYHhwcNb5yzsidhZUiNY+iD7mSzQ2xbLLbZj4vX0Is2+u2zMWBwRfEy1kxyN FRRqVAkxTHn+XZEBA46ZzXuuNZVDtecFk8OBAkBHcdM+XxHs3+OgJg6XwyaW 0b1EvUDyUQbXqTWLDSGZEZr+PjQ8RHHlUQQsOKD1J62eLSUei1faT7W/JY8b R1xJL+dg6MM9qbqaPDRNlqoH6bJR+e7WT8ba2WTilovtb06zcGFeWrBZFhW7 DGjMWs1+MrTgenTHOzrWzkwoKRwVQXW2s0D2tRz89qVWadcGISZ4Np38qZsC QalLMpTCWOBbXHrkx2oKHpSKxTbqyngp5YDu5Dkeug2ppO2LlcVXC/yYnmIe HiVuj3WnjpBrNh+vOzfLxwf+MheX3WOBsGv1giubhRBec74neYMS1kx23Nas kRJ/r8i8FTXWT4gDyKQQO0VQl2uz/2o7T+iadXm9JIX4mMjq2PZHFfnVtmyp Ep8JnSvr0W6hLHYFt7MDO7no2eN9N4zCBcnceJKir4SoYdftawn6nnfp8uKI Xgosspyraoxkw6m8vXn+FSKssPY5YuIqgJ345++D0knyqkODxdK4KULPNqJk 1JIPrfOmuQnHlKDJ6k+3umZ5TNV9W9ZTP0rWF4RnHrZn4nKvb/9tsB0jttok 0A979RAVxu6/bOJyMTv32URzBA9/sjlrq6/EQffATrWFMjTMKvLYRN/Awxsm t684js2TdY+XPOc3dZF59Q0pyygKuNt9078pexSgRjnYeH4zE2wNDS+EB3Iw b3FCrXWkAGzMmAmND+XRTLErm67GwwfVHuvva3CxH544y2uycdJG667bBA0H g3MNbedYyFRpz7i9aJLMfn2H++K77kjv5h/1F/WRX+r1e83TuDj1RabuJyMh qJtcb4mck8V7v2r7ez7tIporCgPOFn8gBvqesVj7peSgZWSA6TsBWNtK7NJW yINVK5Z07uZgxBvjfrfJaVJx48sepww27u7ckmVlw4NfRXsS9Of5eMUnnfSu F8LWnJy56kYK0sNdG27RZTE+foWKwHOC9Dn0/ljSkIRo85tWY0kLyTnStICp yYaWLe7bl41MEgu9Woc/Xuajx+erRI8rF1ambd8m//UOAcPPo56uYkJ5/izG 5ytAw6B487kNNKxjlxe2ZjPgQGF6T4DHKHnCd+JGbSkPQht7zg/oCeCyxlRZ tw0btP3LckbchHCqZab/2YVB8t+m2vQz8jTsaW7/4OrNRsOdawdz9nIxwmtA x79DShQrtMz7raNg2ZOYVgaPDaFt7wdc4xn4W8vYzz1PeFAqq6wb2ism/jid 5p/kyMMDRvveMFTkwO2g/w/KwzJYnGwZ53D9C+G5BjtVst4R/sVH9Y4oDhN7 V7ec8NOmA/Va+hpHdzqcWNK2eihZBh+o2jl1yzIgP9cckRZPqK/dNtUaJILW w/tB242C1REb5QZRAP17zntHvhHCYITZdmNVPniqFFWW3BJCgs/Tc7/lC5FJ b7Qc0FCBHUfSxOpxfMzZPLszylEEyZcrqQN+PDzLrlsq+EcIZaxnpsVB8jid L3auXE9FY5VRB+u1TDyVJFg2rzdNiDj/Wcs5vCPTDU+7Mf2EYF5X89nqFQV0 n/tWbHWWRTqrZ5faaQUwHXY5pXlSBUzNfxmV+AhBK9Tlg479ELlOYtizPYAH 1itT9isOK0CLxy/mBFUArTfGS3gaFGBVPHjLBnnMY1QyssfHSHLS1jWCNUca Eysk5IQc7PWzpqo0TZGu9mfUwrSoUJV4RhK3voUMsjaxiFlHg9pyad6FQ5+J rewIj8xpLiZllOW/lDBgmzCA/6O2CkgcNR/ZtNCgam91ZV+OCFyFphXr7/GB Mk6/VFjIxtCmhQwnqQCPXeN4mvdxcF/J0akoEGFWQnH5pndN5FIe9cprLxFu /Fx3SdLNhx0zNfRAWS5WNplYOa3kYszPe/RmSDY+Kz7/hvNADmNdCpOFFmxs /0v6Z/TkZ6LV/Sf9OQsBapt0D9bvZcPC25KAPp48vv7dXULFfwn14CK77bXT 5MR7HU5LVjc55y897yw/TS7L7y06US8ldG73HmzxfEZ28vsZuiVzRNuaZQ2d 9ybJz23dFoSWEDoZerGxqV1EuCCvYEm/HAbrBizXUqDAl0L2z29vKcHaFlpd /CUVGHmz5qZlCAddXASUsk4OiDQjGbNbWBhKbWsmi7mg57st5AUyYcfdKq/N nhyYTXEUCd9yQevmsjzNPSKQ58xNj0bwIW3ByrbpW2x8aLs9vzeaC5rr+Gda HzMxK8PMqS6bB2eTUx0ih5QxodS0+bi3AMg814aB5TR8fTuyXCFsnPTeNeN8 zZCKUv2D2Yd8P5Fsw8qAY95IMq/ujnFiM9DLb/uV08c/kyuNG5uTtCWEoei6 f9hf78mxuKk+I51m4twJM3umyzhRZTc7cjZwlJS9acHccmWUyNTN9HxSNU7k 8YtaexJGiCGribymS1Rw7ji3zyCknFgQrUg5GyeC6YsOwrxHHNjEup+r462I Tk/lc7hJInCvGSpcnSvCOF5n4vwdLlbwbE+uPz1CXGAGNKY0U1Ep8FZX9dNq YlFdKlPtKg1ZH6Gy1FEIx+MnnP6Tf0JSdI2cDxz6Qk4aGhRMa42Slkv584fc eTA94GEWffQT0dEVpBT1bZTQW7V9yn/BPJGyIUL/bqMILd3/0Ho5KgtMjrj5 1DsZ4H24ah/oyICfP+T85djaTYaYr/N+pcCGO/+FpimNVBKH/ZJ0DdgC+EGt NdlF83uvXvpTd4kFqBN52nJ+STuxNSr1B299Dl7Q/nrYQMTH7nVnuldr8XG5 xEWRXz5FsMx0X9i9YKPvTN7Mg+/7oB12ftAoTRGT+XZxtF+FeHgTY73HPjrm fspxNS3kQl1UiHbhJgZaLPW6OXCDA1sS2NYPO5QwRloQOHmQBREvHa7vG3lN PlywNOTRNxGOq77sNemVEhekJ18lqLGRpa8RU/f9N8nW6s4WSRlQpmur1VvX RWQ6/Sr7icKADSWlv4dlSIiYobyP155zweNTicyUkTzI3a/aKXEUolLpqsrH e6aI6nL1bY3hH8lXOkejTaPlYNZRfqMOoQwHDYeu/shRhpi0haVZ5nwML1r/ m/odJQj1n7nfE0pBeRm1vVY3aGDddqn+i2IfefRL9jcbkg4njRUSZ561kf4H BsoPV3Cg8O+T2cpbFWFgWDZZbCOEHSH/WL2/2UPe0dC72OXNQwgUD5ko0NBL 9Ddf47uvf91pVL7sIICchg8mkXRl7E+1K9B/+p4MzJ9fNFyjjPSHW8Nbdn0l YhtmXS87KGNv7s0WkZAHNW7xPzgbcZD1b1mIx1o+qLo/0cm4S8W5VymrJblC SL1RWlusK4N2Y6e0PnaPk7Vfox4t/kdKrqgZGbsVLILG3kTV5hcDZKtV1sDI vABfZC1f3aLaSPiPO/ssUxklVY0KI9MFb4nz7UvsrPW4IPZx3Dj0zyxBtc60 SH8sA8ujgs5dImgQKzRfZaHwjWzQu7bfeSMd0lzKp1rrlMF3lds6aTsXPvrH JGqf5mDWnULn6Eo+GOy2pjy6+oH4H2f/kRU= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 103-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk8lPvfgIkxY/Z9oh5rEuUI6Wjh/okkFJE6VMRRtMjSFEphLKmOhIhU aC/ZQkjc3yhFKbIvWQonh2yDLBP/nhfX53p7vbtU3X3sDy2RkpIq+c3/O0Sd NyxSZCNr1r7uteOyED3wJXNPMg99Nd8gepvBBS35vZ//z5YHcYc/l2SpE9CF Cyovk26xUM6X8rSwin78aVsLi1XMQY2KkT5ljnX4YMzTFmd3GirKvZzmXcIE odv68FJNLroWe9VgWR4HjE20goVNDHQnp8ajqWUOv7Dv9sMRBSpQNhIW4l5w 4FVykffddDI6mVSFW1dMYvZvh1yYIgnub4uuULw4sE6av9wvehFXCxLnpb+W Rrujf9FGbBmQkVKo2ZfJhD4n7cvSd3vw8WhegVo1H2jXfDOK+XR0dOvCkTXm S+DNB5Fda7EAgVNW024/AZL3PaExflIWmmjG2VfXncbfzcjk+riy0ZnbIk2h jzyIJDoj0mwm2r/qrnw9U4yxYtadKm1pxE+YiG6klLHA15/M69bmgXmCWDVQ nwmFUYuWgV8y8Kt/xnZ8CqZB155+Q731FOjeIE+t1ezHXZ7vfT6QRYPa+Ski 4bAAVfl91bR5J4vOTtcSd+jxwdImrcGZTUSB15VuEkNpiHppc6jUnBy4iLOy 7FTpkM5J6ZNL5oHHCCN5d7Q0JDW0Ug1wHhzGHk70XB/D7YJ0i+P1BJAnlIpV yaYhR4blcZ3eKezpitsPIib6sbhtyXE12SSkuqRtz5zDApYQoNywSGSgLo16 cFSQBvMJFaPgdi4c6fXODJVlo21EyzxppWHsA7Nud0sgEzrl8ts/colIcfuv 6sZwJvLffsq7NnAOT93bYKl8aQaz2JJnoH+cj1oXzB9dOUpECZGl6lPDBLiu /7m0t34cn/c0yHfYxQD144v/6TlMYNdNNJedMf2GlZt4/m3IZsMK1YIPK6/y wMouxMGIyIIqQ79qgwwKpBV6GZL1OLCYFyqq+t1Z91LpDbepG5/pqa+b2kCE nZ6GnYm7CCgtLW3vvT8YyGHjxpiw0yxIzHa3i6wSILut1CuNRTJws9L51SUl HuTVeK3NUWNDrddZ//42Fvy0W5XpMSUPkhW6DQfjmUBldNx8qPgTP/cgfpZO 4cKhr+tNjRT78FMt544M/cOFmWmpOitjPgqRLLvR2ysD2ce0hUcqurE0me6Y TtshbKDvNY32lxh/3mXl1qXCAdEnk36Pn7M4PXPWKXEfG3Z2/ZlmY8dBGfmm lScMBHDDJwX3ruejUP652vsEIpDD3BsekKWhqTbOLfrxT9zH9dvRuJFBjJZs 8IavWYT/ws3zqZpMJDqc6Z0unMMUjreODiVxIXV8VuX7Li7SSN6yWWbuCUZK 0buSv5yByp5J4PIzArKekhpvbqFAHbOsoDWdgj7WPLu40liM+/pN3ast4aA4 iftYp48AJanNlPbYMRFp3PGW+B4Feps7vrt7M2Hqobn/JMYF0fEBHeEXMebi nmhXt0MOSl9FtVI4TJRKcM2X+NLhbMuEc+8rDgr+oGEZE56LXQtOFsY5cSCu sTzedEoGebgIdemjUnDVvpx5Z8ksdmQ1dDHS2rGur7Fa7SvGMXutFt+T2mS0 RS3BcPMfNOSr1KY1kiAFw+dUu2XaaOjZIwsA+cvY3p5o10QjPjrCKKwsfsBH +u8q7dXy+XBnvcQ6wkmA2vl7btwN4UEIs06Z946PUn3NfKYiCDD7LOtA5VoS qB3e8alJjQEBcTyVhXWzGFv6RqDO8i94ysZgD+pJPnIpN1u9al4O6b/xK990 QBr06v4ajS0nIvNRtwBNfwbaMEpS1wjjIVuNxL/kRgmIdYXsHW4iQK33Jos5 arJIsb2xw9mCALmUSkr65AQe++EuqZMmBSbYikF8agk6NDf2447fPO6+59zy 0FUkRPT6+LMvvQ0PtDWzjPpDHmmoLNfS3zSGbWKKvG7PsoEYZDqys42ONvNP cU21GSg+JbKDFktF1fY1lX13BGjy84GNknY+kp0kxxcUMKH3jQLFZIADlU1m Nvs02ACFgxViERteP//nEytvCayZjtY6ucCCjsfiu5E/f2AmN14HMKMEoG3W 82+9PRN9mQvSvcgjwMcLnoMk6MQ+7xwsGguX4FPfdFgtaT24+FSRft29eVzl 2ddC33oxxhxMKPGPrcK7uP0U/eJfWL2qK0u0Zg7/0dZjia3iIx3ji09op3qx MF5uvlL/Esj8qJS6RkUOTRcwnT8/IKI1JKKmjT8LjX1afX/7GRbkHU4Y68A5 SKAZTpH8SYMV21Vrk7O5aJ3f5jNVQEVd1uoO88YcJEl0EvA/s1FCn/7qXZ5s KHLY8uxrJBudctU9HF/BgLSbW/fVpXNQh4l9yUMBC66UmDef8OahTboHAt68 o8DHh+FlhNBJXGTBpoqryCA2ckl39RvGNbObVQs0K3Bq6s6ofUwK2KU63Pc3 G8M1TBqb47QHsa2Gica9L/rxiUszfcY6zVjY8bauF5HTWLWjZCzk9Dj+tP6F pbpQjN3Wv33kVfUkdp716kyuzQQ2YjOV2xRPQtpJq5eObgdsaaScbMil3z+4 vjVVLpmDDGk5j3S85SDaaz059feHyzkO/muDx7AOetZn+5MUIJ5+0F1TUYMN PK9dH2FDBdoQqixx4iOS6hMK6WMFLqtvfGC/6zSuV5ik8Gt6At+uzF1w9eSg RENdqdV/j2JfugOJEYvjWISy6bhLhhRK1BMZZTYKYOJ17uD3RhlEZWU1B7RL oQfHHBc+baAj5+93Hju19uAC2rC6biELPfnvfDJxrBIbDPJT2L1NgHSXtya4 aXLQKG+I+mNSADrhwdsXlDqwR94vrzFJHIjRnju4QcCFo1FYR6cFH9QH3eS4 ZTPYbMKqw7MX2eA3nzufp8ZAjx/uPJowQ4IEruMl+WN8ULYyMN2hQINHw3fc zQvYqNo/nGXNpoOl8vH7A/dY6JVVx8dtB8kQJc4//dOFhsyi/+t+tLQeL1qq fObFogA8jjWP35ydwmLE/u+vLGfCkEWg9dvxaUy6Vl9SKKag3l1NEeXXerHb +45JD8tS0LnyfQb0ncNY1Eju0K03bHTw+71r8uYEtCSn2nrQiQ/7c0oXQnvm sJoy1c2NYUP4IUIgGgyQRRInGQMdjI7yBk44eNxioqhkhZI0Cy40CSOXb9Uk o/PC+Zze87IQabCjJ3MPFdm2xddPy/XhyxgjAcJYGvI3IVydf92GX/gadFPx JgcVPPVPp2+SQ1Ytsf/OBfIAnc4aMSPIg2ai00XyOj48ftJIT9rLQzrkZNcn KUzov+6Yb1TxDW9nX4pTILCAXLQprGXHHBa3lhVm+poJXx/dbxHwOahtnW1E JI0DtM7SM15ruMiaa6TUaEaBX+8TtQYf8dHfQSeGGgakwXEiYNVQzyR+tbr0 1fPOKXzFh7GJB0ECJBqWUmOvGcRbbdIGxhZ48F2218NkQzMmnDzgo8IYx/Xm 4ytCJA3YPx1Kjrbr2Ijg++Psj0+LGMn2tmXKSynU7hGj4/wvBUXzLVZaEhbx itjF6neTVJTsVjbTWkdHWp7viwtbuGhIGHVVO5gF04YWK2Mn+GjDTlvZF6nf sRG6xnvcnAsd9ttqYyb24mlJXxRr03mQYZV8Mdv3G+6Z8/B8bQAbZsQkh9Qg GfB9UdacYcSCE25e9Qcei/GB3c/mSkJZ0HuJTTba/S+uIKt849svBtjnb1lR HMBHQ9XCqoyLBLgfpT/3coyA/EtdQ16fl4ezq1C5KIeLrPD+1AbnGZy0x37q xE8qslLP339n1yimsD7bqMZFgJSvqRsp20uwyiff4nTek9FuhyTTGW06OsRH QW5vmbDDI9m9tJyD4iM8U1tuzeBCxdNm6U85qCd3JJ/ynoD+B3huiYw= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 104-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/lH8fhe2MYeaeXeqLVIiUlAi5P4lSIllTqUhIoSRUIpRKUlpQCpWk hbK0SNzvUIlk35NtELKOdTCenh/O6/wD57rOUhcf6yMiQkJC8C//7y8hWgcH hZnInLavTWtUDELO51oUtnJQp8nGsG+PmCBvGiBdH8WBGLfq3PRl4qgu8tKP 1gAGet1akBRa2E08PlTBnylloVr5Sz75dpXEYDz3RIEhht6/uZbklYvB8Imo TpetbHTnxs11izMZIH1klY5pHA09fl3qWtfAJx7LydlEUKhA1hcXxHxkgC54 DUV5yaJTsV8J88JxvETd9nlC6ALhuwtFkz0YwK3J+/buuDAon+FlJhcLo03y HsFBFjR4dO+tKvclBo3SjYJBl05i9AorR/k7G6bKU9yPJmPI01RwdJWJCDzv 6HF6cF8C6mQ3Zdxc70+kiPo1L7JkorOJYap+PiTInF7un1FIQ/vVnpCqMB5O 9gg52S3VQHgbhd2/l08D/97nvt9cOWBym7c0UBuDD3/VIwMKnhA3dW+0VATJ wtOf97bU0SnQtpEkU67aTYiuWX3wvBsG5bMTkuJuHKSmz7lWPyWBzk2WS1qs ZYOe9FfGlRASCoxTeCB5QRb1Fg0xE11JcICXnm61lAIlsZeUPVs54DpEjbe9 Igz6MR5qxqun8VfLE1MvjnXjic+C1fZsI6OlIk32fBsBHpD2m5K/goZ+r6gC u0XCMBoQsn2EzIGjHV4vL4jRkdCjGrokYxj/gVXaNgRiMB34TtUojITkt89/ rw3HUND+OreIzfNEgkONmWLkNH7Weglpm4EUxGlX53VUjRIS07GKxpY0WHZ8 oX+tzRge0Kqo2r+tGy8wcj+sQ6dDhlWN8LtaDuywCrHRk6RBz2cBT+4qBZLe euhIr2WASZTeC60eEaj8pPCFWddGqIcluVq8JIGlu86vu7vFkc4G/kWOAQ3Z 6OtfD/WnASf6p7qqAwcySz20XivT4f1i/oaL/3YyZaX20nWCBK2Oz25ft6KD DLXlwTP5KeLHNoZ9lgobjnRu2KwnzyU2r6Qq6r5jw/SkUOWOTWy0f6R6t9aM OGQcU/c7WtiGKyd6fFq3Zgjv4RbLyu7hEWNXmgLbl7EgrMKo23Vqhtj/NbKk YTsTLH/rJu20YiD3CPGhoJMkkA51qUmVFoZoLYn+BBU+4XOwyzNmqA/3w3xP +MbmEvOESbaMKobKGm7N/DGcxxcdbxweiGWClULhvMCPjVbEGxuK8l/gw80f H2iupaH8rDm4liWO3AJNVc59oUAllp/TmExGGX66HOUtE8SJkxMp5bkMxOqQ /bjpOgU66lv+uHhh8GSZBF/VmQ1hx3s0/Vp5ePFHjdHdqVKQ9zmikczA0LHE B7E7qjE41zC2t+MzA9XnHSJpoCz8TlC8X4wjA87OhQ7fo0gg1wN+ayjDQsDd mCMQSpnFj2rAb2pSM97t1RXlPTaGW69sOHFKXRqtnuUFjypi6IRC08qh20Jw 1/n0HqtgDGWlbQUgXcMdnE4Z+BdyIASrVGSVsJFmzbUdDiWSMJOV7lSkJQWq o827YtbTICCGpSRYP4Nnya+kTLHaiXv6Qa4yp9ioLtmvkXuEhLS/nCwwcBIG a5ulaU2bpJHJsHOAqi8VJXVrWCkVc9CuFXf3SAyLo0zBxTWq4ZLwhlxETh4f I9ZZDHTKFQiDEb68j5gQQW3Nf3wv2woIF/vzSy6oSaGKsu7+P9a/iMBdW8wi VpPQqxeLnq4bGcUNsDCPxBk6RNiSsREyDRmyTzM3q1PRkMzhrskbVPTdurSI +5iDPP2pmiICFhTVbdm5bwUdOKv+U9l7mgnF76IqaJkioGDSzO7vZEDLc96T S1ODOLe6XWGdhST8vOzeJwW/cPM45uWM8AViokuT1pDUTgTbS8SxrwsIpazO tyeqeHi/2HB0y1AJ8ZvZTdb+MI87jWzoWz84Rww2tZvhamy0veahM828Cw9l vclW6BaB9i1uvh2npNBkDra3OlUStSdkpoqbMdBIhcbT7WdpkLN8ODW2hoU4 quHkOV1ZMDZu1fdpYaP1Jw3PfgUZ9KpzDJc1YaG5u44cdjUdUfnl4RX2THhv Y5zVeYmOEjOsJuuiaJD0wHRfZTIDPQ9JLW3sokN0rkm9txcLHe7t59fkUODn s/B88QvjBPNqlgQ3ThZ4egeSD578S4iJ9TeFYsWETIJlxD6MDAtJjhbWM6PE CqPa+hj1PvybRt3vIdE/xFjkNHeTZj2uUKvJ/487jX+3mxsJ8R8ljo3KW/SG TOCJ2olHP38fx6/O6/c7bxzHh3ZOvKm7JYXc10+cPi9UiMtdkhALieQgsFFu ufmMhXRkX6dpeklA7ZPJTEY5GwoYNr5aQSP4FqWcQld7Ckj6p7aVFpbiIwNS 5V5bqSA7gIpyHdnoTEz5kE1JMSGmvclp/8FJYjat6FHcxDixXZEpOOjOQA6m O8b/2zOKt7YFSl5cGMUtdSr3KjqLoLtrw/Re/vOeY+Dc4eZ+cSRDS68PaBZC iXVi58qzMbT3z+Pnjo3thGLx27OjMQz0oj84XnKkCB+p/dXiL8WC6+r8Qxs5 TDBvDm9ccp4JJ2ffzGYqU5F3StuNrngy3GbaRZKOscHWWlP3EBODtL+PXUxy 6Gifyk/RqYcYmCkef9qTQkMGnsLRx1VkIYKX7T91QBYtuvRSYoJbTbyXUzz7 cYEDlavl7mzZPo1f5/mWRS/BoJ5seubyvhlcuFx77i2PjGhBToEc7y48cd8x 4b9iZMTgFRouNRvGI4beDDz8QkdKi6nhcRckkcjr7+Z9jmzYlGUupJwzj5fm LzWsDR0guJt32y8kSqA5R9F1mjgFCXn6JeTup6OI+EW5SVuZwNmcMuDZK4OC /WZfdwSLQZ6Pdlvqbira1XSralKCS/goVbu8sMOQr5H4zdniJiLDqTWN/oqF cl75JlMMJNDEeBkun8cB5J8+tEWcBKljj2wS9tChO84uW6+wi/D81kRxqKCD 9HuD0AYLPm5naa2SfpkOnWlPGzhsBpK4uPZdMIUFsr/yznqsYiJ+sbFV77+f nS+7u7IvjY3WtdY0/ywRBbuxALWB9nGijrpgZbNymlj+Y2Qs9QwHNaWfzPtR NUA07kzqGfnnAThsZBh7oxH3G3fyUaKOEux9SD2BXY9HtSjY7VpPR7iKjIXu HWEktSvR7N4nIdT2yZOcXE9BV9hbVczEF4iEzvTD2kIYinfOn26spKD3gl6s TYqDBvwibqoH0aCkPNPdz40NLdbbyq+PORBOLfjdJb0ceLQj/mrGiS7CYbVZ luRRJkzzpGwSzogChxfyZYcUA7ydPaqcnvOIiVyZySkHBnRE0qX1bHuJ7NJE 1sN0GlhnGy//EMBGHzU/nAotl4SnEdr8TyPiaFshN3atpgycU0MFYa+ZyMx7 MDqqn09I2VtPeE/JoMV15HtelqP4og0ZeqUHOMi2RT8vaecCXvSiK0azTBpV nJYpv/cSQ0f+oeT8DYPUPj7hUM1Cty66JzQ8nCacjKZX2BWwUPuboWxymTjS iCl5JWfDBMbXY62HdzBBeYlbNHmGBUvxT566GdLQVMm7XDLHgXPp8QbdStV4 1aGNt8zCWWB/O9Po0noq0h/RNjhdRwbvl4Zmxcto0JK9MJOnSgYNlcN63+/Q 4YqluQa3hQymGyYTqk3pYJ97w7ZUREDge4kzZ2IYkCHU47iuWEC43/5v1YeP d/Box+H7qWkCoipiew6pjIkcbXYaSAuGiPZ5A5YdjQPd4ekP3v14Q8T2PMwe zWGjU+azSnEGffhX/b66A1FUoF6LmtLN/Is7rFxUW2GVgkfaLp4/fZyPT9d+ ZswbUWAwba3b4r5xnC635wMliQy3KB/jbFl8XOeP1qkBTicx+NDdl4SR0d41 n/+o4CzoN5r16nYhIRGZbWIt/ZJoTWSEo6qOFOJ+mOlovsJCPqtuR8/10NC1 KOMU51+9eGL+ryzmfQqq+U2Em3sykUs1VrZclI0KhA04x47QEB/tEXd6wEG5 z0v6vuoz0f8A3DnNZA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 105-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81PsfxcfYZjf7xC1Lyc7NtAn5fluUUhFRiPYiJZVUUiJNe5c2SoyE VDeELir9PlG6SJZkyb6MJV1hLFni3//BeZ1n5/U6T8776Ow85LSHTCKRsn/r /75CPbHt3kwhtud4NM8bUAK/wbVilXABTmt8Iw3NlxH7UoKiewY4ODv9ivRg LhvOfH+s3+bPwwlpxbu/1IwTguO9elsMOUC3VJ6KfMmD06SF8/uWs/HRO4WE ff4QMtsQotbvrQBHHPB1ujcPes3a5XXLFGH2Sfnz+HcKeLL9o8xViwcP7r7Q 73jKBqOZOVYjGzuIgYuCrNlFQuja9fWX2nYu3m875WOykgzNs7pSzCco8IW5 NDViQSAhK+HjYn8hDooL0w84RIX9JXrzG+J5eKvBQ2oFW440Fylx+cfqCD+b sHt38ziwzUqdy6xMIiIW/1VfFsyEPz9a7FgRx4bmJVRGqb6MWOLNOcXQ5kLp xLCq8l4Rzplt3LhkJxWfGilVXW8uhOdelDyqGQOfiNK8r3qWiXXFSbPs2Qzw kj975qjDgjNPTY3sc8fR37pxyeGDMtRJmSYXz2VhHXKd67jzFJpFbFrvI+fi prkV4KKuAB0bcvS+GA+gj+zyTTUn2PDomn45xZyBNdb8Kqo6x8bml4Jt7xmR IGbzZzutyz+REd3xr9QPNIgSV75qrRgg3MXfHMy1eTDnwPQ3c+dB1PuNdLol vAu9sdm3ayGXC1Jb1TWxzWyQvvBeSDPnQXWdR49KuxKUv9Z8z//STAQ1Mi/4 eDFgw76FDbc3KmOBscYzMp2HnS0tr4UGcsBdnS5IKxXAqKPB093DVHC4d0/1 0VI+MNTq7z/SGCXSDZ0lJXYUSPU1CvDJb0ZHmrrO9z/rR50d75jMLXKCfEoS zvAUQViZjWz36Bghbtp9SXBACBuaFkvXOfKw4wuf4HBNBtBCd35OpimAs0ZD X1rnJHFoW/v+yL4elGmuhzxXvyZ+ESszGfpsHOyc4Mc0IGH1A7U/eu/wocWg 8SuTxMN5GZNwJUMZt9iELZ8gcaCcnZdVG0/HF8kWqVEho4T/4eHE0lwexiJ2 QFcrG1qr67t3HmTD0fyQgImldHj1VlJL57HxwRtmWvOiuHCqZtC99S0PN4iW X7hinIVuBUcHRLrxIKA0PenYdgre7RXwJ+sHCb7oOEebX51CPsbQpCb9ikwt jPdc7x9CToY1/keNaPgH19RKUMnB/pp1hn03SeBtGNe+3ZKLM1JWAVCvoEU8 vn2KHQ3GMp55FsyjwJR2btlHRR4cjxRoTy0YQ50zH+izPrQSdy2DdzOOCnGe VotNFoeBxe8Pv7HyVACHISufbSQmXvljx3H9I2p4teTpLvNJKqTTC+jxQ4ME 7Ynf/JIYRbBBuj3EMBkPUT80RuSTYKfr6ZlnDSg4Fi3++8z6ZuKEwwo7iRkV JxxYN2r0WY6s2GHecWNcOEuzeiSr5mJr4TH+MiM1XCXw/dHkz8FFTsUFHQki 3Jl428X4vhDe/XO1jPOcDCa+ZOmmcQHUP5Y/PD/6HzqUsyMjAqjw6cK+Hgo0 oLCFVd6C/Qow3G7KqZG2EGO6y6oqWkmgndH2wr9CjpLNkmbrXS8hmvgyujjn F1q7tKtN6ec08V9dix0yEOLdEeXJ55xkKFSQnqkpI8Onmy391ip0PJLFdq9M VsW9ezZ3znUQ4P4y46Q1QRzYOyMmIuasCE/edhMJK7m4oXKt9/4gIWQ7L89o O8/FCqm1P9328EB639aj/PdubLTZM3iohQ/Xc1dW+x0UYJP3kWc+jLLh06Nz ecpnhwhSWleuszsb5BZe8dsOfyd6Gxyns00KCUbMBokHmw7DC9cYokY5Mdem qjrSqAdtWhm0KfzyN2Lw8s+OpabVKDJxz/rVYROoyGWyPyRwgNAxlbLe5o+i OHGcz9uiIVT4JTGkw20E9a0bTv9yg4LPH3HeZywrQDPOqyiFXBbhy+z8wDt9 IryQmZZielAFiDxpXHQBG1QDk5uL84vRZXvL49Z2HGD24oJcNyHumudl0Txa SCiJl3pu3TZCXMluvyAzHCXWaPGntu3j4axoz9tCYzlqbD6hGj49gGyDu3pH HJTwbfMwi6dVItjavjhebkHBDM6z6uNfSfjF2X91zxzjYvfuhMdutS1E3OOG kZp4AX7y7Uy0an8BEtfR6sFGBNeMxrcvEfEhXdN57E2iEA5PpE88n62Gy12l nd0hLLjJd7lM9RVCKIoNW/eeAynfE3auzOLi+jCbXA9PLthpHUjqTOTg6v3s 8Pg/2CCRZwaOejHxNpP/Zj5prSKyZ2gFvZwWQfYDjWdzasbRNfmRkusz2ZBt qVGJVCaRQql48oWcjqmfXf6xOClDcR6+Ct+V6PjuxWSh6ZoBJOlL7419z8Wx 8xXzt45RMTmtyL7HTQhvotd39/mQcHGejnVVaC9RGSd7RSNR8aSb4nxTxML4 Z2Khhj0fS6LVc6Wr+FD24aiqdEANnwmYSGs9owQmudYC/w0c7FB3o2JEpYMo ZZySBDC5+IiNcsTEuzqiuntRbKRchLP+PhLPslLBZkkPYq/9zpFFuWRa5LcT PWmsGYVFfKBlW4XWrB9HG3+UvLwRxIe2lKQakZCHzazTeb62ImA2vAryNuHj U7Vz7KKS2fCr5LZhT4oQG1a+Cw1qVAaXweMGvS1DRKCdS1hN5jih+7F/MPmk CD+3u+T66U0fUbtO2tk/JQAHc5RTr1uPAoY8D2mrDRBnIyR+G3xq0dV6TReH BVycrW6pFHZQEVMc4uzuvibhAFwXEkDj4IvCVXp2ytPEOY/UXdOpHBy9I+9n bTkLnzvO0L52XQg/5RTnmJOK8N7QxTibIgC/Hd4Vno/lRMHssqvvtwug9TKX ZrGpi9AZfxJ98xIPnDKX6+YcF+JoWlGo5wYaJEnE46/7lXF8XmJd2Rw1OGWA 34Sl8fH4s3gl6980oLg6DfuNMvD6nbGeO7TlSH1RqkWxlwgHRgRXpdgr4IIn 7ZGmJTS8d8X1hwcPcPEeIT654wMbJnRFkQ6BQuAV+jbuWssHqqGb0+lCEbje fG5zfoEado344FiXzwK/p9Z27+ZwwKn4zruvZBYY6+2yKLrFhWHD+MDhIhbY LhqJqbTlwhOmpXzPbRIgd+LkyUgezLXV0F5FUoB9N2eZ5Ly8hR6/8m1lDJCg QrImi/r7q+go+IqttQeIll9WAheOCJpc8uaqRGYQdzpjMweyhDiyYdcNeVsv KrTs+eJ1VQ0kIcK6nBc/0GZD9aoyx0RkGC1JbZv/C/2sesv7ZcMCzoLXc9Vn jiLujC05LCkdPpjpekd9nkQLu+cd7RW1EUYeSxc/6WZi9z/fdushAegppWnu ZjEwmbFaqf6bKi7qfD3dAzTckTPW+vWiAMtuSAom/uXhK1eXJ+5o6EJaJ1cX TXez8ecm4pz9fj6+2P6yZONvDrLMDM+v800kcsXGfh57f/e4x6gRK/LwTke1 lzERdHDw6Dj37XU14S70MbvfQYWHCeb6o1nNKF32R2BMOBVWXTxmcT+Fgac/ pq2SzFOGpLknvjrO4+D1VhPG2cGKcL5o+J2yGgffMrmzbm8DGXzCvD+31XKh ptTC10m3GdnVxnkve0wBk8C3DUVmzWhpJKl52IEKU25aSlupvairfzUrSjcB tRYXRTktqEXG+/8q5zJk6ICPjk3W7Tq0XVh5VYshxAYnxBVb0sYQZGxllA4r weCrkqxXV8l4jQmnLSGmkThC63M7G62MdT5KU/M3C+GOYHxW6SkaTtruGLFM TMW1lO1FVxR4ODHpVbmJgxDuuma6/Qhi4xGxc6ZXNRn3xry4lfmYj73ZZYsN YkaJ/wEDUm8L "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 106-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfc/1vsfh7lv+x7ufaehhCgtSsdJvN9ZaZJVKYoWLZEknGR0H6Ehp3AI CUc5RkYhfF7IKSIjO7J3Oka3G8f49v3h+Xj+A9f1uJQcXSzOksTExPJ+7v9/ 2by599B7Ps7oKI7zK+0njG7vmKE3svGbzJC4y/kMOD1yNOSQDxcnZFSeaWye Izgb73qdFbGAslNyMayADdzTQaPEDBNfe/IPsb/0B7IPHXuQpkcGNzN8n+LE hmXtqQwrU0lYe3PqVfw7cSx1b3PdlrVceBaVq9aXyoBmhn8k/foAMRHEzVlb wQMLhT0SHw9x8AXjReeNRiRYUyHa/yGaAo00vfSH2z2IuceRB61ecfEJ9eey dYwp1CqmaOWztp24ou//Z1QRE5wynnUGr0ohHv7y4EuNDw08WjMVM+1Y0Pmr LLVarZ8oNdwoQZXhQPV/QmnJc3wcmJfmn0yjYu/paumDmjxASpZvi1XksWeE Yoz0bRo+uTnXuJMsD/ZTaWnmSnSQr3rhXRW0gP5WiU0OnOxHAb+SxwtTGFiJ 1GozZ7mIqmvoAc8nOPirah1YK4iDI8vXS3VuElUxaq2aPRmQtWXOi64uj5fv XahoCGDgyzfWLbV3iEP0kc+mq4Nn0KpKb4PsSBpEaNW/7a6bICyIxm1KylxQ vrQ0omk5iSYeWykqLA6jYv3zp7VZLFCPtBMMJ7EgLtdJW06TDWlpesJTXGmo LVQs5zR2Eu3trv9ut5WHQ+e12x8flsSBpw8a5lG42HLnznt+HkzY1UN9FGPP A6r8l5i/losIn96ehdgmOUi/uMHdubQTOVeRbcguk2ig7x2NdnSKeEdrjI5g y4Ocn+PnZDlxMHQ861A7vkS4nOy9EPZ9GFkfPr+vEBPEAmGUTVVj4PffnH0p X8SxwqWWf0efcECvodg9ZomDi7LmISRLEs9KdnZUVLKgllGU0xJPwbd0HaUM ZmaJq67CxOp8Ns4koyOuKSzobvoy5HiZARHrSvRdV9DhbYmghcJmYEr8Wus3 IRzwbp607S5hY69wYUHUvtfoD59I97BjbGBV/4X/GZfDZ+zdt9D/FQOTqW37 LLvFsLMGfJWPa0NbUrblWKmIkMX65qvXNshhp8tHE7pfsfFVxdb138PFoKyt /rCqKgdnpZgAyIYg08JLEoepNJjNSrMr2yoD743MjYDMhRth3DWL22eR7yuz 1FdJvUTUTp8z1Gs8vOq3IYcrkvJYq9y1WNdOHDz1orKjpBjY6F+HG2pu8ji9 bsX5mjdUyKSUUeJ/TBKi20cHClIlQR+pDBNCEt7sZkuuuUMCR5vfVt5Wl8EJ Igk5lQPdhKeZoalgsyze+3p76NiQEOky/J1iZ1kQsFZcbU09B+/iXefs3iCP wxsZUm4mbFxhUVnWl8DHaQHzh4avU+HT7+eHZaAdxYaZl03ok0HYu4nZHNdF fCuucD2W8tO7rJ7cq3VTSPNB7xk590/EV04/RStvAb3BWrn2L8VhrLXLFKnz cNRzI/uIh4PIj5uZrdhPAlVd897GDhqezmHY1idL49AFoehrKB+P12gk7fVi gl9NetcDFy7ExRgfr41nY5OHukaBLD7czzdqunKZi1vJPUdigQWf/gookrz9 g5jHZfbRPzmf0rGPP+n6jXApUn1Z7PeBoEYfEhxnUGA+vnA584eQUNVvaArb MIw8ySN4ufUYMRk806e3qQmNbYjqHT23iCqs58d9PSaIXWMySd4GcyhWK9a5 pOIH6v/wxCY1ewZ9PyDMbHwkg3OLHhTWz5ejZXekJHyD+firReftSQELpD2S OytLK9ETpSOBdxXYQBvFZfnHeNjZ7XOQoWMFIaGlZ3fi5DTRSsmODY2aJfau 5iyePM/G73JTGzS2CFFHp6d04NIEWlMScqvVTQo/1vTXSW3gg59uye8ry+Uw lZnWdKNNDB+eklDzOsfBtkMJL461dBGunbGP1Qf5+OXIrUjp8TJ0OPdg+N02 BoRzrINlL/LAcHPrG3jOhpRvCY5GOSx8if7LRPV+DpiuvpQ0kMjEo25sOfNq Jgimsj1E9jSss08uoJPdTLxZttqrYIkPrjHN9z68WED3ptw+3l/JgEADh/vl M4tIvFprPneKgm3+Gnhk/3YQxR6/KP5NgoLLC+auhS+fQoLvmaNPy1k4Mi/5 QXoOFZMyKvYPH+PBgN1SQZsyCVcWKe1q8BsltD7Y9Cs/o+D5Y+RtmxAdH3VI 9fW6zMOCSIX8OBMOsK32JDcmM/Et9/8yum9JQKetaPmZNWxs1vqoblqqj9Ad fH3Nd4qN3fQlH/73rpVQ3a9R5ebEg/4I62yd0l4i7rjuTs9ZHsi90fVrPjiH NC3kfMaf8aAnJamZz2PjNucLu/rOsWDh4+P1wyk8fD1FK1ljgwxYT95QH+36 QXza/jvlH/8FQqVqfDL5Jh+PKP0ptn9hnGg5EDcwvsiF8gOilWlLHcj9h53L GvkJQkwgbXhvrg2FflG0NtvOwmoT0YJwT0ksYxZrGlUohtvM32kYNLJwEM9k nankElF1f3L9ihA2jnQommmppWOX6IUxacSHKw5OdXYvpoh5lcWVx+L50B3M ktOxGiTy6vfWRUZwwSLbQCXvBg+LHv02FMeiQZJAa65wXBLHi2S9V2gzwVsd F/tncLCxgq0d86oYyNhYCK+IqNiniHLYRlmIFHak61Ta83FslwbNYhUZl73s Ddv0UQ7nqvGjrp/g4LM8fNPhPQOEjq+GBEsMuJK6y/SdMhPUBEJpl8cM0Fh3 WqfiDxawyb9muZOZYLxjOrremAXfQzPIfZYkQLbEzZthbFgxsS1DvJIE58NX bcwr+AOd+0B/uDmfBHWCvTmyHzk42rzKxGpskuha0OVaM/nAfWXzeDAwh3gy 8DR7IoeHM2LsRaV139E/O4cb7UPlYfb8knbhnQl0ZL1CQ415IlravrOKoSyG ZxpK2Av6dDgWeOftgeBZxFp2NI8eRwHBfa383C9LSHto67VRfg8Rv+Gy5rSA gW23lAytQ1woTpinl4vLYxJ1j8SXEWksKujw1gmj4b682e62IC6m2Msq/93B xSGhBokO7YNIPmA6yzSThT9/JQL2X+Dg9SdTSgwduUDfvP7OgYuJRGJFj2Kp Bx3MjvcFjBQ2EaZE8G7iKRWeJ2iqiXI6UffHl++TtlHBJOi6TkwKFae/J1qk LkpDkqpnm/lWJrbzzVvjeFcS7lQI30nKM/EiMTm5vUUCnP2dPve0sGCkbjTp tHY3Mm2Jddr9QgaiWqSMN+p2I70wsU6hmSykh+yW2Ns9hgbH99AjVBLQp1eN A4tEG9K48KCWRe1HhmqMoWCTdnSKVx+6msrD7uEmbd2O8wiyTlCrhRJQsFb1 6vrbEnjvRmZPQnQHQdoRYD/eIY2VquLSS4/wwHflgc9NRjScdMr84W4tWRz0 fN99A3EuTkx6W7vRjAdedhOjiTtYeFrLMtu+iYQzEinaUk087MSo+UU9WkRk zwjzE0g8yFwCgZb5F2Lq71p8R4sHJIHeilOW4ji8YT5h1U++/DacsxZvEAOD 8V7DrDQWBL9vmC1xnyEubB1Syd/KBH4I7inwj0GrRwRNB79Lgfbtosy3HBY8 ix7X8UmXhXBNq6DkDgZ4ebyNlDhEgbAo7qaxaQac0RyNKAAqBBl8M5Q9t0Bk jeu3NP3sac8CpVG8XAwb92X/oqZMAteHS61ngyhQv/LwdanBaeJoikvvprbX aP7CzRsQ0UQoey+T9uxiwJTlg7x+13ZEOqg9xzDkg43rt0ClX0lYFsnU+J77 QTzN/xPkjKnYo2hr5mnvn1159FtXXjsLt2nOVBZWcvFuelmA4S0+Fq79m0Ue 5cCpjenbns/zsH58NI0VMIv+B0lWkds= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 107-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81HsfxWemmcaYYX6z6ykhVJRCac/3KxRlCaEo7aHlSiTKLRS5UZFU WpArS0VCWaffR6FLuYQKLfYeW/Z9fTx/nNf5/7zO67yPyiE366M0CoXyelb/ 92f8u2fonSKclRYScyqHAM81XZ7v30hw3IvSI5+/jpO3JWhCdlgI7A2M6fBc AeQ73jrw6LsAe9wpJne8HUQLRY8tswwZcMYS32C7CIAb5xpkG8iERT4DL2ML qTjxsMbeFY4SeBz1aknLMwK0zZ0q0j61kX3BosxFJWLgKZWzb7iL8XHjadfl RjTgSgXX5l+Wh89ym1PDVnuRS7yz3x8Yk+C9S/9mfSIGELbOsR6X1JN/6Afc j5LyoC4ye2VlwlMybO3Nb+W+ciBa9HvNMjMh1K9nccqWtJI61hE7nFTFUDYx xGQck+BGjUn/AQoXXxguY5rriCEi4PmFGD0e9r678CHTTw4bFkysO6vKA6eB lJSdKvIQdd2ldNKKgp+rRSdc6W9FFpmiDENXPlah1dqN20yjxkvHhoLUJfin +iewnUeF2AYDpmhsEH0kKnZ99SbAvbykx2MtD//HdKqk+jKBI0Pv3/r1Zg48 sK8yUbo2itT6QzcXOxBwV7cyr/FTH1mZWKGyfq8EVE/OdOjY9KOspobTHTld 6I2+82E9Ph/0VpVpTj0QQswrFz1ZHQHcHm2PqQ9gQUX+wiLh53rSnZ67TdOG BxbOet8jrRg4Wbu2bc8WCbbZsOG6vxcPfKKU2vWS5SD1hKan69t61CFJatm5 fxD9aimUk9s9QOZoLJujvpwHsv6HqhJkqaBt0X32cAIV3PY3Hw/vbkenqlYs kRgXkFOkUQZnCYHXDjnrlOTNwfNO1vR03hFCJq6TjK6WYGn6JISkM7BxCji+ KRRCBSHNrIll46/3uxW8MibJ0+5D8WU5Ary5yEqxJFoIjV++tR06RcCGs4FG jL8JyCsIqmELCJyTyo5vyhTDha/9Do0FAiz50ssoistGt33veYbvEcB9Hw8r xWI5fMTJc6V8DwW2ElX3yhJp2HUZ/OTG1KFvbtZ9RyPGkLXG19MemrL4nIPJ HLVCET69sFajO4IClUmnOVcNxTg9aSsAKwRNr9u5fZUcAWPpKfveacuAMem/ L2S9BM6Fi5SnV4+hx3Mde569biWjNvge4XiI8U7mt3dWajysW+T+ZuM+Kjzl yC4QvOZho56D55ac4WLZHSulVCkX0tjv2LGD/WTPoeOx2gNM0Edq7eQQDWfV qFsGeNPhkN2fC/yWyuBPndKNdYrNpLeloUnQCha+vv3EYOWaUbSRCHCJHuND U1++egZNgjeJzwoNNLnYmRZa6WwuwiXWpe9a4iTYK7TkmJYnF/696twuA9+R 1+WsB4rGDBhq1uJ9jWkgG17LvEqNpoNyetOr058G0HzLK7fHqyrIn8JWtm72 FLKt6m2eCpwDv2sbTNBSMfYPyTjCZncgf1FaxsJWGsj/ztEf9yPwcCbhUJnA xLLJjMSXaRKIeWjsWBErwHqFqgz/HCH8m3hZyvAbJBsPY4rOmAAG1jnF7nfv IqtGAy/fFH0gOQ8sghwJNnAdw1wXGY6S6vrVX8I129E/oSlwQq+X7L822rJZ 6wsaLg1Lzf1IwSW2k72XvPrIBmnQoouMKRStG+1aUDKIvq9cZZRvNoG6zYbS Pt+SwVv8NzWUm/2DFALn0i9dm92NPmXPQh8hML0S6kvflqKb29PXFs8XgVwn fpezR4x9r23Z9lLuI0nX3bxv7/5hMvJHx/vS7ZOkqZJwer+zAPvwt49edR1B P+q9mVdm+pC2lcgIl8vgSJ2Adc+qJfBvq9nc75FymMNL+XKujoKdwn/X5IaI sUNbXPKemgbyT7NbSuaxfIgQ2l5jnRCDNLsqIyhTBEldcYeMMvl42VteAP5D DCZKJ5/8iudhq71atIfPBRA0kOE14iSHJ38vTtHzryWzFJTO585IIC845Pua IxR8feDMhxsLCLAfYfdYK1IxtUx38tUAGy9o/bXbekMHinY8Qe2is/GIKaHS tWAIBXWndT4q4uMbe4jnoTlcTHtRsqN9jxjq7ijmYQ4dl0pVNlX7d5IPs9hH mH/J48k9c1ZpIXn8cuJXvChAgC96TrxovEiHxJ+n7PaoirBl7a1Pw3NbyI78 Me8kjhif0WeETRTWkjr31JTt7YQw9SFSoz1JjHPsG+4UZ8qCbf+5pZ0Ng+T8 gg1eSRYUUPvY25/gI8GQ+dbidXE/WWMW86t3WgS25pvdUiIakOfgPjdlbh95 01PzQWfFDxT6baGt5Wo+rk1gU5JymVjGMtokKp+Ce9L9ru+sEOJg8dbFJowZ 8gOVFW4aJcL3DkpHayrk8XBQ+IXe7xKwztiiln1OjO8uLE98QRDwJEh3PL+X gU+v/x1wlC6AC0vxm4AXQqySkOAQp0kDGTvroT9GONhssPCLx94RNG9N6rpS Jwnelpj8aFCJgd89bQ7X+iCLH38Ni0jyE+OjYuxz8D0BNdOjDitK+PDHs00m hbMcedvkwOm24cOyxYfXldzmg6sivyuwjA/Ga4YfVBrzwevYt132BnRADqSP T7gA9PrGlBrf0cE5QnF5du5tdHG4j276kg6fgkwzWR+E2Oq5ibSjY5BsmNoo suVJIDjDKNUx5TV559ejjL5MMfYj/C8WMvtQ8Yb2z06hXDBYd0fOf98AsteY V12+Mx6lGq+NCv5MxaPVBYIpfXm4R3Wz6l0/ifgKu7PlY9hgy//NzL1PxXpt 2h6dkiZSaPM8vMeQjx1WFrQtRiKwcTGo2LGIh2mcbfRvHUys8PKdRrwdgVuy xxrrgkV4m3nSHY9EIa76SV7ecVyITxNbr8w8loD8Co1AsxPx5G2ttVPnPxNg 6dhyuSP/Czly40DDqlgu/B2ns2Qksx65ld0p69Pkwtbgs+seJnFwS/jT81cb WfBE3btupzYPb3J0XLCxjAmBJUOFDC4Ph02xUk6wmOAa4FLVVDOb54rlpq/o zcikJtrFIFkGVvzUjJ3Hbkabwyn1Q5YsOGIRYtAU0Iv+27tN/q5aHMrYtDp9 ddgPtOz4zQo+pxXNP3k+rQrVowPiylCl2V7TkM0j9f0zCNL3csqG6JClOZ6s mDQXmy7nNcU9+EF6m0T+DDogi1U+xqS+tRdD5/OrCm7LCfzkwM4wA10WPtPW Flm6RoLjn+RVLLcUw6a1HeV0FSEe1rXJcPpCwz5pvZLbs/3w1zxmS62mQNXr A75344Vw7X31WIHnKLk2ykT1+gwfJCG4KTfgIXq+P/Fcmj0L9PykaXlCPpRM xMl1H+RAhM6u4IQfBKj5lStraslDeJRI6/cwAfRtXPkfxVwI3tJlyDo2RWam pAdYzvKnaYr9mVpEwcmyyXbn2XRwD5upPRrMBv25Jxc+sRwjdye5NWvVvUa9 vySVMqM1pOoFBaZ3AwEFNjnFUrd6RDPXGycMJXA2nL2vUJWOWUim/NKxQfKl iuG8Zfpc7CXVTjt8YRwJs+7rhdUIcZ3OaGl+qQgnHNxkcLxeAPOm9WjZpRQg CoK6e4JnOW686uRcs07UcKrynO8SCSiYE3InokikzpoYa18shOras8p5sz9q XmZs4lJlHgzuP/nKpWOcPGag35VnKAfAzS1t1RbjtNrQFGERE9p66iiRrF7S 3M/F8GMEFTw8KwTOvlw8fnd6h37AGHlwxyntp9YCfMNdVtMmsY9cQSv6mGfA xW8oH2vtCqeR1LRreiywj+ygUpqcl08jA133zCILLjbY5TtmH07FM/2izTmW BCauOg28uMnBzQoh6+2MR9CiboW9vsfn4gVPtS1M/xLj/wEPd2ja "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 108-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk4lH0fxWfGOgtzz3YPPbL02KKylNLC/Sv08CakFBUVibJUUlnaUFIp SVooiVKvNllKtvtL1GNEYylb2RWp7GuM1/vHuc7/51znczTcDzp60igUSvqc /u+z47ZUTz0hMFfJSGLzeKBnctzWbViAjtx4R24oGSFsM+g315yRgwB7dIXp zQNdDd0jCRI6LAgefplcSkUMJ0fGD78+cjBKkL2gHIeDfx0e3PgFg08KZs+v LjtGGlg0+cYuaSf9zcMTbhdyoG9l8jn3wGfk1RUxzR9PKMCf4zI3H/nj0LqS zqrU6SZ/FFZJN2hwUOhYpdxGIxy83a56jkvzUNBN1TtyZxRQWs4+rGuAC27D z545aCiCOtf5uwedhp5qJqWdHeomhkZpIWPOfKRBa9w6tVlCVGtPdMDiceID Jt5SH4TBZtxEdUaWh+bZzJTXRWAordwu9HyNDCRuq7VWuzhBhJbE/FLmceGm cU1+e/UgOeEVGOpE9hNF5l4eJlwuKI8k3W55h8O9HG8ThhEPaKJci3wjFogL VMv4n1pJD5Pw63e1eGDnZfIlfpMMyqiMrO32wOC5j17g/pJWopiKicQRY8S3 rlIFBedhMsB2R/7JKS4wwtxr0xhUOLf2dcDNMCk4uKvzQOzvXsJZrH2Ljb8l Z0jLLJYOhnwrH5nhH2WQsm9Df98NPsiZIXbvMA5irDC7IZmJXBnvXZbmzpKH Do8+qHzDQwEMjYbRuV7aPzf3uPthcKF2ntKQOxfyiyMbmDwM0TuaVNmr8onr J24Fxrrw4IZx4v2WIxja6xZooNhPgcxnjdr8JGm0Xx9a2PeaiJRph1MSi2nC cWH9oSN6DOR/unav21yvk5nPXN8aysPyV6csrGe/k7dXndjLOoKjwIp5lfWD XGRcdrhotSsVNq++6/vrGg9Z9u85rhPARlGUFa9LLnAgg/mWmTwyRF5BD6yl ghhgTmj2kqM05N/bevLxPVlw33pS5YyuPKovPrPgkno3GWRvYR25hI74EHG9 pGSKWI2FeydNcqEbE04NXhSickfR264UITr5frX62T0cqDrv1SsPX4jY33Wx /4bJwWjnYk79vTZy+1Ov/zaUy4J6ZkfOoephwp/RE69wu4Zs4XczjXNnCI+l MrdT4mTgV2ObNaGLI9uqiX9W/vuTCBNkZKl204DOXBLmaMZFY9nY9po0OfTy r86/Tn7HoepRRKHMmRFykLnMYZiLw7CpW/Kuwz9JyulSftnvSpKVaBe5A2OC 6ue8EFfxFKllXvc5Vq+XyHLcDdW9g+TQxYkus8WfCVdK+TFGLA2VO00PnD42 SNo/ujPjR6egJOOk/cXlI0To8igrUl9C/LYdzfh0TR51njwXx24WEUrnZKVP z+XAi30YwbqPg9yxtFZRiYgY13mkorRFCAp96O0bFxxVjtWcmKV8JKWNzVx3 7hojB1TNh85ZzpI2anzJLi8eAp32rW2tk8TX1iC5s7ODhJLa6ooVPkwUbxRu +qROCO98wvcsc8EQi/Ps8/EmClJxe5FZHs+HOL7TRboPDruTnVDvtBAe/0xx t8zmIqd2tQCHIgFEDmcdG3dTQAqM2stdBl/I10pqIXmzQvB0Ts6Jmk9Dl4cD Kq6oYLB93nCyyg8aolYaT+cMM1E0W2N+8PRPImmHD/WnNBPtT+0f2Ok0TkT+ zui7W8ZFZzUlqY3nOYj2onxDrwsOZ7QtkbSuLBIVaqypC+sjqz7dvx7XiqFp F6mliwlFlLybpbMpRoBOBf550X5KGjLU3+sf3ylE9o3Xqsdku0ifQ7Y7uoNx mKmIX9j7GEd2ky0WVREK4DR0XLevbYTU+W3VnyNDA80PA0NpwUL0XbtRwQxG yAbbe98GJAJA0foGM5s6iMAR14Pq7EHyW4fduvrgNiK6WdXJftncLhLrrkSt ZCB5+yTr2wUU1Na1V5RJEaIofL22tcwsqaJyqaiqRYhu7SmcaBArInq95h3T Yg48jDSeKhiQQZIt72T3SwsgVBcVhb/gI7ba+q4injTIb3Uc9R9noY9F8wS+ 1ZOE8vLnpiI3IYrbaoe/dpZDb9M7YxdXMNCmJN/Y8RI++D9ZY136Nwey4tV8 3NfyQV/bw7T8OhdWtHMZpe/5YLV8LLHGigvOklmDDHdZILaTwcGxPNBOjY8Z GZIFr7j5i3LzrhMV91PrvFpkoTrSJptewUe9Jc9XKKuOk20zqwVOHCHcbV/+ rZf9hrzx7W7WYDaO8sxOim1qhoh3q3o/uUWzocw7/EXnvlFi20Lluo8OD4jV 88J6XuZIoYm6Yt6MuSKk3TXN6zaaJbhKzrmK95gg4RbQswOlkEmP4ZE+YQe5 f0HGphwDPtpuUNyjTQggRLRxd2I/F9FY/0g3/5BD1Pyd16IUuagrd7K9KUqA JKnzUy/U4qi2hYzYcICPVq3a6f4qgQv2O7oifhR8Jg/vfS/bEMyB1BQjnfHs VmKLVGkwayUH1kcdNb3zmIV6MicTtiWw4KFWUJODIQet975WyrZjwLny0VIZ Ngddjg5zf3yUDvvDvWs7GrjQqqxpUizdTVg3JHmv/a88iCjRD6qZ3YRZLKV1 1J4OIYP1DX7EEPF94B/Fm5opRKa/WjJ/axuhfyBGzGV1E1LulpdvWLYTu/Ga aDUWjp6PLlHvdqIiyNzJqhyVhgOjnldVGXRks4jTkZL4lXy6IJ7I1FZAGh/u PS/ZhoNWq5Z6ZysHPdztcHWtMR0ZbnD3GzfH0Zjx5iy3zzT0gSKizM5RNUxv nxO1jgLJth0XdotxuPi+brI4cILMpSYtVZzlg/AS6sgLv0PM11bzo9JYYHKm MCOfz4XOkBh9JTc2xBltiUr7ikGudIS1+CkGsbcFi3+NYcDINMVMYjgQte6n BX3fDGnscvCA1hzvO2aYn6hlFOSUvU2iqyMLh6/ONnpGMeFlWurp+ZN/SOfH BzsXN70i6OUGfv+51Uz+HaokF9SGwQufwTvYrnaCttFkCrMQQlv7xknKOllE J+Q/nt43QvaTIb1PLDjoWKFhhkfoFDE/2jRKTBeiJqMJUYFIgFQv6l07NiYA ZYkJLVdEgQ2bnw903hBAgtVSX1nbPmJBYbV9qBUOdY1H1fNXcNAnpspT819c GNnlm+P9Y4p8HZpQWqOPAbDzRN2Gc//wTfe7ghUDevqbKPH0AXJNQH4u008K jgSKeV4n2Ihl6TkpbzRN7tngZ5juyENaewtck8OHySW0sg/5a9kICxgsdKFQ UaHNT8nkuUGyb6ZkaO9TClprfDi7zI6NQhp+bHc6IIVmhwRmb+wx9HXKQy79 Kht1Kl1audVqnFBtQ0PUd/JIJd3QzuYCjjTaDZqDNmLwy2L4y8t0ebRDJvTV Nru5//Nn+f4+ygK8wOkX2iIH6fs2MN0W8ZCaimu+ZVMnKfnTrJM6b47jITUe FwrF5LVg76J6TyZo2abIq6ZXkSnS2jrG96lw3MbrhoprBnFAIeGW6HUPER6k +erJdipS/HdFYo+4gpDoxbw7v5yJ2hYS4YtmMcgcaG5PymKgJH5G/kzRGOnR HC4xWcBEy8Sn/w6dmSQd4naFr2Pz0TC+jB7TooD+BylOEKM= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 109-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1PsfxWeGyUwzmH1aRNoQCuFKeL9FpLLUjUqIZCmVlLXcbCWXbO2W uKnUbZFQ1xU+LzfKWrInRdYs2fcMX98fzuP8Aeec5+PIH/Xc50IhkUjpi/q/ P+6WMJmepsNZSxzDcOfCCsNNdgF5TFgTMPbyr2IyzrzvbHvCapAYieDnrCkT gFn+erZhGgfqJfUz4jR9CbKu7nFlUTtx2iA0MaGADQXas5temWQScb/FfvkY KAkDWrpuK4c4+MJklYS5ugAGlNUNl1L52P+2bLJEsCTOn+463jzIA4ex58+t 5KUgLirTmTwkhp+tS0m/NNqFuNt9rCoCBVie8tlm9vd5xI9b8enj3RlUyare 3+jPgt3D9SdNJPh4hZmorC6MhaOp72rZsjRIOlC7Uy5yGpVt8f2WP8OF2xo1 b75/GiHi24b6GVEjqNDAzVmLw4HG+NXZtYrSUJ0vW8KrbyWU3KoD5JT4YOGm 1XJzLxVvpZpu2LyKAxkeG72P/9eKZCjxtqT2adTdWSwpeXCMoIcFxfjO8GBp yNHa9KVkkD9V8KIkhgqeRzpOxA/2oskv68oGhSWEiDDOZiqw8OttH3uMVtDw 8pNNQ/23eNAmll+z4goZznhNPKj6l4sdPajE7F4evCkKb2JwWfgo3dFnpbAQ 3Qi84x1/iAsPKmxm6zdx8DEH781SQyT4cYLSrFq2BB9Xhm/Sqc3o19n4exT9 BbRPqfHMuY1L8feMHKEokQszWc/t36rRYFTqzxDHy31Egm7gMeY5AV57s7+0 Z4iHNUq8CrfZk2HdV7b74D0+Nh5y8lM4K41Fp1cNjjlxIZPxlvHX+Cjx1tB9 Ph1LggFa10tMUPCylLznJSQ6HLX5QyZYkYY18h3P2R/qIfwtjXaGb6LjkZQz Jduvi9A2Vqh7ygwHTE/kfwjQ4sKHK269NGhBbmH87uezdJjoUGU3prYRCsTR 1y6b6bA6q/3VmU9jyPRTE/N9dB3xjdfF0MgVoStB+gmxTRLw83PbTqQowJ+1 JqLWfxxCIfzMbNkuCvymGaXuqsjDkzks25p0CWyq7/LZOrKaYCZZhB9mMcDO 2Gl6d5qIWG9Q1xC/sRf92ieht6pyjBiNnO7UV21AQVFhKgOXxHGZ9dxwkO8I 0X1P/fqWf8k4RSPleFHZOJLdn/NO4hkJD+6ZyKy/RsMLD/fKyGZUoWWXl4gH RQpxtm/c82/ynwhxDX17uyOTBLV+rH2TKRnM5HjzR9y4eCL+01TYnTn0tdVf 4tLCCBLavgjyNJfCN9VDdZ7WCUE4OVZlz+ZgJvt5g18zCTtGtaqIgwCu86wj 6R4CiGypuVSxoZX4Z5nc+bwFISw7HxVpTBXH0WNnK2JkWBDRHOtr1yOOyVUa c6/GGFg8+gjrrPgwSjnsQR4QZ2CtLHfLW2UzKHwws/9uCQd7v1XwaDzCxZQX Zbt7DwkgO7lD72ogDZcXyOvVhfQTid8zKr895OC5Q2JbVJEUfiku6iirFeKL 3r9efL8oDuFO+b66liywHvVT7G8bJziPTGyH+8RgXeXwaHqAENunvvcbHJwk mvakdg/P88HJ84OVPupE3uP2nqulR4jitipnT612dPWLrLWlJgcHuIULEn8x Mc0yZWdCPgk3Vf0tgVK58DBcYzZ/mIqDjJNbd+gK4YIiLgx9wcPu6WHr96gt AZrNvonTU0zsyNGLjoyYQ8u1M3TKHYR405c1Obuq6Pjtk4541Yql+P2e7WdG RwRw+qnezuK1bEis0jmTf1QAyhucdcpuLPYTplbiKQHs0J5MqtnBAWuLnHrn AhogWyIgIJ4L3Su8POrs6OB2fZVKbt4NNEbqOC5rQodP4WY59Aoebkvd+zj0 6gzRJtrGt2YL4bORbVxG1hviVvfd7JEcAQ4Ws9CjVY2jd7q99Q5XpaFyPH1q 5aMpdEBped1HqwfoqdT4pG0pFU/XFXFFBlLg3PWW3qlHxpxlB3OlUhnQ64dN rgRTsdYPtXP9wnbC9ne501ssBdh2c9GPDYgPd+m7FD1/8jCFaSr+pU8CG5hU Xckc5+LO3JnvzRF83DadGJgcywPLw51hffkNBNecyLaz4sL9NHWFqZxWJO9/ KxVoXDCJ8NFJfszEgfXZ0WeSpeHhev9mKzU2vhaN5s04knC5bKKYKs3Gy60q NFevZcLxUPfa9iYO/JHgfPCRbg/a2ZTibvg3DV7lPZ7x2d6D9ONJrROWdMjN ZRvnbRxHPcOmUrfXpaFmj0vjvZLtSPlEbDWH2YU6MrBrCL8DOQpqrsoxBfhm N+vnPUUxDFl2zKoJcVCxjmaaPmNgMxV2e1rSVyLXRVri/UoWlq9MzfjvgAD2 91LV1xZx8UNHqzhDDTomPcXxFov5hmx0tSbXkeBdcnabrebizqJwe15oMrLp PtvNG5cCreCCzDc8Drj7h22zsmbDdfX9EelfWXCe7fCu+BQH4hP4qj8nWbAH aQxMu3EhYvuAEd1VRPjGKP1TucjDdhGjnlxCwlntef0JF2jgFbfw2SWCAbjz xl3Dvnni4GPPDtXm14jJ+foSBX0j1l5YJuHfxoJeo1KrYo0ORDHXmmUZCaG3 YUuacQIN0xHtY5DrONGsWcC6yONi3wK1TOcLs6hgHeumYosQEndsOblkTz9S Vdb4UtPHg/EjJ1+5980SxuRdh7Vb2QDSeeVdagIcU7Q7xZomCT+Gmkk36cOE eq9yOcufCue8q7lugdI4j5X5t5TiAuG0+5Tak31crBsZ7t8XO0FsopRUvjGU xv4D6vbCcgouMBuYn7k8QpSeslKwOEXBhhpeOSUW0lg22s2F7UPFC6N8/X8t WbjQTDRg6MXGHcuittrsmEI+supJJCcGlnmiZmH2pwA/lfZ3cRXnwE+jsZaX T2hYQvaJdF3RIv9PM08O+jAhIvOnh10pHZ647mY4qHCxmFJP0LvhLmL+1xeF +yt48NN1tTIOriGuBbgXNrow4J3Lf0daRqqJNPENChr3yKBavtX5BT8LnZBM vFP+zw+0vzZV2KsqhqVKf0v6UV2BnnX0D2pypXCbEgpVWWABY8bC50qoJE7h Zb4RFU4S3XxnLsxJYs3qoLUXRDOE21975myUBXhMoEmP/SaJoygOivtqeXAx 99jqLBcqfJTL/pWfz4VQmRitXZx5YqtbjIx5uRBILhzSkosC3BdyXu3Yn4t5 1NOz063J4NebXJ+tLQ2ddw6nK/DmkLJqr/lJLxY8vnNKxtRcgNebbPY7qMIA 88LSA8e2jqCLWgd8G7SXgnWrfKnXXR7W9jSpbiwZIX48G94n1ygJQdHqX6Wq iojmlaa61pFUwMVFOjs0PhPDJxOfPrCfJTaG8rqM3UsIllNS+7UsCuho/+5t emiY2DsyHGJ9m4SNtjx8zT+ti26tCb6Q7MvCqg4fZLWrJPDZBi2mQUMLsduv 9JwohY3jtiaZ6hgwwfuRj08uhYNdleRbYhd/h1/ZrNb9bQLMGzhwX289Cbcb 2jD33xTg10v4acEOfPw/XNbkPw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 110-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41Pv/xsc6mGG+YzaVklRSiCntfD6qEyqm/JMOIdnCdOxbKhLSchRF ilDJcRRZo4Xvu3Ai6kyyhY69UmLslOXn/+C+7qf39Xrwum71416WLpIUCiV7 If/frtg4AhXRwVeAY2knWJD8YInnKMmAFSGj+emVEvhvxBnZC2JyOIZTtKKG C9PUtC0jN9nQqGiYe21jIPmrrNROONNL/mEUcftWGRO0NQ1qBmbyyWubr7b9 e1oRmn4rfNo1wMahE2+p5vpcMHLqU5raxsPBN5elUMMVcc/G8XbfFTywH83J OaCuBLvGzgbkU2Xxo5WpmZEjfSjWzrssXDCD6gjRoeZgAoTCSDdvQx5ebDZb 03CewMG6/pOufylAsvUHU7VLU4gdsr73TxYXbvLrn3e9HyYtJWiVDk6jqNzI zclAWRlKTN5969zMBNGLZVXsxg5yJEy/suU4DyzcDNoTDsrgboHN1S5pNuR6 rvV3f9WBvq1GJeKwX+hzb6Wi4pFRsmXcMltblwcK545/yFSQgFSXPa/Wf6CC l0OPR9xgP8qg91t9FLwmZ8ndhXRNAjfw2+/w7yvgRcKWoe+JbNBdMRgj7SAF 3j7jGW+fsjDprhjHCuDC85fRLTQWgT2D9RanpwO6cTrJP+53FghPGt53UmFj Z3v/9UpDFIhr0BBn6cpj93XwHyOtFb1u1eXJ7ZLAllrN3n5rFbD20XbV5mwO TBfk2FXoyUH7BzpNKPhB3tp22pnux8VJSYHXUjR4mF/lU77dTgI8RRcFR7/y 8O4hxyBNXwZeJb/G6p0nB/JoFbT0sRFypf6W98vWEmCEVvaT45I4ar8wfOQu DY4fPqMavkYOr70yd13yXT8ZLNhlGr2wS9aR80+lNQVvJyJOpE4rg3p1cmnm Ng68u+DWv7AG9djWr9F4QofxHh1mc1onaRs80BbSSIPlBd3F3u9HkVtGVp9W SRP5H7uPxi+dRZYbT5kn2CjAj4+dpmgNF5fov6ivvj6MznHyCpf1SYJCCY5U M+HiiSLCpj6TijOJcyrZJvUkPdki2pagwYDTfDXrGAVWGTU0xa3tR0V6n76o d42TI5emeg11mtCGjXuvH8uRxTVWM+KwwGHSNq2NdTxRCqfyU91f1owhxcYn ul+Eknhw/3heY7wcrpGly6a4ipBKlKx02CUe3lm1/e2KoXpSmm9od9RhgqRs v5jooCIFZmrsOQc3Fv6crFbmeXsefeoIpkbOD6PiyHMuD8oJnKAfseVhAw/k wFG+fpKF6cycpqBWCr5R5nXm5aYuskRF7dSzeR7E07/N7Vsui/8c9a2NVSXg zcyLDesWU7HEW/5M8SgNLxnxDMwvHEaptp4SA9I03PggtaErbAZFD+Z9v1Ol jF1Tk6aD3TlY8nHNvv7fudDTfYXznkHDb8rUdzSc+07ecLM5MJzMxjO/S23Q QUpYFLtyr7WsMliNBK353jlG5pcFDvGlZGFlnXgkM4SHl2bUzzkemSZb9qd9 Fs9x4JXHztt2xz4j/zE7r+WMYXL5SavyXLVedKVtmZVgozLeYT4smpAisJwg 1fTWCwqOkpLNvfyYAw+i+T9fiGWwQWcupzBKDuQOW47/MUnHu5ct2lEZM48W bcrd8saeh38FRk5Mn6fjiuyeOJ1aBRx7pinklDUNkA0ZEhLHgkhTs9ePqXRw u75Uu/TZDcQfaLNIHKTB+2izIvlaNtYXKlU47pghO2e3c6yYPCAmbaM8UsrJ xM93CoeLuLhy0GOx8uwE+mdbf6P9FQYwbQzxoMZPZK21qOHfAxnoar+C8wdl OTzV8JI1a6QE7aGH787TpbCyypFSpTQaJNIff/SpoGKDr3p+33ndZNq65W5d y3lYkm4i3faNiil53+9NK3Jxb+l0V2sMB7d7ZmbrPeWCwLb3/LcXTeT1ul9n 7Y5w4P49fc3Jog4kfurlsVWeA3tiArakZNHxkItFcUUQEx6sCm49oMfE9QdV dcMJAqJqxitlGEwsqf3E9bEKA9wjTnzoblEG0dWUZOajfmTaknrC+G85eN4Z 7lVQ1I8M4ygd4wJ5cNkkYVZgNoG+iE2Ubq68hwpmSpHEWA9a53FVpEzvQ98Z wriDvD50jFt/RY3OxcyHDooB2jIYCo7S345Lg3W1hNvhBCVsps3svpf8iYQ7 o7dOvWVi9bq03FfWXJhcvc2S0sjBD44duGbMl8fFLV5BzxczwSC8LO85Wxli glkOs5osuK5/KCbzEwF92L1ebMeGuFscnR8TBCRnXHIO8OVAzM6BXfKus2Rw r+vfGxb80z1La5SoouALdyxMq5Ro4HNt/qNLDA2OBqteNedIwJEsrx6d1ido mW4YT7u1k9QIVaEGdxLQsuKiIGtzH5I0N/hJ7OJBruHEi9j1NCyP5P4Ncx0j n7y2H+ZzOTiwTC/PKfQnYhq3ieaW8mDMQVh84ttPskP1OnYGFgDj2Zs+PS6O Kds6M69AwNehVkqCvJh0Ty88z3tGBT9/EcvtNAP3KWkp+G+WAMd9J/WyLVnY /QfL2q9hktSVrKp7bszAA39mc6YrpHGZ2cDcdNQwub9J59lJO2lszPcpqrJg YKkN791fP6Hi+RGO4VMBgQ+bNAo79rBwj8rlrYd/m0Ter6Z3r9qphFWz9SzM LnLxs3eTUWf6WfBj12h7frYc9mvxy7UIWvDrH3ThYAAdtGeGBqLP0iHbdR/N XpuFU+a1NoShr+TcrzbN+4vZoNkx0Gbn20DGh5wob3ahAcQf+MZ6Vk/ek16t yb8rAX+pNrKSZgqRh+LtpDclX9FOH1fLvXwZrFS9OfmrqBapzFUaBacSuFML RWjPE6C1Q6YzyoLAqey857PlE+QHz8QIRjyBN4rCNEJnp0mt8n4rGWkenC11 Xl7gIgP7BlY91BBxIEI11mCv8hy5aMmxwMuOC7wb5QszrSRgdJPfP5cRE3qT bDM12TPoqU78a3VtZchKOqlqYs7FAQlTJ0apSmBeXm3tvHUYmf/F9EibooNV h3q1zx02Tgioz7HJGCW/PhJbqjUrQm2dHXHoUQXZusRkm9UlGZD6beplZksb KRbefphh95NUtMpzvZf1miQck7vjCyQhTKTU68scIQ8Oi89Z3aRgUUrkhVwD Q5S4Ijw0JXDhf4xnYQULBezbZEA3amona735Rh4hLHxta7LJFiM6FFBP2t/7 wsKuWurtV2tkcVjwO+FeUzZIF8twXjXPkBZd1vOln7iw2iN9yfYAAu/yrfAn 17IgX8tJjms0Rv5fkMv2lHUsaBPfVP+l30ya21gejUqmQZjZGoFKugwuOlvs U8ulQ7WZHJkpSceRH0PpO+qnSQ/7zpSmcCbsO1cckyMaIUUXjS+fESiAinHZ yR9jn8m5UY1PB2OlIWVHvQnDrAsdGT/y7nQCE58XWipczBEj/KUuesKfg3mL rOqqDk2gu2sTLrYPsvHiFhON/FF5LBakuLu1/0RLyjxLOsYUce0X9tJN1TwY WOV9uRkWuNSVguoeNjytntJ2TlbEBnt2bv2PSeCKoDfRF3x42N/g5gH6JAdW y8b3nPfm4FUUf6NPeQT0xDi2Ox1j4Srr3HSnUBb+H58zDgA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 111-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlGk4FGoDhs0YzJgx+yIpUgpFg7Qo3redUk6KVJakLKlIEkedUEnqRKs1 Ijmtki0R72uZslWKbMmaEDGDkWXw9f24r+fvfT0/7gWHvG2OEOXk5F784f+b WpknZr1mYF9reJ3qwcE/Hs8Tul5lYa3AkZf3ywhQd9Sxe/uFYSQJ52VrVfDx w9YPH9xK+PiLill61Ap/tCmnVehr2INOmIfGxRaycEtpe71pRxaKWhX59eNZ FZyi+kh1s6YABo29V9phyMdu/DT9WnsyfLYoMe3icDcIL8p5k285C6qZNXsa ApjYPfrpLcXTKjh+b62FRsQ4OLcuxefgcSkoMnd3NWGzcWuTa+RpJQ6ueTNf xP3Shla6mca1avBxupeen2dJGxDaw312h2fAj+9lKir2I0jpa2Fp6h5l7O3c dfTGYB84oG1u809pBZpGm7JoS5jQLPOloouPCpxzrHGo/y4XZ39Y+DPSQwH7 nJSmvn/Ngc/1yJetDpaA22dj/G7s4+D6z959x0348LCT33L6kBw+c0t37eM6 KvRcilsZSc0glGZNquDIQxvdBp9Tesowqy+4Y8WwAE9kPncsFZKxusBe38JI jGJNzx6mneLDpH7BVMQzAc6gllLvjw6jvNjA63u+sbA5WNSHpES4sKrgdf8V Oj5kd049WIcMjXVuC0UXB1CA9UaLMAMKXBSRd+UdgwjXMkM9EifY2C/gb/Eq fwH+cNm9j4xbwIaeST+dAgaWdumzGpLaUbSt2onWEjrWzOzM8fk0Asp0RRNI rQm1crupRnnToNRn+SNNTRX8q6ndAujwYTs5eUDp+AgI4WVkze8m4tnwps11 xnWIFr8z7ACTikcPlYExVSLWNq+rv6HXB6rW9hw3MRhHwxHj383064Hi5qQF QwwKrLCVic/7S1DVJE0NP1SAiUaJnsUVoyC53+TXlAMJDlpJM77cJEOxyPiI geZnoHpJkXQ+QgCP2GJx30AdIhmZOTo4j6GpMo70rJoCttTgzji7c+DM3a2a af4E+K0tQOnirAQw/ttH+DuEDe8Yhq5+WifAH+3pPt4sPqSxntefaZaDT04X 9a9S7EKvVDX+zp8V4GKweyHJjwz/HfGtuq7OxJ61IV/0wimQ8N5IljNChUuv FT/ZHjUCEg94EQZIVKgxoehidH4WhA1m9N8TseED9WPVY48FkPiiYnvfPj5+ 8bJrwKtXBVYWLlhXF9KPejwpwZ/e8qFsn7yxPqBDu9y2Zyn9HGw7fEanv30U Rfca//d1NxkvqhYPpwUK4KqKJckiogw1WiX9EM/wsNYt/YLP+b3Ab9TRW5Mh QRO1293Omf0A177Ot7VewYaPXIbMdbNYkGydaBH7Rg5eM9LS8vgtwA/DjCbf iBXgrx+39gzOoWKynY30xG8avLmtJPf7MQKcszJ9daXTH29jv8K8CwxY+qTr hn6VMnzFkctLXEXHYD8KDLzBwbuE60wcJunY/da8ZXn5t0HEHIXfia10/CnM MptSxYXXuxaOxKyYRe3Ta3m2LAF+tzRw9bafGN39cS9Lks2HUWPJ1kSPCfDW tO+L0zUG5vn76uR3ycBe3Tl1H/9KBdrqHu8n4pTheF0xZ9qcjp1LldFPFQXI VrXPoydR8eXCDkWwURma9ApP9Qs6kVCr6jU9WoAfpBgu+Z3dBpqyP7VFAwHe En56dcIjGkwo3+TG3MnBD7UDmv8SsmBSg+kiUjELX6qQlikwWDBtt1qA1ICF PUM9ajsb2Vgy9/zhDc4DwKIx0WP9YzLWjLEJq/IYAGY35Nqk1hSsYLeLKUoe Bz3irfToRSlgZ33b0CqVH2Dp0cgaNq0b0DToF5da94CD/M/XNGh8uDrj3bxw NyWIMx1o76UkrFGeWn7wBxNaLmN1psR/Q60eU9SqZxy4oDopvWQvH+85XOwC etjYJLgwo4DLxntj3YVoKQ/fMtwTnvaNiefeJb3YHsrHN2J5+r/GmLhhCVzS nSXA4RsGNlLcptELx9Zorz+96JymfiGI5KAXxUu6sUcFn4yabToSTsXtnX5W oIOI7R95d+k35wK6hbC2O6kTLQxSVQpoZ+LbinKSXt8eQNxhMsncKMBFeZ66 wVQ6pADyx/Nuo+hWTEH+4A4B9C8UZrgGTYI43Ukr/Toexoz8ym4hHzrnnmoc ymfh3qFmuTsUMTL8x7W9d7UyPuVXw3E/y4CiK71rpxXlscv248InNhzY8vuV i7LdJDIgiqoL1jPg/RUOyowRRVhoOTAzcUmCNnwSvc8PUYTrjU5mi3YyYLm2 z21gogxnh3lmr62ZEJR/zG/fwYNdqlfX2G3+Dc5omFl55DGh+hPhTssrfDjv 0Dm1WAIf/9o40vLyCRnKj7Id8k7/6d8J2rHB0zRsc9dUlnmOgZ+4bac6LeNA Fp+31776J5qZ+rrkgRoXPy1OyGqNqUc3Az2KGo5Q8dynVy9vyaxDKaTFS4yS CVhL5bNBLj8XHFWJi6l81QvUNq31njymBOnlq+J7a6pApPTm1Z+ObNiuC0KX zTIxZcoqJ1KBDRO5GQXTRWNIPaM4x/gvNlxRc35h0PQEEtfi9v1ef/78QslK syVgU7+I5kEGB3+POZC2hCsDOrLvD9x4XPwo5rj61h18OEriSUEME+8oKt97 eI0ETCtmOu8iMrFt24Lyk/e48EB5foswR4p6n4ltNBpU8IqQXyRCkQg1z91q ahuhgCs22X49+LYViY/FPU11nEQFsrLP97QrEdMlvvNmJhHfdhix7/s9gnZJ xCG20XLQpUSiwVgEwV2t4KAEfyZEWo3dG9kq0LfehGZe34K2D+fbvrnEg1Fr 4reuNqdhgg9h8uosD7rpLmiJrFCEDc+3ujod5WNSjgKvpEGGwpZdDa8y4OGX uq5kvvkoUpvedhkt5+Gv4ugFU4YN6JTThqhPoXR83lLHWvW+AvzkVfiATmXg cksySiPS4C7tJlefKzJ01Kk9oT6YhY0CXGNg1SiqubL+6jlrZWzYYehGdO5D MyMLv+26TsL7oo0v+ap1AXup/Yezd1jwvr/leNSJYQB7qsPG/HjQUXlHJTF9 HCTr3bnSMsiFM5FfNx9Np0GxdYKne8skWJ2bZJXzLxNW9XDnrSwX4K4xry09 F9gwoDoPq2/h4uL47oENDkxosmXDmlYWE7bJJ+xGLwVQW87P/FsGE3uvpAu5 R3lQtDf9vmsQBzqsox64dIWPO2bixTv7qTi51S+9cj8Tqz9LCJNRlOD6hMCV El8mbn7cwZMP4MLu8XVW3tokXHJk19xdsbXIrjxbydiEgD01RUEiHzYuebF8 qC5mErU07ZDRG36jh5fq3+kxO9HSD+OlEicCdL3dzDYKkaA9DM79iwZkmCRf 69yUIgGDW6qF6kpUnPLLhbKnsQOAYV5mb548FscXdDjFfAOERt/gxYpvwT9D Cfe0GgfB4Vbe69m0dvChvuBBX6EYyFLUKaG+NHhh/xYFg4IpMGZxOo5RycXb Yj0X9C+SgxZjRbpBZtNo3iPue703U0CBljrlymPC9rs7pxcbSkFyXbjWDciB hRS/L4fm02D8mEhL0FyHPj2cr1g/TYZBU6R1eUeaUIBnjaaaDRmmh9WrMzh9 qLpAZqZbT4NPJMIHYcF8HCezXeczy4JlDP1n7+IYcLq2O2KFKR92h0/mtlnR 8JwpbJm6mAuvbT5UNNs6Cf4HW21FxA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 112-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/1PkDx2fcY2bM8ZmDEjqUilbKucv7rQtJIlIpORPdOpyFNsIqxyZX kZJkrQqFLfN+UyKUKWeO2ByxrnEMcn77/vB6vP6B1/P5Wul61tZDgkQiZf3M /7uCovo54QYL+1jDW9QTBF7rJLkVuxF4lf/E8/tvybC3XD/m1aVJNBbBLVz1 nofXVz6K7skYQGdMrqUkl7Lw9u/xOn4zL1CsfkxbXRAdUyZmjA70y8PcNWlZ 18d7AS+X7sTYTYa1TKFdsx8TO6bwHjPMmDjVod5cNWoGiIgwV7O8aSAw8XTT ZbMxW1ARUSPLxcLXKhWcxk60d1KoalVDgn09b+n0gxPolUvbllglOj57rNs7 bmQAlAwRrer+tWgB7SigrWPChI+S+6/uYEKlUy2jg3c4uCw2y0icLYvPnRdn figh4PX7HLKC9VtwOyjpYtwhAjczLNunyxSg10b8lZHeCmJK51q9udLQdn3z uQsb5CG1rOLJob4xlGwU5E67wINxAz2V1gICm4A1A0gsAQmT3WWsLiZ2PXBF OURDDrpuKTqcfH0U+VlvNw/fRIHlvoFU1pQk/JV57UTaDzb+RP7yS2kEC4u7 tVjN6V3Ivnjr68glJlbL//bi3KcJ8PzzWZgtaENfOb1UneIFoE+f/6CuyMTD X7rMgQYPllhLJNP8xCCU+6xApVcCmx53OVa2vwnRUveGOzKp+IZT8JweSQqr mzQ0xW0YABvW/lA0LplF41EzPcZaTeBjbNLGwnwqfG8/Lwq+PIbM9u9uvD0k C9N00rzK3k8CU8kOOeNQGTiyR/ysMV4OtnP3RW6WawCKYTJSwVF8WPxbht5e tWYkpWN89MixKRTjnG2YayuLLVQ5i8c8CSgf0FrVsEcSdnT6yV5fGgN3zEVP ii9wYMLmawZ/NfCxDs8l9JRMLypSVA34Z4mPhSc/mbnJUOHNCZ+aW8pMnBT2 kJSgT4PkDzrzLyaoULGmvUY6XQzSHE+Sh6SokDQdK07xJMPwkWeD9yrY8FJ4 YUV9OBNWl678rSF0EBWM3JeYkeRh+3FfjcGuSXT4nOVsyzd5vKZWNJ7lz4dB b9YIhicXUcue9D7RIheXt5iYZdoNgouTR8+qMcaQ87hflNntfhDdpmJvvZUN FdYyVF7EEFDOOs08+TUJMu3Vg5In6FjugK34zDQNgvK0Ito2Saikl2dQ7cSH I9RR2nJvFnyT0x2nVSMPH7vI2yXmMzE4jPz94wj8slA3c4sKC3v+uUKz+J/b 4N5e+eROBRb+FG5RSKnhwF0k5yUXEzLuWviVa8/i492kjJkXz8vRnb57BWOF PHjZPvCJPGcevDMaaHSKZmD13xv7o4aXgMN6pYa6fZng7NDrlt2edDjTUEYs mCjgLIM9Nyt3yEK24sFihXQqdv7+mHFAhg51+7UvDPK/odhD2rb19lz8SN2v dZ82C6rBZVTpdAKHvRe/lWawoI/Oc3HyAht7XTtR/62FjTfKm6evcRwF5i1p J0yfyOHIpOgreR6jwDiO1Cm2puBFk17WpMEc+C4yU0hc8wA8lnl7ZsSpH2z0 jhGyab1g0eH0OkH5AHDmfY5WpfGgNygqiWmnQJx/hPZBLIW9206quf3Nhhaa rG8PUjuQ8w3nM9cFXLiyNj2v3IGHfekMJZ0eDtYNKX32isPGE/H1qsiDj//c bBeR1cHEko/DjL1+8vltgdpIriBBQW2BoXY4E5+PXfriEUHFLxV+8Y3tkMIH s892a7W+BIaap286JPSg1YGKsn4/OTarM200/m8ASFjpzjK38/F49kcVvRQm pAC5uuDjk0jeaJFllUTg/tFWUgJFhDga7XcHZmn4wkUh4RnEgDNi3Vu7ZKWx i+Vp7RxbAha7O51dvnwBbZKoqH1lyoAub9Wfjh2hwFKLocUfYWNIWd1wa36n HDTVOV9YsZcBY5WOlnZM0eDSONe4xJoJg6UeJPv+wYfdin8YHtg5DarjtUW3 A9hQOUd7r0UkD1Isyo45uf70yRnaqZFLNLzgcEKp8jgL5xy3pDppElByR19K 671htDjXtu7hMg6eGkYaO3+0oHj/E4JmDyo+crWHEtLZhB5IrV2nk0HGegEd Z055FQNvekpSdVE/qM4fTn3aTYEKVfqp/cIa0JLfVHVyDwd2rQfXNH9668li 9LJ3/xEwjfPs1YJgCkUJ173cbsyBW4XBqwMXfqA+J31Xai4f40ZKQZY9Gfvt vfBDg8XFPUmOWet+7jhwKOiSmg4PZyedVjaz4kE7hbAaeQc2thJUObgbjoFt oV0BDs9Z2L5zZdX5exzY/d1836OFadSfK7JVbabjq9XeDa6yVah1uZmRfZQ0 rp/9RzeA/C8SnUr5K/PoLBJs/HdzYm8tYrqkfovPl8DdOlNbI1lTyGZMFGqf SILvc3cNZjSZgjurQgLvXmbCuczWuiAmE/o06dJMmtoRVfPu8i3v+TDWMNXM wISGBwPeRK7w4uPn693keCaT6JxU5eaN3nzcJkpcObe5GY03/c1Ub2fiYAsN a8X70lB7zYGM0+tYuMpCDmVJ0KDDn59NyiOXkLdT192mEBbuNJ6MWjY3hYSR pn9csZbHqf/FXFSUH0KLE6s7bG5J4bgyTUGlci84KD74MSiBBfccfxP82WkS wO+14VMXubAtL+ZY4K45kLEhIbJ9hANHMz5mp+czoMj6rpdn+yywJBRs3C3Z sOY7Z4VeFR/vYAzv9LzMgX61xVh5FwffN3bOEnDYUHfXNsOvLCZ0iqi2f5DD hxUOeffdAglYdInSpEKwsXLu3fB5iiwkfZBIrNNi49Yn/3Il/Thw3FCzrmW7 DC73sFluk1yPvsZpRwVLSWIvtYrAinNsfHw/a9uQ+wJq/2I1r9A8jShFh0qv TnWjjR9n3ow5keGn1QefB/38dTsGcf/6Jjlo9uQmO+/KBBjZVautLEvFQquS lKribgDGufn9xZL4fNKLjMTDXYDc4hOyVuYd0P79mcpu6hhw/8otWcrqAlxF vWs5IeNg/oEy5ZoPDQa8Nkj5+GgRTJlfSmFUc7COkcGn281kaD4lWB9ovICG auune7MWgTQtc86Ny4SZU1G+xSenQUZDxKo4SMBX+xu8fQgGTJ2qWMVvbUAd Nj41BWlUGDgn9Vuxxxd0JJus1d8lD/PCm5QZxAC6k2hdGv2VAXPGtB+Gh/Bw n65DJbmHgG8ZWrmVKQzYXmtjuWknD0bvdBUsfZ0Fl9oVw42KuNiDnrazK5iH pYVqVmFVPKx1OmfV42ohoG+bnwtbRWB3e69tVx5K48yoUJL4IR1XZZo6+/9O QOs9P77MWFAwRanP5unacfR0xbt7062NiKoTPWcnLUQSCiFbfDWHUXrusINF 7wKIl5Sjv4wWAcuXdY4CWwJnCwqeqdVOAkf9h7f2EZI4tj+UlfuIBo1HFX0+ 5xYjvdz5T5kn5aBRRAzW6KLDuKgNHwxbZWC6r5oJWZ8N7aIq7qR2sSHtqYEw tEcEhvzjXePvMOGr8IjtNy7MgP8BNpb42g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 113-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1PsfxWcY6wyzfWamxS2tqEgipXi/RCGVJYpbKBJKslQohYo2KYUK kbgqqRSVNu93iyIqLda6yK66zNDYh6/vD+dx/oFznufM8Nzj6C1Ho9EKJ/R/ f9DqEBrnwSfBdhDP9OWTxUud5ct3C8jM8L57V1/TYclBznhyWj+WnBAUziwT klLjxM3yTr9xgNmRlMvPuWTLqg3GNOsifM747LePEWrEd+P36e+eqUHe7PSc Y71tqPJEaOyZqfJQwal0qgnjkLIYuWR7GZekbvpiPf3UICq7sqegfv4wKjbz 8TLi8cjlbXBU3kxEKp9NK6GqGvG+xfX79p+Vg/bW12pqLn1Y+g0bxVAcssej ZWdCdxe6l5Kv8yL0I5ZhywKWFgeWq+prHhjmwmT/2p5fyRQJceBaD81RJYFB 0uz3j/mw8s1TndqgNygx4tLeBFc+CfmxY4PqOAf85pMGdkY9krMuu8xdpwSO OjWBIfNUYVovKbYq7cOXTSK2s0KEYPhp3temTwJihmZ3Yakc+K0KMNuZwyOe Gw9pRGkrgySdrXtxpwSH2VlYx+qpgFmXtkkkWxGWc474pg/xiMYqv7bPW/lE 2qLLrclowqsZiQcWlfGI5v3mB4Gf+tCXgmOHcm424AaqjWlQJEOzLhXmhJZx yX91TdZIWwgXM6ubeU8GULQgv2BamxxhKdylt+TVYlbq+tjNHCbJC/Hd/nCK Iplj9rU6YV4XEts96nl2QoZ7Tw22mupWo4eOracC09ShzHlUHLlfgkdvC849 CFSFdIN0vxdlf9D49ZlGWo3K0L1Wml91XhmGCu9WHJ9VjSbFKDIiT4nAO15+ al98HWYYmLpt8ejHG9y0ta+8USE206kxDx8+PKOXHd3vpAD/NoYpHRuXINu6 2RK3FCEkLTqy9NZXETFKFyZFrujAjyZNP/BkXEQaZ0StpDWowZm+4PJ4DQ6J Fpf8WbOQDfT3BqMP+pgg2r3Re07bAErfvIv+m8EEzWHLZMMV8hDbnf/rSgkP 2jnGx8ssePDu+YwVX6N/4dagaOrxQzUyu0LcmxMugtDRvjWLp9JJ7dqMdvGY gBi+V9KJMOxGe/+47dFkS/BD9WcuzHm/UNy3ac52hjzwdKB8PdIFoGyXbn35 GQ2EM9Yq0c9wiPJGR2nAAAuuuurOj7NWgMlL7ix95y6CGo3isQEzPrzKbUnQ LVeFuSGbPLT28gj6G4eHJ/DJsYHjA9QvHvG58NeCoieJKPODh8nseh75FGtT qFJOQee1Jy//UZcnTbLlAmeuiGjcit+idPM1Tm6/UiApFIJVosVzeeVx9Mak q8o9jk10FYvuJmbTYZPO5K8f7bPRe33brjDEgcGvL/gyM3XSl1fhv/KRCvAm uRSpZzCJ023P9W0qHDDq1A/5JWrG5a218yFRRP6ZE1Zvr88Ft7noku1dAYkp k75WYHOhimEV2z5KEb8jvl+aa3nEfjLr2Z0NEmRdm+5rflOZOFufORntKkGm CbRGqZ0Kub6HGdYsGEMdYiv1i7OvoWUcn05Bz080f+fZSh6rDc0IjfB1CPuN tgo/x01nCUHSnDW5PpEF5P4W1nspg0TkLlaEbApsFnCbr6X+izUNr6TeEk7k JOp5/lNqggcJKwdGJ/rWLGNW0UtoIIn++Zay4JGgc+N13ieYZPKynD2b2ErE 5caeFt36hyi/PFs1FrfjWQcnKYU1cci48+1Tg1m/kdw6o2GOhYjMytxcYuTK AxWk/DFyxx/sz6E/bbguIJ099bQkFTFG47vWJslzSMjeSr5PBBtGSG9coKkS 2Wa7Wz/XkQ89Q1lpHgIa0ZMrqXhqzoassvZplUoseG7ze2woRoIrzz44vP0Q E8wNggpL1rPheHlTiwudA+O9AtPHdhxY0Xe6f7I/BRq5+uttTgohhOUgt2vJ BA8CWP7d+1hksd2hoDXL+SR3hy3TfQEfXjJ81ma4ifHYyDetrCkUmdbxXfnG 5W/4fLhvcY03k8xRitR0sqrD1xhztQwy6STL1+jsneEnaKdayqV3jzqRff8/ 7x+nsUC91Di1s7IcZW7c0dcdIIQmHXRkwTiHeJbnmzLkhZBO5T+VFffjJeeS Pui5T3CuMnLWQdkQ1h9hTHKzFpHWS5tztKhRZJpRIP1sSZF1xaWbti+ToNyf VW73z/CJc+OM0qArFGgxNCMSjg7jzjyx4/QaNZKgfcnROf4drp9qZeJ8SoGs gJ0LN5Y3Y7F/yq1st2Gc2qm6KKXnI+ZsS20+f1+OaCW59hR4DWIHiTja+SIN jJf4CbseWqDkmVEH0/ZzQDRqs4v2ggvB1UYss+rv+POr8hb+NR6JtNG2m3RV AbxiLNytpDxSaqOMc+RYwH+fyA/aTSc73ZvSqqO45O/8gHdV3kO48qT56UN2 quRcqssLBVk3Huub9a9D/EQeLX4/M3TuQC5Slw8RSVyYYjlvyqqj/Qg6KmL7 9wqgVFAjVz17DGXOSzr5vZsCpw7rdoVjXBDbpfn5fB9GVllFH3uNKSjvoP5a Uioib/ctf+V0RQhhFUVEYzVFlG7mV58Z4YPR6pXLGrgcWCambF8O8YlGXlrs qIoSmAiCrpuLKFJ/84dAPoyChN4c0fpUZfLS22Gqw+UvWPO6e3kMQ4H4aZYc LAnkEdOUgiIdMxr5XrduVL1mAOu5zQkfZLfj+R8GX0nc6eDJCUUu26TYic2/ ekxPGfRj+seDT0lR9+oKfQ0lJgn541v1urwNoV7B/c4ieVLcbLinndeM6LXB UXMV36Ax6WcLvepetL1B8Hg8pwmVhPa6fgn+g0avaagcCWZBT/7bSwd6aNBv vS+F/Y4iTnLBK6WP5MG6v1jnoKkMjwS7D1JiGiiwske8BByYlfGp1LZ5CGV+ PTEzAfggMKHt5yzgQmp/yUxR/Vf8pJV+3TlWHQ6OMFYUedfhdz+ClBIL1eBO bLUGm9+F7+X6v7ZN40KuRD8rNkpIrm0oe3xyRACv2bp5b1PYEBqtXNU2sSve aumrmiKFRMPt7NXCOQKy3dlv5aEsBeI6tDRnbCuHlGabbw0/yoe0gPhDtb1M ojK53eHu3F58df0GPW+tWsw0iBtxUqjEQ+c36w5ME+OMvP822bTJkJnlkMma Nb3I9uHHzcWOfKLWUWzIG+1Hm42z4u358uRlQTK7/wYbTHsmBX/OK8Kdnxzi ZspUweTEWaLdpAbpzUZ1keYqkBGqaUY35kFVluXJb98pYN1dWhndKkb6UXZM fWcePI09YXE8ZBDZe7Toru3mk+LfiwYU6HySeOfWldZ9fJK3rKjHiMEgZ7sz n2xp5RBff0FQYxyXjB6evly5n0fqeizfOuX34EjVTqFrJo8sG/Z82/G4Bf+x 73KM/cIjqqkrXxs8kCF/cfI9Lz6XNMap6W6MEgIj3WFK1DUVcnzkR29skRiP R2rv+Dnxn0YCchV2v+TBaT+DG5ZfZHihpeNh0+8M4rqcXFJ6KsWnnf6uTjAZ xUjEvD7UUIq5XmOG9yq4JL4kYAEtqBt/Dr9wYNMKORBtMt36y16CddoNPZpj FGFOdJvj+XvZmFElC/KcJoI2gYOg2+wF+nE96Xbi0zak901suKV0DAVC/PjH VAreH7ZPeHRIEW7POLnFy02CA+vlwu+oKECOfU/b/lYRLJReuLirlANK31aJ ZZV88p9hjY+hlzoYer0qYtsIScE2GnYWc+GRMN/TykkR0jw0FI5V8OG53iN+ 5A6KtPekLMrNouDIMUZKkAePtP8UONblUnC+QO+Cuf8Q3hayYN/DZApKQhh+ Wj5/0P8A9jpc7Q== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 114-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnc81e8bxs/hHCMH55zPGZRv0tA0Ixo8D9VXlBmlJJWsFtISWRkVkVHK SKWvJKFURDxPGUmyV0ZWQtY5DjLz8/vjft1/39frvq7rrXDC1cJBiEQivV+c /+/QTZ9WKbqw8XlTGC7hTOBB4dZ1BRlcvNJT8OpRMRkqlMZGH5+fQvwb7Dcr v3Cw/vzo13cmo+icbkDcgwIGrmFpXC1syEN3tCJaq7wl8eqKbL+cc3SYvvph SuBYL2hk6/mSllNhBb3asukKHcceGRKkdhE4/mDdHvlbU4Azo8D3GpoDhbpO 9ppMJh7VNcxQuk6Bv34WS0paC1CxopbDxRIGdrXrORU5MgA2CMVt9rGvQfNo VzZtLR0qHKJzg38QUPZM8+jgPRa+XMlSm+ulYTf3iaff3hPQ4eUnwarKMhDj ff9C5CECBxxyffG0jAldNuIf0kktQDBZmXIai0OL9U1uHhuWQNKkplpv2wR6 sM37JM2DA/tULp8JTWDhEweuyfmtE4NaD24p+wMBumK6c0+wsjgUq82X9Dgu BrfTA5wfTjOx/tWoX+Gn2HiiR4nRlNSJ5KgrqLOfWHjF6+63bjUC0EEHe+P4 negHq1dCPXcemCUd5x5JJfDw9849YB0HpvjTi3u0Z4A/Oyt7ea8QFhKNP6yz uxXR4k2CbegSuEszWLn5rBheo1vfGLlhAKzGazaPm5Pw2K2pnzpKjUDYZ8Ml 4990+MVqjud7iY/qL/Afx2hLwofqD10+fhkH+z6adZV7S8CRfRNZDVFiUMOw Vjz2cjOQCRKh+N7iQm1V9m8CtCGKuo7tEbtJ1DW2POm+Nw0byrP+2jkRMNe/ OqMwShS2d1wRDVzgg8O/3gQsyxhAOTLyV/MWuPjUsfepDH86vC04/zVcjo7X NHjf89jOgORv6nNvBRIwLS+Of815Bjy0OU0eokhAt5bjWRx9KgweyRpMLGFC MxFRg1AVFiwvUNhR7z+I3nUqmNmepi/+FW8sxZMLTZsXqor6hHDzvqRfvL9s vJt3oqU1iwcujNu6rpDmo5a4Gmtn6ggIa11uZarBhDXqQn5nf3KhmOnDPQ8+ kGDT4fWcRCMmFjtgMXHuDw0WZbuGRAeJQtktGdrlR7nQSd3eZ/VuNixK64lU +roE5nn2WC6cZGFwGHl6RhLYcn3573P9LOwU/c+m3LwYQAweYL1rYOGaYMM3 4l9ZsHK6eHeBNBV3zm9nWzG4eCf/8YRBQym69ysxm/+GA//+Ud+K1pBh6baB hqNh0lid2U267ysMD66Xra8yewpi8i2Ch8cZcKr+IzGvK4U/TGRfe3SaBpky 1rlSSRJ45Ea9a857BtTsV/UY5Hajm1vHTBT+cHHQl4liqjQDyt9erTytxsUu Ac513c1MTFuKplQUBWBP80NnvedieAVX/07SJgHQiSR1TJiK41TPa3RBEgn2 8QykYlc/AZXyHoGgeBhsPBVRzaT1gkci0aaNl0bBMU5tmDyNA3Ore7bZ3ZOG +PUR2rcJCo59NtC5UMWBhpsY3U/i21HvUaugImUWdr+z8N3hhgR2tWFGbPYW x9aprj1KLe/AsmdiyvOrBtAqLxnRK510/DHNrJD1bBQIGWvO0Hdysf2BaGNt AxYUB2JVvo7jKGa3ccjQCBf3j7aQ7orzkKFHx5WC1wzscaGacPKWht55LyvX ZIrj43vPqqZZEPCqe3uxYykZKwuVVOTrScNe6iOB74wULDAc+jsdxEfH9luH BB2Xgnrq7m9KTKThS/Oxtl1ZDLgwxtZ5b0qHerZ32GORHCiXpmpieJMDx//R MXq1fdHP52hnRi7S8O07IoOEHhunOe6VOLqJgOcLFF8Azhj6O9u6NnkpC5+/ YMz85PcDRXk6FzY5SODlVv88HhptRU8oimvVH5Px3bLnofSaAnBKMu5+eU4/ MOlTG2YmSUOpMq34/uqvYLmxwb2bjhxsXFh28ORWPsizrw9UTGBjqw6FMvdE FhSZ6Tc7YzyP+tN5FvJNkjgzYTPd4tA31LLMYJvVLSoW+Ph6HCr5iXhn4l48 tZ1B+pv8ubn/1SD68fjuqNeLvtEZbrcZn0HmfJ6/VSwJDrtJb8r+shvcW+nn lXCJDluf8oZJSYt3NWrSdBvbUNexESMcy8K+hutMZR5RodSV/a3ZAhYuMxRD KUI0OIZDmp7pC+NTRzsTGv0Y2HFvWkIyYw5V39QLvWa6BJf95Omny/PRX8Gq dvNwCp5t8Oxx+TIArCesK73vMmDGneJph64pAPsqgicvsGGGY/myLakk+HjD 3ZttIyzYUbcqOcGGgDzTBBenthnQ1h7/2cSaA7/2sf7ZUsbF5LOriyLYHKj5 r/7WHww67Gd+744mOFguPSF4TlwURjLVzilpcHDL8y628BUWpG5ZsqRKTQJ/ cjBfZv6gDj1sN3rhsE0Uu6wo8SpxY2KpxFy2l4CM274bz0k1/UH93Ar69PF+ tLFyqoh/lAyZuhQw++gPspQmHgUqi0Gizi/TufIPGPm3QlVOVAK3WVKUH3D6 ARhjv+7PFcYXQkRmrk/3AHLzeT9FkVJQu6Hey6pmHJz8wX6/kNIJoud/Bx57 MAnmnsiJB5ynQfuIs1PuOUJwcs/FOOlyFl4qowlay6lwz2Thei+deeQrYhkj lysEqbSns/ZsOrwYEhqhGj8HHtffWBkJCfhsup3iNMOE8ZMlK7kt9UjChufG +UGHXrOUHbkO39Hezda/lU7RYUZwo5w0MYB+Vw1T3S4RMI2vmhzst6hbcl4/ w46LT1q56F9LpmIyv7VqWpaJy57qHfO8TsAX+4O+7e+RwuKyv8wzFcdQi0qM 69tXLUhCPWzWklqNhkNrY0k1fJSUPnzQsHcehESF0/O3jIO976psCi0I7J4I /Pocp4GNVnK4GSGMj9o7iGT6MKDOqMz52vRc9EWowam0ThJuuxGB13VKQo9W jp3XgARMurxCl6zFhCu+9XhGSHEhLVO72v8nD+wTPm1Qqs+C+cE3doZ4TAH3 SkPVAREOLhxS+0MlE3jba0p3kz8bp2/NHdWkULC5n0HFuhdM7HyG7d4RxsAm KqWkm+Ms/H1012fLrFGUWpTezF/kiK0zJz73ve9BM7OJIo6VLLwkXr9Y/e08 CEqwHVDoYOKOMEmlA34ceMUhRy/TkoZDZrvGgnN5yHjoauHgIn/Mnkujnv3E hPdCdY+t8iJhlV0WPjptFGxkvxHKUqZQqOXhxshtcyjc2jTxvvdXxLD/q/Gq goGdatKu76vloVrP6KsHdwjBnydVtVeuEqD1vzTsuoNEYNiexHXvf6QgSsO8 +4nlXHhJIuU5lC4CXc/uvozJ7wVGJ2LCooTI0A2GL1TFs+Duobcj+q1i8KXC zSP2tnz0R++2riwUhSlmo72XFntRVWrIxiCMCUVbd/Pmqwmcr2TXl15Ohxr2 RbnShhw8SIr9z6yOgDmcrBMGliKQMRLrE93FhgXKOYSvIwv3WZkbHV7M/4BA Spy7HRNvSVloNGriwKhs5Wi9M9MoPLS2QfwjB5Z4UFzWOo2DJ15OtXEUNnb+ dzyPWcnGTMp5leRaAn+/meXuP0vg/1SqwlvMpbBCaMDECx0GVszQqvk5L4k/ zH9cEE/qAPqZ/bfPtS/B9rHb3beosnDU9KF6HxkajotI2DptJIZ13qgEn/EU w6V3DHfZkr+DOkXaOD1oASVjbSuNQ3loQvV37q9XZDxnmupWVzEF7rcuCcQL ZLzlhPhbNRIFpsYVcz+zpxCYnNshs5UJs2jNGlpTv1GR5tu8lUv7UKlU/uHP Phgta1sdKPOmG40frgg1ThgGH3JOumlpisCJ5KZNVfI9YNkcy+1BIh1SZDer yeqQodauVr9dHQRuinO2kVSnwF3rtUtfRRC4a/rqQsNJJpzVVRYOkWTi/wH4 PZQn "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 115-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlPk/FOgDxxnjnGHuGeVM1FBSU1LC81glqt2RReWMKEruRGqJVoUUKuuu zbaOyhGi0vNQhCSldSfljjAYuYZv3x/er88/8P6817j5WnsQxMTEnv/k/8sa PAzTcjk4gA/jSZ4MXBT5afXWzEUkuMIq0ahn4+kG6YvNBwTIxyQyNaWShpsd A4TGOZXohsH1rnfn5bFrd4yKpjYdPtDMvH9pagBYn//gHG8nDRupzTZtIVTM vfelVDDHwmmHWizUYubAbFB18I4fK+CFyYlj+nQ6DnjToBaYLwUH+1/Jyx+e RjUWu4a+32NgX5e+kwnjI6CyM0Ir16AFidDux+T1VFjmIvA8J2TBVd7tE6O3 mTjeWveZ7CQF+/kLs99WMOAe9fIckdcbcPP8X0EJRxh4cbTnuEs1E3ptwD2U rE6w0ZHojM+QobV2m1+gjhwMqi78O1p7DqUYnncnB7Jh1Gan92Gv2djN7oJy BFcGurDCVZ7vEaIQvplF9CZZeOj1EX6PQA7uokZ6Zs7TceflrTPa+Rws7NOl tWX1IgeTQTgrYGP14q+lfu+nwfNihU8NFV9RD3OAxCsXgcDYKOXMChb+3tFr AbhseFaROde3sAQusgofqw4QMDXYIyl4bQ8ip/0W7UAl4amCXG7CihzWMvnY mqAzAhyH6zztZQl4Kmau31i3FYxGZZ+tKKLDetulyfBgAVKX6pvP0aLCTF6m V1X9DBDsplZ3HVWA4weEhf8lykCp7kFfO7kuoPinFDE8hgOrM04+STL4jIg8 YydHl1lkiPuLboRRsKUac9nlBAMWxik89JaXg58+h0hfWhEAEmmjXpTrGHqi qHbu6QoHb/ROdPU2psNr0wFv4pWpuDjc77QniQHF3/KWSqdJkB6293W4nghk OpwSHyOSoLC2ep3fH9IwerxwNKOGDosXY34Q+WzYULnG6OPFUZR42iLfV4uO NRsnp+6HcqDqFrczr/qJuP1A1uDkMgubvvE2Mw6YAkEzTr7qFAG6QYG89tuT IK5L1Za/jQ7x1aY7bAMmlrGzFvr8IMPk5OvzPcuycNX2RzsanDkw/pmdbvNF DnyZ15eg+0YOSpdd0lOMYWNgj0JDExg4LxNfslfi4BNJKhvLn94Ee/pVMnKl OPh9tGWJ7Bsm1JfI03xjLo17RbtYtjQOTpQ3FsoY1aPbgxmPBSVseGooqvjU NAHWGo785xxHwQ8TBwJvxEnCQ9qrPr6zyga3eZYs93YGnPtYxRCZKGDeyIbC d54USFc8XK6QRcJGqtym6dsMqD+8OXCU8xWlq23ZU6UtBBbtmZ6muTLYpoai 2bNZCIwTxD4L+bK405Otf82FAIcm9yoka/4N/G7Vp7cGTIINJ68308kDYDun zH3JTQCOsj/EqZHZsHwWOHkF0SAudiS/FRJxVfr9rdzf2Nj/xkqHx5Wfvo3Y XnfQIePDOb59up1lYJXggl5P3ShaG6YoHdJLxcRwNvWfCwJA+FV/gWrGwQ+6 /vXV82JDWSDzLvz4DBJyfyeYXGfgwKBmxonzFPhNYBSa60bGrvtPb86zZsDs q6p5c9kSeBOhpvGZKQXmkW+571WlwUrLseX5PwVIxC1relFPhaY8/5Ka3yiw q1mvJzKOAVemWMYVfCpULdGMdT77828+ZO/xM2QcqVOrbX2Bg/OO7yc5b2TA AF97BwPRNFpe7Fp/bzUTJwTTU8S7elFiqOeLNg8SboxH1qt6e9DfxHXreXfF 8bP1qZWjoRiclE/9q+HJMLDiuDrsCKVBhTqDtOHmN2DTdZ26uS8cbPt5TZ1/ BhPWLoLjulvE8PCDSWu1NnksSBwPwQbNqFNpr6FtjCT+Yv793M2ZQTTpnZqf 7bSAGgZecTojWhDVNe1rYjEBcxPC/BkNInRQMHnRNlkMpk00r7FiWoDbGhFh 6cFU2B1oTd5bwIIBrfpkk9ZuRFjTdUevmo3DLbl8xTuSsOBJUU/Teg6us5RB 9wlkGE69k2ZgKYlPOvemt0bQ8PubIjFHyRXUfNU09gJfDlfVyW4rHZtCy9Nr Px2MJ+KV9dqoMHwMHBYebjp/iwaH/AirzcMXARxqjJ4NYsE7Ww4WPfIkwLs6 t652jzNhx7DcwUZ3Fpzkp3ud6F4ANOojukheAVd7HFQ6mNKCqsXTCfX5sthL vSasxo+OvxPTChpaJXB3x69LCm0/UPXQep+AqW9oQ9PcS4GzOKzRqozlqiwg GwrjzqVNMtDmVw+qE38BjJs3blaWJmHfmQJdraxvAEyxiofLJbDWP2YyfMYg EG8PiFgnVQtyVz3c0CL+A7j3sCpW7vcCJa55ysf5ObD0t7JsZAAZhuTvyHcq IMJZizOplAYmVt+1SiKZJQMtZl9ohxmLEP9I/I7VhUQoSc5ePMaiwuSSf22O ZqyAux+vaCRABkQH/ghymmfCtNkaDU7nR+TCtkzamU2HYYtEo3KPDvQksN9R XZMOH0W3KlMYIyjhWfa0fyQL5gk234uOYOOsi/5ttuJMXJdtejQ0igHNcvJd Qmk0LLtq8GDBuimUNGKUeDLiEyLx4hZtJJvRrc0pwwWF0yjrwfdDlgMikHe3 Bs7azYL9Ze8cXlgzsBiqV/pAXwIOBvfirRgSOFKjS7zMlgGNJxQDPjwoRzWx XPqpMCo0vHIdc3vl4Qet9KSFdgWYdVbdRNyADrt5mRV73NnwWfQVs8uBcyB9 X37XTyXxg53lE/pEIk64m19Wf5eJPb1Z/p/jaNhOu83nKZeDOyZ2v7YpnECu W/aF7K9i450Lbq+HKvpQXP2jBzeX2Vgu7ZdXvFIR+CXJea1hFxN/jpPXtYtg Q+mIvOogPgVfXvwyFV0+iUzgi2s/Jih40SdP8nQ1HZZGvTrVs52A9XZb/2Hc TcSj3g7cxzELKNbGvjXBcAmdclOyzD7ahGjHlrcVNdKwfUa7KS95Cn0ITTp3 yIgA7xwYP+C6Toi0B7e5fP1TCo5Yh2WHmOci4n8ifzdVDswwcY3zpNaAL//e enjz2QCYSzJdjm0kQD8Yv/IujQlPl3i3XAghwYdrrjoecxIgJR0VDrtYFt63 mhgI7ufAjlSDzpxwJpTu2jMpamZgL6hyrCaeDrcde1lOsWRjlWALPc4ICz5h F7rttZGCHmdHh84bcrCn+cxTehMLv7MbOndomIU7rhb6X1xk4FF1cIJdRcVr YiOF+cY0bOtvb16USMXPRVUrslmfwfZ8j/bnhfL4WPIu/+2bmbhTKrl5gkzB qdfTd87vk8G64dfMnMgkXHvDcreTeAdYqxD3S8dJcXwP77DdduQp8rlEfmgV L4GX+Dl+LY1zQFQnd9G+XwJvd5Mt3SJGhClnMpeMMhcQmF0yUtxJh5URL+7a NX1HL/VLn2qsHkJXD5Ei+g2rkVK35iXFkq9o3Lyo76XjJHj+xN3PQF8KnrBt rS7RGABKS0y/lAwqFA31uhjKS0CD3V0Ruz8z8B8eeUkNB6Xgbu0dtUU/u58c PBRDs2HCRZNNEpfl6dg8/Z6x+REWXvY5/iHefxnp7nvtxzFlY9PY4ISrrgI0 w3r8NNCehbn8mUfBkcNApq8g1MmKhjklT0K6vag4Z7GbQPhGx9MC7yCZmxPg dqL33PhLKl4K/C26XkUaDoR4FvLuEPHY8tRX+5wZNLbUb6GTJYutBB9KM3eW gEIN6miihjT+snVLvbMeHU4dmsx9mfMDjT3+zyajjokVAt11I9Pm0FwLYf1K /iTIH5rnRVUJETnqZmatGRk2mWTKUCzEcUN2iOrJAAkYz+Mbb3lAwOplUREF VmxoFmlt/LuoD40SSrYtDQyib2k6r95VdgKPClJbaul7dMyizGKZPgbCzX3O bqUzoXJLbW+LnzgMentcbeAuA5dlvbXd2i4NyxXXZievXkLKgmvKr/h06IpT D/wTQ4OPdiWfG55XgAs7/3n0NoUNg5VOBTkPcaAkL+20li8T/w/5ybBC "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 116-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01H0DxQdjnRmzL1K2kqU3SZYQv2+lUCbLSylRkixJtqQimqKStaeS JUra5CmFUD19vyVljciSJfI0KNsYO2O83j/uuefcP+8599yP+pGTTt6SOBzu xbL+72b5MPBzrBiOX2EWa1Sz0Agppfm2ygQMtORlpP9DRWK+iH/QC8EUk+TO hkgSCquyD+XQGKBgTfbDS0I+1rw3uHOgRh7UURqd2yIoSGPWGI48kQDvLH28 jGg0lCWTWlVPkgf9vz6SSK4T8I5xxf2yYiY6eehf/9TR31jAyKthikULXIRW RUQtCtjURS2cekBFQcFTefXldFBB/enDsPuC3Yi8HZa6n46kPn612jXOAn7r 0A9yTgf2cn+cFi6MDJx02oJCdRUAT/aNKaV4HqabRR4lhrLAjtWe6DRvBkbY b7eJ05MHd5v2fXP6TALmFJ5v9hwNndDtr5x68Qv+YPAJBmWLGAeXo3ddCgcu MAuLVPiSaGhhbDj0US8kZu6Jc6MQkF/MxujwVhLStPzWmqr7GzPPuMCfHpVC wvjZXxbrW7G58unVhCcMUO0iEkSHj8Oo3qi7x9qpINsg2+999STW+eK++HA1 BYzaTRW2XJcDVx49qHXv68Y4sTL46Hg2MBm+c0EW/IR4Awv3g4emobWnplm6 NxXZqjLEh3zoYLc8/25HDRF090TIXloax+q7DtBz3cdgKUf17OslNgpg3avh aTNA4kRIbdJKCmJ80C3VJjKBRL2BqGSCAObKTOzy1HAg2+24xDCeACDE+y1M y4O40cKhO5U0sGrYYStOkYHW1AmED8+wwW4VijuXLYva7XL6BWImos2pP/95 ZBILm3Q/qUYehxcO/dcwykWIJXSquNgb0kBC3ZUgt30sJLfXaSpwhghuca6y K18TgZLxs801HmywLeurRWS5POpdNGe6UNkIGXCDgv+thbf67xSNF7NAnKaN zsNxPPhk9rvFI4GMrkaZMGCjLNino/StwSEPsxM+sykaZYLZb+/pi5aKKPlT 2bYtblRA47iWKeYQECdhr5bnQyYwGtQPHWL3wZZ875vXvGYwm/Zs361P5FB0 kGDS5/gMZpGK65myl0erErvOmu3BgwGBtWLamlxsMrTf4OV6IbbOP7mRRuRj p56cf6RkMoEdZjUlqBJZYHupR5XbLjpALw8S66fwKJn9IPxvNTJyfXzy3/Ud r7CetzoOY8WjcPU5jmxELwU92HqbkeI8gUlyjeYp29nolFtMZecdJgoNa6T7 RJJBWOhm7oAHGXnuPqGf70QH7Qz/Uz0l0khPsrLuzVYy8G17Xqs7RAP/2A6L 52LHYWHl8rYSaWCrQXBx5R4yiC7tVGrLYIIlIdOi3J4CchzpCsfY01C80Kl1 fwUDifPXVn+92wevn/F91+ZNQMiwtLCQ/BPm4tdqGdyTQCGndTlxRh8wf1LG 7ZrSQay2MtiiwJ4OFKtMMgcba7G0avk16nwJNFggcFJtI6EXT5u2eQ9/hR3K 1mYu8dIoRjOJc9fjNxQEZDzNc5+H9oGDoZOJLZDimdl3/aUkSuQZy5DDcchx XHDBJQ0Hzp5NmczO2oXd0og5lxVOAeI9WTYrZ9ggpNWIaNnaBfNNCpYc4mSR v0dvVmsMFWUqJ2RZr5FAjVe3XouyV0AnUgrGzP5MQvHE6m7HJDya1IxaIzo/ hrlOuX6JvEkF+ieDatK9xBgYqIubDmOC3ZGzdY6ueHBP9+bVrlEGeNbubFuX xwYC+yw/n655bB0xnHork4I+eDsqO6Y3Q4aatabQg4j81CrPVQbR0FiFQsvo sDTq+s4VKbbNQN32l/HTn0fgui+zFeMeEuDHC46KZZcIOpPpdy/pyYE3U7Wu r+mL2OjOOv2VsgQUMOF1vv/4CIYJmS8Hy6RQXWRH9BPvQUyiPSRmrcwnLMLp z+HtJ+awoz+Y5UsPe7FAXujlnRkLmCh3pTwvhAjUj/2pt+mSAdM2pzLINQzk I7Jpl81WADbT73TOWSxCfs3nDUrdMkCamLfgxaSARZ+NRjYREuDetysaqYAO Gv6KGqbosUHmdKUGu+MbNCrE16hmMMC5BfyWMu/vMFXf9HkicbmXuNaVZPpv uDTlo55SyQb54/r342JYqPyR+vEJZRaqytt6+MxFOnBc0pfBd9OQvFK/4/O1 Qlhtnyjhxu2FBIOEBWfpRojrm1/d9GEK5hSM7LPlL2K+Ylv9wMJZbPerBrd3 TnSEmwpzyJdZwtxM7ic50KVQ/J6Rhp0eTGAxxglpKiiD06SAR+tNaMDsSjLS 7iWBRAPt0PcEKsg5rWYpsZxLGZOsretZyDeAGdyTQEV96VS9D0Q26kkgrd8b wwIFEfzTplwqurzwUxhXJoDtHg/zhpb/ZCEwX/rEBxp48tHroJU6Hm2wcjpv 0YVH8mnKS1yXRXjN+UBrqpkIRm+O9NxW3QipXmLDF3VUNMqRLSq/Ngmbzvx1 dt8WSUDmNcPGQzNQp9/wUF+sDDDRPXdsfvQpxLcsBh9RYYOl6MyLV6w/Yz8f 3fz7xhs+lva6qvn5JzwIAklLDZkMcPTc44EVBxXB3+pXD3q5j0Ptk5M9g95E 8NBhjB/+iw0u+Z1PTH7EArKdOwSLjXRU4x+74MdjAEOvijKyLQsdb89+959L NKR+jTf11IKKiCMtkf0ONPR28f2SfE4PRt7mlKPoS0FeaebBxvoMNBdgE3ta m4oykrNM53bJoYg4da3MXyT0KcXWyl3iO5YtSzGuwaTQfbTZxXD/a8hw6D3b kiWNRPaPg5rrZrF1xzqrhhakkfER+ZKNODyouO/Vw/dfhNi0aAvHlAacZnAS /hECWGFU8lpjxQAUuMR0vtL8CJW71lziFPfByFC1DVymEHtbejTIxEgGJK32 4753G8CURYyg9DvLf79u09N1itLAxKozxqqHjvgPCneX5ssBK53Nn14k01HF 8yeZR06zwIKlntRlEg2Fv20Qkm+zkTjwWFNSsBi6a9A13dPZSNt+8lk4bxAT GB/1itWgI3ZxaUSXHwXtn7YmYAMMNDEeECZ3Ywy7YJs85niZhkShe+KqV8mC 8ZSSkNhaGTQsFvYdeDwJ/9PFzVtyICKH8aaSbNNibN8r5e9hqfLo56aN1R4b aKDDW4b3QXMeDhe1ON+pYqC231imnMECnG2W1Fp6KsCmU1S9txNmIfHijexP 24nAJI5pv09JCtXkRaj4h0gB1ULJ2ZFcPFJ7dTHmuQMLuMXbdV9i98MhyWJD Eb8fUnt572sSuzHvckJbRslX+MXOQLNTZgyL3hl4etMydynSrL9475QCYfXH VPn36IjlO+2y4YACKOOszktbIYIZfdzDVVsYwBNl2D2IpwL7+cnCiVVUMG/6 4Fl9Ogv82uuVVBpER3Yo5JWLAg01/lHR67VkIHOdYpE+RwHUll1ErxvYqPMs jUtoYoLgXCeXsSNUJLLkaqkrMdEKrraS7TVFZCy3IV62jYi+SDdHei1zX5l+ fn4ah4YUd1EX4/FUZG904p/woi5M4Jm1CHcsc4h5lI4wlY+Rw0YJe7iKyI5+ c6TTmwq69qO/DooJKKho0yhbagnbdrN5dtBcCqkarLrqkksHnaZqWQIpScQL jYk9cIoPVzT45JcaTMAANbLr0JdJzL8ZOuktc5aFpnjHdXcS6OtWnPpMy8Uk vo7tSiLMQT1LD7OwbbIAmBscvqgzDx8Hz6ny9IiAa+lcNH+CAipyOvoVs5jg cD4xHVcixP4HPsZSTA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 117-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/FFoDxi1jnRkzZrXEIBLdyi6Kc0S0kCWypcKVUkpyUXST4qLS5SpR FGkhSVKh5ZxKKiFN2UK2xhYygxEGr/eH5/P8A99n0Qw44hYkISYm9nRJ//eS +C/f3nWKYX4Ss1zrAwsr6li/8dOcQoet47OzXiji3DyNwcxlr9G/5hfbP8WS cXa+o/3xNSxYrJ17+6yAB86Bc107T5NgHbXRvSWaiqMHb5BOJ0jCl9bBgaY0 Gnbwr4ryLiXC/h/VZLLXBPIurA7TmGfjI3v6QtLGhkBo7T2jvugWNI/sHpF0 qTDBu15D/TQdhx2dKqivpEN0d9VN3otGkBF7JSLNm44dK09yDvorQje9lrBj +vKwrYBfSTgzj7IsY/8kHWPB14d2xh+Zm0HRzrabE9fIQcqbO4XJEVS4nhq/ P3eGhnHcieoVXf3oO4NHNKqYB2XvK2WqysThaWbpI3WeBF4eo6nSGtyLSFe3 J/pSiZj+sdlxIJaKday/NqfpDwGH7/Udt2SksSDl9w+r1c0gPxCSHZtY8IOH aPxUJB/1kWS0OivoMNco98CrD5Pg4XHt9J0XaHDMcaq0KV0WskCLacyZbqCU IE04lcKGDw19c6KofYhgZOW3a48Q3ThRxhVZ0PEWDmNhTzAdWo96l5G5FNjZ FS1zdpEPfJyD5xQ8+OipEudE1SIbPy934gAHFrwwEf4xdRkVf5/yNWjeyIbi 9UaixxNE+MecZMs3rjjM9T0oPkIgwkKjZxrkMhJMHCv9mfOWBvFfE80CPRbW rhsX3D7Ohj0HtD8vnpXDrY7X+8cXmDiX6Zjx6h8hiJj0O6JB4SNz+ZyLqraT 4Hy7uoezCQ3yu8LVHDAFKpuVrKvdzYb3bNw2sA6TcPf8eqaHIhunPOnU2s5t QJf7cx7xy1lw3/ipvmQdGVhjOdS0+zwF1x+YDBC4ykNPPeWvn1wKwNdNES1J a+iQpuRVoXCdiFWe6HLtR9nQdNDg2E92L+pSC6rd2DYDNrfm7rcplMVzthkN gp4ZYJUm1jXlLIer70Y5j4VJw4FxB4VM7Xxw5g5ercmeBKtCLjbSSDzQtR06 h2+YAntZ3PMcEguKjQp/VbkyIS7bRaqfIuArfw+y9xorYq+7R/pWf3sC3B4O ZzdPj6PlMUoy0d1UHNL+blbcbwpIOJnOUm3Z2GfRVaqjj42PRTTSg2Mp8HpP RelrD0Xsvy3UoMiNDrWmr9jtW5DBayTe1j2zoUCB/l35fwYZ8MWWkYWZBD7S +aNmlcNpBrQxOlr+djsFvrwRy0rsZsNFAdOq0pkKT5nFX1sT8hstzLXr3lRh YErTTvddl3+g9OP7X7YEEbHC04kdxPZelE9YoWuUJ45FupED7zjVIIScfaX2 6SAoPHz3eLYnEyq8N7862PgR5AkueI/VSOLB4nE3TgsZO7eqLRc2fEHfVB0s PVKksM0Dy8Z7ciNo/FD2vQK/WWTiA1M3c1sQ1f9qb3qZBN5JCHS2MZTArvzx 0x6ZYvD3rpyyZQecwGWtuJhrkVTYv1F2T+miHA7Z3X2tOU4Rk4WzGXV8CdyY bHPupLM8ti2qHdmpNo0WJpZ3uqYScOHo3oXYYD7wmvJqiL2kCLlQcexHrRiE A3WJwggmXEPb5MaMlYZ5+peSO8YY8Dv57bMqHxp+HeSq6pr1BR1MHv/50YeC D2i8jXkbRsNe8tlLYZfFHW1OIoWWaZS5I1brR8Q4WtXw+w1/tzgcNovx3cRb RO4U+o2za2ThqaiSqm2KYnDMvs5gmQwRt/D1aggbxwEQMMsGKyTxg5hhg0Th MBBvDY9bIV0DpNVlDduUReDP78zKxdvdwK7I3+To6QUgyl8mFx9OgsUx7fY1 tnJQuPmvbEotAwfxtZbfCyHDzcKXejFW88ixVfe/Yjs5KEUqmAtkUmF7tFJz /nZJmPc1SSsN0uFmfRnCp2oWjJkjbKgIakOZHuXbvFeyYEli8zIKfQhtsL+w sa+VgeWU+10frBAg/dbEQ5sIvYhodH7OXaoRhU+L//uY9BtdLx713MKbB5O+ jGHdLXNg25NPvi/d6LhjqNJLTEcc+prfTHWhS+LukT6jzBw2tPqlFM4trkDP RC9GrmoyoGXSRbyymwz733kvL2umwetRGtbi5jR46MUTLolDx//M9QgSK8ZR UwZfmr7U13OHi6RCX9NgfdzeQisgjdfauf1t1UHAKufUPJNMxfA5d5/mNEsR ehlcVWNygYsUAxdMHtYpYsadvba8ciHiHv/vhOcGCZjepJy8vGkG6fWb7OlN kIYvvG9MkrtKEKFp/miAOhvy3ejXnKo+gJ47l+5nPOOBybnUNgWhNAyDqYuf rjLgTzXnDFxDhfc1k3cF+vGRz1Z/7b8DKPC2yy9e5A82rFY535JdxIImgW8q KFtYuMTzNKk8koE1z8VP3bNa4vVO1lY5awZ+Pv9qUe56F9Dw9B97p0nDgZnr j5oZMPDHmNl1oUIazr54zWJmqywODcuXqjhLxTX/brHzE28DUV5ULsleCt/E 6zxMvKtQudpunapeGSxyvhv2pe43oL3OuNC4TRabBcg9NhQjwIrDrcJIGzEM hKINShY0WJL27XG7sQC9MX1cpaUygLxGObO6djVItUP7rFJ5L4o483z3KtEE eP70zzBzU2lYuWLPu9uNQ0BVxAjLyqHCwuIDTpRNMtDcrj3OrouOL7Pe6LVs JEI7vXU1Dy/S8Z3h4elHOkzMLn8a3XGAiuvGmx/Iq7DxBP9QhGzGL4Cem42s PsHAomPbEz+oycCdYZZXgKEcHlkQ9PrcnUQxalkD/tso2IXPfZxrUQ7skrer tdmQcI+x4Yfda2lwf2dUIeKJ0MijJvec9wxcmTdRtkFhAf3+IqG7eG8cCEd2 GeemzyLSmYzcGlsS7MkzfpaqKoVrC6LVQ8IlYfHguU0pDdJY48mZuAcuLJi+ dnWpS8gg+ilRbiLi9SPOam095N4NgiqJLdmPPyNT/0IPVR0+OGV/OMqYxoA+ Rr5uPk5SMKJ+H4eXt/QjpDynH3DIsEJpeUGmigjlSzLjbvuxoD/OdryVoghz b53a2jBMg7MWt0rqs1jQzk83ihPLxI44/ImHPA3fbsR3hHtYeL1euchASR7a bH1mRjSnY5G1k66mMhMnyZs3cpd2wUx2bYpMCwkHiB2P+2pMwxUGRUWZSjTc ZpMZU9lAw86moS8iH3UA+gp4vXNuifv1J/UEaTywostxKP0lFTvSL422BynC YGsHPnlcAYc9Mh5jSy6CTQeVOW9spDDHSC3ZI58OW71HvOcGJXH8sbgEn794 yEuS4JZtPoUOaVC8fjZMgijh7wAXxwlkpbOwKd2PDM+P5l4ImLkJxD//2ppK nEGCm2dOlpbLQbjeaO8ZvVkUyE14Z6tDgU7W7o9mQ6nQONS95HsPG+4tImWJ PRYAi2rD/a0/6Di/WW725pFpQLxf2SBxkY3/yNjlpL0wDcz89JPbbzFw4qGF pAizBcA9/1x8pbQEvm8b17TvKQ3nOq58eG9uFvlyRqh7HVpRUb9CwxXCDCpM osZkgj50cmZe34c7j4JUMuXCU5nwl+GetUdXzaP/LC28FnJZMLNH9ZWhSQMi Zr/MSxntR8Y7amO3DOejnAxVpWomH1VMpqkWJ3WBjoTXrzs7pPGOjyGD9rpv wWACU63KYAAU8QYq4hS6gft5ThvnuQz8lq5jXHV/DhDVhU4mO9m4q2JsayGT BJtdsqLc1KShbsHPtXx3MgxWTvP1VKdio9E+GUH8Eh/hn99sYcli3t1UruEn CoxNpK+MKpWHkZon1jmvo8OB97In2+1ZOGV/Z1yuBRt66ocOE1ymQHejy5Bg FQtm5UybqXuw4f8AlCODZw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 118-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FGobxs0Yy4wZs8+QI0updJwWS7Z430poE5UoiSyVsiVFO0JCJFTW bEkc1UGU4n1V5pQQypal7DkkS/YZPt8fz/X8+9zXc1/3/VNx8trnShQTE0NL 8//Nv9XzsjuTiMfCuEWqH3h4aPGinunhaeRpHJSYUMbE3uT5qwakd+i2bnTb p8s0vD//RnZtAB1WM+oONPszsGVScJpcrAQsNz7hrMNi4YS3BN+mBFnY3/uO RrOdQKk3Eqmto61IhEwKqasZ8LRJTyKI4mLvM5NZNS/ZcNVJpeXZAQ0g7vJ9 35hDbOxj06BxVIcN96k3e59dS4Hcr8byHy3EcILBZRfqWR5M3vpLdbZYiPz3 bjMPXUeGYoc0F++sZ0FDRtDJ1FkW1r6q7DNmOog6OX0ymi9EIDKYrmMQLQ4D uc8Kl/cR8Sv7yUcuNr2ImmQRaseQwW6UPd/q9VhYzfhLU8zaQWDy9+sjAltp PB4+02v0VxNIu7AysO0jF6ZqprpVfPgNyEYX734J4MCR3ZPPGu9IQ9OK1j4e 7AZyIZKka+F86JCUr4qZfYikaWR/xGEK6RkM62QCLt6hxFlwOMGGaoUNEi7x TNjxzV8qeHEMbDj7c9vz1ROoRE7pYukiH8unKUi9LhCHqXanCcMkGbg/o8ot q5gOQ0eeDaVUsuAm5+xnHG0qbtn9oH90gYvfTW8ysuufAb6/7b2U6WNIVenh fKbLFIhsW269V5sFh2XEvGMimFB+0xO9qqN82EjqenzjNB1/FxlyrZl8fKGN 4smUrkd3+1MKx4p4sIDVlfkqjgwFBoONRyPpOIQToBvPo0EbdfkvnyyzQJHd q845TS5kydm+kH0gg28lZlloxwiBeUvqyS2PpfFbrwL92kQhMIoR+za5l4xf +VxxV6mRhgOjZrL3VmaAkzc6IsjaU+DPU9F1LGofsG/J79TynwaOvIZIJSoP lj3SvPEymg9xwRFqzSQJy6SpXb1EZGPbHK+ev74Wg8zueupTPI5WXJKT8v/O wH9WlOlsSJ4GxD06c4xtfPzQY6jj0ho2PrbLY0PuviV/ZdiUHg+m4HXEyupX W+gwRn3lunMKfFi2Y3hhNmQMdS3QfQ495sEtmmeKKi3okP24Sxg8P4cW5ttW Zy7j4LXER8bZuB/duXCyvNlVBv+e2hnwvKkXZZBWrdZMJ+Dbl9RNE4wE4BQt 8X5VyQ9QECXYqHuXD2Xf6yb9qPsIxr2u+Z1ok8A//h7dp9RMw7cLP18z621E XxXMDKzDJfDlyamnt4QjaNQ9MS/Lfg791zdk9nD/V8Q4ltR9p4CIc9FdBYYC CVuNjQZa3xODrhkNURehJbirGnAp+TwDHt9XHvT3Kyo+dfR7clMAE/NtzJ3b fpFw3c0tEVf2UnB5s81IXsQsWphY0WEVRcIi6SsX2JsngO2kbe3lJR/ulK6x EI8mQjhQHTrly4X35wYKfFulYfra+JvtIxyo9t5Ko9+cg9+4WilYJXxGj6+F FV/Zz8RuypWXKr1ZOJKr3Jb9LwW3t+4RyjZPo/ee6aKp9ePoz9qZt2NHCbCy pC6KmEbAB+jstOB10jDPO1e+r4IAR0yrN/whJYPl5yImyqbHABjnFvx4IY6P d55i+1f/BIQWn4BVkgLwsuldkqfsInDp5L5czP4OGlCPnVObGBRm/EEO8qHC +fhe2uKQDJwyP5dIr+LghAS/wINbGNB8qlz9kpEIib7m3xENy0AJata8M5cB R+o2qp87KAHTv4SpxkA2VM3UstKg8DFZvt/q6apxZFmXKH9osAfJaEbOH5Co Q1mTEbt14+bQg79/2uzoE4HiHYKIqtULYFfxJ7vyfWw8Kxgqvz9OhHa6mVGW bHGs3lbqmQp40CAsGq/5ToMqGSv1Buo58IGfsjFBlwW7BksnOlS4+MZ813jo i1FUILbqoNZSHs575kp4vGFBjUOCkU13pfF6k31XjdpJmGa922ZskIAjDhxu ijEQojGhrNnTgC+I6byg/U81EzuVPzM2lptFDRdiL9psJkKbyiFmdqQQqfdr O3SHSMI1cLOiIv0fRGoUnXFazofkSG6RyLMadD2Kz4971QesV+QYb3UkQ28Y tfgpiQP7cYeXVzgL5qvcPOJsP4b+TEz1KLdhwmzLX33ne/mwpbY/+XEKD6tE BE3mGTGx8ffUtWQHHn4tqlgkP/gGnESNy6bIHOx8z/DMpg0cXCpVlDLzm4MT o5P1Z3dKYzVHivi5LSwsuL3DxJ7QCrrn8kbrgqRwJtaz1j5UisaDJ6LrXSlY uDfH+3P1DMgVTFtNtlLwJify841iJLhr1ayeyjQBgynhZjl9FtQ2NkoYVfyN 3uo8L1VdNoDM3/3MfZj0Him0rwyWK+pGHeGg04g3BV6XuHjr6kjCIFAf+OzG MFAQcrwTUhjwCSp6EVNChrombQEm39jYs8Gi4pOyLDRR1xP8E83GOYWH1jEd +JhfVOLf7sbAXpJ27MB0HhaetQj9oCgFm7f7xoU0y+DhhfHuwzlLd0jHaM3u ZGLLsYbnqfpFIG0r1z/TgI67tDZ+OLrUU1MuhGbBr0U0XNh4IOU9B68Lf2rw MkkMz3wmrl7MGwXOOS/0ZY+KEPV6XKpgGxUeaamp+rpfCldl+S8/5SMOHSoc C+K1yVi5+HrAU0se7Fx/PSd3/j80RCzSFvb1o/wiiThvajdwfSnTnPi8HsWG 5sUWj4+Da6aeflqsJR9q/ZbtCZeCvjXHlfrSl3LSICxsgM+AL+RWZN1bJkQK F/tqlX9w4Jz+wyc1CTxIO7LBI7acj3djn2JrCgtfuzVt47SZi4XGe1aryHNx 8DudJPCIhTdJrw+XaqZii2Fy2g9FDn6xITf3nhwL+zWajfM/cPBeHY+y84Xt QMnUfVb2OxtzDK+oj8f0gYmtvrGugSy8mx3/s82VCT0q9QWBckvcUag1whdf BKg59CP7qhRW0lS8aZ3Bhr97thuTCZI46GxAyOFzfajX2cy/1WcauSvTbYdq fwOpPE/N3v2TyEhtYfsdexoUOH46tpadDQj1v3ZGycyimcO2Rz6cpEJoqOl4 XX0O2TNaxAZ1mHCP8YHCOY8lPskw+nleyMUZTeS5TK9pcGeFZZ6gnodD3RfC fDctAEN90WnPIXGcvy2g8XgJC/tMbFdZ0yBCdkrDDEezFkR0eZSkkT2PHocx Lt0DPcg1fK46/aIYdl12j+wTxYUvB1ucji8Xw7EG+rYLqTy4WyRfWfCsDskk lqeH/+xH3wZv7Y8ayEIpcQpy77hjSOV7qGuzexdoD3nzpqNdEqe6z8bVOv4L foRwFUs3DADDSvJgbXkXOBCp1Kr0WgoqzAXeG727AGSWT+3RPsjHbgqLMzVk OmyyTPDbpygJ56djaNY6DHhCPsbOZjkDn4++ttn23NK/ferf7uBJY63g0IRP sUx4OZS9xu8ZBSqbb/R4b8SFA++lr7SZ8vCMlTmzaQUHG7frdQQOULHfWnmF pGo+/uIpGWv/iIIP2EoYX7dj40cuE2fTm4h42PGo8PQIB2fcdLJqKxlDxY5W JKckLm55Ow52GTBhmbUk30KDj2+nE7rO9LPgzVUbAx8UMTH95qq1Hws5uP2K fkQeYynn1Nbz7RQJ0LaV2HhfhYLfHWxd/2kdD++/KtA0tJLAqUkL25P0JHC9 Q1V9iSkFJwreLCb7/UI+hvxrs2UzqPQU5S9HHg0Lm0v5bCER3/nKeTogNwOi w7daSodNoPBWYwu7MAloQm+WpX0g4vxk0u2bA3xYkmKtWBc1jMinjArMlZtQ 7rYn9Zdle1BF8pkk0v1GVHjMvbD44xLHFdebCSJ/ghPHwy7qRDcCDcniE7UM MtzrIOLIPOkFKrnpsrwYOjzWotEZv34A5PBS5lcu8WDV6TQ1w2VzYNvn6ngT OREquX/rWJkfAc7wDAZdyheAu2pIoFktBVYovzr/72EOTv/y18agYzQoS9mo zlNc6vXUUNoaJVnodk7NcOEGAe/22N7n9poGo952K2uQ3gK9GrcBiyNLOsY7 yVtzWPh/D1vB+g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 119-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk81O8DtIdzl713yS9LokiUcsf3ERWpHJGrpFDSpeQoJSG5IqIiR6KS 0uEoJM8T0SWycpMIm0puYbF//xfzmZczn3kxM0oHT9p54UVERMqX8H/mfu6u h6lENBbFKl7xgY1i6TmNhIZZeMIkLC31NQ0duBEgrcqthdf0EjobzkujwpfF NSHeNFBH/WLfGkRF4fvJCv9axUGlyWEPHTodVf/66dH9kwoG+99KSztNQG79 1ntbHnXBBWheRF5FBcX8waTbPA7yPTWV+7mMASLqa6/Un/6KJZ+/dSbRmYFo 7mWaUYYsYKfW6uunLgVyPVp1u0TxKNXwvCfZjw1eRVuOMSuEMMjazCJSUxJM FWpHb5RjAiNqmHfmLB15Nl+MuzjyG35jDpC0SxewZfuOJ7VmiIJLrGdFCgN4 NLdBFVCCByH59q5IVyoJfYs8u+eYMhOpmHxtSVQfwk7QcTSLn1JoPGam33ht C3Yy+U1DRx4b/N0x9aw5SQJ8CFgh77+mH5O9LEa8GMMBRmE2a4iWfEjUNt63 d/80xNU9KSgP5iBLLnNx/2EGsB/H7as/wQDdPUHiEcIxTOZ95qWTa6bgS1nu uXIhByW2JLqzakRBputR3B8iCeioVOw3iaSByL/PfmfU0IGR3DP3Y2soqG1H 1uDoIgsVWH/qQBEC7MzkvpOKlDHYp9erHQdnsLhOBQfrjXQQ9UPedsKDAeR0 n+h/dOOAl5QXbRV7aej7ghHLgbakF5XTk8njwRuDGUVjxWygciaMG7SFDGoN h5rd4ijIoND5Vg+dChzV5L422ORiohdc414f5wC6rFOpTBYJbU5tMHJMEmIW bZnepg8l0GoF8GAiXYgZJ4r0TFlLorJ+y64ebxLgj26TubnyLnZuemFtc/QM tsYn4QudPIDZhGsDzugs5s7mxXHJbBBp0RFkhWchp7yTP9Z2vMA4aZkXrpdN QuVgWfGg71T094ZUQBdnDsPv1JmjmnGQjqVgfrsGCx2wOr4u344BMm9vFzju kkaa+Jq6V6YUYLx7xGWhcQEuCjpX5SxjouynV58bqQzBpLPela1eJMSgGf2q FufDu0TVVdrZOFRiKThyKPk95iOdduvjy59YJeZQ9X2VBPr5eNSO2yqNnhv4 v3u6vg12yG8zdIgRRe/0hoaOcMfg6LG0R7n75mDeJZ8+f9luSD1wuy+pEI90 K1vcDuqLIdux0UsON0VAzPvlEVLTttiNFaHB6QFUYPDUtmfrGwrycfue3hJK Q8p9t7rjlcXRl2jT2AvWUkgsosXvjNE8XJxQ7raNJyLLKXO5cdMpzGnKqf58 Cg0k7BnweRJGBIBfFzl9hgVu7IyfCwkggWz1lOiuv0zQ0Likd5SNqrxs5W1T m6D1ZM6HWRUGOqJYE1zjS0cyyr2V+bekUVf7znmZ1n/wzkiydI7cJFxTP1M9 5oYDi+NlDTHnCMiewrgToSkBpPyaHi5kEcDfrXXr/hMnoSHnVovQzgkMG2cV /iwloANayQkHAkcxXNvpUFWxWsxw/CrZSg0HPL+xyoT3v2McE8eSTdl4MH/3 P8mw02RQdadm8k2nDJi28E+jfGSi4VdKzgvTNGAxXakWbLwAn+quNunskgGi 5FyBB4sKxFUqJCaSxUH216gViYABttFgty9uEJK04wT2ol+gdribM2//Asx6 POxoObCADZvlrG57KAKsXjS4Vtox0NoIptjrUSJw1cuJt2Es+fUTMzyD54Cs QEUTnB4dtAfe6mty4aArgt7xyNJRmLCynRC/1E+CE/mix6vowE1et0lTg4S0 zO1CjLuIaNxty0pQR0Cx9i4tiYbzEMwlZjzPa4E0j8WNz+toiGvzXNj3SgB5 Z6+fc9yEB0qDaY67rgqh2uDG/X2XxUACCXp5dxRCYvPCqYMKHIAnj129cqwB 632QUpD8agDTmGv7c5ZEBr4gXthwmwk+r8F2ZF1gggKl6L0e+8bgg99iuAJ1 BrhvMzIQ0M8BPMHm4WAVNvK4aXRKd91SnlEN73XUOCgtId1gdrsE+jLsKTaj wUS11yzN9+HasSGJGjpPIIlykL7DRudyGGnm5hOrIY3mrfN8m+pmsL2aI+zB x9JI96BkyXoRIoiScaE1dRAQNj2/SdaADjpyq+yuGU3Dap2S8hXL+JBr/omv pf0JynetjJAt7oPN4rnb+d4zWMVLT189HTHw51eMedOVEUx+numbmkEFm18n Ks4cJQM9885Q8x4G+udg8Xn+HhWYq+nXPk9goBUS6kZKNTLoz+J4n0veJGQG Lp9I+I+BbMZ4JZkGxVhj3Z7kUlMa6t2w/oObFh2EXqOUf7mHQ3+Kmu0z3jPR /XG9W70ueDTThF8lfDSKXV2U3+xmKILI4cmZtWZkIBSNjf39ThJ9zA1S8DlN ABMxxmE6nSSk+CI89KkNG/gVAKEqbxj+xhdvnB8YhB2/eJru4z8wrzJSa1pJ I3wSqyHsHp3ELm49EbiBzgTR6S/OvyZKgTOfD3EHshnoArHgq/YHGiiVVc69 uWweyvj0rCfKc8Ccwb0nn1PZoPp3o96KIA6aN9m5SkmOhc6uqDYIzGAiXQmt GPFWMjogon7pihEbla7Lz78pS0fBhbD65QwbWescfx1Q1IWFOOtnaPxjIabR BbXxxAFMyx/PvuvHRDsYKcOdXjTQ47y99kM/HfkWbfjLIQgxd82NjinTkoir vTza4e7SHjnHlAfaSqAwv9DLLv4D8MOv4DKNX7PwmCLF6Xf9JNY2u0HwX9I/ aKyyuCVpnzTYnvPR5pJXHoZrHNkeT5qF3EMVrMdeFACMtN3D1eZg33mN+xai DLDTxL5o7jgVxLWeMKskiKECs9DmQy/pKDs/XDXynAhy5f6hum9rg6KEwNyb 8YvwYRQ1+Cb2A3pcbNez1sUjr2U3JU/Hs4DTto+J7l9w6LqhgdNiJhuE227u p5zmQVJaZXbM8CBk+PvfObjsAcxIlpd9yxqD/N2ZhEXTH1jX5aqq7i4xVJM2 obyp5QP28zJrefk6PvYun3MwOf0HZh/HbedWiINJDXc/M74IIClM79y4h4O4 Z7VOVqjSQItNaqDdcjEQr+KcVzpEA4flEl0dFahI8/VZfbV0Npg73VhtyZZA Vmlcb8pxBjgfyVgd+EwKqO8XTBWc5QD+e4kLnVvZyAA8iGZuZiOTLv3uS3wy kuhfD555stADzwm/7BY8OvLaijejxEF3ow/adr4cg4X6rAxuLwe1VY9jVoY0 MIveVtglMhAlWlX9UxETDThLxCl20dFBFS2O63Ic8Ci05av0ktHbPe1aDZps FCDc46qRII4yby9uua0vinK7tO01pKRRWm2VMD1wBJpbN/VynQSw3EdqrTtb GikPmF7VFRBRUgfzKV92BntXLj/zI2UKxrSb7HKNEgWxHJcaXhURFaQTr0Xz OeDj8aP5hQkjUNLHuNBCsQXqxKtJXaMMwDfpp24TbzXDI2V77rTmT2DrXjRu q40bxg4x5ZweNbViGmIvDtdTJQEha28Wr2MQU8rPlmEnUgAzKE6pJWsIy2Nn CFYu/aPAvS58XPs8ZtZUl2IuuwB5iqXekrsIYIZtOORZuYj5rQtoXsiSBm8U XwW8c2GilBFu2dZNVCAjtV6NvXwWTptfe0Rf6o8j/ipGi1dwiBQ5vzvsBBXE V/cpahCrsbDPIWP0ZCqSmrkwy456AB2Cyr69IdBQ8olfIXtDxjD9J8nhIwYE FPLnOsGsWAZt9SMcVvCWQLGHShrjMkfh/C+rQ7XtQuj843FmXn8nHMtNcche 5GEkPrc2tbYDamR8kmxvnMCcL068j2lhINzu6yW7zcRBDkfipOnDUfjPIVC2 aZ000F3FulcQ0g49BzYfiL5OB1lcJrPoABFIHrkPGzU5QPnZYytvU1F0jpib H9nDBtTc05xD1mLgf9D0jtA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 120-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlGk4FGoDhs0Y+4wZs1oKSVlOSkIo3tdHhbQ59i274oREWUpShHyKVJaQ pULZSdTpfaWUQpHshbKGmMqSZXx9P57r+XFfz5/7x7PBzd/Ck8jHx1fzJ//v +ymQ6/FCEHNjWVUKTWxsEJ8XOhS9gvwMotLT/pXAFxWKHFHga3Rt59W+d2cp 2O6Dv4O6PgM2095bdoXQsK7y5OspO1H4zMDbXYtOxxr2MaUKZXQ4OvyCQrH9 iYzLok5uLh1Aq8i4kqxEg1V+azoOaZ0g5WxqUJIdA/sbuaqzT3OghUpXwClV UXhtX2iB9CQ/TtM760E+xYYh9VKfQRwBhxwyMonZKgJLoh6/stRmw120qGNZ v+lYy2AO3Rn4jj4zR8Q0Hq+CKy61rl1fheAFVlml7AgRaw3HMP/uHkfkjIMx DjQxfN5ZsyzbkI03GXR0JqlOgKpXV0LqnlLwj/jFYX21TrDpCKUp0mwUSEYL ks7Hc2BBa4A898kEImnoOzkenUdLap/aiWEs+GkgROjSGhfYKntKeHsuoBpJ ubC6NQ4OZBU+0qIKwywHX8IUSQxiQ/FRmjMDxnwvm8x8SYcndntpHdaVwN3m 2aOzPBa2s06nFxzngaBfTv7yVC7SPjgw02+3DBL6ZK0OadLh9btpkfx+LCil XaLzxpkDfdJmB7arM/Dg6i6WlQQHC3eX7fFq6UA3RzMruVVsaB/VuZhnQIWN ehMfnROoeMd9x4C8BglooyLV8e5wPqCZF0ptCyRAk+6sY4aFwhiYnFMihxCg fhLfwNwhEfyg3CSk20wcjs3uE7+lmAvKg6eqz8sug798rr6nk0dAirehv3/R CnBhtyfIkdnwZxfRaWYnB9sW+H9V630EHG+4Xk4am0cbwyWFQgZp+HvChePu nSuAeEBriWbEwcmyFnfsvDjYdf8J9SILBryc55Jdup2GtxJfNj8xpMJZg0sX /cL4MG+5TylPmolb5lM1DN5MouTQY8+6PMVwm6YcvePUBMolbVbSyCHgSaOg WDXVt8CHkp76pmYcSPPV/davEMXjD2ct5LooeGpyeT3r317UK7NPzypeAAdY Fg/6Tv1As/+kP8h3WkLWPVM6E4xBRHPN+JJcQcR7rbRE8hKF8RHu7AWrW3xw TszcIrvnb3BTITL89mka9CwYb5BNkMA+zoO3OyMlsLUy//4rySL4fZzhlXOH RHG9dGFJ8o41xPu58dORRBJWii6q2RexAGznbFvP3pCAHa5roaNFghCONcfM B7HgaOMny1E7cZijeiOu/zsTRk9eco1WYeHj8i/DXwbQcQNFIa7enob7ew6s iHctIMJlx+lW7Xn0V+tiA9eZAJ16lAyXYwSwJZVx59JWYXgo74CTc5kA/L63 WX2dkBjeaV6ut/HHHAA/WBXjj/lx2c87QTUaPwChOzBys2AjWFfPXbNeIEKP z6zatXuDIPJDbHj7TRJcyV0nEhVIhskL+glmFAk4bxKcTn3DxOeiWb4PehnQ ZP6ZSrj+KipqSFke+cMFyPnL7iwaXEjwc+2nisKcjliFJMiAb1/cNvp2ZByJ aSQsWwq8RzUVTpK2u/hw9sNpG9ORVXCDerf6rA8R7n/0zuGZBQMHnHTcFaso BB125iUeZvDj4YlB95dC4nibsUWEfj8JB95sCDMZEsBXLO07k/RWkDL70rrn oj1Iwp2nWd4sgdvDYObNezzUHno9zGY3EXqTCge9/AlYZVTz6JdoQfhSvziN 0FmFSB9XT7rJcqB80zVTM6c2MHT/RnHKkxFQ8LXJLYEnDgNg4tq7DCY8Pnl4 06G7bFi8Ic7R3YmLPk0TFGu2suC9wzMjp4c58Hueg+sWczZuvGZq7EToASZh XKpXDRnnYR0rTbs6RGYo2BDlaHjlUEHAh+ZF8NOj99qMJw1ru4lUb+cjwQYR tzfuXAEM5ld2S+rSIfPxr9TNyYuoQau6TkF6DB2n9GgeE29FMv2KlySrvqC5 n1YGMktL4GmNR8BOLUG4WnLk2tF/uEBmhRmQlkmD1TGx8erHqXCncV+k8QAD vxVwjdL1okNjFZ3G8qsMLK9wNrmJTwJP8X58sS/4hZ5EyUjJyrHwYW57dZZu FbjaX7bTms7AQzu2Nzlvo8M7kjomc5H8eKryo2XmayYezs6QkzAl4cUPRKW1 B7NAaaDslOkMAZMvpmQ1GpGh2sYINdEIMn6THyLrE8gPL8hS/TWbxLH8o4uR pYfZMDXnzOXosFk0SazSXBkZRT3qPIKv2CjwrBXrSq9uQ9IersUPFRfA+b1+ Z3bQmTBvci7bsJ4Mg1q85EZyGHgmPlCYVsCAjyU35t+SXkG1V618I1+zsbbw tnihLjIm5FqtGqezsTnjxnSfpwTc9WDH3rAhJg6o3PGdw78G5sfbLG6Xk7Gc xvo4q1wGXKVaVmgOiuKoU5HR9sEjqNP9XfZI3gr6R55qO9n6CxRNLi/WkpeQ /ibenmQnCiyx2L/Rfr4IENpmzBLFfiPcHbEj0k4Cwl0aLhdVlpB9iy/FQ4AF DxhYVi6doMHnBd65wZbCuNgo8qNXDR3XNs0UqGsTsYPcFM1lXze6KHQh/d4X PlwYSwu/Bb6ifbLfJO/Jk7Cn9C2RwEQWvE3nktdK+fF1PV1bXhYbiovHJpe6 dSCx9Gc58dOjqK3YLuBYbCHKTJGRfMHiorct5JlwkxHQH/38+ad+QbxAYRv1 /7cZjEez1tepj4F85yOGaQ9HgGWCXI/cUyF4StE/16mECMVk5w9oWnPwgJ9V 3MVfdNh5OO2MxXpBOG6cF0FoZkBvqSQHG1karhLd1c8MYcGzMQzlM2Wi0L2+ 27g4n4Pve/w8ldNJxDZlqzHKd1iYGrdZ9W0lE3/36+0b62Jit03bOA7rCXBd Klm7/BsVv7Du2fZuKxtbt59TDxMRxVkZvD0ZOgI4Yv0HDolMw+mNz9dun5lB C5VhMVY6PFTnI6rmwqbgNgObVzLqQji5l1k6JrkIXtafr6D0LaD4HoODDrEC MHGav7GJK4iLb5OuxY1xYLe0uUFtABeJ+OhXmMh3onfESdW0vWOo/vbJDFLq RyStui3C8ekcUH/Utq8xYRosWhLc1Kx6wRbBR96tNBEYZ3SzXvk/E2BDUY44 O4kKc+0trv97ZAoUsDOXFb0ZMCh9nWjF0Bow+tB8w1hyFTmJLKe+tRKAi2y9 CY9nPHC6IKekxZkG6+WfnH5lz8QPicGmnlwJKC66XYW9/jdSjPmFtT3p8Hjw pl28ywS8VVXVbkKZDhMbvshvITWAM5NU+xMWdCy6eO43O/Y+Km101e5roeMU v28RjhFcYN4jeCEF/PE2dZ3fqEocD4d+1tH/LYqveFW3JWTNItkHZy0K0gjY 7uvDrILhPqR1l5wnwusAYmNyjWmNvWi/mS8zZGwO2J3/+Tq+k4ENdYpD71eL wDyOsL9h4Z99Haf56AYa1FZi3S2O6EHLakEmJZeZMFuOyax0JUFvy+5SmXE2 9pqNPbo/Yg3Vb1xtGc5nYq9uwxdW1kNIchPz2G4iDR97fl7XWu4L+ppRf3XK VxyvzeayrKeHgKRgJtjuzo+1Ykw/TnYQsFlfhoCLnQhmZq/7Fpw1C+iXCk23 vCJgjZixZpfiFfBcquzr+dklJHWiIoAxvQo6dfXsuY94iOUawtsYJAIDzKoC rTM60I+MB5TMWh6qYLxYsk34hgy247jahmUgGayoaukyC0oXQmit6iQsSQ9v fh00CJ5V8n47PKfAxBCfUQ/lORD/cjl9XQUbDu932vJeQwwuaedEhApwkRj3 4VMBJAjz1LrbCQQW9LWZCOuoZ8Cq/Qdv7rnFwAOcDW/bE5mwfK32MfPPD97U G9f08eFAk6QT/fI97eh/I6R0MA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 121-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1Hk8FOgDBvAZM4Zh7hMJXaQtIUe0vK+l+1K5IiWUsgldKEmEQsrROtOW 7ig5Y8v75tplMY5yl1KOyjWSHcfM/Pr98Xyef59/vs8iT//dhxQIBMKrn/l/ Pz5gaXJAn4rFl/lFi+sEWMnFPaYtSo6OW0dkpL9iY+CW4TdP/hddN7/WIwql Y9mq9PGVtnzYwGp26AhmYdOUMN/D2nRYYe3jZcrhYPctr5M3P+DBwc/VdLrL d/TI7GK8RsRHJEV2hTQ9FjQILa5tmukEKaFppxL3cvHKqaf5B0kUnG4Z6k07 KYAvVO7s9jpIwsE7bTdFG1DhJ694+nGmGL3nDagav5CCP8dG/qX5qMCL/PxC rQEFLPxs8NX69DdEy9wR7cZSxaWxu7qfHmfhyVjJZ6tV7eDN65wtj+4MA7Uo CvlCrBCW2UZsaAwYQWRjK/d9B6ZRGv3fEauXQviuL1jpklwMPt8x32TfM4NK 1bTPlsuFOFhnV83sHyow2+134ghZFXJ1Fj6I8OHD6LH8bzdrODDor86zqlQu 7tx2a3BCxsf0uO5UqyYCPDXl7q/zc3ctgetlYykD8T1ajjtNOJBCV0qdeyqE 6mZP19bvF0LNu0UZzSZ8/EG6ju/IFuJ9Dg+ZZ6Xt6I/Bm4XiIgEMZJwsGrNl w1rLL2/3xzPxtVye+OttLnTWV38jsr8LPGj5cQMbSXBTZ/YRm0fKOCkmOshj BwlaJRL6fuyk4iiGEdn8FQsOTWxkpC69A8ZMXnbfk0jBL77Xmjm0AbBYzTPX 4qkceAha47VpAlhTXtdsbT+DlpxTUwr+wMLaeguVG9/LgcJ201mWrRDTNYoY zwfY2EChpuEvGyZcVR9/RWCmgGVzPXo5GjzcXPTa5VTJGEoKOVLRcUgVC3ps HmgsGkF3yLp6xreJONG/zihBsQn40jPS6kuHgUlduj/xIh0P507s1u6g4wdn lc/Ox79D3Qs2WjrGKmLLNM3BL1+m0MSxjCd33WeRxTo5ua76I2IdzOxPKlDA yNV5uGmJKt4lnrjomEqAC+aLZ5kTjuCPxeHnss6wYGWIMOKaNxf77v+Q1R7O xppBsg6aLQ03X7GJO79TBa8tjeK0WBGx7PuSd7sSyHh5YGB50/QMcPnh0hR6 gw1H/BVcjOlUCIcaoqdP8WHg/POMyzUseHvFjSu9YzyYMnfda7OXEB/VqTlX E8DBBn4h5TwuB/d2bZ9ndPyHdFWerRiIl6BfmiRV4v1ESOKqJSXXK2EHJvfP SwbKsOjYwVl7iRIc29BgqKmkiu3K4tIINhIAJvkFwy9I2JP6e2ae5hQgdp4I 16XUAiO7g3OzP8jQ+z2/TH7/A9iRbSta/poC5+9oUiNO0GAhRTPFu5MDpzed zmDW8zClni4xF/PhpukK/XNWUkRgO+9jdXGgIu3unBefBY+ueDUa10iDt99c XpwIubCJULWl8MNXpGocP+eg2IzyJWHX3SeI+FbuqPPmASnwWh5zxN6VDLeW iNwqdnOxj/x+f3YyFbqZ5yTYc0lY7bpijG4aC6+22x1m1UvGhaeNGB4GyjjO wbU90XIezTClb+ZyexDbS2byvIGN3we90foyTsCtIclnnX9VgDciZ31b7UhY f9DkQH8UBSZ1yW2klFJEfisN9NQSwtytPZZNhm3g44MbeSl/DQDL/EjNSzps GAAT5KJMHjRsXEVQOiqE9+3HB858FsKirJ5dV18ycQ5e62iytxwtYnuP0FrY eH7nw4C2BglAT+or/bU52MyTWmxEIMN/7NvIq6AyBtPzv6pZcGDsURHvud4c qjItLl+sMYTKH/fuaMlsRgt6l15SK+pHxSV91/2apeBlqXeAuSkF5gQEJ4bY fAcL5nkB6TdZ0ORV2d+BbmxobtcTbtfHxU/SwwMzHHnQTn9t7fNrXGyoyZlK qufgEdlkv+vDKdT7OIVY7yzE9uLW4myLIiBPvMho4fLxxzVGdftXc+AtXZ0g ToIiHil863DzHx6+C53mLX6nYEmbgp78yQRQv+qyZHkrCdMiU7JrbWkw8omG lv55Jq6/G6zle4IEXxsPKqmQ2FinJDL8mb0AZor2za42m0TfFIpM5gcG0eVj ExTxvmFwqEy1I6O4BZV0cX75O3kGXNhwPGgNhwfrzz7YfOJvJjzVeFh74DYX h7Q20reU8eELtSV3UzXm0X23pIzHXCEOKFwzJiTJQfLVqgq9EibWNl54xfEO F86aRuY2FtJxxMnwKNfTA2h8PK9Nfl+OjukwXb41TYG2+2mL+fXzyGqZbH2S Ox2O/3kGbWzIA8SW8S0JqjOooOosL3slF8J1xh6R+rMo72TLNrd1Qrjd2qFw 1o8FyxdAvchPKjjPNvzt4VIOfmTx255LOmTspj3C8tjYiRphWZrdIwX86DLr XCr4hFKXduMEawo+pJFKPZHw0zcnKI9RqYiTLS1cZNkCOO191TI2ph2pZlTc jh0dRB5e/5zuMs9FN1MWqFXzxSh272D6xagh0BtVWfmul4KV/c+tu5cgAsNR /IXlhkNAQav0oO7UEHCI1+7SfqkEqSKPjw73yFBVa3q7iZMQOzx979czyYPt 9ulBuxdS4A/8yYr0kQ991BPdnLVYuOCoSEGzXAhDo7nLg/JVYGzJnoLDg0LM vKK74t9CHo6StYcIqELsuWy10G0hEXpYPTxDzGHjaqeu1SIDAa5I+fX9+Voa zs6Urc9cq4iHbRbtZL5k44zaSnlW0DiakVa6zBcQcLmvyioPAR3LzQI0ff+k 4qRu3rMhNQlw3z4Y6fTzd2O7rHe4XVaEpaRDprFuVJyXRb5+ZUgI14X2H9i0 4Tui+loVbNJpR/6dxpT1ZV/Q66zATHLaW3RBUyRPVJQAw5KWjbXxo2BxlauF nsY7sJJS4tPEosK4u6UMs6/fwKLHtxmCRCYsHf3atmbbOHgouDm31IcL2UPr qpWzidC2reGGnZoUvVhvlWOeogQlAssv3hUy0Kc+2nlVyIGvdf4687crD4dU iytC33AhQ8VIX7BwBu1ZfyQk1IEHj55etk4WQ8S7pwrDO9g8mFDVr7OSXAU8 4t1sywAPq0jOzwguP0C/rXyxbfFPVynHv4btCxODuf4Dfo/PKeGwkWSSbRED X1t+yzBYRMdxh4tb4rMnUN9WpbiokyS891Nu9sPPPWhIen7Sck0HUB3Srk2v 7UYrt4eYmplKwN4L3/+Jbf/p5fT63d1HaTBHqOxv82gCGYuiGI/b2NBMj38v L6wL7autFx/LF8Bb2jxe4UEyNKCbSoubBfhwp021o9NHxLWs2AGfs/GRygsW Ttr9qOKp074wEQvLJ+7wnUY/AhduJmWVnyI2jd789tsbIm6XLN3/nkTDvFua X09nT4CMut6p1nskbBw91OCRNw9OGRhcE9VIkbpfQQB3VAqU9uTen5QQMP9g sGzJKSqc70/21K1tR5OZT+g3y2RITaBgpOM8iqyN8JWyqjkwu/Kkj5X6JHj2 XzCryZCM261BfefqflBRKJtxq6TDrO7VySqe/4HYmrkMzQIB1P1OhupMBpw1 ux0WoihGq9N/uPsvocKcVZ2tRCIf1ql721S/5cOirTv+WJ/KxeyIt5W7Xgjg c3nZC14YDV/4jhpe1fBxzISVFLwT4F5a8c7q3zn4yQpxprEiF29w+JzfQ+Hi p2nVMSFyEi7uAuEn+1Sx1pOM5r3LmPC9sd+vzgH/IbVlVDUACpFfdNlUVcIM MnR/VOgKSbAE6Qd65RLxwnvbAnt+ehUP35TMNBFwnur0Gs9ddJieObPVLPwr mh3dE69kL8SJhAh6q1sdMlikKGdM8GCarh9FwPgEzFyz9L6FsvH9oBMaE5uH wK2sA/uZXwhw+3ANK5A3CYKfJd1q3cOAetEh9UHJClDk5Ktyw4+MN+kzr+m3 U+GOWpeMNyIiFI7n0zrM6bC6fCzGbPk4eH68LbxfwITquVWVqRQi9CGTG737 6LC+7/hE02U+/B8ZHZ/J "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 122-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk41G0DhWfGzDDGmDErWVskLYpsEb/HS6VVi11KKhVFQpbshUi8lrKT 5E0hQkTleSxJsqYspUgh+1ayjPH1/XGu8/+57vs6q+1djp4l4HC4F3/z/17p yJZva6ai6ZuckjVvuWirb9QbIyc8ctYPTk56JYFsvcShW08T/Fcr+nOLLw1l 7+7PyQrggUZGq2mnFwNdc+B/r+QxQKX+udMaTCZq3iOjYdPOBYM/amk0y1nY 5lB4z8/qO1yGRsViSgzQq70sD5I/Y/G+ie4xVix0ym3nMbqpCErS8T0j5sYF E9+6b6g4kZCXiaFxqAoFuByi51V9moFf2QNUtefL2LH5zKahLTQQxCkslhsg IKeRqvQblhNQLOVQqA2DinTZu6JWKTPRTMT8D70tHdjzBDeTqR2jmGQImRgQ wQMp55+3hjlPQqKanu3xk3Mw2TSX4R3Hh2WS8j4VKzyUOvpOu8+eBtJtnPBj RCpQs4zIfveQB0InCkfTXjMB94uMYiSFg7oOZAxOCThowX2LRGksAbj/snVR oE/De98urxMrwYHIz3JmJupMIHXGoqDWhYf6lnU5ZhI81ESp0vU43w3vDqYV T5dwgecSqf8NmwXqdIY/noikIwp/+EZAEQdYKEt9aDn8ABOwfZ0IJiRg3JV+ 3uCRCHo5+axlkzkJ6MXgen+bUNAC6RlvIIAJhqb2iCesu48Fve7d/C4aBzY5 RrcyxQYwiQ2wKCEID+y47yPlxbigF0gdf7OwBNdekxT26mOgStK3/S6peEA4 qLHIMOShUk9Xh9tvWEiF8LrxhQEdnH102/2cAhEJlj4rZa1io93TZvH581Mw 1vt8ZedZKlJl7XV2407C+8T1SmqZeNT1IWrd+N1WzJGWnNhQ9hNLX3xh/eQg A/3Mmzoq3/mXH/WAzQdN++An6T06ZhEk1LXbwXZZ5g+cupic+8B2EQb/MHPc mvUdMk6l9McWERDLp1hwXUBDR6angswScKA/0a3pmb4ldndN4LXUqwwQzOuU K3TmIMcTfakdgRLIfMdK9B9dOmoNN7jlZyKK3q6aSSCJCyHB7NovR6KIKLh0 H/r8lI9Z/rZs9r0jAV6h9U/yC6gADDWGzrlzwDnX0v+44UyQufFOeM8EG2zH 2cuXLbBQT/dBvnjnH6iQ77e+f/US3NQ8XzN9Ag+U+8KrFfaLIlM6694NFRGQ AEVy8v1EwcTuxm0ywlRU42L8D6F5EcNmOEU/nwsh1ZJ3xzfpzGH4riuB68l1 WESj5rFjG4XBma+c8pX/+rB7k+8W3ilSAP++DCX4ihiISMi1etPOBnPGHsn0 BjYS/TqqFvKBDUhiD5ZOcxjgbGCln/BHOsj8cHNNDGCBtAt/Eq1KxiFVLXLJ lNQKAX/NPqt2IZSRN26xd2AZ23n4YOZefzLYX9piU3mUhZ6YpznpGYkBG62s qMMsIeRo2lA4Yc5EW42O+uv1EJFiU+32i+Wi6JapdUeMDh96/CrRlbv7FUqc Fqg/bZRASqe3yY2VEdB77zgfi50EQNazCE7dT0LKg+on+0PI4NSuhSfzV8oh 8eOyq70cD2RrKbj6aXzEvj28kx//YgCb7LSCWeNMcBlErbSksMFBF1P74HAJ lIW0zdStKuBT9XNhrwpZiG+Sc7m9cR67Tr/QekKYjTTtKc9UcUTAJv+5KNkk irA5/k7JHUyAn1N90UwQwBqNZxVrVg1BayV5fb71eyjds+6GZEk/DDaNTYzx xoGXZWcua2mQgdKsQ+Twnt+YNJ99OSmNAeaLzi3XqLCAltHnQKNeFlpDuPeB 7c0FRsradU+jWchO4JMbVMtGY4KZfuucX9DV1LX4wH4e+rZd9e2JrUzQWW5d eOG9MBor/miaVs9GefaT19vrRNB8O0FpJXcK22Pp4d8yREJi1+PT6wzFwE7N 0yM+DhKo4YGXnOMVISB3e4TCaGIihdLrgQWHuWDNq+C46wq/4CihRJ0/MAg9 tnqO94+NYGfLqZ3Jz9pg11zl9AUjPhaw29lzO5MNggbmQ8OiJYB7k4P8QObf 3Zx+XVsIkUDyarLhZvdZoF46+xC6wEDBboEh1h4D8JPwckCSHx5dVKBbjjb/ wu6Gjrpsb1uBeoqCXbG2NHBxIklkj2chhm+b3BdFXYDeWan+Pds4AOiq2V1X XoQjxjpKHmU0lG8Y+NGhjIlor8YuXdAnIxv5MYbdni5Ye0cxoSiDiB7dZFxL wL7D4+30TI87IujsqgTKlSgOsKp8Ef6FKoLidHZYCtK5IDtjq5TcYBekJldm RowPQj9rWf7drQUwLV5aspYzDcevLm9+JxjGekKqq7/0kFHzhPCZdZfbsJ8h HNmKbUPYS+Gdg0zvEcw0Ur5b/qUw6I5/8Em1jQyocnMH1c15SFpY7Unveh7o OJzkeVSWDN5oCU588mOhWvPurS0qXLTvjomvbhMdpacIdqVok9AR2V21EUks lFxXvZLqOQk5Zo7EBHcCqnAU3WLHpaGNCnWrTh0VQ7Gf2AVDkvPYteoy0c1r l2FEt/4hm5skUG1Q1vEPWQzlpxL/DR/iARGtysYdB39DiqNekbFCB3xdnLOj +9IYrEp1TSEmfoTFpdfCjkUuYttK2/bURY5j/T6/87vYfdhmcum5ZgYFbEiV Hq7vnsBWP84U58bQgQXZXePS/mksh5u2tO4cC4T+tGi38RIChu2Nd4wkl+Ft eshuGl0UzHN1hs9UCrACr5d5OQIWqFJ4cfWNNRud03Dush/hAHFRVWWu7AJM HNj4tsuTCy54KOoKwvDIiiUeoKrCBVE1/QqbiTUY/X5+zKAdF4nO+y1wbz6E FRnuxjl/uCjeecT/uP80FnxJlTo6S0H+Y3FChiXi6OWuRzhRbwa65fCsLTJ9 Cmov6v/RDiAhq+956Tk/PsNDUgdsv2R1Y9Qh+bqkuk/w8N3Bi4toEbMKmK2P 6GAhp3tvUbcDHWTxRFwMHk3Bi+9kKZnFLKCpxMnO9++GocdaqxJvs9D56oAd 5vL98KvayRjJeCZambrPMR//hhV6M6LFnwgjjdC9H0c/4FH2Uihu3Zw4YmfI jHikT2E2d88+ay0lIbXQoUa7fD62NAQeF7vhkNSlosus8WXscdjc3M8qAuKc 8hKsdacA5TzLWZNN3XAmJZeWVi6AWhLrfodrTkF9VRReXrOEncpUuBeC+4UV /PFiNG8jInJ8TkGQ1A+ssliwYFNNA6R/D+1L6lzAIl4vJcsUcQFlU6HU9lQG WNTM9PcmTcM040euBvVUkLWl6z0ezwFmMiZXK2zYKHfjdIoaiYW2yEVcWy3M QU8Sa8O8V4SQkJX4gx9N4kguN7nVSpEOas7snXEYWoCSihRJDCuG/0gE1fXq 8+E220fF1kAI+B03m9e+KYRksw+4fv7rR2dwvUFoHAHlU+e22x+hgRCzh3Wl e8fh4vixSOHDPHSeVHIkltwIVVaTVsSn2OAp3sRFjj6AaVqnKo36SiDaxube 3y+HsYzUkyfowzjg8n1OSntpFvMqiM14f0wcMCVzupLDiKDF3FH0ziUiMlY/ nf3mthg4VGeZ/KEFDzZw5LSAIgPUVkyEaW6YxAaTUurntkgAqbya6gQyHmRk Pc3vCGKAhl7nqeabHLCzQe2iIJKF1Maj+PuL8AA3c695xpeNiK0esvJKbMCL U9cf9eQhffUr39vquUC7StDwQJOJDvTY+dzY3YihbVce6UHG319r05Y5JQRS g1bO2DgTUSqp9KHiX4/LV8V26ZymoETHclH9VTgQUng688oIDvn4PW6gFvHh 5irdByzPZXg0Lioeas1g9+s1H/rOLmGG3ezUJrcprIh6uOJ4LhksUx8ev7VB CFkP19jp2FNAg7Rce970BMybtSCJGVJBoEbwkqETC3h6DEuPtYgBhZCJWcUN XOR2ydMgM5IG1kTfZvtF4UHmUHof2YcH2ILodnCUjf4HE/GYSg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 123-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/FOgDx8eYcY25L7nToVOIFPE8IqntoIRcOVIt1VarraSSm2aVo+Re FCHZEFJ5nhSVtajIXZKj1jWDJjFmvn1/+Lw+/8D79Xq/F/v+ttefSCAQan/u /x/6eOpI2GMaFsVwK/Re8zCJNqJsDeXxCauwtNSnTOws25GyIbQVXTe71tMS QsW5Tz9+Jb9mwlqrI36mLBYedCabBfkOoQVkW66qz4C9YVtXBFz5AJJDbgUl HGDjoF0xXNZnFZxqHnJI9XceNAkQeHQXK+Jze2zsowyUocixlnfo/Qz6wBmi GFcvALPJqu46HQa8wv27XHuIiFH+P/r1L4RINX13lDuDgjduvjtAZXHwVNzs oOXa96AQO4AfvAmgFqlAuhzHh94lhXv9vUSIZGzp6XFQjAJ3klldyTJUpaYT XCPjY1SzsFTJkgGz3APlxkgUuHVf/65pwMedO7OHhVIuPrX1JnoRRYJBM56/ 6dJFqC2w2//5GSIU9Gjv32PCgpkXb5XHcnrRzeHMclEFD+ocXhQVwePCBvOv 7V4COi5To58tnuNDl5WL2locboO7d/zrqgSK0L4z66h1oRK+P3xkNidZEVom ED5+26OMO6qjVv04xYEjwm20lKW5oHG02aVsFxGuDrjWylIdAk9XrCSMu8pD b95bgY4qD6474uKy8J8ULbmgpniun4FN28N3pPwhD4m7TOcYNnzcociy4vdy sQGxvumxNR0m501EbrdSwNL5Hv08dQ529dPPzXg2hRLPH63t8KfgWnHvr4/W ilAuabm+cY4cFli3+SbvfwsCqGm3Gqu+gK2VfpE5JBb+ck+4V6eDiklWx9Km KAOoW2Ob+f44Mq6bK5i2v/oDCY+lFd/2nEMc6SW94fIhxPBJH0gsI+KSgTEL 5SQGdhQJr+xPIUAjxlOt4H/cwE290AsZfzDgvuJ/PGpK+TjAqz/jfSgT21xJ CQvawsStsdZXL+5RwVWJpVtU6WQsnV7S5xhPwl4e7K7jlTLg+s21OeQGEy4r tE1VS6VBONIUJQ7iwv2xq6BeCAfmrLoR2zvBgTO7DsVFs3m4t2uXhNbxHVU1 awb6SRbQ6ubZ5yIvOXh8cgtBlU7FTnT2XxEGSrCl1m7kqx0VTtg1GWoqUnCJ ZHb3g+wFAKa4ZV+q5TFrg61axvVZINd5OnS5QgM4oy6aIacpw0MfuI9k+f0g bKY9r6+RAiW5msphp1WhB+VCdxSJD8X2Z9LojRycdm51sSuZD8mqt+f9uAx4 WrNiTimFCXPaYvQSIBv+8dk+lxogRBRjwbwTuRWdGWM91f1Kxtn3xl22Dy2A whPAfbBHCf5S2eJeu5eN9fvEq+0t6dDdLC/egS2PC+p/GS635eB1tnsvWfaS cEN++oIwhoqvOrm9TzCXIF75pU0tw/2I6Sc1edDExA/68gsHS0n47fmkYJfN ROiatOAujlHEK4dNDg5EKkAmfOK2QvcJIrUvnPLV5sNK2viT8JMd4FPBjZLk x0NAml53bcsoB56E8bKWdA6szzdov+fDxnl4436TAzVoPahf96mOiyV77p58 1zQLVCyv9Wfp8fAGX+WHRgQSTP3Q2X8/i4qBWLJZbRMLEl++9jl6g4Cfmz6s 0VMfQaHKezIMtrchjd6lEWoVA2jwWLGvnikRPqk6dNLMVAFaLgS3fIz4DjQk nJOpmT95mlljuXk9F5rZ9oTafmTjmQb5hTvTPDwmnRpwuzuDbh9T6nu9TwWP lbc7Zb7i4JELW8y++FDw7DuivqxYCIglH1pumiph1fDkrAYbVXi2wBGIzdm4 8fY57YDT8tCJT6uzfsnBupXhoaUOPKg7a5B+1EqMRokVJpKhYSQom9335tk4 8H9E6Uh7+AaBijmf85YycNnuxNn1LA6k6ayjOx1lw6B/D+sM5bBxgvaV5y88 2VjHWCt2fy4bvh/SNS9YwsJhv4dGup0ZQhYVkl/CneTxMV2662jzDND5MR8w miyHLZdJtyZ6UuHBW9UOacZlQO7N5I54yg9EZActPhzIh9DC2Dt85RzyvLbH sj6QgUtsQtsPV7Ew+GLhs/OGEnbXGWN4b+tEF8SC/u+NCrgwhnEhBXxGIj8V owOrKdhfPUX5dDwX/rV3QmCfpIKTzDe5SrN48IjDZYeLET2IklabEzc+jDqN +15lWjxAmckaai+4IsTmhW0qrRkDvZF1dX29CvhGx5LhvK3vwJdIrlaN4Qh4 kRBu+M56HDgJdLp0nijCAg9fHGGmDCna4l0mznzssdtjOi+Oi184d61rMeBh zTVypJpEJs5Kl25N30jGCh697y0LuTitoU6WcXYSbTzza3WwPwnXBKis9eZR cf7HjLgvO+k4sZtTOqI2C2wuNF1oW0TAcV1Wu91jyHD6u9bnV7M0XJJBuh47 woe1/YPaKO47Ug6wLLPXfY8ur1wJbQMn0bOMU+mkW+1ofG3kCnWXBWBY+WZb g2AcrGrRKnxT/wmsUag80sxQhs1FjufXq4rA4qIcGi+BDjuK1FcxtKbBXV7m /NIjbPjAoiE4IYIMbd413bBVW0Di0JcqBU2qcJZn/vVQrRS8NFppJFXjwWe6 j/946cbBlKhW26L7qvjSWJK8TQUNby2OiBaYsPDVww/fCLKEaKa63YdQp4gP fL6XdXewB3Unam03cu4FlBGdhtSGbtQfdvz2joQFcODy9Ku492ys8KfK8HI3 JszjK/1mXShEVg0vz7IauHCDPvdOyaUulMXZbaaSwcVH6y5vctYZQIpp1dE7 YzhYJszlOo9/ArE9PYPpq1WwadT29tE2ORz+xPrJBw0m5mRr/ncmSwi6WZOf T8oUsXHUSJN3iQS4+j++lG9AxIuOl51kjy8A87UuARM1JMz1OSddEqQMw55R l4tbe9BUejE185EUUSYFNNqoCFkZ4dhHz+dBk3HyHqqGGJR+P8doNiRhgmM2 vWjDMKgtl/5wr6PC+G8hNK9rEhBXP5+mWcaDQ2aD2466s+DchpxL58kiNDdd wtpSQYN5azvfyslx4WFv37quyzxcvEqUbkxm46WlN5O2WfLx/Vsvos/L5LG2 6DeQQ2Zi7eK01gPL6LAovdq4/S8JUlumrAZAORpy2s1wM5MhQ8/CcjcoD3PC yU8X3SRjrTs7T/X85Pcb5XR7UTQJl1DE630dqXD1SlSuu06I5sb3CRQd+Jgg 9WjW/dGMDBaTZTQhB+7qOZSpYTcCNrhl6I+GMLHntzWnx0+NgeyMg170rwSY eqRe3ogrBudKE7Pf7qPBRwKLsy5/K8AW5wCVG8dJGO4M8IqPp8PdDa5pbS1y 0GRuVddUBxO+qJmI3rBiEoTbaVwMlbDgonvP61IU5OCvdhQdOysWbPx4Qtgc w4V97sfzD6ZzsfF4vOSXMjn46F1q+PXbP7uv9YyWjj4HdkWHFpMWc/DOXu/g CLsmEFnYaa8XxsLL/n2zUdNHHjofXAdOJivgDHJlwbK9qrgxnhBZR1PFtwIe qVipE2BY/jLBwAMiDr5Y1EgpkyBlix1NRvYEvDcpPhmZTQGemeFm5UEpsOni ZPz7uxC0BvOVHlKV4QKlwOPqCnm8JlmLU0BVhY0a2u/uiSaQrIi0RmUxDYaa hs3bBLLhfEhAbkEHHepGTkwvW8HD1LLXSN2JAfWu/cm5GC8HVy1+Zgx+9txD ew2/T01K+EPAX9GyWDZey/OmRp0i4mqz7JpXPixM5ObG/1swg8LaLvY1xNBw 0N07OEiPA+9VtA9W9dLx61LZJP8+GzrKajrEpRRsZuEXfv5PPk58VpP5/T8F XG38dnmgHBFmev4XN2EyjdR7hhO8NzGgJf95+okpIvYdKGRurmZBR/6BaGay CL1MyjFdGsTFjPDn0SneIiSZGjq6CDGx7tnzXlrHPqHy0bdPUykzQO7pS8Xk im9AvTMt27BoDn03pA4ZC6dBg9k0IYTGh03ST8t1zQnw7huFpRdd+dCpRHzr nzBFqDlaE/kx6adXK0Py+wz4cL1DHX+yZw78DzlyqzA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 124-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlHk0FPoDxWfGGMsMs8/YlWjzSLLlxffbG0Vps2ZJKUppEyqkkiIJRcku UsmWIkLv+X6j9PJEhJKtyBJh7Mowv35/3HPPuX/dcz733KUHTtoeJBEIhIrf +r83NmU8DJhn4PEI7jONtzzcmrdG6+ZmSXzCPDQ56R8mrucTdwVtaEI3jW+0 NwTLYXPnHZ5d2WxYae7lYchi4ZqKGJ7hvQG0gCyKaSsYcDarPmhv+xdwOzjR P9aZjfPZgrVzpXI4yTTYk+bHg7udpff8sUoWB+wUWIXrysDVpSajR6RmURen j6pftgD6uTqFXxuZ8BL3SbFaHwkHfnLONo+YQLSUHeGuDCqeyVybdFyXhyci 576Z6bQCS4aJWnSGECiEUcgXI/nQRWIZQUp/EpH1zdz27JtBb8kKr2P9iPi5 gnpQhZiPLVsmaX9OMGG661HiDzIVimo/tnkXUqD/lNvJJfRxJG+1/mnNITKM aldz2GnAgqerr2jflO5Gd/rTisef8WBk+Eiv1Q4+rDH93rI3io6vXnY6V02R hVaf0g9vzJHG9U9v1IbSZaFZLKF7eqcMNvzvyP6TiTw4ILSUT9C8ByRv4W8X TMlQ2/vGexatD2R7fN7TvF8SuvOaotRpPNjusdS6hEvEy84pSAV8YWBpRHZJ C5WEpO2GvxiC3/3fGKitipfGi/PtK7KUONix+g49uWIKxQUervx4kIqd7evy Nogm0D3y8hX6mURs1X3IyFDQDLzlkhNrnw+CiwLUWfmdjQfzhbbqH+Xw0OpL 083jveizsqWpQ6QkPs78iyH1pwgJjyXn3Xf7heLJy98biwYQY39KT1wRCY9O JBVZ2rCwzbjwkkMCAQ4c3OzVl+oG7miEnEs9w4B2BpXftdhs/P7axuvnd8pi h+P4stRmKbw4uazTJoaMdTMPrF8SToRO0071wfFMWCyoDPIfZEA4UBc+48+F RiUSlNwsHsxcHX+tY5QDK3vydnbEErB2/Vz1+F4ivO7Tea1EnoHt6eyMK7rS cO7Jhxu3dRhwdHOdnooUFVtdqDmYtZcAwQS3aLBMAhdczeAtaM0D4iffkOWU GvD0bEf3Lmsa9OzilosffgFVQ/rXNZ/LQ9E9FZlQXxqcj0xPuOvDhpnNERqx kA1fvPR7Klo2gaj6UfP2ku9Rv7l7ONVYGt/NH9m9pW8B8AcUTfUCqdC6tMG1 0paNh17NXtYVMKGrcVbMLrYEPvYy7S+vQzy8xsL2glkHGX9dZznDsGXg6/Yu rbGmIhRjrbyus6AHMT0WDZ7WMTFla+9iZwcFNwXeCtq9gQQ1+nzmUkmyeFW/ wb6eMAqsU9Jr8OIiRG5ZOHVAjQ/fjnatTBxoA1+z4wtuv+gD72MnLIJ+5z4w RtyQwoGO9RJVF49ycRY2cTBwrkBn8tcmcPYyMJgRbVBYz4I5s2XF/XYkXG1Y UqGhNIAeR2inuhxtRcodmlcUnvWg24p6Gc7qZPj3c08fY0MKHDOh71FY/AmU RRyfpDQGnNJ4Uyt5gg+NLdpDLLrZOOTyJct0BTn8o7jFPu1fDm7V/7RBSyCP 5z6QVojzhKD/OWPNwZeymHb5dnqNgAZbS+c7SyEX194PUPP2lYA/PbcseTLD w0tKL4cU7uJBS6Pzgdbxc2iY9MxA1NePMjVL6y6cEoKD5dSPySWN6BSHVLpF QIQXN584u47FgT3bN6l+9uVC/3eH1Psy2fiudnmorhcXq+urXnO4x4YSvlIN UjQODvULCXM53Yd8Xzd8mtwjiY8toTsN108B08g77C0nJLCZ1uKmODc5uM9k 6Fa0yjNAbBzbGkP9iay9osN7tFi4QBDScug5CwstMpK1tanYVf0Hw93yE8r5 7KuRpSeDcyIY5xJALxo/+21LG0UeH1RKkPGN4cL9H1KCa/fK4Vum650W03mQ NPfgtNuRLkRNrsyMHOlHdtHvzBOoxSjttrLCK+44Skkxm9HFY6AjrKrq/7uA uu/kr2xrAYNhXNUKvQFg6wtLXq0WAvso9Tb1v6Vg153T0X5dVEhVm9lu4MjH h9yXvkmv5+NXjm1rGn7/Jt9GnNFxlI3TUxY3pZhI4kh/u5s+Qj5OrqkSp54d Q6MXCqIzIim4wltWx50nh/uN39AbrZk47jOncEBhDjCK4zLs/iPiyDbzHa4R kjBJt+i1vSoTF6SSb14b4MO9rqY18eRfSMbbrMhqSSs6ulw1OWHPOHqZeiqF nNiCeoPPpIcbEaBeaaNlTdQISFl9p9fufi/4g1LqVc+QgQPWJqv0Pk6ApbmZ 8rxYOjxQ1PYuT30aPOKlzWt6saHo6LemwTdSUPChLt5CYQHdv7YtQraZDud4 pt89KxfBwraaA/1FdHzhxy0JwTN5fLXxP+IzNQ6+fqikMSpdiGR5N4sfbpTF zr356Y++taPtb6yPqdt0A+qAek1SzWcUpS2/7rEjATpfnPw3spWNtU9r7XTU YcMsvvTJjTlCtDX8bkjbVz4+XHVxvaN6D6pPzW1RfsrDYuE9ruPIV8CK9Q43 +kHDhuFbWoabiXh8TYbVpUEW5txVGTqdLgTTj1Z4RofJYv3wgTr3AhFIGnq1 ao0CGSseL/JhjyyAzhe+Y4zvFMzdH7C4zF8GmlixDL/+04UmUvLk0soX0Vyx fX3Qu0lkvhZfK6+eBwIzaWByYg4UzgYw6vXI2OJYz4m/owZBZfHiT9cqOZhx tTJ8500xiHw9n6xSxIM9b0VzD7Zw4C+jzAuBkuPoDc2i68wsA2bpfGoiErmQ l1BJHGlgYbW85PfOWnQY3f6tPzVLjBS0ZBQAKEbL/FTvDQAi1nPLKXaBErC9 eEh1S7sUVn2w7VT77/3drzyjceQJBRdQZ9YdsJGDzuVDgs6ecfRrxC5Kahcf W+cKPcNUG5HuUkmxvJADZQxsLSrKvgMjl9QVw8FMHG0jaV1zcgzcTd23l/6d AB0q0ldVes2BgMK4u0128lD1UGWLIVsGNjh6y8YfJ+MdcrnP+T5MuKPGKbm5 gQgnNoXquJWx4auK0atGK8dA5+aTfoXzHKiYX12VQCHCuofnTvit4sDa7hPC +gguBM4BYpXfPPVHYkTWRUR4boPmpllzHt7W4R50ZXMd+MnSuu/rz8Fa7xpN VPZLwCSPY677pqRxqmRptpYtDa826j+gQ6LjRO9yWXMlAhS/ol03ySHjoPO5 tdQiEUpbGwdiF4nY9lbMbWQ8AVjyosxOJhEK2jip7/yEoE7zo4r5EypcoGbv ub5SAsu+eK4xRaDDWmW1D/njoyj3hQxX9SEDhhiGzguOsqG8r/PB4EQmXBI2 Oqm1kofXrSlvr6CyoMaNaM75GCKMPGKixEjkYh2eu1z4KRJuJLgoF+3iYBL3 Xsy77Cn0ZFnZj5PdDOz/6AH21+DAuen7T6xSmPhtoXiM/5gNu85n+x9JksfG f3pcDozm4zRVsRfBXgaX6TctP0okQf+I+fc002mk1N4f676eAZeTjvvHCMn4 QE8Oc0MZCyo4o81OxyfRm1uZhpr+XBw4MOfgbzCJRBN9hxURE2+MIx7T29iL ioeb/kmiToHpwy2iWdEsUPqUfFcv9xf62LFfUUJmBtQYTxKC5flQiWD/njxG hI8aKZrnnfhQ3GOsXTcvA1WGK8K6b/EwvU3HP2a5HO56vL382+wXsN1pt5ti 3jw6TvBIeHl/BJ3bWj1TuHoK2ZRs9Gj59RKstHowk0UUo5JWFd1/X1Khfu1s oiplAaUaGP1h1C0HW6fG53dW9CDFhph1JR69qLnd2OXz+CAKof5ZpNA1Cjri 8tWGzCYQvWnXX8HnmFDHUzR1xHYatFLPvN40O48c4xJqq4enwcOk17Fqw73o sb5aN+3rDNhW1aDeIEGCJld9uN8XSPBhv2j9soSfwDDIqjpwVgJSXjz9SDu8 CJyUxYlXfvOXWld2/mkiE/8PNO+MwQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 125-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/FOgDx81hGDPD3DMoI1G65Fai57FWsbsqRYdjqSixJFSKSoqKSbki 5zq2pMPmCsXzSGxs5ahBdwhl0EzOnN/9/vB5vf+A9/v1+izZd3i7D1FBQaHm v/2fgw4aAyVP2Fh+kVem08THPzmKOfvOKeHAjVHp12tYODIk3vH48lfoqsWV ty0RDNyNdIw4VTxYu/HgfjM2G/ckJB88pzWI5tDPpfTlTBhSk3l4XW4PSI5I C03Yw8Gxk1qGkf5MfN0ywpsewofDAaWHor/ScdhWW/sYAyr8W9KbGRTyA33g 9tGMK+dAeVJUUeF9DjzL+7tUq4+INaI5cSbhY4iesSXGjUnDaRkPjlt4fQfC aAr5TKwArrP9idNpPo7IxtYe7p4TqLJU/3yAAwk/EIpOVi8IcIL48ZyvhAOz 3fwJQ2QaPJTwr4shmwpDxzwOa6vJkekF/yA1MQWK32q5bDVlw53Lcjroy7rR tf6sUnkZHzptGBOerqdD+65sX5tbylgc0TSo/5wOrRMUPo5vpeIUafERkRsF rvK70sqm94G8lZ98z+cqQS9+u1hE50NtsY/8fjcRLw0XKoV9YuK60FYhblCC REezaaatANfetMgjr6Lh+Zm3y/M1uLi2o6qi9MsESjzhW9vpQ8Pi4dGz3jNj KI+8bLlxLgEr/qLtgb07gB8jPa35wRdgfzTOqZvAx1/uyLaLOhm4asdG3TaV fvRGc7OlS6wiDteTNqmbLCDZH+m3CzymkVqe5PLc2UHE3JvRk1hCxAFDOVWh G7nYSS4765KqAHcYligKPbzANZ3I8MxjTNiwKzKtgsvDrZds4k5tVcGHJK+p BZVUPD+69L1TPBk/rD6X/M2DBHeP734RkcKCUbL6mnvFbAgHnsVMhPKgWuCI 9sxWIl71Yqpe/jsBik/l2lIRCzurcf48b6AMHZpuhC7vZsGRTc8MFynRsGR+ pZangAjBd17Jl0oSbrUI7hlSmAeEruDIZZRGQF7mtlTDTg16f+BVLdz4BOJO V39T/cGEs3mLqFHBdJh/Ze0MOYIHc19d1EmAHNiyYoXdAfoYohmLZ5wVW5G5 4kEhoV4F59wZ3uXQNwcMnlxhfXJXhb9WtLjVbufgfURe+CiHA90s8uO3cUjY NKvW6CSVjeOcXTsSLGeR9NCb0caCz4i1f970/jMWDk7O1vf/mYrbTySd3GVF hA2GNp0DtXS8ot/UsyeaAnfVTmToralDZMnckX1aAihr0s2m5b4D3TdT7iY/ 7AP+8X/omt4R4Hy8zsV0TzUK4C75pY7PxmBi1kq4ng0n9tg4utqQcb1ZebWO xgDa72abMdnYhTTf6Z4XlvWgqB8120TWFPjogXeQhRkFFmqVp36tmgWas9yg 61lM2G0hiVngMPFQqcQ56ykXR4fN1oxXMvHUS+LyhdsykDjWnIMTGJh+Ljm7 0ZYOi/1DdkgjBLi5IEzLL5gEawiFGStXzSApscx0tq8fDb0QWJqv/g58qmid 6eVtSFTRfYnFJcEzmwKPm7C58PeLT487lwlg6PMDor5cDr5nWn0z8KYAi4wX X3LJ40BRMHtXw3I+jgqJjHY92od6lDSuaWcq4T+01XZLX4yBTeWHog+fUMTW evN2iR4MaON6bamyZQUgtH37JZ72A8kdxwzPqHLxXdtIyYEHbDwyxf9yg6KK 3URDTK/NXcjsikFRVwcN37rIDE8FvQjVFqoVpDKxj0YqNTieB+MGdzo0WjJx kuX63fPZfFha3OTFffEJ0dJrc2OH+1FKQlq+O70cZSVrCp/w5Mgqg6R+Pk4O 3kU/fvz+HQXD8aZfJy51gi/RvMXVhgPAJPN2P+2DHDiLRa9Fj5SgWeLqxqZn qpCmNeFoulOA1zqebqs7xsPZGfN2GesUsZ1R6dkLX5VxtZ/KGi8+A+cpCs+d XszBiW+4xQPCKWDm817br4iEY19v3OJ2UREqV8UWag2y8d1M8tVLAwLo/t6n hlc3i6h+1iX22h1on3xHpbLhKKrLPJJBTpOgawFP3VWkBGhY0ba5UTwMPv5s 9fuK8j6wmlJx8AWTCv1d6yKD28fAkqJcVX6CGqzf9WvOgd2ToJCfNaN7kAOD zC3NDOxVoO3LZyk/C+eQpts941PXWHCKb/nVu3YeONP3zqw+z8Knh5JItmWq 2Odq1SZfKz6OO1DeJs6WoaS795oTyQy8p/dOduHnt6jV4CnU29INaAOixuuN b5CSUkBRkioR7jkz+jS2g4Pzvf3VC414MF+gfNjmlgylJ47WSCfUsFmMg0T6 ioBzDB+9SenjYm7OosGj2TJA4YvzsrYysHHMwDOvu7PAQr1MamJGweoBJUGc 4TlQ9D0ott+Jinl7w+aXhlJhlcGm6X9mP6HvGbcZWVXzCIbLrQt6xtFGI3yp qn4GbAl85DyzMA2KJ8OYLwzJeNu/J3TLl0hBben8D7fHDJhy6POg2hECjG2Y SV9UwoeO+ijigz8fTpvnnj6hKEcpL9us7DAb5q/paicQeLDluU6rfzMXa91O b92jpwa/JuuHVIcTsFCPKgSgFN1uG/J0ZpKwocetUldIgg3SiTVpHip48V+/ HXn7Xz8J48XuDhwqvkubMNnnxIArAo1PBzwZRdPDO8RK2wQ41E8S6DzYjgyW KC6oyriwof7rRxAwBMxdM5dLI1j4KEW0lecpBzmZnr+rfVWAgw8i3rdPTYOw 4sSc9h2qMPHIE+6OChps2emnkhJAxuby7Dcpdhy4pXF3+qsWAjy/IVWw5V8e fFI9csFc/xuAr5W8cw0FUP1O/eNUCgH6OQrYDvZ82PwxUPbiIg8q6V45uSqD j/Wet61btJcE80eOuWxMpuFMxYqbetvpGEoKj0XrsHCaX5XKRg0FuCT81w2n JRR88lRRM61kFmW9CttF6yXh7UnxycjiO1A3P/Qq+D0R2r7mZj4PkYHRM9nr Kq+rwjnaTfc4fRI+6fCnR9cSFmzW1Hp5Rz6CdtZar/U4wIaRZlEztv4cWHDf iG0ZzIHa0SOjevp8nO6f45Iq50CdK5e5p+IJMGlKuC30vQCv4XsxYo4QsXfy Go/CED4m8vLin98cQxaR/3g/+IuNQwv/wqE6XGggay1xOsrBTcUL3wT3OHDa bkg/9wsTW2zYf+7EZQE+u/RfzsgcDVcaty/zJxDhwXMf3lw+Ook03vYneK1n wkfWffXOukp4X88tllUlG34KOnvAJ2wc/ZOUa6YbysM53xvqotePo9nvfb7q //3ibKioMm1zHyqVttdcp42B2qP8kbaoaaDRlZ5jWDSN4gesXOxdp0CjxahC hKoAErNnN79rI8HCNoruqd0C2HXf/5LnAzpcJK2O/pjExylLz4BSTSb+cM+x 6vPkJ1A8HTKvnDyPAhT2p9YVDCObVOf+Gw4TyKncZr9kug5M3RFdWK9DwOUd iwye1tGg58czmo1UBZxpar7a/CMDepH6Pl8s+YzUW+JNyvf3oliW7OzRBCmK pG0oEX4YAYzml48ZK8aQWvu2nyLCWVAnbPHEyauToIN2rMFucgbRtEjJ4+un wI3rDQla0l60KJ5QpOLwA/z2uEXUQiLCMMbnKes5MrzRP7t+aeoPYPSos5vB okDKw/uddN95MGNv8zD9P/9KJpWn7qex8Mq1qd+kl/nY/9WCf7EOH86VpUj2 Fqhi10ezLFmQBMQ5rqg43q+GN7w7wX8nkYELVWXRdmVKeG+K85djrOeAra3v xOMTMXVnJXuTMgf3Pp10vLOEhHvX7g2dGObA2rwycSt8iHY0xOxNKleGazyP lwtKPgMj36j8sDo+NmbJCDE5LaDEfHOwx7bH6JcJr8oN8X+DeIN/uuXsH+C9 /Vg603UeWAWeG3vn3oo2XV+HyYQx4H7kqRDXEaGd2KH3yUoKrFCx4YkS2Dgt fiGuz5IExSN2ZmOkBdQg1SdZ+CrC/sN/dRoVjYIewxtXL8QxocmCptYbna/I cWHXq0tRbJjhqVp6bWsv+B/F2KD5 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 126-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/FOgDx42ZwRjMPWMRKqJLEqkWzyOldhMpipwh2ZJrJZLYWhJW6yh3 khTSRa6S56HcSeSMcuXKfeSc4bvfHz6v9z/wfr3en/UO7sfPCgsJCaH/9n9m 2DW5E0vZeDqU82pDDRdXKOz38+JTsJve9cSEtwysd187jGfYiv7Vvt3ZcFUS b2ApX377dQwJ0IE8CRU6TH5zs7L+7ncQezXeO8qShUnXdHbfVWbihH1XnST+ 5ELZOqQyM0vDviYGh0PUKDBWrKI4R5GPvrEHqBpFAvDH4CPJgXcc+BfnRZ78 gDC+cbRU+8GDeSSRZBxiRadig/aiR/PGc0A6WIQUGMaD0VtrXxC8FhBJQ9fG 2m4eVT00TMk7RsaF0gpXXq/xcEhl5+S5UQ68Z3WBMEaiwrLtBmyNfCr0nrNx V6RNo/1sh2W5UTEY0SlvbqLJhHlP/wgom+1DdwdT8qZfcaFjUvnCjxoaPNx+ z0U/Swx3FYoyEptpUDdKqPunCQXX1POdRfPF4Nbztz8xJQbASJ/zerxOHNpz myIUJLhQyL5qC+0bCW/0lxb17aHjUyXZlnUHxaHwUa1lugEP26z82eovIoVX VzpV0mXYmLJbKDjQdAlF+7mUtp2l4sKFv6KN1RfQA9ImFY00At7Z7xn/BLWD 85KJ8bWFw8A7LXTZ0HoYfZE9tM88jIyVo3MPROoS8JRr4pOHNstopxcaeXpk HNHPJPVF5wpj3ebNg4F2XGw6PfWXeZwQ1Jhxc8nmOIC7G4L8k33o0OxBwJnf jXj40y398AATcfzijNURlYsSeHV241fTSBI+QKa32JwjQ4ufFh+v3mFAB7+T HjWP2BAOfQiZ9+ZAJXqQGlmXhLd+XHw3bUuAOo4+nc3JLGxGY93/W00Mpvfk p90qZ8EJww/qcqJU/Dj0rNilVSIEM5zc4SIiDrb4Im8bKwQJ7V5Bm0QqgVxW f0XQIQZ0+sYpXnvUA/Bb4b1i5UzIfyBHue4lAdVstqj6lPJgWnPohijIgkYZ aqXbVecRVSNixYz8CR01Ne+8GSOJU3PGT/02IAAdwPvm9io6PFLQYFV6nIXP dV6rTuBwoJV2euQxFhFz9J6TZSZZONzsdGvUPj5yvBBPvPNpEDEcVzVffmDg 23PfDfPHqLjJL+bKKR1h2NCUtbvjPQ1vHtS06wsWgaGGyc4JK+WI1CLwdJDn wRxLXVZHejfofXznaeybAbAnyy+xUsDCYJ6vI72XCcWKbH3zHETwO6381xtk hpDbadONdIdOJNul9Lf0qz5UlKkU0R0jBksKnTy0tUTg7u2EW2ZoDcjy2R4J KXR4S5b6uPc9A4/ltZilVLNx/YFN+3f6M/HiZ2GVtSdTgJnl5jR5ko4lbsTe qzSQgGZtHg0ZIqtoVPiVJn9gEI215egFcObA2WJqW2J+Iwo0W0d4wyHDQEO3 y7uYbBjrmqhexxPHroo0i9GPc6COPrs+6Y0o1lVePRhtIwmd9UinLv1bBAiN k79HUpfQZdcdioFbuPipQVCLcyETd1kF7wmNo2MrhTG6/aF2dJVhu97hvRTO CqX7x4F+9LthTZDtSSY+KxNH8YrkwKqInRdKJhk4Zt9ei9V7XJj7Xi80NLoP URNL08LGB1Gh0SKmGRSilFhZ6fecaWQsVxD73XEWdAWXl3/tEsGhxryuQuIX MBzMWfdafQj43VY5L4NmgVmEQodCiSikGsROkcgMSJWfP6p5kofD/GpNMop4 +F7S6sGkPWQ8m+oavj+Uil+fF99uz5XEm0U5WFmRg6O/sJ8PSS+C63oefv1v yDisQ8/YKpQMT3wDr2yH2PhpMunfW0M8uCiRU6tftYYo53VzDyu2IqpPtWK6 5k9UluyZRIpvQbYnhwt96olQvaDxUGXEOHBnhYunCIbANpGCcx/pFPhDwmmL FHEBrM9Ok+JG0WBfclfV9IclkMlNWVE6x4JFXTG8WqokNPj84c4BaQEiRarK kT1YcJG7b8SpdBUs51xprrJi4WtjMUSDV1I4W3JhalSMji37c+5lfu9E/sc2 uTIU+wF1SKEyofILKjeRqyuZI0LLwNnqsFYWdg2ibzrkyoPpPDF3/awp9Hmf m+W7LAbWCvmtZbSZgJ0fxlVpSvMwO1Xux6V7U+DWxpFoRw061ggZ+mD/lA/S NotOyIeL4V8u5nqwxgWgO6D3YdIKFXPO+K5u9KbAA76nbyhX9qGZpCeSKcWr iNGYeLZnxyLS24lvFb9bAVZjc62jrQLwfMGX/lGdhH2eVTzfyR8HpXmrS1bl ktCkp1c105AIwypWEuVyuVBJjhQuX8yG6dvbmwgEDiyc49rvWOZi+SeJnyyV aVDD2uyr53EillamSAOQh6ysCrYlMMhY3SYr7zQkwt6c6CTvjZJ4XYaRZ+d/ flw0985yKaDip9T5XQ6mkvDKnLh2evtPtDx+IkL0GA+nt2tuSxxqRmrryWtS U2xIO/6wIvH8JNh9Olll9CoDez6rv1ajMQtSk+1saSNCMF2545FwgwD4Po9O bTohBavjViY97kvBhpPnxe9cJOHFf40DvY040LjSIrG5gQA7ZosTKq9I4WRy wWPl4xJ4oLOL2znJxPHni8X1ZIRgMDbrPKBDwVcCsmupuXxUTLlk57dMxsdj ImOR9gx4nZ5aZNNBggYd7OT6P6dAU7zO8w/DdCigPrYOVyViS45jjewkE9bK yn/OmZ5A7ft7vpWZs2GQ1vUVgwss+IeqU1ptAAcqBk/MKqty8dKBcdI/4ly4 4fY/7IBIArxZde1dRRIbe2dmYO8NbFgTFn9D6y8Ornm+Nsl7xoJJL4ble54z sfavjjf8/uHhrDXQFDMphYs0mjZdIAjDOudn45vHl5BM52CU/V46jK67TnCO oWCHviyGThET6rfqiF56vYCqYtK0lLw5WD3gdNyi9wLizwy4/IIYuHEhKCDk 7yGUN9r0NoE6BzotAlPijQRApj0xVT17Gc0cdn8wM7IMKrVnha5K8eCfVijT f4gMMxtFlAIseLCJmyEbUkKDcqOvg7tjuNhSu+OtUz0Df3t2tPj7Qg94I3o/ InNACF8UcowreziOvpfI+BelLSLTfH3HluUy4JjhsvXmpDDOb5VTqy6jwvTe Gz9jiwk4WXP3tt3dknBPdIh1Tfcg+qUhcle+Yz96aP65MffyBAqi/por/W0C 2D6rL2g/NI9oTcf2X/VnQD3TXwWj4suglepTcXBhBe0wKk3ZW7kMHiVURMmP 9iN+UYt+4/QKMCpvUGggCkM+sfizpYYofDTI37sxbgnQ61492OooBkXevGyT cFkFAl7ck7YJJhTdVRTwMp6BadXuoi8n6Ph0CZ8x5dECqGO5bU/uM/CvXX7c rpYp0JKhpXZFQxyfuWM27MOoB3fyhsPFBERMOVnENBRj4bfrTkq9VyLj/h1n vOfHWXCry0xFtHwpOlERcibmv9+TnFp80Kh7EOx0uZ7uW8bFqreFBJf9GkHu 7kNeNsfKEXV4RmrpSC6IVKvqnWYugf5Ch4XUCiGo43Zjrsv6E2q2tPmYIDsP rD2rpXGZMLzba79yN1AMFojrcxSimLiyIPqPh5AMIyYOas0R15BJAHc5OlMU DrpntO3MngU7oqrGVg4z4a41WfkvG0aQ8LtLrAFvNkyyk8q7a9IP5D29+Oe4 HFySOlny+AIB79GNSyk9y8aZZs4RAs0fIFs5/GVANxf33vUK75b9AF6EtCOb 7P+6kOxrWrFFGH7vUDl3ENFwbmSsSOGyMKwe4nh+1aPikY3u2knBP5HmWsSR /d/EsaWL3ZHAWQb8GN+sG2fARxSW9dmYy3R8xuiEhKbkLFo59pWm7kvH7kFI /bfuGeST8lHs1m0q9GyIKh6wmgbpHY+00K4FVPebdZv+mzaw2cru9TkKE/L0 t5bruhHhomLQzfkRKbhc256j0i8F0zL8Yt16ekGQuPklqZtceO82byaFQsbj sZrsiR4utGg2P2ZPWUMSRpFbXCN4UPWt7jr1pe/I6ZC/EZnOhT/uGCu9nKbD /wHtBcO0 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 127-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlHk4FGoDxcdYBjPG7DOpm7KVSsmSSN63i5QuUSprdNPlypZcV9FyK7J9 yl7WpJBLi7GT91WXlk8pskXqpjFk37eZ8fX9cZ7z73me3zln/a8Bh04RCQTC 0x/6v7uZvRkPHeHgySh2mdorDs4aIx7hVlGwv9mV9NtP6Th8U53Nq6wudNPo Rk9LuBLe779efnRgHImRBZ+ygQbPVpvmqDcMgOTwW8EJTkzc6CPq3kRl4dsm 4Z6Usxwou2fyr7WFdBx60Hxf5FYFWPHm0dgiewX1sQRkvSox+CC0ilCWWUSU DNtIFxoZ++5/sbf+zBzgRcjJXIrhQtWfvaHZ0CKS0dvt5uo+h9pW/341NZ6E K3mq52tWuNiu5I+Y7TlUGDzjFrBOeRKp5AwXEmPIMK5n7ZGDBgxo6vBSLDP1 DaUOZPEnyzjw8QGOuuAmHe7ryvbe80AeZxL2X21OpcPdCYTPswcVcIDvvTFT WzLc7HPjHYMiAFNRXXmCXgr04LTGqVI4MC86MqRfmYTVw3ik0C80HHMxQKyl oASJNoZLNHMutud9Px2YRsOS5Z4NeSosfIr/6bX28jJKPOdd33mKjEfL7ODd O4vorozWBr1cKTxxJbdoxakH+Cil33pdOQgW0yslWiPf0cfVViZHYmTx9Tt/ Pa9VksYTvul/33NbQsJ7ITU7dCcQ7UTG18RSIj76WliUKDoJUtUuh2WG0CB3 rjLtko8ylkyrf7KPl8E/MR/P3C0gQcdZx7fhKXToZVuT9qaVA6GwOXIumA2/ NI/zh9zk8Oa3C88nj0vBv3QPXPxSzMYOysw717bKQ9OjoX/EdbDh2N5m3TUk Mk72XFzbyJODYIpdOlgljQ97kQLxISKU6gq6rCXXBGjCDHYNjwk9+9jVK/lf gNe507O0WhYU3V2jcCWIAm3XsFfVhC8gsl7csoPsO/T5Q/jU92M0nFM8emy/ QAzOmzh1CWMY8EBFi0v9ISbWjDcOsbThQhejvHg7pjQecNV62Ezi4FgH544E ExGadLLy79wxhOgnJQZPmuk4f8+3Y7G9VNx6Lun8MVMinPJzkOHF07H2gIH7 1wg5WCf7TePx0j9Ipl185te1XBhSrF/ZE/Yv+LcgpSS5VgD+Fhs6yvA4GMyJ THnGDNg7FRzi9VQePzcsr1FTESLb6GJPe/M+tLpX4xqv7CtqLf7y2y1tMqyr 9Aw0MpSDUv0NnuRYKbhaxAq8nUWDpW4WOdZ5TDzCb3fIesnC+913VTf5svBC G3HDyt8TIMAxrKKHysCUq8nZTeYUWLabkH09jYCHiWUGIsEAyrNICzLWmwOn qsmd6eXv0duVNh0fGxK8tNf/T30GC5reHra366Bg33XKjsNvZ4DS88afU0wU 8W5NiWWimxLM2jfo16pZC6Tej1vHk3/sLIFVB44ysIvqCM3DqgtdHyUuuhPo +EEULSwN9CPB4s44lsWP3qqkKQTFs+FmtbvbC1qZOMnE2FGSzYGiXYGBiZHf EDm9PjdmdAAJFhriXMurUVbyat4/7En0k2Sr8bTfLOiNePbsU68c9uHZX1uH e8FgBPunGl0hIJS/e4FbZ4FDnGq3ah0JFj8J/xm2MCB57ZyNwVEu9rHatznK j4prfBR1PDhK+Kwd7eSoIxcnfmQ9EvIWwCe/O4AiK49jus1sXaJkoQbJqERH hYtLMmVuRgu5cEfQ9lrfG1JYwWd36b51HchL46l/YsA8asg8kyFzqx2R8qyr cr7KQt2K91ZNcaNgPF/LOerqd7BFrsLrLU0Bvth5/nKO/yJYX5RL5SQowysC sydpV0WgkJO1rOHFhB4asbWDFBo0b2tOseCJkfeZMOgcxoYLHJMhz3oJsOmy VhJ5svHFkSRp8zIqvvIloSuvio6d+ouzC7/1oImdjYtiNQEgC1Wbbjd9RIMK k7okqhx0ujT9MqaDiWXKX+keimBiw8j97cMfpHB2vP74nwN0rBcpbPYoEYFK lxG1EVUyXuVXGsgcFQNbt7k+4igVs0+EStSDFWDs4VuKWegbmsr4WymrWoKo 9WYLrNolZLYdR1c/XwYFBhMaGy8Q4KP5UNpbXRnsZVDbjhMmQD1fsujyTAka 6fxRkGcjC2Mal9PXlHLgRkvPvTThj9/T6WqVkmLDByndtUXOspinqcADgI+C XpfwuveRsK7bA74zlIY7PkYli1bR8E/3fznT84NvR3PZq6g7VFxCntP/1V4J zjiaybVqLKCl0cNxJDsuTvldPjBApRNtXS+7Qp1gwdf1ztPGrpNgh3PmhuFw Ot6SFSz30GgW5GS6H1ceIsBfopWor0IJMPRRYk7rYSpscxJHXh2hwZajPoop fjKYn5CjLIjmQtsmx/QPLVJQtU54kN9Jw5myFQWahyg4LsUssXyUhW/5VCua qRDgppuR8fx+Mj5/oeg1uVSEUjJttxlZy+NDSfHJyGgK7A4ZL+QrkqB5Nyvz zdkJkD1ON6Y9ZkAxucA1dqM0/m1hq9bXkR+5V69tK54cQ1e2XveC5zjwsuGV ZfPTTBj134PXTmMuXBcxNq25kYMPl9w7ntvEwcGF93GwGgvGLhf9rvcPF796 tDLOfciEbRZzREIBCxvtOnn13H+4OGJVrbUZj46r9Fq1TksRocW+zbb6BSKk 0jOQ4GFMg2UxtBsScwr+9esDumkVA85/em9iZ7yEXiTlGmoEs3HFkO/8tZFF JJoSeK9CdNz0tr6gXDyE+MOtT2+TZ4CnToFPlS4BqnSl5+gWLaHo+6PChHox aDKaJoRTubDmI1HbxFAeFr6X07jgyIUPStR/uxhNh2uGayI+J3Fw94BDf2kx E/c9tKn+Nv8FCJRLrqUVE7Ef4WRaw71RVBcu1B7YuYzsy/ecbF9qANtUBtsc R2VwecearS8byBBUqZa9SZXGmQY7tuz4rAR9trxTv281hFa1xOuXn+xHRwYq CYSOCXSZvKuU1zcGWibfPKrOWUDKrXY/h4fRIWndtZuclyLQQQ5ptJxfRrm/ E1dx08Qg/3ZjwtrhfhSoX9av+1UCfnnWotoiTYTvr7tEfburAPMHRMbqaYvg s/MZk8ZpRShX+6ST4i0BDrKBfak/eJL0qy48uUXHu44n6CdVMLBznYg+EdgO bAbaBZZhTLyr9xynt30CNHDP1L6ZpuATKQ6DIfQ3YBlp2uhx5bDC0SrGXnkm dni0oCB/nIT7t50InhtlQlaCiwW+h9HhxsgTSeXysMFIU6BiNQS2e1/JC23g YMayXvrUwTZQusMqyM3uGdpFl3ik7SwD8Vtf/DvJWASkwzOhutFEaOp/dabX 9R2ytz5/rc1/AbieecnDDUS4sKWhRodJhhWKe9iqCQystqlyrCOcBOPGLA1n pFdQ4PttpXGainAg4H7n9qJp8GH6U9p+QxbUX1m99qPaELrM7596kMGBGe5U furBfpC6POakbcvFdTnjdQWnpXDQa5vU4RgOLnT4LU5s8B3M8W+SpGPpuDQ+ Wa5yiQifrscrPmuoeEg9wCgjYhaFugs+5j9Rwk7e7gcuTdOh4YENETdNV5AC 0/VU0p80bAkuPdSgzqJlu0/KuqE07JIqE3+qZwaFZL2Vj75Bhn2fH6hZbJsG ed35hkh/Htl26mbpmXwE2i7uNV4KDPhfWUvpk+dk4cK6y9fnhqjw4bS12INO h7n3zyX7f/kXGNJdO5eimHgxqLb7mXAK5Gw6El26QMc2z7QHfMMZ+D+g1G7P MgMf2i1tf99PEfpyScJPFClMG2qJMnlMh+UZOt6+k4OA+fpgcMgiG//j6nCi IGoFFF3uuXTkAgVXUPOtdTwkwD2x6HoqXRq3D4XkJkRMgxrSXxEllZOg1SHW aLJ9HjhYDt3PzpYAj3uu5oFJ80B79vHcH9IsaCGINbU8S4IbbyxURPosATE/ wyTBUhlW5PTxuI00bKJVaKYeS4esI+iiRqAcfvVZNuNYgxK0+IVVn/uBBN/1 W0ZVlbNhfp82ENlPgv8BvNmzUA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 128-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVkvk/FOgDgI0ZxpjB3COElhIdiCiW992Vrk1iRRZJKEmhtY5S2iKSlKOD HKklKZUzx/K+joQV5SgySXJm5L7HzLfvD8/n+QOeZ81RX1tPSQkJiYof/N/r mvNMbSoU8GnzS8lJFQz8cacP77phN7ppfKO7JVQOJ2o05QruT6IVtKOApkWH abM1v9StHQGJoXcD4hxZmJYS8m2NDhcnmYR60P7kwqDBbO7fl1k42Npi95XN FGi85VfLwE0E3MMeoG4pWQFusk/6EjOXEe3e/itOdCoenNTdQW5eAIoR0qSw aB7ce3Qts+eBEJG2mLk4u86hllSj2+0ysvilotrZMjEPX5uNkWkbpcOAGRdf dYVJdH6x5ESQrzyM6VY9aG3IhH/p9xVOrR1CtwdTCyYLuXDugbLf+xMsuLsz zeuXxzJYcMS41tmPBc3iJD7PWlPwbp9Qd69N8nCD9423TNoA8Lf2vSAaUIBH uK0xajQu7NMRWzeHUrDGOUVycC8dT2baPfuTSoeSVluX6BY8/Hdg0em19kws Wu7WeqjExti/lhYhEKH4EK/KD55U7L96n1a6rRA9IK3T2pJBwNtu5DQdN+kB 3nLJdxtfDgNbbdcMQtUY+qi8y+RgtBRWtA7OKZOXwhM+yU/+cVlCzxs0o+j9 k4judq8vPl8SC/kEuxfcY+D2TxfPpQTSoX5MhUDHmYFF0xqfbGJJ2Pdq+OnL mrLw0Oyh5tBbDGgxVPNapUQGb2heqJk8TIByz/5S/GuGh+0UWPfDN8tA1eRn KfknZSCY4uQPlxCxd203lwNJkNB55uI66TqwTltpoVeJAz16OKXirF6QSCGp GI9wofCBCuXSGRrUCEp7RaQvI+qWmGU7qbfIYNq+dFKBidOfjjnsGVgBvX5x hzUvsOFvxS1OlbYsrCYfRSr8NIoY7iLDvCYGvrPY1V4qx8CtIQlnHX6WhInP 6wcqjrGw9qCha1+ENBwd1LGJ1H2NSB0r/kdVeTDE9L9/btt+BV8e3cpNLB8A ex7uCL3gQMU1W4vKflIaQoFDpevlS3uRMl8zXLGwD5kY3983QpKH/7708DPe Kg1/OhuwydWdCJWFbL+kVDps35+tSyrkYEFBh11qPRu/MEgh5sVz8UKbpJb4 yQR4Z+XhTZv98fnlxLQ6Cxp88uETA9hL4lHJQkPhwCBav+xr2R65ADxLqR+S i94h/qeia28wBYbtPB1kwGTDyX6XsZc9CthHXeHQaPMMuGw8S6sR0rDZWpFl vIscrGt8PVwhUQkI78b3xlIX0fCr1demLNjYSU1AP7KrE03vCwSqjUz8OIp+ 7g74iuId9Ne99ORiT6U7lDOxHPh9D2nEaZiDE0y2HxKlceHChX4Lg+eDiJpc mRE9Nog8s4h5kSf+RamJyoq1nEnUdJ98b+TZPOBHVFd/4kvj+jxCy5a6z2A4 grO6TG8I7OFrrrdRXQB2MWpdav+SYdPr3oGnDWxIVZ2zMrTnYcFNlRa3t3Rc 5i276QhXDp/eyC5C12RxdJf5fqcoKTgYf+mMkRcRU7zN8nerv0do3Yj/9cFF VJXif490twMFKcp6duvKQL3id7vqYsbA5Pwl06NWY2CjdPHxZjoFamx3G3NU FoI1ORny3DgFONsfprHvshhkc1OXNY+z4PmRZyJqxY+v25pu7VBcQbznDcGl FTy4wDUZ8agUgcGG/2QJmTx8QZBAtCiUxzX/zJjU3GJhx69P07L7u9FXrVhj pvMQoA6p1SXVfUSTnUbBba4y0DFsuj76PQsbVFx+3x/PwVuv7OkYbSdgRniA /ol6Ft5yZajpSK4Q7FrZn7xtSQ6vOpXvxxpbAYecrCzbuAzMcQsWaQRQ4J2I 0Qdm3wfR1L0ncqmlItTREetbF72CzPXx1dKaZdC2ufnqqu2S8Pl8ML1Zj4RD cn1q+dZToLJAtOhULQfDY/2UDK+RYfSr5WSVfC78lpo/npRExoprKYoAFCC3 +qBLVeUUrOfyuOAPSIRZ5lYTYf8x8OrMff7dP3o5BwgKbwroOJc6Z3DURg7G G2QI+M+W0NLY7zHkAzzc7yC3OzCqC21eIyWWn2DDGoLatgzdaWD0R4rWaCgD /2cOwPiZeZCe4npYYUQCls+04x2GkjD4eXx66+/y8HU2m7GhkAlb7L1lb50i 4RoPv7M6qUycIlX8aK0tDe9Z/XWb7hoevutdKmuuJAEdR3vV77TK47Pncxqp +UJUdn9uQK9TFtsmxCYi4ykw7TjHZwZRoEUXO+XNnxMgeN5o49ZHbLhCfeR8 bT0RH4mLuWmpzoONyqptTye/o6jqR0OUNi42NnW/HHKdh10ufNMP62fiki2t 604SJGFz/dSZrBwxUuoejDuynQ7NDabyJc0U8NG+x4yfS5jwSDX3g9OyEL1O yNiqGcDBX6rDRaFZQiScGvBahRjYquRweGipABWMtlYkUWfAXdO2j+n9BKjU mZyul7OE0uwXnQt8JWCd8bREqDwPSms/bRBhWZj9Tlrz/CEeZEfnn8p2Y0GV 0bKIzwlcfJ24u/xEJQf3PLMq7Z/vBde5ygTXhyR8SsL9TtU/YyjcMXNVG0eE bIp+ce9YqgL6V3ll9epkXPReZXN9FRWGRRBpxllSOMXQaKPRZzkoSNquuXNi FK1qiTUocv+K5tZ2euy5N4UuUk3zFXu+A/cS5aw8o2Wk0Hrg19BzDLhw13mD uFkM3lMDX1nOLyMTmaHQPkcJmJX0Kk519Cv6YMdJ76QT4L7qFrUWoiRs4hQC 1YM0mDUo3K5xZxE8b1Ka9WmQg9LleR9oXiLQx190mVLjQbJByfm8uwxcby8T fPwZG//xr5Ax4dcBlLzriY2RHGzKD+HyOybAulQvG2uxAna7ZTccyHgDGMZ+ p2ZPyGCKfQlzpwwLu06XN+i0UfBXXbeAuTEWHDRQfdXtUY1+f3XFLaFIBrpK nnfKHR8F+l6XHgZXcbHWl+ydww4dIN9o1xmXA9XoHE3iPcmxGMRufv1lkrkI 7DbqNJqHkuDPpy/P8J3fopA3Od+zJJaBs3+9Iq6ShDrPBzgaAjlYLPsLRy2O iZs8LLSMZykw5rvl1hmiGBUtP9ENH6DBQd/MD/o500C36M03l4NcaCBWVv34 0whi+Yd/P+jOwvmxidIvlyQhf3zjrhsP6XhEw9f4XsQsWpGt/37Di44dvVx/ C5tmQK2ONpmGXwmYwnL2TAiiY/F01S2y5TxaPvBJQS+YjmeTD2+Yos2jwNRm mas3qPBFnG1Pg8EseNiVtRUZzKOzVz3p9kI+0HZyLTtOYcLQbBnr6+VkuKB+ MXJuRB5GUfexRvhMmJEZkni69wvo0zcTj9/m4MUz5V3VQ1NgeU7mdiyfha2q tQd9Qpn4ADO3aP8SG9uaEW0yT8lC8l7rS4IPkpg+0hJl8oIBSTVYvHxzFLAa rQMCFzmYrDlR2+5DgDkXu8MOnqfhYemu2xINEtA1PifyNoOIKzrnZnQSZkEZ +e+I3JeT4Jt25ckXDkvAznIkMy1NBBJD+sb15JeA9uyLub+IbNj4jt368BsF rr+xUHzFewlsulWQWL2LAYvTexR5r+j48fW5qBB3FmQfRBc0/aRxf3tnpKk/ He7Yx67MaCfDdI8ec1MRD2b1aAOhzSRYCgg85ubNw8dq2W7pPXTopaTkcmKJ jhmyuU7avW9QPyrQrcljYr8dvVcVMANWC7iKq1Nm0JfP+1WUqpnYVarIYLVV H0qOtudYblfAZie1cpbCBMhzQHoXJZqOG6q+nPCsfQsSpWyLeWI5XM4bTpi1 fQtOknX2DnhOgAGfTGHNrwKg4rQtkrSdBDMz1Sczjs0A0xdPX+s9lsJ2Z0lX a4+LgabowPpzkTNg2mP42MduAnzgKR/hQCTC3hJ+I/nPaTC+t0+Sy2XCvY83 PbmvSIEqb3qV1HMFIKhYL4Q8ToIHug56vCllQrmHFRKLRAZsFTuIcwhsbP3y it5uPQWowqod0ltNwv8D1fq26w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 129-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FOrjxWczmBnMPkMuKje3XbJcxPsWUt2KhBZbkkJplWxdbVKyU9ni hyRKizXr+1aW6oaIkCm7SPalLDO+/f44z/n/fJ5znrP08CkrVxKBQMC/9f/+ 1Crp/shNFj5pfCUhvpyFicwOCYX1FUXqRbTXB8jhhR+WEWH+k0iMTPMYGkzY c9DLpuXdEIgNiPOKOsDBpSWCxu5IHvaxMNl2fZ0sTGNu8Z6YJ+Gv3D661gsx +HHx5sxomAQxEndft2PScVSoXdcX93kgDKJSAkMEMGzL6nBRxiKiaBk52DvN oExjy7bqKgYuEqr6lSwKsLvTa5JbHht6TTmcUlMYRyERxr7nGpgwtF3FxkKb DXXNyYHrbw+iO/338sbz+TBZcVotyIsHt7Umu23OksE/OmPVSv150CiK0DFt IYsJv8RPJx4z4WqPiA9sRh+4mkoRuf0fCx7iN4aqMvhwi6D+DnU1Ay/3F0r7 dDJxpm5QwalSFiTt0pljmgiwo8xd32YTLpbMt2ukK3GxcPdcRRifiKN93Spa XOk4/Fa7ytpdiyiNskJDK5WIHQiah5fmdwIPuYS4d0UDAO1wl2acGUOfl5gb 2IRI4a2/8mxzzKTx2ImER/cd5pC+ygbOy6pJxHRO7I7OJeFSxwaVo+5u4M6y S/5J3kx4RFEnMXI9B0sml3/ZE07BTTsFVKdeBtw/vb8u4DYLFlWets7YQ8er 6369Hnckwi7Lfe82iGkQTPByB16Q8V9aMvI7namQ2Hr20gpqNdif0YSV9grg ka+84sUHnQCVv59IHxAjulbovLXUB5SYeDAbzHBwyuPhfdv7xCDT+4RudwYf /lNYb1dhxcEia/GSmf9GEMtFov38PQvL2PdGdrSycaNvjN++TSRI7/TZpHiG h1f2azt1B1FhuM7XP6pT3iJKs/jMYRUBlGRtc/14sA90Zd7OiS3tA2kxzivS 9eTxa52CkmVK35DZ4/tbdvp3oyUi9WvC/G7EF3AXou4wYVnRkdN6OlQYUin9 1slTCi5Z4J6Ov8eEVSvXkg4sCPCPvGbre2+4eJfGsfVO8nzMuBqbXG3yO6eU sPpxEwoeIuVrL/T1o8xvE+3blOeBazG9JaGgAdGb48LXeDNg4NaTFzayuTCE 35LqksTCJ9QU9g/VTYESh+bBBAoTG/0pMYt2kIMXGzYD01gMiA2jO8Lps0hj MSIqypWP7VR/MA+ZtyJY8OIZoZKLs24w/e+CHuSze/T7BGsQ0RMqUkOG+xFr wTnx36MI3YtdIqzkjSNe9M35sDVzQBT06tUXERUnORkTW8K7wEAQ748SzW/g nT195nHmHLAOVW1TLZOGju5PnO1n+ZCuMrNL21aAB48PjHJus3GJB23tIb4c rvaRf+ttK4dD2ox3292Qgm36XS7FZ6WwrIdR7ja1T6gozqWxN2UBvUw6k0iJ a0ZKlM+nFEppULOwwbw6dBiI5qSaNTaMgTXUwmN1TFloW55RJ2AugqXZqfL8 KAU4UH6T1uFOhA/59+bVj3FgVjRbOi2BA00+vr9tKhSjjrjmW8wMHj7Q8zj5 YW87ksmnaRMaBgH9m2p1fPVn5HMZUThjNHggcPJNyCcOftKi3lXeIsA617c3 DzURsdE/ZStoX3hY6/q394dyFoCourU4K5KJFT1zT3OGxaB29K5kuJuNec4+ kuVesrDW6VJM8r5BNJH4SO5esQTd+uTpxN1LwMYb8M3i1/Ngvpdxq3Q5BT79 6cOs06Tg8PKy1J5NU6AiTzJr90oOBqw1lBdI0WBI1XyCci4fqs1OBhN4NCz8 U1YIQB66b9KbFneagTUdsvIOQjJMm2EpJmZz8B8ZO8+0/+ZBL/ucqp/Pxjn0 mY2H98jBgtt67mYXxWhueG+otKUAqz24dHxAT4TWLZValB/jwrqVE+Wa2tNA 92CSxlAACxe1Vr8z/T4LUpKcHBUGCdCXvO7pERUK9HkandK4Vx4+Leq+UfGI C+ttPWi3PSn4WpxNulU0FydJFWb+acXAvIo7xfoyLOx3MfsdPXcBOWfL8Cey 5bBVTHgs0psABNPgumfqDGjSxk2qPTcGrNK1H5p+5EMxPdP+1l9kTHD70qbR xcUvtBpXHCeS4O6NR6bvBRKxUnt/1CF9JlxRoK8mY8LCh7uzWJtesOHfig3H m8gEXBOTqqPuxcOqOu9nRFmLaGGiz00RsXCm4uHF9opRlDfUWB5PnwKGGn4X nKrJUKk1IUUzew6VBBy9YLCKBKv1JgkB8gIoOHv1vEWUHHzYQFW/uF8Ah6Im e/yO86DyUElQRwwfj4fNb5Cup2JPgsvdl/eHkQLtaPT3FALeU7DZpXnuJXi0 ZeCCX4QsLvikvO7NSzq018rfLhyWxknaumt0O+Rg0T+3DAI6R5BiffjGApce VJjWOWMcOYUu0Q1zhV9HwOQbsa4LR4IUGi23BPizYPlAfFJeDBF+ontXmf2c R0MPr+mrsEnwQXxVlMpQD1r6XsnRSkSCO1/Vq9aTSXDj0bkToxYK8EH/gv7y u7MgoRBQ884zIbX0eQvDTQKWxYUV/N3OxwfLFlhjp5vB8yNjbJ//BNhQ5MsX NY+BaYtI1tEnLOx823rAm1ULaj/JvzWbp2FZ2xfsrTIc7J9faOgTwsA96529 ZoY5sNO4iCi0rkR7q647xxTIwA7xtkMfO0bABrcr6T4v+fiknKZe2J0WkKtr ftbB8hV6PXlkb37uCxC+rqZrnD0LTHaMRb5Np8JNJ69Oiew/oMpfshezWsTA /swbIX5JgmoHkhy7bjBhIW0zTzWKjQULQbsVnzFg6IiZzhR5EZHqK5WCRhVg /6mMlg3Zk6BtY1KkjScP54bHUovmSJC96lpyiAsbDy4/pZcYNI2CIuxbbJex 8QE3p38CJ1mwQAdYX+WQsSzH3jXmAhP7RJzQulk0i+Ytvyho+jBxr83l92G+ s8j7Xp3MzQg6FPg1W6Wd/AnS2x7ooI0/UV5+Q74jpROstHMqOSbLhgbns+eD DGjwl9ql4JlBeXh+vdCvqpULUzN8Y092doEPFZsGdEQCPHu2tO3VtwkwKJ07 uWuSh3e9Wtl/IoCNr5tqhC1ZL8BWRuQ9GZ40SB/IzdzykYKZg/U3DJ6xYGbF mhtrLowAzjsLL+9ZHt6afUU4v5kMsy+1B9pcZGDdhxbSP0JJ0Ck6O/gO63ef ulc501t/ghLpy0E5ReOg7pqZaFhZDKzNBjOSkyXgXOrEjbz/FsDK6Wcz58lc yA2uMXK/z4B/RfwqvO4xB1ab6n0gKXJgYcpXoaCKia08UgcDPHmQa4P+VT9N xToqtp1Dq9nQdCe3IrVJGg5GX+YFv2ZjFi3HbmVnLRoQPe/iZXHxadPOmwqY BVvL9HqJNTOoq2O3stIrNh4rnOV+1u9FCSG2PDN9Bax/PLV5V+Aocu2jmsuG MPHy7aMdTcGNIFbKqlCwKIeVPsf0etMawXHpVTv6XMeA6t8Z8pmGo0DZ7u9g ij4FJnnLNvXfmgGGzx7XaGZJYY2le9MfHiRCdYnlX/7BU8DXIKQ9p+z3brrK B+0jk6HllxhJzr/TYHRHN4nPZ8MamdlKizI6VK7tVFLL+QGWCmez7i+ThpZt Nkdqi9mwFb5RF9axYePivsVsIhcX+9oHLRqyoDKn8pvmHxTMdTAiXkNc/NGQ rKoVzMaFF43Ka3//l2/fv+95pKWA1YanVgTt4GKlnrDAsbVyOMbg8eCFNgEG YgXj/05OocrIjVklRXLY/ExFaYCYDT2ma7ad8Kdh96wmJ3PExCb5yWfbtafQ MPXcnvAaNhZ9/m7h+pKItTNyHwaenUbkfUTnXzZE/Ob1iGeMVyeIX9l2598l U2iVxy2iEokBa1SPH2shEbDbyPfkTg8BzFrcKWKG96ODa93DekPJ2CNeedvc oXGUfRcGjtcuoIDt5nbxzqnIp0FALp/7gZ44+uwiBUhA8Flnz8tN0viwevKV 6TExkJLMd37aOYw0ajN5/gJZ2J2+QXY3hwbHNSzOnbtChh5vl6fl0NjQj+78 4ZOADyE936DPkgf/B993xmc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 130-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FFoDxmfMGI3BrGaQoiiJhCxXyjlIqWwVUipRKCVLQuJyK4WkRAuh hGikhSypnENFt2vJWKOyiyyZLFnH1/fH+7z//57nXVa4+ex2FyMQCBV/9H9v WLIhRNWNjU+ZnE9OesPEzYN7P5uldqLrhtfa60KlsUGOx1/yUZNoAW0pkFJj wEnt1FvLikdBYuidgPh9bPwzyL8msomHg23NLS9pUeGHHSZhrDky/sbpo+mW LIDw52a/tncTsNRdm0vODBoeys7WF+4UAblICjk8hgffCzVip0OJmKy7+eAB lyk0miUw9Kum42I5pZDSRR4+rTw61c/nwICJgz7KdCHqcVvuZnaLBWPblzvY 6rFg48PoddMWw+hWf2qB8AUXXqRZH9Us4kHL1rRjpo+WYIfBldGqZTy4OZ7Q MWlLxYsBKtU/vFlQw+vaJ5ZUHzj8qPjbXAgbHuYKYpWkuHB9+dcQrxV0rHJO TiK4k4HVBfdd2+6woZi1/izDnIctvD39/Ny5WDTXrpahwMFUn8k16d1i+MbZ Y2Ut7jRsS+RPTu0k4gfk1Wq66US8y3xnT9uZbuAlnXznY/EA6Ke9divW+IXa lm7b6BAjjn/pjByGJVQ8djI5N/PgLLpp8uW8QtskYrje7b6RL4aVU5dWZc96 gVsrI86lBDKgjKr44eV6slg0rvJ1VxwZT2WqKZqO0qHTpFNt6E0mbFD6J1pT RwZr1E6/FR4iwtEbxrClQRqCX7L5AyUkPPrYBrS9WgKJrf4RqymV4Okqj1e/ LhEwTTd2zl78Exq0eIry6Vx87/HI3u19CyBWq23uGlmImEdEes+rmfi/s68t bBs5WHA2IWTvJjG4oBzhejSfh9X79Vy6IykQq7sLc3dVI3LTgp/bch7cvfxO T2XSd9CVfTMv8VUfkJHorkzKZ+C3+oWlKxW+o3VDlJu9J3vR0i+qF+VedKPV SdTk9Q4s+Lr4qK+hPgWqfFXK2fpEAi6d5/gmpTKgjbyg4ro7BQ+JvdCb7+tH cvcX3DZMLQD3l7SW5MJ6JP5mtiQogA7Dt54K2sDiwKtZne4xgWx8UpnuNFQ7 AerOjyV9K2DizatEFjcO/uHywGQkY3cFINb/3BFHm0HKUZl+vHEufhTFOHcb 9KB1Hr6Goy+GEC25LD1mpB/Z23unTewrR6mJS+XeyQpRwnYNjtnIPPgSWVHx 9QsF82pUF6579oCBSNllpdrfgbFw8OeeMwvAPlbps9JrCVjYTnd0i+bgUi/J dYe50tgl6IujpgEDx3w2sXGOEofjKl3W2i8kMNVrc76lcjM6hUtNEh4sovIU v7vkO00oVYmxC8dIQ+2i+m2VsSPAWl1JpNAnBJqUIs9aBhWmx/0mGqwlwhX8 dBluPB06nzHKKzQhwRxu6pyqJxvWPvAK9ufLQvOG6ptb5BbQwL4fdYIhHt7X 8zgtp7cdXTyxwpEdNQxo35UqkyrbUJdSr/He99JwX/j4h5hmNo5KVLLKsWFh ee98X/bIAvhPsSTgZAcHy7oGi1QCqFCH0ssfIQ6jX3dzpVNfipDdx7c9dyTF sIkOjn75dg4Mn28y+m1KgU9/BzNqtck4p0Um/d3BKVBWIJpxrpCGzjqLKZnl UjDm/VyyYj4XjgxMh29skMJyq6hyABSglRHb71ufomPtg48K9kMS7CPH3JZ/ LYuXZVn5tf/hy3CrT6/N5eA82tQGt13S8IGBISttJwHPjuyJlbDj4bETPlrZ 6zuQ1grxRZkxDrQa1SVzfH4Dg/0pakOhTHznNM+IkDkP7qW4HKIPEuCRzIUU xiYKDH56455gjwzslVJQt2zlwjpHL8mb3mQ8+yxasP41F6eIF2Wv2i2FM7KX HfpPwMIhYfyPtPx5FFTqZdF+lIF3J8QlIsNfIOnJspVeCnRo/pmTUnN6DBjW 8C7Ysnm4RFew+gRRDO5gubPKHElYob0//rARA/oYIel/2Wzs1v2IuamEBc1M 92wiFRBxVUK6vmqALJY3G0/TCifi+V99x+QRE8ccCfv4IUaICoYEb5JoE4B6 Njju3zZxqNCafE+bP4vw1Azbik2GlYbjhFAZHrS63tn+zJEBc+opqmFOPOia avtW6zEPKg6VRnYkcPH9OqMKJX0q9iYcuV2eOYJ6zZ0EF1zE8K5C0yNNs+XA Jzkw5BGQwoXNilofymnwUAdu2eoniVP0DDQNOqShjYOvw/c/vS1fF7eh8EgP ckxdtbn35RSKoBnny30bBQxtT0F8GgHTBXZmoeeYMHyTQcjYSRJspgW+t/g9 h1x9NPMfTpPgw6T38cuHepDIo2loeSsZWlXUKdWRxGBjmDMMs2bCh/3zRiq3 Z8DBtd3p7dosSHn1vEXqmAgYiNqL/WLY2PWm/UAgswb8FuyJKK6XxlTHEtbW JWxsrKzf1BdDxz3rXQOmRtjwWwa7+XhQJdrz/pJrQuESWHl7k0QMXQh0jp3P CC7n4szBxNfpzDaQb7DN/6BdBVpy19c/d+crEKdV1SVkzQDQqjfiIE6Fm05d mPhy4BOqnSEKr4cR4AG/D3K4XAxGWGp6ymxlwSJJU1mleBamlUVSQl/QYeyo hf4EaRFdOh3o8TiLCft9slp0+ONg8895Z+MnPJwfl0gpnhWDuuWzthm7OXhQ xcfwbuQkUjf/m5YoycH7jrnsDB9nQvkz/OZlsuKYyj7gnhDEwJmNPwpHT8yj ObuvdO1gBmaFMi+dUptHgam1S6Kv0WBv4SHZi30zIOPzQ3204TfqqrLmpBR0 AXVnl1JPKgvWmFxcmz8vBaeVIy5PDcrAjssdHjRJHkzPOpt4qrMLbKV46k2Q JDBjsC5q4zMmJPUqVxc2jQH2R9uAwBlZPGWS/jzYUhzyI9rDHcKk8J3KvJZD EWTocoN/+RaThP82eKlF2j8LSiX+icwrFoKpJ9L7XbkEaG8xmJWWJgIBR4JP LAgWgfrks6kzJA580KlqGZ9Nh2uuTRdd8poF2+xbnXSWysKie9/keO8ZeEWe e6vHEx7kOKC/VX0puLrYlakhy4FbrDhl6Y0S8FTurGzJaw5mSuY5q3fWoMYU zeG9TVzsu6Uzmo6Z8N6b6fNmmjOoq8NGUaGChb38t9kd39+PkmMcZS2M6Jiq n7eS7ylE7n2UbdQYBs5535hbFtIIEsV3F/EWpfHCE5KjzlgDOCGxdkef+xjg x4xKWJoJgaLzX5fJRmQYMlYhP/ZjGhg/e1yl/UgcDxyVye9bR4KqIrs15y5P AGcvqwnWJ3H4wF0mci+JBJtAQbVH+W/wc0e3GJfLgnbHB+tlsmWgYk2ngnLe MFj3tfpMVDwV2n12OFrzkgWL1dIy3D9woGBx7yKfyMFXjjazSVJsqMh+9117 GRnv0900vmKUixuMSUq6l1l49XTpW1sGF3//8WNXri4dl5rGqjSd5GKFnqvh Y+uksXUY4eHQCQbe5lf2KnSBBUcqFmtPbJHGxx81umxDDOwkjXR67afQCOX0 rrgqFjYXxvj43iNhvaz8nHD/SXSAb6pXvIaEP7wd9U4I6ARryJ/PfvlrCq31 ukJUEJOCWSvL7w49J+Jjoz/SOr14MMVy7XH7kQG0f93xq72xJKzWwT7bpTeO +LdhuLBmHrFdt0fH62eg4Hoe6c3sMFI2sHzn2kqAl/1dvf9plMCxbP3wK1cI UFw019lsNYKizjFsaa9osDtDh2rDloS71e41lFwTh17/qjzIk2TBuDIFc6jF wWFBcmZ5w3/y7TuYu/jnH1B7pDZWaXMxPalxY7QzAyeHbnkjP0HHw8fk3l04 z8RL4ebz0yISNg76ZuKsy8ZXgj+Auxa/AOt5bORjXzq2mkN2TpcYMMI88FaV uwRGDVmZfDcipLfmBqyuksQj0X4J9c9YcGOzzZdsazJWFGn8J2xhwltli/EX QyZQ18Dl0wY1HOy8Kt1Yw4WIWd68W1e/0SFyvOqRRB4Gf5l63/RRYmN+akb9 x4SHYLbbFd4/tAA2VkZ3MBYEYMkTpbWrpQl/dj/n51jDBDjrf/vJhWgiLLlY ZRBeTIWNFZ/S6jQY2AW22O87yoATOk5G0xEMXLQ2/NnmIBm4Q3TIB5jPgP8B GYXDpQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 131-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41ekbxp3FOTiW79mtSQwTKg6SivfNElqktJAQxmSULEkmRItEIkQl tExJplQqCXlfZMnEiSyJEKGyFMe+/vz+eK7n3/u+7uv5PLeah98uL7KYmNjb pfn/5u22n6Mc4eKjZmfSrr9m4sWPf966cqAbXTZOaBOGyWDyp8oM4X+TaB5Z PpPWIuCwTLICY/oXuBJ2LSjRiY3tVnoOitbQcQenlyEomAfD/e/0O7LJWPqG 3XlngoEB65Vmw2sxKB9Fo0bE8mGBTqFPvQMFUwWmLgfcJpC7WrvZliQmfimv erJwkY+1nfQGnFp4MGjMxW+53AgSqZhffRLLgXFty/bsMGTBfpvfz+iDnyi1 L+PZyHMeHLf72qLoyoE6PgnvWdK9QHEw3iAkmgsP8hriVKV5kFCNia02YGL1 UHl6SBeBLydb9J/M5kLydqMZwoKPw/UnYvmdVJz0t3dJixcD6yt/9cpWoeA7 VE0twW0S3mXRntP151fgI5N2reblN7DdaDMxwhlDn5Ss1++JFcdH6MZar45I 419H0v696zKDpJ0Cavw1pxDhfqM7KY+MWZkutpL1viB1RWRoejABbxjJ5i8e 5eMFkfrnnfFULEi54jJ9lwkdxx3rwlKYcFgCBtMfE1inbqp8xJUE7zQtdw8K JSAY5eZ9K6Dg3nOpp6r2MCDpY2CkJq0SJDZQ0YAFGTMEcbO7xd+jwrWZZFQ3 ipieC4ZP3zGxRQ6HpSLOxw1/J5/ct5EMhwiy9/JtQkRtmg/wWMaHng/+MxFw f4Av91MeXSnqBb7SyhztIBYuN3pRuEKxH1m8S6Q3JPUhpXaNc/LPu9Gk64aa CnMOLH75h7+xEQ1a9Nt8bdWRgkpzHP/rGQR8F9HamYgl8AD5ueFcbx+61pe4 6B8vBr1eMVrSXtSj6n8a9R+5M2HE5qMnDFgcuNrtmULCGS4+slzOcaBuDAjj mi6GX2Zj098WrJJcZKAyKffBOHgDSPU/t8QzplHJfcX4vsxhxEgruR071IcO Wz37sGxVOcq4oiT/hjuC9B09/NlTi6A9qqzsczsNnxOEXSQH9oJvUVyVQr1+ oOGkd2i9tRjcHafaqlpMh+UZqW12eTxc6CO16iBPBnsfGEvJ+sHEsa1mds4X xGFSn3KRh0AKS/qY5tksb0bXJ5uytEJJuDQ94Ab1WhOqsTGbJxwIqJdfb10Z NwSEXVsT+itFQJeWf6iOkIQR7g7/7p8iQ7Wc27K8RDlIre4yaLMUh9m8jFmN Q2yok+l5v2KEDy0+vEuxlJ9H687mh8MLPwGjX7XyeuUnJMwy1Q04RkCnCFF1 bDMbJ6ZH58dv4GAF3zx/9tA8CFnBC/Ni8jHXPWRBPUgSFoXWsxdFw2j0xr8y Ga8WkHaSbufeXxRspo9jXpXPAk8pm3aT6xLw8WQIUadHxa/zvghFL6dAybOF aecyGViV2vi4s0oOxlbMpinn8aDf/CmpHW1yWP43SXkAnqHguX0rrVyZWM/l wbP9kALTnviJnD7y8CPGhIHHThmotFMu14lMxjNDDnF0ez5+d3FjYtaGL2i1 mvii7C8OTP9cUUTqmwZr96drDYQx8Y/DCiYq9xfBzXQ3V7nvYtC0iXXweZIE DHmcdLPBQRamU8y9r9Zy8MnwnBpG3hxKWH3C22wZC+9Kjr+CjEdB8Aahyo81 TGjRykmvPfYLCC1vZfm4iWPFtr7EgyYE7Nb8/NWHy8Ue3Q+YGwtY8IDtLeWL CRRclXzbSCOIi1UPOdAs9lLw3GivtwJi4vzSNclcTxF6NtDw+jpjDOyqfmMq 0JKAih/TburlzKDoU2LmtWtosNJYJBYmy4f2H7ekpcqyYHY9TSPckQ/puRv4 dW0M7CvmebX07hBqvnhYSc+Oine+2OTZNFMKiknF0+vWyeEXzcqrq0sZcFRM Xt/IRAanG67VXdspA8k02xfWbaNIQRhv8MKzB6nssC0qV5lGkYwNefIdw2Dq gcd7misZyzXYm4eFMqGD74rc0RPisJkRXGE1OYuCOmaD97NoMOt6ReKygR60 4syn3Q6SdLitTKgqpJDh6ZWaxftU2TCrb85E/eo0eH5yruimIgfSip62SHsv AHZg07b4a1zsnrL7WzCzFqQM2ny3Pklgyb0FrM0SbNy6NtqAdZSJe9a4B00M seG5yuTLWxurkUPFeffkFxKQLi1K7fo0CvS9z/wTUsrDxln9i5HCdpC31jrQ xb4MCWppw4naJSB+ddWXEdY0YMdHZcxnMeDGo2fH2g+8Ryw7b+dLJmR4IKBa HpeSYRd/p5mMgAPzpTZxVRNZ2DZ+UE0mignjhq2MxiiLaJeU+IraSDbs87vX op8jAr2HAttrj/Pwd3U/4xtR44gqMD+prcnDTt5uWyNETKjwoju0eBsdS7IP eCWfIHC3e6i65l+LaNb+s5xeCIEtM+7eD1BZRMEZdRIxCQx4WHnXJZQ5B/5p zTJCBpOo0ec0w/ByD1jp7FZ4SJIF3z63T0mkEnBqeWT0xHdZ2BfSWpjhJ4mJ 78IL658w4R+ZLh6TaaOAXbMjKHiai01HL5FORdFhTmRbxJ5waSz44PzYMZsG 3ZJyolOZFKw9eUI3QnUeFNJPRz16OQKUT6dlnK0iwd1W3+9lZi6AFY+JU99S SHDl+JOJ4xQOnBsq7fwezoS/J0zln/eZAWfn7qUcc+DD/Jsd8vyKJX9XiZsd +jxouY1TcruRDt3dUbHUAA8zpR45r+yqRZ0LIXrkhln0pdNOWbGMhTfdzlAz e/4NpcXu5VqZyOFOM10Xq40i5NVLs5aMJXDS4e9ctTvN4Ir4rnz+ogw23HTM myTZDA7Ttbf0ev0CFttty8dYIqDsvC6aakKF3SqrmPUxs2DDk4dVeg/Eseb0 wcTNAnGosWD/e2j0GKi4EChwVpKAd7xko/ZRKLDrYcLUHJwBP7d0k3k8FjSa rYnV+UVA5douxeWPBsHbBHrN8CZpaN+654/aVyzo+bfH89FJHmxY3LeYQ+Jg aeGu2x+kuVCZ/aZfT4WKTbc6T0trsrB1QElR2DwLnuotGjfQJfBfDxrdrBGB 73TwPTRyp9AQ7djO+CoW1uTftSl7LI4N7+VlRwSOowZwLDFOVxxXlw/7Jgd1 gYALP+ZWJkwhbZ+LJEXyko5yf/beeAr2Hv6R2eXDh1pNqPp43ADav+qvS1/j KNgyytxtwWQc5VyFESO1c6jq0jLT0vX3UEg9n/J6ZhAtc3S0Gcggw+hAd9/T jXRseaLUSsyWDMUXZruatw2hfD+7jdn3ZGH3P/qSdmwpuFrlUMjGpRx93qrf eSTFgoz6APWr23k4/IS8+aNBHlY2XS1/Z+l/SvZIr6/S4+HfxZ4cGWGzcFqY 5WuFMTkcr/D268hSb1OCpmemFijY3y9I19CYiy+GVIMbVqMg6OFQ1BU3Jt42 i+wdzxPQVrdutLBNEqMP9+7meJBg4GfvFuVrMngoJiC5/gkL8ltcrbb507Dy gs5/Iy1MeOllcUvX7Qn05Vv0sbVL3B6y+KPgi4CCWb781EsdcvDFT/WC0Ylh sG6Tb4qfKhuzI1FntigbzHS7w1uu86BViye3Y64RSOSqamvKiME3QY31z6mT 4O/Aq7lnY0jQv9DpYc9hadhY9j5TqENgFd8jtbkqLDim72gyFUngx1rhVqiJ gFsWXP2AxTQYsb18c/4dFw9pFIj9toeH8eCx3zZrc3HqOcNv2g3NKCmPabxn ExPPfhIGt8hwcFX6t0sllUxcta/Xa0M+B8oaCipqrtGxd1CwMry+COB/x/MN dy+iYbMz580luLhnLKoz9KkIZT7UPmejsdT7KDf+bDOdRcKadzvWupBxblyj uhSFhK3v3pJNEUnCiTzSB7XOOXQ0Zqvw4Rs52LH/oNuHLBIe5KrpipgENO+a Yv1M+Y5ei5PPD6mNo9uemYcjk34gurHVSAurGsyc2kxjxiai03FaeFYgBW3E lj1lCYaR/f2Ji3272HBdYOpuoqEebDeMeBp2moyvhn8Z+LxqAPgUxIjUqGWA dbb8hqC2E1gTer4xJVT4YzolqFVxGAxE7Ck+9maJq+EpH2Q3jQGdJw7ZPR58 /DHGWkVRbwYYdjOr5ko5sMfRXj6smwZ3VmxzUv4lhRueWh7K3CgL2yw+Xt/3 aumeSriRZoAJ1Sn9Z6buL6ICpcuxqc2y8FTK9qJwawJKHdlTpenAgccfdbrb 7paBnPdN9UpLuuk5VB/z8xz4Py0+55Y= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 132-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk81OsfxZkZxhjGdxYztpISkYoiaXs+pVJKUZSURJSrREQqslTalFui rFHKdpXlKq3Pg1AkUZEWRJauJftu/Pz+OK/z/3md8z4aTh7bXWgSEhLvpvV/ rzYu21Dyj4gcXR0SE/2SS8QnV3f2mv/CfxuHf6v0lyeJM0LkzmwZw5N4Xa6c NgXbLlhO0gv70E3/28ev7+aTIKuj1OpEFqkXtLAX508iB8UFh9fcYRC52K2h eyg2ob7FXvk7iAZK56UZgZdFULt8z9pFe6UIY/Eq+70OQ1hdfFPF8TCfPFFS P/VsSkTkf+utI7lCCPs202abIQ/2Mkw6V67rxVGt8bm9/wphk2uD+qkQIcx3 C//Ak2tBQS8nU2aUi2C/sDpMXU4I/oGtnd00PplzWonp10gRLf/ts6L/iIBm YTRGmYqIz3h2MpPLJDdOur6qdWGT5d3abOtZUuQuQ0t7cZIkuT13po5eWCty k4+5XfakHUlPjp9PMBjCX1XNlttcliLXYnTqpdwUSM+RmIxk+zGcXdmyLSVr DFOOsU03cmikWzKvvu2kJ4qaHXQ6zpeC0Na6dcwgPtgO2r73j+TCOdtHMcae PDL//UhR7z5JcKmh9Rob8wD1Kea059OJd7bb5EsjDkh+8QrSki5BkVOpStmL GIS9OGzcWuoD/rDuu8LMtwOYe0BsmP2OS8wNdoY4ba7CjM+Tx5xmiiBP0dnj 2MdO9DMlMvPm8xbkKD67neYiIEVGec9mq7ThiGCDW5F97Vj1u+Y5pX+bsC1/ 3aL1zkJ48cTZ09hIGsYm5dmnO+VAdULgGR1PQZv/xCyxHZt00P41nGhpxSuq ZhYu2UIDl6fs2pi8KhxVylmcYsSHwA1HTyzhCWDF4jW2WcUicmSWgm3H+wH0 IUjrv5V3FMmqueL1N+zlwcix8JCOYwmSrPpjfo09ijcq5MSkdfRgdsyrpMtd rZjaXf/DzaAYx99UVXqt2Iu3Ftfig+mS8P18YeGP79JEedPm1Qdz21D7ecUZ z/TbkJlXxufASUmwDlOvU3/BhI5iHS+ZCj65XLd6656LUuDtJf6Q2y9HWG6r cjbOqsFd9g8SK63opCDuWCzj9mdc79w5N1KWB/qPq8xKwrrQ0Q/Rww7fBpGe 9OND7ykW5LxgDSkPM0AjPYkjvK4Aik9UFgYGMyFVGD+ueYgPEdvXdMQe6UXs NvWS6JKv+FlTj6T9Qh7sDux/c7mGT/T0rOo27xUSZfccT37XJLJOmeH2SKUX 98VmyMc/FWPTJ8NfdVnSZLUBufS0aBz9qpv4FLKIDY+G/aj3+gxymPuI42c1 jl7likf3FMrDunmlY0XhXLhcPB6jliOEkldPNgXHcInSXJYSQrk4ntL1bjbg E337tFw7oEODb8kdkzY6GevaEca0FBGOiuhtIrsZL9SQmuL0CGB/dLab+Z0J tNQuTrvDn0s2yrm/SguQhDtxDvsUfkuAw4mRIot5bPB7dONO9Q4OaPH278ia FJJTAell7JwJXNFaYysvLSDbI67dxMZ96Fj/sp2pYh6Y1gniKrx7UF1v6PO6 BCZR+dZ6fb8JBXEMnWSuhYg4NaVxV+bz4PhKNKGfIEVKI5KMNI8rktiT6WlN +6TIRF+LqzLmEt6kmRfHfRDndlS/jGYPoLMP/VUCsmVB5UvMHf30MXwnrq5O 67wMlBj3S/hzRDB8N5BFBviQWiWtGWArAk6NBvXjLYe4Sxy4VZDchY8vIV+a PKWJVd6aA5/HCtDmOEGlE3BJXo3awjcFbODXN+dIalEkznCp3tIGeeA05S8b qRnAypXXluQdaMaURarmZME4DmKvyFGq70aRjRbMK1sYRKHacq3/aS6E10qs GnrKhBq2b/H64XH8QHXZ4lhnGXgQXXx9ZkczZqxsPHXVhwVbCivVK+k08Gjh vdKfrQgPWidM5twaRUl2egtajYUg/Ty7Vs5VjOJs3N9M/RARx0jrdl9uBTrV 59HQYcQjrJ35vA0yfMImkr93m/JJ8yLH40NdfJiT2DNW5lmOdxSHOkbkycDV GLm1oTUDyMA15J5fgZBM9PhvNqhtQDlLzbzsLQtxys6uXY4ZBF1bWPqzlzeK DFN9Es+Ec2Dl0bMD3/d+wJkJXZdXaDJg77E3SqSABlfch73KrITwWHaNovp1 HpF9MXUV7+VDWPd6owH6FC4pchW1XlWEVo/7tQbp/cjKZ3WkPGERFn+vS8QJ img25csc2SNJxi1/KOj7UaRyoVpalIEk8Y1/L3MpnA2cJy80tiVNoXt1D4zw kmG89Nf83I6EFqSzx+HZIRYPaKPG5p9yuTAyK+jC0G8OLPZwbPZSkyPU78qL y7O4YNN1wPpX+ADil2077juqSOo1luiXilmQHvQt0CZAjuz79aXMQZYFDjfS L0Rx6WRJePWNdyIJeMYMPp/5pBc9TZk6seQBHazX/76fkCBGq/KcXu/3oIPO YNaQD10Ambf11L9b82Fe+MjjULcxdELbyZWFxfhnw1Y1lcLpPDZ1B++z6MAx l3cqrjdRIDY/dFbqrB3ELi3SZqzLFInmPaoJotehm1LbH4um5ImrfcGZDXZf 0GGmrnmLSw866XViY5BgEKntWXaBYcKAsq/NseAhRiuy/inVT5Mi3WfmbBo6 wgRNseW80xcG0NX1/I2HkmXhrgvn/C46HUwVZI1r6ZPoj3kTTSjkgTO747zR 9M7UKhpVZmV2Io8X+448X64AlnU2zhVPeXB/wUJBhKkI1Piv2/RnMMgm+ySV hxwBMTv26rn/JA/Gf+gXJzVwyV9pnxzMMEV0l1YEJm4Yx13S3lbXSnmkIsTz dPIwkxjez0kN9BrE923EKncPMsmbom73iOONaNgvjuOsOY513a5IqtDkIOlZ ite3OCni2v1fQqObCPwrMoP1vLqx3YK/rv4Ko5PHXfArwGcYp9+CwN6KCVye PnndxjcF+1WJ6C/HOvHFH+/ztSMYcMHL0T34E5Nsxl4HtxoxQEo83lizpQv7 HSx2dvlDQdM9A9ZWvixkKt56UWEjC25v59zNnOZ82vyzW12m/4jVLLe8VF9I jG7/zcwY45MY/3UvlQcUSLW2VvaAkyJRhVUhI2I6EW/8fMPVS0Su+L1Bsev7 kDC9V7BzCZ9sGceWtqEUBDqP9nZHyBH88X5yutM0N8eU1b3tKNJ16VhEVRYP Xtc83HX0nQxRE88v763lwu74X+9N6KP4Z/sF76UVAtJoJyp/YyxFeO6iqKv1 ChBw8+6IpVovWrbGPdJDnU+sNHxlfCIy0FiTIyTum0T7jDOqrQxqkcxDdV0t eQl4iXfHenmOTvfm1sOzlySBqov/o/yXAnwq/JBQOZ8iWUyXe0elBDBgYGsy EkQRr3K5OslYHpiL93kg01E0O/mE+0xnEYk6Z9iuW12Dh/rnHWrn8sn410rf WnkB2Zk68+Hu+3xSuqvFZcVjAUimFkWoCmSJ63FfNYieQgFFdgfqtkmS7tUh oWtlFImyj8u13KJBnPCP7rmNmiNY48VotYWqGFeWvdu21J5Gkpbv0qEqaMQs OZET2c8Cl3Ded9/2KXz00ubKf14rQPEfpMEPoZNORQ29fi4FK4vOtJVv6MQv pWihXRqDOPlC8vYu+y7MNF7fW8t7g/5lUa/MnSJwcJg2GV8sC3jv3Aehj3qw ZcrQldbtfOihnq35nv0RWRgGZvsH04ijaUNNEqsbueVf6tdgFKImn7hZeTd+ IjNK3/3SKwb0HK5xyb7bgzoCbV54v+bCL4lyhf1OQ2h+1o7UZicR0Y5anr+g dwIZNnFLJwoEACJBcKI5C6yKt+xW65Elt6uTfO3yKPhm+iV611OKpB677x2t MM1lelvISMoUztAOQB6yXDgTafE8wIyCjdfttR18heCT2eC4yVoeYny17222 UwRmOsNtbagAyk22lt1y4pPZCUZu3o08CClo33LTXYH00a44Ha/jkrcrMocO jfJItOecT8seVuCk8gMF1lMc4pWoXZyVIAFnYnaaKfEG8S3uQdoKUzap6jE8 /KiVRvSOmXuYnGXBHJuVmZlTYrylv01dPEDBjkcuThmVPZhjplWdoccjxi73 EtaW/cbbZpxyH908iJ/qpq2dwa7BH+Xun/NuZYJUKK3CelsfdpPgaixYLgOq F2jpF/e04setKXmjH3mQbUWiVJJ6sF3jkQdOYjlQvpMdfDO8Fn2hZ3dctObB 2vxPp8c2TSI15v5h4xoRnHtvqqo5XwY2tpvzL1kKyBVT3/NRW7lwyM4oOUq3 CDnrHXlyaTrPvNlVB/VeDqD/AUQyBck= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 133-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk41GsfHmYYYwyzGlshSsnpDEXW/j9JShGhxRodkkjklK1Dm6JQlook iRYn2aIknoeytCAqkeqELCUa+9p4ez/c1/39vu5N3Stwu7c4iURq/Y3/s+B+ hptNQB+6sDaxszmSgQ3C4qgJzF/oF9pQIqPFhPD2iM0yFeNESuSVkIu7OVim rtNfsF0Gf+b20vUe/SLMTZMaw19IYpmrtjEuTDoWXVG/XRZMAYXTkpSoOD48 cXu23eoqFVP0zNxcPSZRwlt7G6MjPPxQQTX88QIf/6w/4rSYN4Yu9V0rGXkg D0u8IukvxXlYI0KBGvqFiWkrawxZ/9BwUphv1XtvOva1Zser7abibMoyLb0b YrjITvqJ6eAA4cdIv/Li4QDRvaGQseLMNPqgbGXsFCeB7R3s7/a7sLDQP/3f HLdZFGAoJg5RvxDT82p3UrE4Ng3ymTuuH0xcWhIdkXGECRQt0gF6PA92Texq ikxlQdJix+TcPVy8smn66Yi7GKD/bLfcVucCMcorHnhExp3BpgXxRUwQaw+O XiZZR6TJjT1dtU0S0/XOzzlKvEaCqOIzVdOTiLVXtKboFQt3PVTxoCx6gyjv fgV5LeaD8slzz851/iS6bqfmp1T0EuUNeceU4+TxU/3Sx0uU+lGlK+vQhqRB pPxR85TCg26U1+Z8dO2UHCjPcw+lXWPCx+5Vv6JNZPGg+IM18719SHgqmN1u SAHvcvr79NIWlPV9pKvdmAdRGw8eXc3mgu3DARuvXj42WyqyTHJjQEbDhNSD igZCrOWndQJ9Bp0uNDExLhlF9PSqG3FDfShBzjOR7F+PrqUoKzzjjSDfNoV6 yRgyfDxdU/PpoyQW6goPntT9Tgyc5i16LOgnvEMJnU9dZHA8r9qh+oQKW4Qy HUu7eTiuY52ty1kJGCrXz9dbkMM0P7PiTWptqH1QI3BqtwSuzgi6SrnyDhV/ l36yXcgBQVmLVd35IYLkeT+sXWua0JEs29fEpIHgbEDkhZVUUM+7ISt/UQ7M NQJfuM7S4I78tTnNfRyQ3OJt+cR8jKD3q9al1X1Ac1OfRj7xubA7aqwhro2D s/uKWXr9o2j06r+Ma+UidG6dzIYQZym8ThfHlj+dI2j+XaTDdFkomAplNgko 2Mhj9visQERUlYhmXGoYEKZz5fMlXw7E1c6lqxTLg2GjqcPfIRyssJSmQBAl SGKTT32BAQ8L3O6WOAMZnmo3rFVYkMCzQw7nqXZ8TJ4Np+yT6UWr1CUWZIVc 4L76nDZwY4EwcM7QGoxk4eCwWiLVkQzXMzzc5b6R4Pwy1BNBloXQgqTrrQ6y kHBDeXCFujzenpyQgtaOEvY5HjtYIi5YdHAzGg8LiUzH1tuNStJYqbPv4h4j JsRr9ugZf6Xi+uQb+pohPBycaB5kkUnF86O9voqIhXdWXH72I38KlQy2VqbR xwnpnNNWOtEMUGpPvy7Im0WFu9R2OyjSoW7tGClSlg+FgkV10rLycKdFUvPY Lj4Y2Ucb7COzcABp7+XqnCG0x0etmtsohe1Lzfe+m60mft4tiP7I5ODSNpVV DdV0SKGvu9/QzsIZawx0DP5jwE27YzkMqSmk2JywunRvD9pkJM5wyhehaLpJ scLnYcLJIzOCFSiJ5Vrt1kdGsMDbrVbxmaE0tNGP1FpOzSG15axglwlpuJVW e3HxYA+6s+R5qLiGDGytaVZtJovDweopzz9d+HCrb95I4/IMUSC/2sZQjYtp Ox6xN0px8IrwFp/5zTzc86dnyOQQB5r2kT5dcWhCDrUxnsmlUqC47VhRInWK 0PU9cTO0Wh4Pz+pKmFzpIooNrILd7GqQRrKz45/+NUTCqvquEfYMcd3U32xZ DxNMD54c/+j6GrmfFRacWi8JrkENCrhaHCJuHnvL8OHB+WFL/XHyAqIUeOYa tvKhLzD3vW7eGNFSXrtv198ymMZx9U4+ysSLZ4icylVkPGf3SU4QysQHTyiM HyeR8ZFrTVKxiXQIKtOODwkXg5sdt/TR6ik0bJtwQaq3n1jh4vF4H40NT14f WxZ8gQPTatFnJr/JwhaGtJ0tSw4zvzWfNS5kwdf2g+zo8kmC82JbyJEZHt6s gxvzHstAXnRnlNMxGVyhr6uReI8OHkl5Zy6xyNguNI/Gey4Gj6nHT+c/HCFW OYh5mDyUAEfLb7mZmSJimfbZrJxwCVgxUTj5N5kLaqZj4jvceLA8cbosxm+W yN12/OaBXyTc9Z+tilING58I60wN1hlG6XE7eJZGcpjsTrt96p8p5N0raUWL Y+KsUh/jqZxOIkViexl/gYEfhLpmC799IA5Qta17vYWE8p7PrrJbpwgVF8Mz FCMK3BOq6jq1kMCk8F694K4EPumzRPLfHhpoiuyWR5wZJ869dNAqC2JAtrfs 6Z1kMvwsSrI+JUWCn9bd4vLybBi203muX8gFlcYvSmr5Pwjl7LHXteYssOtw +quxnA0ljOHpYm15bBVUVRH5iw3yFSGTHzAH77/71sMKMTE55Jb0gqYIDUke tk+oZ+NbuzspPyOl8Zrc4jtRwRPoL8/bwfc+0nDD0+GA5JAvxOSF2nfLF34h bb9zYkriMjDEflOJu6nYd/h75hc/PgSwd4SNtgqR8x/747+eJ+PGesvNCkMz KO8yRI00zqOvAikSdfguCm3hkytnf6CbKcn2ypWScCbYM+D4WypemuhsstdJ EiREc1/atg6h5uOis84P2dB9U5dmy5GG71O2vu1KDPB7rpGdL82GRFw3kvB7 H2g9Msb1AnlcSD2qmMqVx+mRGyoVx+VwXOxZuafZfKwMZiemRWR8MWtu72ZD Ht46h+x2xTCBtnV6p0uqHEZvcnPyvH77hGHGqmKz8VBsUHJLIRssxoQjir50 rCJa+XLkPQs0y3YU38mZQ10DZw4bNHLxgqrfG5nDVMwO4F+K/ywHzen74xYG RglD84DUQFUOlrPTih4Iu0/MdntClvsvYth+/yt8o4OQuq+qvYxBgsTJ0OXu i+aJsODL90/GisF89sRmbxcWvK15ndm8kokbE7NOhavJw7juLqPpaCYuXy3X 8zORC9Yi90DCYoawq3cu2snh4bkPzUfeM7j4iezXe9ZlPFy/s9fbpIwLVL/I o2atMtg35IgKpC0QTj6O+8fUyXh43YmY9VI8bPb974L7jGmUeU/71CbNaWTx l2vxSDYJN794tc3ATRw//+rUa15PwVY5WbKpYzTIJhtvrfv9Yw7Gbmm+90wO 2N6wxzZRAv/gqeuMsZjgkpIarQw/UaWEeMyQ+gQy/fyBu9VYiKhrLUfesxuI bT/0klb5p6Lj57XwnJ40LLtVqPPs0Ciyuz15rm87BwK5RcqLn70jbNZEFUUe F8eL23Vf/5EmJPwexY6pU2qI+lyHde8P9BBWTEFAbBUFIj7w9qd6jRKDUU5P Dj9jgctJ9830ymliZaHDnR4vPlbbbpTtO79ArOlm1c9Xc+Hbnei6i2N0sK/d ultFKI0/eed9WXOUDZ0W7Wk7y5k4Tn7t5RdMHmiQ+09M315ADuIS7qbv2PBP qk3FMavfftmh1CZI4wM1j+K3PoYL4hmcgJP+PLwkU9/v8Bc2WBW04s9uLDwq fs4rpIOFqc2QbDHNxWmHNN4a3m9EVRu0342q/d7NLK3awkwS7Gi4lOS9eQpd ZvmIm1jQsUWt1EJSDwXrBFkHGp2kgdLq4mkNdTG8daxfVTTOhD0je52sU0aR rNWy1n912Di/MtYyK/oH2rYoPGBmy++8JrWoXnVtR29kck8d7qNCkM0VNxvT ceRHYqn/YSwFg3f6SiJKB1BZ3+3SmTdsmP+i0/Jmzyhy/uJ/y0skAwE/JByH aB+IdnLR4FlHNqwIvayy8U8SqFD3TK1t48NC0a4/OkqlYdOANSfWjostixQu JahxYJ+zfs4l7aeE97cdq8t/61e6pMVHp3Kc6NTIFZAneLgu/v2Z/XYcvPHI yH7zN1ycp9Jzl5rPxCmatYINKWxcpruIPPOOgxct1ZK08WZj11hBckghAw9a VtVMinFwk+TRgDfXptH6fS/HS6rk8NdH43fbvDhgERgjcVAgjT/ei2VUbJCD WW755w49EfLJ2CavuJYCq0sLVpDsG4hHf2/sevtQHGdw6BO7SWEEvYJTb17X REw8t4vcdnGe2HL9gMGm1zLY52X4AZVjc8SDTc1FVy5RMLX08s4uzXki8er2 nfHhYljnUJiZjZkUvBSdqBCG/+6ZWPdHS4ykoSws65ZWviwWjq/3Nf4hAae+ bh6bGPhKbEqsfhWymgr3u+LSZfzniE8bNF5+y2RCtkdbTO0uDtZXrH+33pcF VS6PTjZdY+FrXR+j44QsyH9/3bU4TR6y77YnXkzjwj+uOjFnP1FwvFSst1Cb Cx9CVFz6V4kInVenbf08eNDPdxYw2Xz4Hzi3Jl8= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 134-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVk2k81GsDhscY68ww859NUjgqJ1SESKfzPEVEsleSJcohpbIcSU7abBOV bNnbSZSUreJ5yJqQiCxJsiSRZaixvr0f7t/96f5y/e5L2e2EjTuZRCK9/53/ t7rpzfqVdV/RNb2rXU3BdLw6/GUnX5aEF5DRU5oqAzqEUgRawzMgLviGf8x+ FpYXMsryzWVxD3uAurF4AYTPk77KaUphWopF2AEGFXf8t/0NTBKHcqHilBA+ Dwp8X7C6uNKYsnGrk6PLDMJTnJMyxTxcJKcY9HyJh0dvdRL93GmUMJj2dOIZ Fy7OuDoE6/Owyhk5icBeBo5sC/n3qAYNXz/tWdbuTsV9427bUYMUvk1Zo7rx lgg2sdKtWs0fAV705Buvi76CuUmX25eXz6HO5SYGe/himOzcYGS8gYXHjyU/ vOs0i0auOZALzUmY4ZrSdz2fjBeO7It+pegPEv44dyY1gAFnzQKExs08aD9t 3xgcz4RHAwN2mYZysXrjr1cTziKwaLnHUjbgQjDJyf9aLIqXd3u+FvEjoMgH 33NrxKtBcv8ceJ8piakbo+bsxN6idVl90OCQEDEPLeo8ecPEM67/NqQrvkeU 9ws+bit5UP8mqfN28gT4nBmfG/diADSwdl1MDBxDy7tXXZJ71ofW14ZqjT5g wuXz7JNJaQxYCQ6il88YeIT8TGd+YBAZ3zypar5fHLqXUNuTC5pRReL+gycC eDDE+PgpbYINa69L2qftqQcizT/MrlCFSDIp7uCzbAGiJpfd4o8OojIypTO9 rw6lxS2Xq+RMIN9p/6M5sWKwO7Si4mO3OI5r9KKVTn4HX0M5K55rDoHXaYXH 1IVi0C5KsUPxpQRkFw5s3fuIiaW8tubvVGpDXy7F1LTckMDlqT4plBvv0eWR AZM1UlyoWdhsUh01Cuh3tVp08meBhnihRyNDCm5ZtD59OEUKKmffkuHGyMK5 mJOhdQU0mMVNm1vlwYJPmvWMtHdOA+qQYnVSdSeqa4n6s1OHC/eHTNXy21iY MLU4rNIvQJMpD+lpJYvoTdPYepVv0vhvLRxZ8moO1JZ6dKxPZsDHPwMZjZoU HLz1avPIIxIse7ooPFBBh30HA6ZU/DiQXzWXrJDPhYObSme2neNgudVScgA8 ReOtm7a1+fCwptODpw5QFJaVbD9uYymJZ0dtoySsePiQsY3scsMhtF5ZbElm nA2zavQO1AWJwE0OqaojwUycajH+WMJJDGakujjLDpOgR28kozaeAQMfX894 ZysD+0w9jhpq86BhBzu1wW8cmNb/fHung4bluwZjDm5mQHnLNJEgD2lcE3tL d5U/B3usXHdVVV4az08OeC5DTEyarYgOUJ9FT0felSZRBeBPZd0Y/d2/dx+S MzSzZ9Fw9oL22CQdVutNkYJlePDISjuxUw0E9iYdSiy/O4qGbZq7mj2p2Lpg 26H3s+XgeMNS2gaCgwvaFNbXllOhQSIOMS1h4VSdTRqbPtGhj/Ygf7W/EC1r uqJdcOgLsqDUKd6ZIuFz1C35cj1jALhk+hL1klj2ndX24DNM+F1j2S88S4Nt 1ICqHT/nEOdaxsC6ejq8n1QVs3LkCxpatYp/RU4Wmlc0KTaJkuG57NOenL+5 WGpvMWEsycJUAgWrhfPwlw2u/jOjLDifwmfQK94i26ow19gCSSgW98k+2U8I tDwv3Aks52IFfb22CZ8vIH+Tia+TVQX6EkB/p+lYCa6sr/k8QQiBbURkZvMD Av51/KKg2/EtasYy2m1JktDRp1YOl5NhoLxy2ob7PBg1tkNXILqEWqz/2h7t J4ulWI7usacYmPzq/mZdbTE8Z/VRVjOQgbdt21upQBLDAWmNkpFXqRD0jeZJ WYvCOx33dZH2TxQeR/CcPb+BtQdcnntIEVB5at5aM4MDfymdC58ZloFOKdyE z2pMzBhuijDIY8I1R55J7FkhBKzXlv4BQg7u+dQnq4ZlYfa5rpA9/9GwZ1ck cT9eBrpczw5PYIriLlLn8h+ZovC5xPnQ3KIJ8Ga3edXgkgS02zF8Lz19ERze 54jGf3u6djpv5l9RNoy+lUlEp/Lgn1d/FYZ5zYJdSmtdOqvJ+PMnCwX5CgLz Smc/euWMo2T+Xs6OzbKYOnyEIH4KkfuAuIkUn4Elw63Lt0X3gDgxm0LeEh2f 9HxTcrXsIzgqoWY24D4O9LvdVHcjIVA4oB9O2UyBa4ntI0oJZLglL6dG84EY Di72ePkslQZXLVr9eSZcALw3RrUY7GDA2+4yoftERWGHOs9cq1gE/jDrI3O5 BEwPJN3X+8iFCg298kq530Foz+MPhwkWtOrYc7ihhIDtZxbO5rVy8JEHrS4m iIEbOdRa8ywSHhX3s75SQ+Cw+GN6PGM61rmXnxXiO41+FfW3C+NouPbVmHes fy8Qe8C2PRxLwmpel0XkyTTYx5rv+OAujT3HvqX3evHgzbiqh8OJk8hh3ZHo /ihRTFl41aiYOY+yE2HIRMM8WukhuaSalYMCm3mipbPfkd1PgbO1shQM93X1 Pt8qgXcZ9lTnPfr908W53jbzUaS0eUel4WM27LujJWXBkoY3sgyuG3AY0KtO 5XauNAF31rAnk/142HwOWdmHMeBBpS3lHX5MjFru3c12E4G6dUP2+4QsPBrp E9ucR8AYf8vSBVMZrLCoXj/RzoQBR1b++Ba1iD5/Dffb1MDGhVfXBrl/k8KE Ny8hukcW3mu/5q48KAD627zjTyiycNWK8Er99jww2+cKbzovAIP1aj1dtt1A 8pGi2ho6CfqUpdrZEEvgtG/io4uRItDsue2GwvUs2FrxNr1JnYFXSUa3RZVw odmi8wlgKARFdsXXq814eK6zKaCdzsbVT3Qquhd5uGbfgPuWQjZca+Lprtcp iz39AxRg0hKIjl17l1gthsf+vhC2XZKDQyNsMsziZ1F6jtqlnat+IV9q3Klu NzJuev3GcpMTGfMn35nkzYhjk7s3ZeKnpODlwYeyZ4NF8fHIXU05lbJQRnXu XXWLBP7OUdaYYjJgUfXxzWVGE6hUjBw2qjyNjI5CZ90fE0hCb8dEO1ELGBbU h9M5ieh8lCqe2ygNC+zxD+gqQFaZM5cHbVgQtIedXiXzAezWCXkSfJ6Ms1oc c5j2k8CrOHJKmVIB7MwU+l4EDAAThqZ3ZBkF7nxibxNnLQAjIXte+lUyYcST pHS5fXNAPc8264sbD1fMJ+fU54hAnT5mzXw5G5pHS8Yq9ctA6yrz/Qrj0jiD ZyTh4smGXYYfkvaVMLBebnqtwIQHVUSHLvzKXEKskBAVs7dseDZ+94v/TBhw Ivn5SttcHv4jXdfLr5eAZkneO3y1WHiSfNnNv4OJL8TMu3do8HDSSZVW/UcN 6GWb5IqVYwT2valalZdOgunC3FeOL4UokfkPeYshFb/lh1bPcSSwho/Zic0X paCPjuIxuzEyNp8aUlwUMKDMI4fIixECJGOy5t1DDQJvzqruopz7gSxXBHkL d/32q2aEfOl7J2qh3bvkNygBLydsuLrSaQZ5kZjK6wwk4bTT8aBSixFUOJhZ IGwhoEvBE587lgLk0HvsvtsiDSpJFKxZqO4GH0SfjETYERC8eZUs/kUEKkgc /KnXxoP33IxfLFyiw51fzViRVmxsctnCNEKFAz0cdO8mqL0CY2aR1z7/5lXw R/M/GqUCsDrmUeukKA9nK3x5IJHLwIbvk0uDI357obVCVPiehZl8HW68HRs7 RmrG+ufRcXFDQ02xCAc3ip/ybkn7hZzY/2Tl85m4v1jwoM2NBZHrcV/+BA13 50TSXxjJwrz9tALBYxL+J9WSu0yPAsGD6dt5n16D4n+NP7cWkXH6pdbWM7fO AOoLVs226kaQ42+w49/rS2BXxtFNO9/SsE1xUa+u6yJ4trPpyY0ECr50gFmT Ib8ErqbY7IsOEsE9m/MMR+qkYf3ihRfjQVy85o4uf+0cDRaevnlfNVcGB32Q zw78zfVSv+nU9Nd+cOUh22jFXSn46DM/mXZsDpR/4Ep5OhPwtktbWJU9C/+i Va8Y+4sFyw4UX2xMY+INpN4pfgsL5rZnOOYnceGblGutWpVceNZRIyziIwWf XaYqP2bKhZ3+CgeG1i+Cdd2p+zvSeXCI56DJIHgw5U5dsU0JBzNg1EfbPB6O U0jqNzIkcOXedJ+GSEn81LXbMlSFwAn6W+/Wa8vCTqP4gL6HFGycZWHgNsTA XzOu17tdEKDsWWn7w+8IvLsnQZ28MI0s5N1VJbTpeOf0R0ZbwXdk/WJZm1Mi E8sV15zI2TqKRKsobXwxcSwfrNZwkTcMLAPYN7ZvEMd/3FMweN26ADQ1dJRa rtDw209xSIMjDXW+PVd//JqB37ltoe+tosLKiMNh8gls6EwvvNV/hg6HXrdU jhtL4jvB21BzAwHHTxX4nExZBBynibMNMyyofW7aUiGIgnM5TSnUAzwo8zg5 1VZ6ESxUPzbYWMiCCUXnN7xpkYb/A+cIWfQ= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 135-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81HsXx5nFMDNmNyNxpcStVLYopd/3FpFkSeIWFRFXqUhSKlTUSNxL KfuSEClLirbvoSyVXWhTIUtJ2WWbHs8f53X+f38+5/U+aq6Ht7mTpKSkGubm /ztVw3mTj1s//tcw6n39KXlwPmtHGcPSMItNipiaHHT2gZocY9skceXUdb// /uZD+qCJfdEWLnwUdDN0S2aJkifKPUQrA5gJVmG7OAwIEe8XF0zKIsVQGUpQ uAjVN1uPbmphAkXX2NlpzzhmRI2eKbSawLE9SUVD94Qoy6+lY3QhG6JPeD5t c2dAzKbOypPnmZBO0dDUTZOGWo1eo+TDPwgv+fjrLx/0EdtTKza4js3id/PN jOzDqfDp6LLVNXoKMHgwPjfDeQrn2q1gR5FJwHFJ6IwuJEFi2dTdK8b+ROzC 4MBEfw66oJT+6eE+AZJ+4xusIVNJzPIVg7IIBjB0I6a3UxswnXf2YxlrBnP3 SfQLarhQZPHJ3NGxDVNaZn1c/xAhpd/fD8b7jRAdWVfzrjzqJrxyRHvPtA7i +R/Uzyve68SHfp88HBzKR/NnBEfikjjonsP8mDB/HvST7unPdPfgiVfiCVKR LHIvZbTFFzfi7bL/nIpaVUdIN/60iGRM4sWqkZSFbXOc4p+mhQ/0YGb09SMR CTU46cp8xecKQ/ionapf/Bsa+hBaXt7+QQYCyea/1CQ/ib5QBZWH2r3EA/eD KpXmsmh7hOpb1cc0ZGrLN9obzgc5L+NC8wWt2Fur6OJiAR3KEn0SKNdbcA29 zW4ieJbQkrnvUceRQwc6Tvz12pKJ1HLSWML/2IhzWM+t4iEbZQuTptU9+Oi5 hG2uEzpBMHpVK+Mq3+Fi6XSnBOEEHk7IlU8qleDgDx6RVU/lYb0OiEufTRNV VdqPl//NQ3cnAjh12hT4zLRgzTtCQk+LJJO7yuVR8JWf3Mx7IhReMR2vXChE bQ5hxOJnIlBcLKdIEEVY43Jnaks7HaYG7CJoNiJIkWnv8Cz+ileoUX+zBgWo kUZ4ediSkcHORM3+U1zgP/E4Z5BIQymJe3azv0ohCkve12Y7DwXcjU5psmOh EfUvk26dbFB63/Pf3jUcZGqZHbR3hTxUxaStUvdTAL1l+9D3N0yYGe72nIe5 ENr5x0b57zO4qL/pSRxjlMi8H+uoSuEhpTfxKdo5U/h0o49LegQHVRqOSJ1i idCRIrXooioBeEvtu1aWMYCVi19Lqi1YYFv8176WqTKC2tC9K2izCIpblVdU lzEQ2+O0iV2NAiTqG2gZfJJHlSrCu35qM3hefaRe8b4u/Do7xI/+mATBjLWF ih9/EJf1zP3j9jOA3WSz4VQgF73v6Gk9Q+agVoZ/henENJ4u4ivlzvU8M67i vz/6u3DitiPWXSu4yLK8XrWeTEKLVw+7Goc2YbuKMJeYYlk0VOr+9t2CGULH 8+yNgDIhGOZ/bjh5upsoNDDzdbYpxyrrHDKdgiuJyBVVHUO8SSLFzTDQKlWA 1h06N/rBqQFnj0kSV2ozkJNPtSKUkZB18sL0ZS5ckOM7uccc58AVu3G6xJsG 0zbtbO0ADszri+sJXUUD/6Q6WXEUA605YXRH+W8quvE2cxXWm8Dnva5ddVo5 QCzZteehhxwPPU7Idt3eLUK/FgRfGP/KQtTAQxaKkzzgfK2/aJTPRW7+MTVn y6YJ/ktrP/9JBbA4o+wacomLcoLfB9mfZsKG8W91ET0ctCc650IslwziXTa5 i0up6CEtJDTvwRDR0mKZyw6jo+2mX28mJ0uINP0ntax1dLRkLH/8GFmAjtcx +tyAAh2frJSVynmwwEZYtN17GMeH71AwXcMG8TeP5RqFM9i9W8ZMLpwDO3/a FX7t+ExcoW67L/otDy5v/9EqPPyZOEBbatHtPkg881Z/es5vhlDetfoCZQ0F aYyMJ1wKp6C1+bertG9RoVoq1E4+hY3UJTZ/Bl4YJVwDeo9aTHNRujsr1IFM Rp1Zw+kmV8nop0UnSSjkoZYfzms6+ArI5q29W20pD8lokqDKkwQDMkdtI6t4 YPEye9GC5RzQv1mYHeQ7hqe6X1ifjWVD9bMf3jF+n4kvcfW7b9uSYKnXJWkl EhNl+GQFxGjJg+ePb8mfvUTosYy6x/mIUbxz+T+Xv0SQ4cmS6z3/5vzGOddQ 0FDtDBaZ3DQuzr2LAxpF5CdT3/FwidD3WwUDXfB18Q55TYO+ozuz1poxEFUy /bnVcgBX/5RdrvVBiDpv6MhZ8emoZDD5tXElF3m9WJSeR+ch22NvuE828wE3 38zIcZVGuinmBSp8IQyIfWIa83mocXKFxtPHHFCWLHs11MZF4pDEe6UdUtDR d+GoQa0Aeu0cHNQzmMDzFsVe/shGD98tkq5XnCBW/+V99bAqH3KUbhvdSCwk pjpdUOruWWLj3SStS1afCNk7qks15KWQUdxGU59l0uiE77U758TSiLTDa1pL TwG9Lm9Irl/Ggb721PKeOC54+vkro7jfhGNkQtfu3TT4sf5s2AZZBThG60wl uczi5NtLz5ur/8KPu5696bSlQP3LGmsDZxJsslufNbpXDswyUllXR+TQZnEV aZGYCofEW+pvP2cjI1bBgy32dPiuoKY1wuUgH5extXkKI/gJlRQ2oDaGu/yd h7lNI5hmaDrUxqsmCtscmtyXxuOQCE2Y1qUjekKI1FjoOLbJGr/Us42P/viU /Lrm6jtiq35QwakQEmz7OHJ6zHSU8CoRj6hRyonUTW+fJ5f0EmYcbW/xUwpK rfLZm+43TvQH2T8++pyLXOPXxegaSohl+XbZXa4iaGfOW3r7Ihnpd3KrZsoE KGud3IVvXC6yrbD8W3mQDpMa7x80XRai9xvfxDmUcmBPeWFRrpQInbm69dFp Mw5qkg8o1DVQgGHSJVe/t1ywTZG8etEvAN9UzYr8ZCmkv3HzGhOfGXyNu5+0 diMD2i77l4afkwMtH4vDa87JoWMmLY3U7xSwHOlVlYxy0A8sSXMsGMcsM42m XC0elMVcN2V7DmFrlZPek1vGcIO/yVHPsnbczLx5/mgPDUncX2xa9+AX9pLi qi03kkUfz9QdH1/+A9/vySqebOahe3nTxqd9x/HOzwczXSVMlHkwVru69hPx hlzQf3HOI77a7VoJz8lImbZ3wrBVhKguOZqd1hxk3mfBF9sIYIVKASvXSYQ8 dq7KiF36jPDMj1SxLRDCfR0V8mQLH4YtU2dGjgvBSawd45c/d2eWJ9ZvNRRB ncxx7+akX3iR0Gf+rCsfvpSM3mp15SP9uPb59TNs+HBbLP/IhI3+oMXUGvuQ YH+itXCeIQWlmdLq1hbVEiXHNnW8fkCClLpaiaf4DMF4xK/6q7KOEJWWFBK+ 0mhLygED8wYmOF4pfhX9QgrdM68vuB5LgWM9v8tp2tIoKmGbw+WT0jAcY6ir lSCPXknOPho8KYSFnLyUkjm/3D+RmqmZx4Ill6inXlbS0fkvm0fG+r4Qf152 +XR8BxPd6QiPZx6cJjBX5sS4pQCl72kNq3DkQ7hP4MOuDQro6a6Sc3VJXNBU dElx+KqA8tpSnArjhChiy56CXysE8HxHsk+tWBam7t6w62QIIHa1ccYrPTYK 4+d9PPxGBjZlWxm59nKgJreuNzpnHOdM0R3dmnjQnXRrNWXrL2yl5K5J05vj uXrYpPnhT2z7aF6r8zUupAev8z3x5yAmV1Baw6kyUJXeNSp41E9Y+wuub1gp A5svXro5FSiFtLX0FzRHMiHivuLuA81MpP/t4bK7LznALc7gyxaw0POLbmFK sQJ0p6p5wXsLDup92fx8cJMsZK+FVlG1AA0eL/Y5kiAhTkR1nLHmCJFe8Ji1 8kkKzD8TUNVXrYBiH4SsrGmmo6LVaee/u4ngo5H6LT5nGvM3VzjrzvmMvD9K HLGcCubTiRTGLS4802b79s39MRUupJANljwwdNRpUp/LRTnTd3kghwaep60P 2G/kg/2RqPDyDir8XvA92uniKL6nxtyikiIDkc09pDWBNKS++JhZhWAWF1f1 f0mfEMGhVcqyJo5SIGN1mNQ4SAbPvMbdPWrTuOaHSoXOXgbMJjYErOySYLOl ndu2zxvGgafeGc2qScM/h5LiIb+DyF7sfef8o0asY2XNvmkpgoH1Tf+muQzh kurjlVrr2ZARtLt5yaoOXHsou/lVYgOWWqxqv6x4kDDiHolSyxfBhPGF6OD5 HYQt8Z577BYdTU/Fn9QalkavwWuzr2McETB1NttCk47SjNevNzSQh0RQDr4k kUNhvaHGVJUuIma/qesNOh1Fev8kqtoHCDejn0/q6jioWj1n36MuKSiMMZjJ 3MlC9irjya3W43hHTvVdHUsu2vCySaVtNRkdyl+wY1sRD11jpWzVSVFA/wO3 vS+l "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 136-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk71Wsbxbc9Ys+zlKRDGqWSkur7qEQIGUpJRYkGiRSVkwghqSgzlSM5 QoaodOq5U4YoY3QcJUMhIrN2prf3h3WtP2Ctz7qWmpO7lTOZRCK9/a3/u41j auSQYT++vuZac7UvG7g7ua5NSRSYwlvyWZo8pBtmOvFqYoK46RvrdWO3EEIM tdIdVITQIvrKXPlkinDR2mL29BUHWAnmwfY8JrC3nShVjWcipSA61S9MinKs 5t6P/MQF6soNDnv3j+FH9EDntcUyHN2ZlD/4SIISvx45n6LDh8izri8+ODNh PE42yyiQCynUBZor78pBderC/pDaAeIoOz624nE3ce6r/smpqyT4b7bROtsw GuhrbOlJPSGFgePxD1IdfuEQytWwa90U4DkmtEfmkWHu+Gic400fInr+xfOJ Z3hI+UJKfG6IBMn963lxAb2UmEx7v91EhQPMleETNrQazKIwMpeSZzD/4LRO 7ls+KJbZjbe9bcLUhikPp7lSJOmRlx29OEq03b+VdfPZV6LFPpXTkDCEZ39U D1R61I7lxaZD0igxmj0pOhmXxEMKGrWHkl1E0Et+pDP5tRN7B9Rokc2YyPkp 80N8QS027K6ke+XWEHK1P0wimDJs2jReKdoow8z4F3fD+jpx76LEoZKkapx0 c7bSa/EgXiRLMru7RxF9DCou/vSRDj+WsyNw1iDRHSRWKdLuIvY72lLiGhWR Tbhqk+o/DNRHmfvzXKwYFI5uyDOe14hnN13wMa5jwctEjwRqbAPmvdhZkr6d hJbSC12qeAoo6nvRptKtXKSWcZcjucFF9Kgmj+AQPkqXJE2ouwjRiccahz2n ZQSzS7U0rvQ/LPh2aJZ+oAwPJTxgJz2dxlizXa7WnQcbV0Do01cTRE4t+/hy IxF6OO7Dq9KmgrRQrvbSASp6kT8tsy9mo+Mzl4q1ctnwq886nGEphZumDQtv HfmOtdRoM5wBEXpaObgpcDcN6e5J1Oz15cOhnZuPd0gV0e3E/fu430goa1Bx cbWBCPk8jLxdZ81BzSsOph5L5oNyc+eNA3o8RA4MDKfN40FZ1N3V6l5iyKjl zI5v48Lk0FfXWZgPuQca1F+MzeD83rrnccwRYneABmn5NyFS/jf+tnbGL+zj Lu+rYyJApWuGSb4cKUI373YvG5eAG+lgzMvUPoy9F3hrPefBjgKDgw2/XhKR Pnd7GyUzeFZ1xKqCgx34usHDdo9HVLjI1M9Taukn5CO/19oYc4BbZ7nJ9zwf jT94kJaax0eNzDMlhuMTmGTT8bZvhQClxZXcmNvbgZc+Uv0SNCVAZsXVqtUU MjqSR7i0eb/H1iXBjlEF8ui75vzupZIZYoVrwF8+LyWw0G+etRC6iDxdI08H y2LcmPCH+fKWciJCq6xtUCAjlDs2LEqtlKD1Jy6NfNxbg4nN1SMrWBy016Nc CV6S0cBnMVlptRAUhHudo7x58E3PJKjqiwJMWH7iavvwgHTIgnI4TQHOJFXJ h15jInnDKWp7DAP91ZS2Gq8ax9bT1f9dnzdALLLfX+SiIEBOET1BveMi4H2r DlmXw0dxOuON7zKnCWGFhdcZmRiU8n5Fth0UooyLzX62f7JgpRqpPCpLgPZH ZlyO5lPAJMkwhUqWR0UM/6Csx4PE3+abk5ZZspGN4bd7ycnTxEREpdmhaRZa NJozdpoiQso+5f7KP+jQ9tl8jnKxAKqUHce9HEZwfNhOsaEeF7b00ZShcAY7 f6UbKYTxIDFmU+Op9HbiJs2qUDrDBqU5yYv1FrcTxxiLTb46DxCl57nrUzxn iDn2ay9T9aioJe2Fc0w+HennZJZp/02DmcwFm1ef5SP1acuF5y+PEFm1T62P fxaiFGdO0C4KBeX3Tf8VmEpDP0zayRKJAOXsjbmxz1SKLJtsD717KkC11O0X 3Oyo0Ec/tSOiTADplcNv0lr5oHMvL93PcxSvfjWGfb34UP6q3y3Kq5XQiv08 2bGRCouPXpFTJrPQ064nFXRVHrj29yS3HpWiTLH8tpKCMbxn2ZGrX8IpoHhk PjvSTw4yYpDf4LtJXJxdWLrqYi72qZVSnv/6jiGvTpiZy0GXPR3d/N8zoOqg a0CGBgfRpidaG836sNFL5WOVqUJ09M0fKVmKArTlsEkIc4cYcP291AwnORT7 ze/Sfj8BzJleUjn4gY9iE+6Vb0wnQ1v35VO670SwNe/+fMP7XBC4SaOvtnBR f/lWWkawjFhr4HbLXVUIdw6/sXt+4xHxq90R3dk3RZRpvHR9YtZGyGerLl7A JiHTlmzJYxkZnfWMyb4UKodSKjb2j7hJ0fvimuTqJTzQLci+UnFKCK5eZ+ag uBkisjy/JKxeAfo3BgRvkhdDqJnpetJ6EiRnLg40Vv+JSdFtmjIvOlRXvLXQ dSADK+ujEsFigVHqHc6tYQVUMcS3H33LgBOhptWZr7nIwL+q0FiZDd/FakuH +TyUY/OKFCAdxc9p5OA+tVEs92yZrLBrFDPWGA5+EJQT+hYhG1p7ErF/uCZM rFREeyQja/d9+Ykt749d6bQSoi7zh9ciHT8R23X8cn39yXDugXd2hcsYcfRJ 6LAatZgQJ5cFGa/pIYx42m6hL6hI/4Kajl7tT6LXz/afU6/5qCTTJdI+j4SW 5FindzhJodkRseKiaUinnV82+VKENGtEIv9PArSjxGz3nAFFON2XSDXzkMIQ +YqTVxMfvLbqFXFVpeB5R7MkJ5mETvjHbGa6z+AY/mGy/mYm+AX12vusZMFS DxN3vUsK6NzrezwrVQaYDXepTo/w0N6x62wrkQxzjBbUPVgqgAQH3h8F64ex hco5N5npKN5UpNG8xaMV17PuBZ7qZKDIBNW1WZYT+CiJr7ZsnTzSY97SMcga wIWd9wtk9QI04tZl+V/VT7yn9Xia02+O5696UM6IaiP+peT2htgIUNeis3kN /9LQHMaB8TWNUnQjcCiJxxAg424TYailCCojmIeHj4vhy5ORvxudhGg164AZ NYsPHzND2c+2cFHuNo09ZY5UOJxoIZm1hopOt3547n6khnhyemvb+8dkWH3+ Mn7z+SLBfCYsMyitIlTm3+kYN6Ig09vHdI1rWOD1MC7x6lUyemRcnRsbTYXv pmrKb6bJ6FqC1a6r5+SgTL1/6o+9PFQ5HfBs4JwE6lt0L335veeFZ++kaWZx wEEnfOXjGDYK/LJteLT7CzE+oX7YbQcXZbeFxbOOTxBKmTF6Ie4SlLK/MbjE TgiG1his/KTohf2TS1VJv7l/ajTuZC6B1zuTPd6FyoNHSXBPgqYEotduSK1c xUUVvudfBhEKsDXdfJ1TFw8s1/ZPNrBkOOOXot2hOgHU/FO+e1vzL2yu7KzJ WMWGepfquREhg3jHs1mNDjF8MB/b2xrQPIgpJdTGMBoddJu8v+Xd6ycszohi Ny2nw7OyMZu3a8hIe6nOvPoIFtiYW7GCmrlIp6doycMKHtjnbHPPHuWh1yGH gpWjRcjgRqB+gNzv3CrqXw9slQf64w9PEsclaMC7wONkwjQxctV8l/xPEVAO XwsNX0YDgY3obHCgEF5pcz27Exno2ecKh+61Ilhjt6JOPYGNFnakTpz+UwFc /7Q4ZrtZCMcsdo90asnDzLzvkXtDRnCRn+aHJSQFiKjvJOudZ6Dqz8f0P/NJ UFDW+yVl/HfPF5K1bHhkoJu7k2sHKLB+O1fsOjmF3/arlKw4wITWkUozZ74c GC1ut7KZNYRnzc69vOUHGY6cSIqHnDbC+cXsuMHYerzC3IJ7z0wKNT75u+NX D+Mn5d6lSzdyQS26zvE0tQO/O5FeX5lYgzM0flaSvIeIdfyT19RypL//K239 rO52YgfRzD/9tyJqdUrtsGugoPdwdJunXRzhaiBjeXSx0N0NGzeu0WVDrE9q o2sRCwV3BW2gqXQQ+3Yk7CgtY6EItx9E2ac+Ir8g7dzOKAEqV884+KyDBPMc m7jDJTxkqzKW3GgxhvlJCWbfVIRoU0Wdyoe1FKS96zm5OkOEYji3t6+4LUbr j2W+6Y6QgiHHihGu3Yn9rbV1jpnwoWbXSCmlhQKefVr5wXZ80FxWy0iYoSLd oYAPfE8m/PTavf6VCh+q2+c5el9QANtVnOkNhZ9w8Ls7HQ/USMALRmK5Hhpk k9c1ZHPIMGlsIFY1paGvVZ69WvN68OP99OVeWY0Yvd6l1jeVjm2vy9o1Dv3+ P2g03Nf/BnHxn8Z+xvwWomjO3FYfxzZiwCOOR15NQl2nbb8v1h0ljtu55NNd FMHn8S5rxcpRouekJvPhLTL8D1bIEkk= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 137-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1Gsfh2cfDGYzM4gsKRWVtaJT3zsqjl2lo70w1lQUOdQpFSEplLKf ikJZ2gu5P0iKIhR1SPZE9i3ReHp+eL/e/8F1XRouhzaLKSQSqeb3/v+tK7ct OF04jC+tuthce1wOavQ8/El5dPiFNzyQ1eaghxuij64YkBCXj187GrudDyX9 Vw6T1QXQqtDNMnj6i/BsyMqlkLggm2wXvpPDAvve+j2bQuWRYhiDdjJKhBYt uBdXmswFmsHa3bv2TuI95Z/inh+bxQk9qQ9GHgrRdXrs6y9UPsT97VnSJGbB rHfmEy9vLtygLdI2uE4GN+sQ5R0Jo4S3XNK1qie9RMO2YNZDawr8N8/C1CmK DirvCcU4EgM4+5M74u5TwIM6FLp4aQiRoHkqJCWQg8jjjndlMjjAMoie2Up/ h0kkHV6YJhm4rhKje2+4MLHm1brwMy2Y9uGXn8t8Ecpamhm/uXyKaL99Jfdy UTeR6DDk8OnSOJ7XonVW8WEH9r4+vmuySYTmzSocTkzloPnCyfpf0ULopzw0 mu3uwayIkZSRpfJI/IzVlPSoDnfWLPy727+eINcNWcWwpvGj7Q7WD7tnMCup 5HrUQA8uiUoRnwqqw6mX5ym+EIxgcZ1j3zJ1OdQSVlb2uYUBB5733X8WOUb0 hglUC/W+Ej8+J9quyJZDW6PVPqkVM1H2F8Kn77MIpL3X3rdUb8R9K/JjzP9j Q2mKXzLt2ge84s7qHck0CtJlPPao4UijPa29zr6WXKSRc11eGMtGBeJoccI+ PsoSps5oefDRvjMSJdvCWYL1Ve1l4sv/cIF6zp9rDGfxaPIdudRnEvxHYIfJ zqU8WKcPkc/KZ4iDSYz0hV5ClD8VxKnRo8G/4hezC8IYqOSBZHpnmRxqtuiI tfXkwM+BLdFMBxH8cm3YesF9CC/XoM/JDysgL61//tl6jYlW7kjR7j/OhfNb GMo+jbIoPWXvHvY3EvJ0nU0zchWioPy49Pot8ig7gqX0OogPys09sftMOOjW 4Qw3nXouVMZfN9Y6KoBjy8cjZ1K5MDva7amEuTBueE07J5sMD/rrnyeyxgnb y1GbzchCpPwxKV0v5ydubhYzbq5UQC9XjZGOy4uQxWq/jOaTPHB8tN71w89S wlg+02V4GRmUamMMH7l2YmUQvehuZ8Ap1pr7iq2DxIaqTc4NRRxg1zuYHQ/h IoH7x3jNi3zUyAqs2Dg1g+Md04tr5imgW4kVsfP7O3F2t4vzu1kFZFNWq1ZL paAAO/KDybRGvKUifH/8IykU761/OG4ZGel7nr4ZVCoEHffzb8OIPuL+Sgv/ 3Q5lWEMlYPZpSDURs7yyfYQ3TTxVGd99LYmDdvm9UoRSCvqY/P6GqakApPm7 xPHHOBDPwZ2TqbIw4/CZrRfEgV1t+vMlzrIQmFojFXmRhRp0pLYr82XQzU+3 jLHhFDasctpZUT9CLNm5t9BDmofMuscFQboi4HyrjTAt4CJJaKyn8xgJ8avs jwZOC8B5Q0XXkK8A5ZxqPul0QhZaukqqAzIU0N64nHMJXCrM6zQPc4+QQYXM 0LDcJyNEw/pTmg8MOGjrxm+ZaWkS4ofJ4+BQOgctmSiYDKAqIIvh3dlxztLQ /sVORbmMB+qKsrVloZM4KWqbYKMJG0jjC3Ntw8kg7mZYSEdxYCivqbM6rYu4 TN/8WDQnB2luE7et+F2ED3OpVbd4mOjtfV6evY+MVHauPkczoaHeHz/N3gql 0ZqCu5V62XRYndRdl2XPR1oSh8Uh58aJoDL/lqBJAbohlg/7i0pF9D8a9Vf3 M9GQVQdFKOShgl96A4bHGTDAOOIYU8mD0UN1B2dK+WCUeT/rpP8ELvekGftZ 8eFV+aBv/NE2Yiwr9vPPvQxY6n2erEyRRWf63zdx67jgOdiX1uYtQt90WxqM labxjmVeF7qiqVAK0d8KtlEh5yo6OfJ2FrdRshpc/3qAg+pE1Oc/v+P8GE22 9CQHnfPf7xv6ngk095vn7mRxEF0y09ZoM4A9z90+kvtIgLxfL7iRK8NDIzcm 707FiAA3ZGbkuJBRscOXSLGfAqhIdKpHmrioYpFwXWwaDdp7zx1Z+VYBfFyG q/EJLvB8RQkXWtkIlAef9hvPEqvX+145pMYHNFdNOV/0mPjZsR/9u+cXsb5f 2/if+Z2EVJ7a0kVyJLRVXZuR/IOG/va/mncmkoxUYxabhJ0UgOfRQBWUOEew lw3bd0TJwuC60+FmUgLYX+jmKhohQ9rdpWcttX7g7OgG5cQ6KaitemO/cjcF bLy8rN3n5MEi41/5K2PSqLd6VW6ZrQwcjLSuvfuCjQLOKOr0K3Dgu0BDd4zL QQUGfVL77afwczolfEBjAm/IuPQkxPgHZq7aONLEe0VImGY9fhPpODRaG2YM ZJBrTZdtzOkZ7HB78nzPZj6yV1zy2v6PNsLW6OS946EUCFWTf84s/0F4P40c 06CVEUUvWcdVp78TFhw938gSGnq3c12T2HeG6D/pVHzkBReRzomduo9QkE7B lqxOFxFcaqp+96GZiYw6uJWzpQrortHeY76fFJBjhc12lWEZWG1yeDx3Dxmu ct0pa8xZEF8SkJexhA26flaHTM5Io7zAxR4tF6TBZuyrmmScgwY/j+lfeDKD 5S0W1d/R5UHRLo/yDLMJbK8a7DttPYGPfeIbTup04AbZzLNHepiochRtU9aT YG8SV2OZqRQiiJDL6w+O4sc9tx9NN/CQeHizeqX3DN7RduCWi0QWzcTWXDU4 0El8pN7rj9jKQ0dM8mqlF0ohFea+qVWNIrSP5vrPoe98ZNlrxY90UAADdZ/W mlwRdD0dz2504SOvho/P+yL40HI3Uq5oAxuN5D2IjgxngHuKvVBpFQ0ZVxma 2i2oJ54GbGp//4QC1qS2fuVbpwlWEb9y/csaguFvc09oT0fW6T4rLd/JQsB9 Nx9uKA09tKy9dy2BBh0dkmhjCQ1dTN7814VgMjgHXgpMUeChasnpouFgIex9 Want9Zu/j//+95Z2rjzcnds+brqDg852/Tk20dtF1BfQtjjYcVFee1SS7IEZ QnGRv5zNVxZsyrIzdfnKgS2ut1Mt8mdwzk8ZZ7d6HpwVv+7YnfcL2ymLtZmG cpBq+a0jbd8YdixSatx9lQuclhwN2+IxTK2gNUbRGeCt9cnGZ2iYsA9UuGa2 ggGZV2SsrTVpSE/XSL0hRhZGp3I00pO4yKivUCe/igPZqsNvbEp46EWEW7hy wm8fVjLOWvfw0deqhhfDm6RAZ3TN0NXf/KW6X4yMXkYHWuzkPWqcAMr12P69 KUzkyB9ZvGe7EFY569drJcuhW9Evu7COLHiesPdxMufDocpvf5ILZWBO/Xvc rohxrOQ1GmJ5nQUxDT0UkxAmCi8qVo0oI8Ojyv6uG1Mi2Jm/N/juJBUYdoco dcNUMPzq29kaS4I3g6oV+vtYcKXaq2mghQIWSzs2b1UaxcEDpOXsARp4HUxN goJ2YsmZm4mXsz5gfTt7dqaNCOa2B9+rMp3AT18de6m7jv2708yvBNO68duD WQ3VKe/wMaFi8ELPccKUe/iiRoEITCyl2jW7uwhHopkbkC2DSjXKtbb109F7 8P7T3zmReC348DZzhI2ur123btVKOfCtL1ncjtko/GvYWrpqJzHnVBN8q4aN YnyHiMrPA8ROlgcz8JwCeqWV41rUSYLj7Hl20ZE85KT627r2k1hhwaMXyeoC ZFZVr9q0mopSprj+RJMQXZVPt9VPF6C1etdpY/P48O6v8ZfUVioMuGVti9Lh g/ayOmbyHA0plYbRKU7y8OPo9j/KVbmw4fy2XS26suBkKC9Z+/gzblhgoy1p IAMnHAnIfXQYvLGj7r9xKsxarheoWdPRSbUtI1e+fMdP9jJWHM1txFF+cQ/f pt3BTpemOxa6cX93mZV5rXM8caq4cZCp2UoIWuXcfI07iWG/RA7FmISskjsO mvtNEQecPR4wPGRA1WyQVS34QfQd1mblX6FAkuByvtRGIVy6P828cWoWqyfM 0ueniMAoeIHTF38Z9HgqI79EnwPr1+S2F59QALsipKRhyYNNywSv9nD4sH3D uvKAzyzQNTmlmWrOBSXFjU9MMmVB8ZOFkeH4NI6+U1G0YPMY7jNPWTdzUAC9 J3J8KG6T2G73q7env3AgaSTrXUpOIx4NXCn+yGZDbdfPU46G7cTjsI0GK2So qFi/+Z/CWgnx7PJho/X8N/hr9SKPO/I81LbYJGT1m0a8PKUvqvCMPJK3En37 4sVFJT7mi8fui1DbQZRgb80AHVUHlWNOIhT3IqfY3bidUG8K9zTWFKIIRoV5 nzoD/Q/imRwp "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 138-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk71G0fhpkZBsOsxhBiqldlSSFb8b2lEspSPCWFQooQSSUlZYmiTZYs LW9KouxE3B8KRUXWRIQsJVmibI33eX+4jvMvOM/j4h/03elOEhISav93/ycr pMRhKHgSX9O72tkQLAX3zw7Z509T4S/enC+5kon2an0cHpERRnHBiQHXHThg G/3LpHoPD7qlB2haJX+JVXlbVxS/YYNkslWEI5MGOxNGnll0MpFsuCglJJqH CgeCLdtPcICiZbR/n/NvXJuxcUQrcBHHD6bmTxTIIOXLDKNWMhdunD5c0e5O gxzDwDErggP3KSorte4Jgx1Z0FAXPUV4St1OrCseJvwvmo1a6FPgk7yZoX20 CGw0T5CcshED5oHkvht5JLD8enT2ksg5In7Z+TMpgUw0GjPyl+3GBprWlXk7 kUYc99Ax49MYCViuAp3ctywo3yXRr3+xB1Na//odXMpDw6qCkwqmc0Tvo1vZ cWUDhD17rCm29DeW71oRJlvQh3et386Pf8JE7s9p7bcLP+BHqW2pya4thPCH MYtY2iz+TEurf9ciwLTbFfeiRwfxFtWSmS9WzTg1Tl72FXcCN2dc4mvIMlFX eFXV5y5RaDylPFaVME0Mh3MVS9cOEbHdjep9rkxkd0WpQ+kFFfF75oJGk1hQ meKXTElsxWpZklIl38hIXbTI4z1THNkLy0VjOQ7iZ96jy1xnoPy1beLbPbko QyZ1foUHB8mR/S9U4UWCNqRUk1TzCRsGXlEMVl3Ek8lPpFKfC3CT7A+zYxxp MF4HUc9fzhMcsST9k/1iqCJfMOtYJYVG+p6HSC1jw9zoritUGx6QFCWzFxwm 8Bq+yCJ9XBpR9e50JXIkkO7elJUjwSzg5F6KaO1moDspzk6Mb0KoasekkUQ4 F5Z0Dl53MWAii/fnlOdyOVB78976FQFcODfupLPjFAcWJgcOy2EW2JSoOeiG kyF/pKk8iTZFTIc9yu78RwbV6P0SCqbzUJRBc8lPP2mwLTRxbZ2rJKQafbxO L5BAriFWu9C1H6+q8d0/Zy4O52kb8mS7fxIRDrXkfefYwGiy2RR8hoXcuIEB 5alc1EYLrN7yZx5LKNbQ1hvIoIdJ1deXjvRj3W1LnnxZx0PbqxqUGsgklHVs mYGwUAfeVR1x4GahGCoqupHAWiChdYcv/PdUpQw83BObpE8aJfJ0zfz321Rh tTW7l2c7vydi19T2TrBniWdOWQ73Hdhon99rWagkIe2FB8FwggfinH3uN08y Yf1Z/31+dxkwb/OZsfYUE8ysrVP07BgQmPpeLOoqDfXNqWnyP0ii/3Y8XI+1 /2CdlvUWD/J+EasdnUs9xNloR+bj3uIyEuLUWQcEznLBkbRpZOApD2We7wyx PysJLsLrrDY0yiDnG5mR8SwymITH+r/cKYVKqaHh2cUTRFNWd1fDIAvZbfmW npYmIJQLwjw/F7DQ6umc3yfI0oj5o+XwPEkSenusFJZUsSHOYA29rGcG347+ h7vFgAGDp0Ua+U5kcB8QNROPZsIehfujM28GiTiRnUW8RSkQOuGVX685SHhR VS0G3MeJ+dO5Zy7pkJGCo34kxYCCPhJHdSxLaWhDTlbt2sci4LSBmhe/m4tW CGxWnYmcIgKcZk10fCXQmEUfSUaGjXI8WsPjO8RgVPS4bWwtG3r2SVmNtXJB Jz0vI8R/Grt+801tsuXC65c/vW8GfCEi1/olupeKgarnZeElJEm0+HP7n6oc Dhz++T3tiycP2bwpTpt6MY/3ahyJ+XqFDAWC0/L7nEUgMwGFTLxbwAoutyjL XArxqQ88cvncDxw2WzaVU8FGkf4HvENbqDBxhRq49ggbiQjmv7RtH8VXk0cW 1wh4yPPN8vvZEmxURbAN3ybIgIJArX6inYXCHqySK3kjCr3Dkcd130lDKXE6 LduOA2xvXnzMv94UqDCmAjQWCX0T71u+Shwofl+zPEHpOTHXdwDddfpLhNqV 7EX8AULsqZKqipQQahfroxlqUNFp/4SnF6OEkYbw7gy7Kh4cDghUQEmLRIBy EMvxMgN+Gl+I2CTGhbRB+QyVFjKkZamGbVsxg5vKGpoavGnQUPfWWnc/CXq0 zCMWlFlg9uAu/dYvcfRwqXX9FEsKfKIsG7JeMZClZCZnsJoFP7h89V8sJip5 VWwxWzWLy0VIEaP8aczPPGJsVjmHqXpbJtrZr4nJirPvJjPu4dArK2FeSwLd 7C5zNPQQYJtHvy8P7uQglbufbX0neokdOiG5waEkuM5LNyraP094lkT94lOq iOXvkmkJpHHCjLnWO6qCgjSXxBh9tBYQIyH2L46/YqFldmccitwoSC1nV0b/ QR78CZ/P0naSQDp9rNqFSmmkwqUzqiV4yLZ6u4PCuASEnjTevFuLDAmsQ6QN pjRYZVvlbqfPAnU/C1+Di+IoKDPsc4+RJGz/NaQkmGKigtU+vLf3BJhuptL0 RJ0N5fpK6lIhf7C1YpD3rOU0ps+6nNPlfsXNkulhxwepSFtsfML3qRB4CrH4 GoZiaJ14cFWQ0xQuGnxUONvMRqd9gxYmtwvw3i9HHx4USCJJPrNd+eQA8ZGc O3LJjo3cYoZvLHkmgRSoLn/02ngocPMdp08UGbRt2IITZSMNOxxNdbrjudCV FSVVtpmBbu457koaEINDKdYycnoUFLS8Pjid1kKUnNja21JMgtRTy2k6KWEE rYxTa1LznvjHnKr6/goVWd7x0t3WKAnXjorTlj4WRQXbGnIT4ylQYXjDz0ub iq4m79wdEyQM3iZ+9MPzHFQvuFA2HiQD/5FPC6ClcVHR6bsPV2bTQWKFqSCE zUZhX81/TQ9/JaatngmbKHPQ097o25JH54kkOyHfa2102JphZXhwiAlZzpPv HiUKcOacxB63JjYIK282xIeEwGqJ+0qqthS89Tzvbe85jW3L5Nr2J7Dgnpcz I6NhGpOrKW3RIqIQ9aiDdaB4krAOlE7cpCkKwzUqhAsSRWvVdZSbYyVhUDXH Kj6Ag3S+l6o9q2PCVFq91ESRNHp1yS1iSbw0Yp0vYrIEXDRU1/xqfKsYpFoN 0avbePByLcN/OIWKrA+ObtFbxoDDZ6297E054BNZUnkrSgoWlX/c2HdpCn9O wM2aUXSIbR4kGZyhIo+6gabcu2QorB35ev8PDxpsB4TVmKIgauVL+jBOhsZk ztxfaxK8/alYvc6FBoEMLq77SAEz1b6ddnKTeCzUyv6kMhWO+KTehpxeQjzY 5FrhWDteZ2XNSN/OA+PIa/nOgX9wyeuTNerGDJh7JmbpYDiE3/lkNNenNGI9 GFx6M+Y3Ycg6dpWfwwPnqOulhbwhwpboZJ14LIH2zPe7BRuIoRbwNPffk0Tk CJ64dTxkoXtGxsZ6ulKArvLlHC6zUMRQuJGIYj8Baa1JF26yUKz3GFH7eZRo 3KxWsyZHBr1ekela1i8E2juMzR4ESyN7xd9pbda/cXqZxgdfBx7aVNek2K5P RrWE7+NjS7nQuHuqhtxNhs6N9fBEkwsrNT5QkxcpyCcjLrGligkzAQ4bXyr+ +2tkj2T4LWeAvTZdYFT0GYdbpM/9zScDMwJxhb+LQNfXGOdVdFFY2GbCVbIU Qamy6tp/hsdwsbOoZkB2G15vPJ7hH/EU21+b7fuPGwuVOHnW5R+4RZx/0faT uqyb+Kb9jZxkOECM+yUxSeuFkEoffcFreJY4uscjX9RDAjz/2eBokjZHfD+2 kvbsFgkiUqMKKgdYYLIhu/fFWWnI5hfDbh1p2KrBfe3E5MAt+XmL3Ho6qBuc X5ZqyoLVoTFPT2YwQLbDTEd7ahabXu53tds7jb+bphjP+/zb2yyx9I6KGWy1 //W7Cz1MuFIRPfNFsgNPBuq6f2QwAJVUHvQi9RNF4Vu0NCXISHlHRN8DUWH0 PO6YjgnnLZ594yLaPsVBX1YZnNF/24bjeHvep3cxEd2C963nCAuxFst8g8a4 ECcvln9dfh6XC6wCy5fLALfKBR21mMRnPG+k5bRxwdvgjGh60AxxbZYfeSpD GsRmXA7KHRJGVZbSHj3ruQCvDG+9XjFPTH6KCIy9zASFA51rvH4z4InvD9nb vnRQKK8I//EpF3+kIiK3mQKpraVHRjRZoOWTQqrLkABGUf7LPEMWvN3UP2lA kMHCxrQ7gERHP+68fHg0RRh0nzs+TsjiAWP6YqzOhRks2xLqmnqVDIci/waH O8xg8Y39ZUYmr7D+8AJrk9Mcfvn4SXbwk49ER82AxYB9HzaZiEsEXife8dGD z++4hgOURXL3rlkgutv6O1Riv+FMpROJk/tZiJytlbYxfoRw3Rmr/aWLBvmv B17+rZ8k5hyF1b5NUMB0ecKNB6a9xA/5oRcN41+xlOyxuFdD3USqxOqSnTO3 sUaMf1X5zXfELvrghaCjE8Q6TedO0dYRYsHUvOt2KAWVFDfkOYeJIHOZyqje AmGIW5d7zPEyDfEcY+o5f9lomTLnvpumBPLx3sCoGZZBG9rzzM2jucimJSWS qJSE/wHzZWMd "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 139-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk8lGsfNmPGYIyZZ8bMUGSJrEWSonhuqUidklQKKVqJsp4W51iyRKJF KltpJWVXUbn/domk5LSQLFkikd2gt/fD9bu+X79rU3U9ZneAKiYm9vEP/s/e B258e+A1ii+siPvcEMgCQfLahJenpGEWr82X0eSg4DK2qVQnFcUHXvO7uIsH KdcjX8SWy4FM0uYIRw4Tis+cPqeWxkXy4RK0oGghkphdov0yhA80QzNnJ5dx vEyhSuGWKwUSulPyhwsEyO1jZ/QtEyFcOnm45L8DTBgubb0cto4Pt2iLNA3T KBBzJBm15o+T7qzEa7VPeklFOSWdHAcJ+DTfynR7NB3qrnJ1b7dJA2dfUsel PCo4LLno8z0hmExQCz6dHMBB7sYyDNNtcsA0jBHZ099gB/VM+cIfNCDc5oxy 6wjYen7SvelIO6a9n/V2XSBE3JITbfoSs2T7/SuP4p99I+XdWi2CF0zh+S3q YfIFHVjfbTL+yFEuOlDE/C+xsBEHdLIU4s42k5TGnzaxzCn85nL/Zx8pCjAT S9Kif3RjUBX/UrTjPU6Jny9fwR/GIkYoDnpJoJbwsrLWFglIU2dJKbdOkL3h fKVigx7SRsdSSVeJi+xjlD8qP2egD1ITk42+PChN9k6iXXuPYzx6Xn6kSCA9 iceHXnOkkJPWcD9FkY9UH6TJCi6ykba/NfvrAyFKF6SI1A/xEPvEkLb1OQpi 9ihXXa/6hCN2U31eraTAr6RMVkrRHN6/ZsHaMX0BmC+FqKJyERkYNSEWF8JE JflzU45lLKQ2azS7RloOpn9si2HYCuFFxfz7motH8BJV+m/ZITnEPzcn9qhR BhnvTtbsDyRgem/bjG8ygW4ku+xh94mhZ2e/WXvVCGHe5+6Le004SLHwixxZ wYfqy2nL1f34sL/s+taQMD7M/Pp2WAEToLWwiai6RIf8/rcvrjNHyfsrwprd rglga6GF2/vpUpISPXP7vogGCg2xywrdOvH4pwrtT7+YEMxclSf/ZZCsOPw3 Xn9cDthvbdcEniaQmiszrLhTiJqZAZXrJkT4YU24h0LaZ7ytMmLf5UJJJP4u r8tIRENLD4fePlEqADXivP4NxhCZZ2zl42xbhjPtzjYU1bwhY5dUtw9zp8h0 0uKvHCs55ORdIw+lVKRHnhGbPkmAyLaVbXCCA/Uvi2c+bSEgIOW1ZFQcE6FV 6itmP7DR7Y/3luNlE3ix5nMNUcUYqe3oUnxIiotkVt67KSigIV7tFr+AKT4k rnjwScWIg4oZIeGPngyTNe6Be2preMh+Xd/d1NQ5UjpbpHX1Ig9pj+WM+4vL oc1+d/W0x2ShvW2z4rwyLoysVrH2+keEE6N38NeZsKF+UnzXlUN0OPBNwkoq mgMny8XdovT7yHi63WPhbxasPiyhoRHeS3owdGy+HRgi3VtLackmdKTouDKS ZkJDWyODf7y7I4tW5TysNsigwy2VfbRlCUKkPmerdTpylFRvm6z/bsxCP206 qAIBF5VfWuR0J4AJPyR8t8ZWc4Ew0857FyeEmvJBz8t+X8nGw1H3dO2ZoON+ jjKPKoMocrKGPWV8ODz4PfWruxDNfNIXr7w/h3cvPnK+K0YcXEIb0l+mMuDB VRQ0XD+D1+bRLty58QSfaBSKv5gewM/ZmiUuT+RQpM8+z5AmBoQ2iYzbHeQQ fU70tXnTD5yUebjIQl8K2nsjfY3r5aDl3spUNWc+cD2FCee/sJEleantmCkF rbTwvHJMmQd2VofbKRXPyOmOfejmnllScaygWGN3DymZpayziCWGePb+taYp Uuikz9WsM1EUlGTUJrLzImDQPDRijSQfTOI2FYh/p0PqQ50wa/VJ7BJzzPkv W1loqK3bYuxMhfjP8u+0Brlgdeem7JURKeTTn6+wlcMBr6iNDQ8r2OhXR+Ax 9zs8GOCr6o0QHGTWGlZ66cQMfkGnRvxQHcMq1CXRNy7OYsaKdcP/cWtIQnxm 2iPsNg6J0QSRoTTapjUt3V0nBrb3x8912/3Jv0Hdx8imTvIvo6DcwBAq5KUN 2Iaaz5HuT6NGVGllpNN+l8A7ucOkFcfAM6qEhs57BC+bxmKoP2j7c98KArEM CiOroySQbs629E5XIfydruqvos5CRh1E9UypHDooiar1V9DhKnGQusqSCaoJ IfpjDB7oedscMzkjhQxuq6wmjdmwaaRHeW6Ug651pDpZ/hADWatFbzP1uBC+ S2UkfWIKb1E65Tm1cQxjk1HL/qXd+J3M3TDfbgbq6o/QvHCMCu5ihOpiU0mk Npqs1hU6jh933y+cesdF3m9tru0tEYPdX4/ec52TQW8shnbKFvWQH8Rz+8/a c5FX0dLoqH9YSJGxd2JFsxA1flpurtYihJaHUaxna9lI/sHyZ5ZnmHAweYtA YQUN+b/zeeKg2Uw+9V/f3vSECj9NmRfmV0eQzGe8aouq16Rzh6F5i4Q02njD w9j6jQwoXdfoNWFKoQLrhtxrCTQ4PTk7wL0jheKS7HaeP0UBz7r7lIN8AXo1 F/ps6JQACI11TzldQvT45M17mo9kwVk1o4Q7xUNhXRtGxnq7SMJWK8ZwIR9l tUcnyhwVkTtqA9s8pAlYn77Z1LWHAxrvV2oa94rBg2lph/1vueAlVWe5XYUK m+cd0GQsY8EXVT/v7w8m8NZnCs3OVwk4eTeH823eJBavpDVH0yWg7NWrOZvs UXJLgNy1NfoSkH3XQO7EVUlkoGek8i5WBsynlrofDOYjo+/Futm1HOC5nNBM 7xKgirP7I+YlyKHd1ycKTIwIOPzPFo/tljyIVD9APWrHgd8qA5eczo7incrv BzLaOBD7rptqcpqB3NwmT2jk0qGwur/r1oQQCjSOdxu4SoLE5mPUxiFxaLtg by9pRoO6QaXKpXuZwJKxNiWkGWCl02Fnr/ALa5XknVGJk4IjXimJkNNOlhpV Rev4fcJLN29h390khKGVqz4Qg1P4ac3fVXrmbNgbV+fwLLMP13ulv3uV/Aa/ qmw99nJgkjQljsep5ghhQM9Yzze8j9xKfib8M6QRZ+BFVn6lNGoC9w0+DtdJ 56XCGoVQHkozMzdfYcyCyykurEI3HoroCTejK3WS6dPbtxQf5aFYz59kdesP suviQJHJHQHarjSe2rxlHNuG7baX3imENztHq8S/iIPTy487+O5C0FzcyEj6 TUMLTBe2KkRwYdJv1+pyJQL+LXf36vmj5/ZlsnNmj1vxbLe5wckqOnAiEJ/y p0diLxqrT7pIwoy1BV95Ix0NB2StZN0axk9cJPT9HjXj7eey7y/6koO3X5jq 0NhPII5K/PO9aVfJ4OfNgwy1L+SYCbVBK6CHHPK+zqEuF0OdODVnLG2GPOpw KF/ikDRYVd/N/+4+S34/rsnMvkKF3PNBdTeqeWCx6lH783/kwNfs4B07ewGs X8yv2cPhgVPZ4pEjNAL0TILVUiwJSDeINzjyLwHyH62Mlo1OYZ1Ny8NMr0/g 75bJ5iIvPhwVZiUKd4nwZuea+tA/vqja0VSzLfsz/hVgfOADmw1B5+VzTKjf yMfh6wz1pcXRZH3tCLORiorijxtZ8Orww/19i9VlBeirlsnplXXNeJ/CPd1b t7hI1kbY13aEQPF9svQHTQKQnNzrqnCQgjL8b4z/PC4EqDC9UqMuInVs9saI b+CC4r7PSzzG2dBCKb8d0cgBxRcl4QOfcnH4oRBPLxoDUt4XH+nXJ8CY+XMs NoAF7Mf55XmmBGzOq3f1XEcHG1vLL35UWZQ0pr8nPkAcjIscM64+FML9qyHF hECE5ZtC3FLixCF33+pN8/umsdTqzmdmFhVYIGraY6A+i8szMh8FZn4gH5oZ JcVadmGL4fhrIPyME2aGJHDqJeynQs/dvWSG9Imy0TI0H8APlP2v/XImUJR+ w4XpwEHSzS522deWPz9nduNdbtUoOe1I0e0bpoG6Y8Kkv1wnOTC/53nDUBdO +vYo9gevnUyR1n5qN5mIt5u/qpR0eENuk+0OPXV0mJxf+5+DS9kgOWO5oSUx hIZo8bde51Yz0AZBaVR7AQUCHq73Gz0ui4SO51/xZrkocrZI48CQDPLyXMWu 6hUgw8zAeNPXQmTblBxJlsrAalxZmXpQCHf9/tX23fAT28QPvA+cYMHmi3k/ Fe/xIHOrXb1PGBsc9d+shg5pCM9ewtIbkYWFg+jzX+Qc/l6famlWQ4BMkK3u I8RAte0ub4NL6GB8KKg4PIcOp5fXF54rYIDSqCPf20cGxDKDLfJqaeCqY614 6v0cfjrwt3TKx3FsA0+/lpjT4Ijx6Cvyz5/X9fd2apAn4FVNlm/Wv9346RLf Ag9bKYiffey752MB7m0TrPzZJ0AF1R76123p6Oa3r5Qby4QgE/+r+kqyBJom wTKwiQcZb7Kx7nNJFHSssou6lgNBp8KiTtylocTfNzbkYC7K2nTrpPlCHlJt MelVrpUCL2rE6XNyXPS0ZGN4VmoVzpBql43R+7OX+kLVDwM/Sfty0b1VqQQS M8yOF+azkLcmJIx289Dz+AXxGf79eIy11bZvnIdMkhWNsnqnyf8BMK5o4A== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzdnVtwXVUZx3fbpIVSoRSkitAGWpVimyoggrWSg2PLrY2gI9qGQmwJrZbx cJVoEQ1yiVz0jChBGKJI1LbaeGA0zjB5yVNfMp3JS8bxPOQlw0weDjN58AwT Z5b7stbhO/v81tprJ6XtmJnkJGv91//7r7X3XpdvfWtnR/fD+++9v/vhA3u7 27Y/2F3cf2DvQ23bvv9gmLRkURAsOhB+H2wLWsLfVRA0/Ii+vhv9aPx9OP5Y otTcrKrO1uK/RpKsY/FHq6qOD6rOrn41WCqqnoHjai5M/UcC+Wv8sTT8UVFd QbsanY0SZlV/UFBjVaVRfzI2VE2N9PeqYm9vsFj1hj+XqWJPUR0b+4MK2ksq LhxiBtoD1X+8aozcq4u///5/1Xvv/Sf6DDp0WnVmWk1Px98hZfRzqZr5Vzks 1aWOz9TUzPhA+HtBjddUiu2xR0fUDVtfiT6Dr+qaqrnJsBphg3X2qv6+PlWe mIllq9aoDYcbCU6cmI5Jws+oaFPal3XaVLkY1q5fVcO/WnSauSDRX1dC2Z8l pu4HrTfEaS2qMlJShUKPGhqdiBpusYNZFtfMl4PRmyDtOkdlo0s1PTUdWQ9c 5mVZsnt3oySp9klIWw6mbgHaxVA2ZUrCn4Q0lylJuxjKalN/91S7zw6/GeD3 ZsOlQA+4ZL8D0lbaKV4Hix5wT/ayPYvu2B4Bj9EGJNX1zJ+T1X0USj0AaRuy KaTOByDNg2IBKj4P8Mez4VKgB1yyt0HaLjvFt8CiA74e2D+Xz+J6sPhiPosO eM5bXmbFOZ1g7u4EtB2yvgechgJ6yu2Q5aJYgIobAXcwofgCZP3IQSHVaorz gWIdwIl2C5Rtsas9H2jXAdxlSpZ9yF6DvZC2xUErcZr2K5C1HNLoKSBT5UZa GrllGj0tHrRZar9jp3A8VT/IJ8bAPZskJ/tqgO+EtHg2ETOkCkpZOyFtDZA5 RgZfPWvAFNH2QNlk8A36PZX1gClNQRPXcyHtQki7I5/aTZB1Fig7F9IuhDTq CD9ivy6bgMKYP3pkQnXu+H306V17Go/Xgg0PSVktQlOztVCWTP3WWh289jSt 2+ygbb5IOHlph7Tb8qmlKVQ7pBGtY1pFysxQPF7qUv3j8XIbV253Qtkkrb7i r1Wn1eTkpKpUJtXRYkH1DI6pag2XoYZNVkazbQZDj+g0m7fg1/1bw5I9qr+/ T3UVwsV6uAgeqdTyVmQzqHpUpzV7FVrDyk2rUrEULePVZKkzbL9a0OQboPoc itNa1NxUWRVLY2p8oEv1Ha8usV/OPt3GgkX+Tg+omY5MlftixtJ4NfCwICov fzcWZNsYC9FlGepMHDQntw602j6awr377qy2iuO4gRvh77zzbxecur+X8lmk Djx52INfAPs6TxWa4kHIuhgsEu1zVvN1Wklxsafa56zmUW0HUHwTcEsgbSOk XWq/PHsA/g2HeVmDJZB2WypN3Ex7AO4ylVXT21Jp86jVxwD3G3HfxmgDkro1 6Bwo/+04bVnDQxx90ZjiqeUcUHAewLdr07KHir5kOTJdttfmPDB9GeDWzbPW 2nT6Do3gl4HpB4CCPBOJOyUoQJaLQpp6XNwH/hYJ/izAP5XAfwdZqxwUUmCK Qma5KBagYuHeF/+s9JDyQS8uHk0Dau6T58WZgj8B8M3ZcCnGAw7sdKmuBApy yT+fUNCGC81QXLQSp2kT30lrnXbPXYdjyIH7hnEN5KuaVhqFRpNGza03DyYm 9w8HO4Ce9n8KrD5a6RlrRJVTKV1lR1u64JL9akhLxkicrnwaaMn/qynIEUQe Cloxu0yBWnJl+fpYyHVIG4ixJOnY8a0feWBaII3Wv9rUIU/dDgq6J5YBRbI7 jHtO9zgoZEWo9egRTmoVbIOss4HWZZ4unixLHVTKvMw6G2jJPE2VHDX9OGTR tuxBMPV1wO1upJU1eMVBQTdi83wW1bpo6eZsnpHjjbjLrqIe0zAzpjqT6An9 XVSVOfRw6DveBEzMTgyqrr6RKFBCzVZG1cjkLHondDF7eERr7PAoV5LAiKly mDdUwSACTfVnncUODFX/Gu3tVANuF4FphrlaLa5I9FWbKKmg82j0d1wf6frY Dy1Ks/BrDO9UWfUNjic1GymaABBHO5Hvn8YkWmJcoy+NCrWPlbrqF7U0Nu1q BNrFoHGNKnqtTpurzapa0oI+piQFraNo7acpfFelKXgW+4frg3Gwn/q9aII7 xizXECdVaPg+YNqZz+I+YI8pYgba69+azzZFHGgK2gB61UEhceSNXtFIKy0S 7RuAW2FXRhs2FKezyWEK1G6FrA5QRtFHZKrcSCvhHWDKtwZlu9pH7PD5LXnv ASO0hZaCy6p6wLMWLsvsFOkeKbLogNNcbDCfRZpNHo7S5HSe7PwxTmuRaVGJ XwE08TMFb+kSwpQsIRWkSqRs/DJOtnrsL7XfBy+CrbZsePMc1nWXPQqlvpQN l5o84FnstImauJxwAnSLg0IqS1HIrEuA9jMLV3YJmCJa3T7PeKrQcN+AnRRc iiHRcZSgfITMprKMXqZdA2rYlaCH+suDYCPphnUPwBHSpk6qdlx1FuK5rZ5y WJcW5IwmlRk0NPRcBWo2gLnljhotSiq91FjnmG/aR1pdL1JT05WKmpwMv8eH VCEUfHyqeq02SuumC4DO+Ddkm7g4aNDc7JZk2qZ5jW6tuG6eZPKaK86ddvQS n/UKVauMxGVDFv1dVMVnXlZbw7p39fWpvmKymOkpjYaMysyzfNeSFHRKzWvu Zl1O3IbhMzA3ETYbygmugKY37Tg3dZSao7Ed9Uo2/MsZ3E93nXH7q1q16YzA 9ExVzYyWwvVfZH0ifiZCvZ/VRXzXz7R1uxTSTDPLJjVRKppLNGkrScMOfn29 KbFVGp5YPt5AIcNrDD58isrhPTdWGVNdhTj0od73WNwCNKxQ5TNoqA03OlTR mLreUeuG/rvxiMZFQLU2TmsJqSqqLw45GYiw9UqwK4NGbmdbMM1SELSJBdEt 8kmoo15fn6VZUkdJXEFhtcpgrOuDW8HtU2nucqnuzEHL4HbQsQJwV3DV9ANh Zt7yBItZtZK7RjY91YJ6n4uBj6KpN4AWLZOOpLjMS1pa7yd3TfBFyHrMs1Yv NVJIi0RBl+aNfCpWgClNsVRDgqC7PmAE9f5XkpzjIJ4P7nSVPdP1UV9FHt1T oblh8Pv/bO4zXR8N42fg7bAQmWf6JTgVNpJ5RKtsvyQj/KLQ7TOpHT1uC9mZ tQPuOo0WabIproEiZjtKOu1Mi11vNYHKaUfYuCykcruMxrI/TGh/DFmSwqSB e9hYhCxHKaNJZz0B9q/Ohssae8A92R1VOAuYjtgbg05BpIM/T5iNdvJ0SVA6 QDUi2w21+DmUTVZHGCDvomheYOFFJIvkhVlrp7gK4LtAhYOCnA+0PUfBAA7a JNLwg+7uwP7hpm0FSXUom8qoOXDfcL3Y01nFGq08a4fPb3fHET9OQUf7HBSy sVMUtGaRFPeBKXvQrrcyciveDpK2i/aJGS4A0O1AJgumbFMEDC2U7oK0Ldm0 UhkNBB4UNJZ4qsi+12hjls42HQZcayMF9aJEIXGtJ03FKYkdznMU3IGlK3sk Gy4bzgMO7LTJeRgoHJuC1s1UC4XE0dR+tV0ZwQdFWmQuSqOjPTRd1KZWQdag SNPzimDArnaVp7K35FWyzkmP2VFCo0Z5BcRZTdFUIOnAc8fLvQDNqKnMa4zk /gQFW71gV/M3nSX98aTCXAl5tva1xpbKjJkzu3pR+agm4WcTh398XKYi/7g3 EwAl2yc5IoL7D+ZVLlkxboZWXrkUrcx6EyhoktaWT62LVpqfX9xozt67BEyO GIuVADdrNKndg0LCaZmXU8Xr86q+zvoaEMbvbojRjhclmYKyMvTSB4opptPV +zL0IG3z8TRZjgKttRnfUdGYEbg4QyovNVLKLHory51gho6spWhlFr0vhmj1 Nd7tqeI0zJ1okfmTbLisOM19evNZpNkW7d/QObafAk7v81wPWRT0uhHMu0xJ nDZFUaMUhxPTxqwO3RQ/Sp4qOi+eioOXejzgWew7ANedUFAwTb+DQipLUcgs F4VVRRLaF7klIn9C+PuzwKKrTu8IfDplIPJKvt0Il7afTlFE8IsAp8+0vw3s tOmu4b7n9h1wXdVrodShbLjURAH53fks0hFsBwX5FmJ41orvjHqlkWNaSdq7 AU5njjQF+YhuddBKCpofpGgl3EUrKXbkU5Z9HWll+pdsuNRuzhllvf3lZTC1 2q6CNiDorV7JO99yvTnGKJG10EroMaLzkXS6wCiZHCwoeJNMzjahPoGOh9Ih BVrVJydMoyWbxwtnyN/8CUijMT6Zg+V5MQ05z2mObg7O2t5GY3BleyWGdJrt dTMnZZOJ3rRVzIbL6nvAPdlfBXg6Oi8aKykUOxn38d1ZZi4qRaejPiWtxKVo ZVbvh6PWHFuQ7UORQg/bry3FJjng1FXR7gDNfJp2B+gliR2Q5tgdoC6ButiO DD0WWqnitXwqHHDHS3N9z/U7XtNL20guCmmK9opuzKeMNlE0he/8hzZRUhRZ M64jQNGST8URMNViv6gOizlX288D0+XZcKlTwmN0Tk6HujeBaXk2vHnmgXCa AlKPpinILXiZgxZ6lRJkuSigB/FVcbq2u+aX5blkml+WOVYpm2xrNlxepOS2 aDqYRyehbrIbNSyCWbJIg5plCFiW59YyBAYc7wilgwe0O+NBIS2aibo8rUUz 2qfA1Aa7suTtZXwuitYLT4E0TZ/xPzOIjVqdorNTFiwHbFwWpN5taTY8Y+Kr t4HN819tHNM88uzCP5OsYX1/pgL89T/5MHt5MqheZ8UK4R+hBIv+B8Ft0D4= \ \>"]], 140-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41Pv/ZYyZYZjVzCCSFrqRhGylz1tuKIVEt7KVQipJlogSpRtJKdlV ktKiZEuS94uSvmWtFBfZ953s26/fH+c5/55zntfzOkfRycPKmSQkJFT7B//P /OWB8p+iJ/FNnRsNVYGS4KvHEso3koQF/He2hDILMWjD18ObySg6MM476gAX rh4/HxI/xgeJRPMrtiw6JHnk3MyNkULSoRRyULgAZbj6xtR+EABZw8DeznES X/Xd35irLQIxXcnZozl8NF1abK8fIoAHZCVljRRhmFoqOSsrmCGOSybEfX7d Q7SqHrm1L4sG/y0z0bcJF4XeQ/yfqtmSwDqc2HYriwRiVYx7UTYhRMzKiwFJ vixk2W/t7u3LB7pGxJy1aDV2WMfJVlOkAvvIotarcjb0ZZ0Yf7K1HZNrFzyd lguQ+pdSrWoxIdT6+E5G9NtOYmQDI6iiZA4va1x9WTqnDS+kG8t72kkh5zf0 nwm5NfhVkZHr1u46QrhmeGckfQbvfoM91nwnAT2hKCV8sAsXh98QIu78xMnR y6Q/8EaxcKaauHM6FzWGlpQ0NVIgIVT3yj3HWaInlCdfoN5NkKtfyTSRpZB1 hEK9QiEVuUW4nLoexIPiJM9EclwtfvzPkpaDFQ2pUvJcK1liSN/MVvqgtQAp Pk1h8KOYiFxdvu/BERFE71b4GP/xP7y26UqxH00ExhKfSSa/WcSpmylaK1wY qCh7cca2RBLZWaR1Vq/hw+zg3giqpQCqpcfCvTdOYDVF0SXGiBQabTv1Lrae ibQPJin3B7Kh/6aRf5IvF91LcnRg9gqh0C2syR9lApgf6zwmg9nAzE9oSfxJ hez+r+/i6b+JXu26kjh1KshURWrmHmnHAz8+PLJpZ8BF+uYs6V9DxOZNG4xv xPCB+dVyW2AAG+kO8evnrv7Ce0uvHL6dS0OpPopjMupUtPFYSKpfMR8qRDtk tF6PElnaJmfsLUvwpZAvP5MjvhKRamWto5wZ4luzEiPHjY/sPD9JQzEJGVTq oxBLLsxZNjHV/ViwfavW+glFLvgmV9LCbtBRrT9NSS+ejVLrH23CmlP42rVP BdLMaeIvW8cCVzEOqheW7L3YSkHczxbevjM8eJt6i360h40KqMGhGX90PP57 WYRPEw9Zb+9Nu3t3kRhocVnjfZ+H/prInPQRkUJ3QnIUrZexobXZXE62hAMS xUcP3Dy8iBPC9/G26zGBv3avRctjKjh3UkzEwllAv/1kV0ptPxEtapUnWJKE dL9F/z0y/cQJ6rqdnc4jREBfmDrbh4rkbHX/JeuRUUqMOXdkiIU2Zz4vU38i Ct0T3s/erWah4Z1tJD6fg9zOdj9kHmTAIMVrT2QZB/IHZr9PajJg3fFrwrIk CRRMT9O9OSIEB9e7Xe+IEIHQ7bYdb2XF4WksChqtmMdqb4MXM5YVYL8agci7 2QFsMTwfsLKTj/49c9g9+DsVIg7PVWcH8pHo4lzLj12DOOEsiW9VS4fWnn+9 tCukwCBE19g6SQAcd0HM9V9MlJAe47JDXATpGrrf8VDgQlp12e6bL4uI2bbD 6L7DAlF48nZ/c2UvQXuhsE5JUgg1d1iINZpLIP8zsS8uhQmjybDw4BQjLgxt DbmyjcaDhnoHO4ouDe4+X3fZdPU0vr4qvl8fWFD1udxC254EDts8H9T2S4HJ w/uMO+NiiHNom1w1sOFUmFnV8w9MRBfu/HtbLg8GeIqq42wWai64Fbr87BJ+ J0q6Mqg4gUVCq+Sa9gkBVWf76E/OJ6LVujOvKyoNB0cow5yGOPq1PNVJP4oE lo8nr3VZcdHQePhKj75OYrdW0KvAYBJM/eP8yzlPCB3PDxtXJJcQKx7YnaNG jhMmLHX3sCIyWlX38PFYCAn1B9kUen1go4Z3aemxPTSkkrk3vd1JAPH6heG2 siyk1cYumy+WQiKlta+PnKFCLNuFtNmIDjiEfmf/nxxUPXd66F0SQxrTjP1m BBt2jXcrLP5mIZnNqlJLOSRgmCh9fabKgf77lgPlWfPYQv6c+4zZBP6rwrbl /L89+JtE2mWvLiqaUt5/ecCRDMeF2Irr9Wmoj3axarZlGud1Pc6d+cZBMmlm 0+v/+DrYcvKR06IEOrCp5ft7nT6iTuRV/1VrDqq0NH393oyF5KiHpnR+CNDJ C0mNpGMMcEmy4MvokJFhcENWZUAdke9j3Pr9NQkuTbrqOaqGEfS33DLDj5VE hpWfb/x7CWR274S2abUEUNLH1S9m0FGOadWruBgyZJh2ep7cJ4FuJFr9c/2c MPS6CLXUcPjocseO8YmeDiLXUXH3LjsBetEaniBxco5QDVBK1a3lgHG6ub5T NwsiHIsa3V6S4Oms+P6jXzmQ7s71saORwVzWWZmqKQklF2K0V62dxXveyvyw j2WDkk5fQUfqLBYpJf8IF6WAV2+nilbjJGHhKxW3bQMFmrX4OGo9Hamraq34 FikBD4YPXd39XoC0+gpUXn5mAadk/eIJES4cO29xwubP3T6P0qj5JcaBpRUD t+yu/sZLHgEXptI4EPmti6QXQEXm3z5R1s9QIbesv+PBlAC8wz0UMsfEgWLu QaoZEYFY48tqg/YUKB+SL914iA4nS0UPOPqKgcm6NitrmTG81sCWZUxIgNup 5ATIbCV6KNfzXbY04Y3mFsy0XQLQ0/mYpJk+j/M/nf2oupUJ7e3azHaHAVxx Kv3bl6RqXP1p+4bGa3OEPvv0DcVMAdh6rNkYrTVA7CEa2D5PxBHubeZcipFE 3+H4jjP74wml3pQ3Njd4KMVg61YdbUlwrj+bWeTOQ1e6Qw1E5duJrDV7qvPO 8lCk+zBR1jRITNx8SK31k4Jp7wNb3suzoUhldF6FzAUbTcaiQV4T9neQGyti 0YB1BfGE+0QhxlUQsXlEHOZNDXkKZqJorXT9mfLAcfzakbLBO+MH1th6NcPs YRa2uTnTtuYoG5lcS2LFyycQFwt/DFFX/iKC+IbqtYO9xIhnPIu0SQgpGnAL Gx4uESf3u2ZTXMVhumEuxd9QCPWdVqa/vEOCXQGBt1UaeWC4OaO18LwUNCSs n46u5ICq3sWVyUZsSJip+nbMhgvS9SZamr9nsAM7UipWahb3GSVtnTvFAyOL 0V2ueovY3P5TRUgzC3T8Q01z437hMV9t5zomE0zfvnjToNNN5IVu19jw5w+W XHQaSf9CRm+iT2sZcstxZPSlMPs4KcTYKehtdmMj07k8stUmKZA73KB2YpIJ 17PTb/4TwwG5d0WhA/+9wgVzjytXnxaD5NoCt/4NbDA643mux4QFzLzs91n6 bDi8o7ZwRQgVdloa/fImMZA8b2F5QogoaL+xfRL7XABKp/b1WQ8vYOnvwUeS b4jArRDGQOq7BSy2pf2tgeEH7DVjv++orBC8f/IsI/BZHZHbqL9qlXMXNhyN jgNBA+7Lv0PmREdj7xWirw6qzRNrwvkaCdrD+KmCT9yYPRvFVxATfXUjxBGr SM2WRjp42VitPjwxSczaCqv0jpIh6mW0yDp+JzGwrLuwaqQDG4wl7ixobiOS xf/Kt5pOwKV1T99wWF+JvYyukHMnRwkl5q3LRksjxLzRjsaEYDJKNH3tOmoi jnbwi8Nac4RBarUkzfgrCwlsr3/hLnAQm+ExGT7HRKfcNzM/9vARyvWnK99g gXlU1rDcIy5c8E1qCj7OBtsN1VugTRza5fTK9WXZsGoINewmFnG+cE2q0GMu SARZqmQgKhrx6lkYptJA2zWoIDRTFIwKKFCmIQ7yv215nmckwCApRv/8LAWc 1pnKnatdxLKH+Ilf0QzeCfktRVvJ8L/aySzRP3tTxcfTrkqaDXZd5V/2Nvbg fDWvnBOWYrDb2DktR/w17mnm6w738lE4dX63fyQV3e9sEb6nKQA0Gqd/aIGG ZgkwCvzOhQKeWZTiPjoK8ijtIP3Ngixa+bYDNRSUsHRvRybmIJemo6EXlXhI sVGvR+GzGKSu0t1pM8dF+UVmoS/ufsQVPPEsksKfftkgUKwbGCY2dt1iRvtx kZDGy2hBtiTKtwzt/7LIQ4XRy6Of+PTj9Y46BqdYfKSXJKf1omeW+GD2paX4 oAC0wl49kpMdJa5ur9i+SYUHfoXLok3mhghCdc+q5A4WFLAyaOy3dKSrSc+2 P8MCJysX2bv3WOiyg5peXSoZeOF6pweos4Sb+ruHT6eEgW99Wul6BhUsrTwr deoX8H7v5JahTiGofaT8XrntNz69f6NInOQM8TQocRPXvw8HWldO+WiwoJ+i Ihl7pAZHfLNRN1whDOt+l/fePv8Vn1aYlJII5iBdjx++501G8C7N4xpzjiy0 FLRjzLhkBPf1d+ZUZQrQXp7t/pXF1US4k0tapoIoyur1G4wNnCben/WJOPo/ PnKyKb2Qs5GDqsBvyCqKDbVTX6iPuXyUMCGzfFCUASMpSk/23JZCy73X4O1u 1bgm4IVX2IQA6XbOVjpwKOj/ADvkTTo= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 141-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1Pvfh2fGjDFjzL4oSio5lhAOUfq8pVIUUZ2vUikloUgolUKMDhUV 2SI6jhZ7lqz5vBIqJaIcRYWs2WVpDLq7f3g+rr/gelxPVWcvexcSgUB493v/ z+GsVH+Y/InfMI5qawhQgED7ooRGLTbM45sKGOpstF3TCMI4VBQTEO97cy8P Cqx2fZR7JkSKYllyYIQI6QiVyOT1FIjtTS4YLxSi6PvU8NQyKeaukBhfV9yP nahd8dDCWh4+KVma7omggO6iBk9XNzawD9/pupVPgn8Vp1z0LUKx2OVBF5LO sFHm6EHNwSgacI4sGD5+wwGpofLGt5t6cPKHeW/npSLEYOUuTS0los4Ht7Nj ynswO3mm3bqcBVypfWWoYmEXrt4hl5IWJEQupfL/JRa9wwuV3o+Vi9sw4rtR q0h5CX5x7/evggYyyCdW3osY7sV9iNlOeuxPeHKMkmK1YByviDYjPCwVoHZx VdXndlnIHc2Ozlebx/rFgiVlen0Ya3VQ1kcVIdp9TeWjSgUV6e+6VXagSgTP krzvkOM/4E4ly9wNOulIW/aJ61s2DTUHJZMyTlKQfJ9KbULtJ/yD2tz8gBwF Ju5kKiSXLuCERSbLrN6wUWXBgsSxSgFNTxmuZp6YwXVUKb+YY3z0R+bB8MgE DjLal6Q+GMCBpH7gpV0WoJQkp4OsAQJydv8xcWUvHQoGm54myE9iSzePrZ9M pcGihkiDoiPf8Ki1Oi7nORwIkl+Xr/hlBIsM1lp7/WsHvqsm7HB0kRyy/7tT cDyVhtYcv5zm/0wI9LaJRu2YH1i+keXpAzur8M6fnv5yQe+xSJ0XneNcCeZz wmMhzEEA0p2fWXr+bEgvJ8Xx1QRwJvmtXHiUPFKdeJtF9+GhtI/3/8QNZvAh nfWVn2JnMQ1HpzJXGhdlB0h7I7bREK/O1veMRAADuttZ4XU8VEYNFmcXj2NG xJxNZb0ipDGVN+0nw0crfP63uL+PC51fbZQXV3GhZPP0q+pXBEiM+Euw2YQF 5eY0sxcr6eDSI2tJi2DDH2dt5OjPR7AYiv0T0S8FsPBjrRqaGMY8qJpWPS5j 2PuvFWqpQzSk7Lj2CtmEjD7zuzpan3DRurysF3qPKBCzpPyW838cNGrVRRIK uYig3u6ZUsOGYVkfu8gXXNCBCq1beWzQdL9KXExioByHubp/S0iwb7Xb9e5r MpDfa6Z74yMDMuJQ4Hj9HK4ycXPozqcK3P+dSObp7BB+QeJwLr+KCZ39V3yM 6vlQvIUaPEinoLXmJ297qfBAY6bj65dJwGa7DqPUg/OY6hFxQ6l4CJPLUdFc pUBArfOkIvI2Fjp3Oi4nJJyILphIw6ytBDCy4XLYRjkBxJ3+z1ZYTYe7WZqh W1f+xHtdM1abhnChoe6NrdEBEiyfcG5QVhGB5b+pzNs/aMhVc2PE67s88Ay3 bsiqZqHV949dLZkXwZBAVfsHh4207BOsVh4hwlMKKWxYdQo35G0MecEkAdV4 8/h/3JdY3bpJx/SWB3jwNXWQ6tMRZXvsclUxGXY+mL7aa89D54+XL764th/b YRj4OCCYBO0PIo7v9ych95LwH6rkKmxLR0JsaNIUZsnWOxleSUax3YnDDn5k NBi4p8KnmoM+2FT7m1yRR1p5ux5+cxbB3kDTb/2vOciwi/Ni7hkfjTrcvJ0x QIM4zjHSOgt5uO3OdknZIAJtbysvkxAaurDRI/0Biwfbf/SpLEyyET0jr/Vh FhmYlquaMrW5sPbSPmf/4l+47ZLzJyXWU7hg3dYjA0qDeDMjPdSnl4reroqs DQiVBXcCR3W1qRyq9PDNaLgkxZ/0PiiSNHPRRW3Lf476kGFfx4n7zgsMlL9I 8DxdMoS1yjwe/Hs3F4mvKW0NIXGRMvXQjHGLCCXkEFt217PhWJKtcJExGY2q n07/xWzDSvy2dL4vJsEJl4/blzddxeTLeS/Ma99iVwMUjGh1LGSd4mG0tZEB h0oOns+LZaLCrQ2P42PJoJwhrT5kx0JRd+z/d/08ERxtDMlbGvmw5aGNqXMf G1q7ne0u3idDxizd4WgTFw7Q6/WLV8iCzWIXdaqBArAGHzkf6p/D7coXtRyI 40A6z6lDzXsel6kht0RQZCHQ9cL5XAsJZnuGH79RVxYSF26m7aAxkZ624bLm SAY4zTE27ZERwPGLth57LHhg67zVNHyUB7+WDd3a//ckXhhGucNI4kNkcy/J 5AIVaUzPtKZeokPRi8Huf2ZEsCT6UJHpSwWQtfEivRuTAc4KUuqyEjl4M7Kk Zs2h391A+92+r2CApWaX/e5FE3i4EVnptTEL3DyTEyGvEys6IfavUe/A19jY stK3i2CV2Y4nzzJ/4SUvz9Zqb2DBEHGLRfm+Ubze82Hz66RGPP7MlsrL3guY KedUlGqeCC4djdsh0RrF7LA2jt8jOrp6KC7vxl42eg/u2047JGBCbu7422YR ume2YYOxkQI0tehF5OaIUFif2Iyy5BtmeqWBW1gqQpEnR7EXn4exdQ6SfplU Ifz03bv++RIOzFyQ99UgC2CPAXPB7MlnvEiVuT87ng7sMCQgfqeAu7GHbGiN AsxtNReoWFNQ0H/J6efCp/BiJ1ld3+wWXJJjOWuQWIjvuSHpUjvKQS2HSZ/L 2pOwoIqWEeryL1hpsXbs2IMhbMw7gU36k4BCRC333AOI6ISDa4GsKx0CTKa0 Vs4Q0fdT6vK5t0mQ/bQubvQlH7RNgpYnW3CA6jUQMn5AAIofLQ0NJiX44pTb 0zVNc/h3i6QNUk8BrHgovhddQACbAy/rL39lw+jgm2Sz/g584oyRSyuLBTN4 WenswwHsiXizvi5dBmVYKbVdl8qi0phThua8N/jPFobb5yohYlqJBr66cZB4 9UVT1z1CUD7cpuMxzYKaWyLCywg+KD+tFA99eoxTtWe15JYwIPlDmdugLgea qlSM0QIHWE8KnuebckDuZ89fLCkNrHZafPElMVEG7W1YRQ0VjEodH8VliUBf a9AqPYIAiu+DjyRHyYC9aHebrhcBaOu/lZuZV+N5WSZJE6+J8PxRZnZAZiv2 RMuvQhH6cfPxmHgQteHzyOPm0spY3HcZ5fE+nTnsrrVt8kVsHM9Q8YufOMBB /PtG/ZfvTmBH7CMNOtrlwSWncPNlJwk260jUGhgnw8jYq47uHX3YkFJfRcNY N57oeS2qq60bS6ZrlNj/TMS/SBatPjrdjO1i9l4+f2Ic69bX6fr2cgKbs9jW nhhMRpJB2Z4weQW0TfgsvLOQCN19IwKtOC4SOV5/zZvnIjRM17HL4iDPk+tY tf1C9AezdWJuOxdsbuaPKt/nwaw0NsUN44GjbuN66KLDvb3WOo97ubBiBLXt wBbw5Cto6dISATACd2plIyr69lEWjUfSwcg1sEycR4Gn6qV+KyYZsGTSUeB9 mgFedSeH1V1o4Ky5Vfn8hwX8S3T1QHm/FLeCko7KDWQ4Rz9crvj7n2n5ee9v UOQAYfzBscxzg3iJjk+hx04aLNTbqvLPluL9X4VrRweEiKh+2KZQjo5SezqI KQYiMK44lbTmrjyaxcAi4D0PynRMw1WNmCjQq6abtIkNwjehO/KMaSjxV8q2 PJyLsK5V2A8nEVJtN+lXqaOB/ZTmJjuBEJVUWotz7tbibnfbdiq8+90HXZFq 69AoVq8pTm0IFSCCfm6MqEAB3RhbKFjlIgL/CqUYS+kIZklTlHplcqGMnS3H KZdH5bSZKO3VXHC2P7b4bgobqTeWaVxvkAVBhMmpIeos9tdZ4rh7mwwId59a dT2bCps2vJM/eYkADr7JHSM9BBA+0nNw58/gpxzWyMQrSDAH1vq/m82H8YDd b2f89NlwZZlKUrVxM36teY+e+TIikDM709y83uOnVKb5jGAuSitnTr6aH8e3 G7jrS53YKGNxu/1F8QT+fbCnsCFPhNL01klNQpuwCOdj6XkqFGT2XIb0hSXF np/1u3b0lRCZ5/3jGqXERw3gP2J/kwPh1LCMbU+FaKmvGr7ZrRE3Kt57t+u3 14pLsflnPB7YRQd7F9zjg/fYn+QYVw4c9B9inE0QwA4+qtdNqcWDiYLU2VdC uK81e/X0GQpKr4/U7TXnw6DPsbU9p7mo7WO6Xm43G/iRama7BoVQqeHp0xjE gVed1lYuehwUqOC4q7RJDo5bGI5GF7Dghp3lpmKuLIRIulZyqO+xle23e7R2 zeBbL+0+dMaWBU5SdWm6+TROGji0UaGUDPH3GZH2enP4iMYtSkw9G1EHlEyj 9v/CSdWqlcfVhAhq+/IyeK/xmso1QY9yafBPLjOky0+KMV+F+BednMato5t8 1L8sYP3l3dFKsXNY8vVjaVPBVBSZ1nVVjS2D9sv9qVH0moEa85dlntMnoP8D 2lEt2g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 142-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk81Pv/xc2MMZgZ85md1EULJVGSreXzlmSpECnSKiJa7Cpulkq3SLpN SOSWrwrJ2ireryTapISQlJGl7JLsfv3+OI/z93k8znkeDbcjDh5UGRmZt3/0 /7426e+sTMkEjje68Kk6jA3vJ+RHln/hwhReV8jSItDnjWEFqScUkCQsKfCi Cx9GxxtHH4UwIKEjtXCwSIROsDJX6WdMk97s5KRXD7pIs8OJLDVtJWhStTR1 OkeH14rBFIt5PCD2XpX+W0AFC5U90SXu0WTC3IjQlGACrRMsZGgiFnD3TRvk v+HC3G+n2nwjO7Fs3ZSf219itCX5hUJTAg213rqcIyluJ+Otr+2cOywDqs3z TykXSTHdPympxLuFpLzvt4ljjuHKuwr0bTNywEwuvX6utwMbt+541VXVjFMl qsrlwkE890kTNlGVQV2nhXMeL+0kg2+u1+0sYiMdufuebwkFZHlVLS/pLgMx O9UqrlQ04cLuMyqIZMDQ1Wx26qNpnPtPIDcunodKC6fHXMvYqC5BNSpLOoZ1 NegzSgMCFBg3m3kggI8Mt6dodYdxQWb1woMVz8UoLWX3Ls53GVTelTE28hcb CrtrSq4wh0nlq4vLxhxYoFIdt/zevjbMdzfQon/mQQRzZYFySx/ZlmP78mOG FDs+j9576Z48GuzL+bzLgYWWeUWlH30qgtVzd3jYpf8iCwwt/Xfal+E3Uy3m Y7fqyTjdytZB3hg5cC4yYVWiGCbsP3OWHiXgWfduxb27xBCc+lb+7AUmMrP2 0sk/IUTpjTdX4OW/cbh3bO0Ttylykevux54KPNTUu3l81xAT8V/ZBQaPCeE4 EWW074sQPWZEns55MEguKSTje74JoPWL7exZZTxY6/6pufw8FZLPbRVamHDg Y6TxSOY3Fni0y1kqnCOgzZVVf31mgJTQHe6LZ9gQceAKuh47QPowtG3aPQZI c5cIxtWbLDTb1fiMrIkssjtvf6zorgCtzLtTuTSTDrMK//e45AEf9dtIqSIR D1mGnGzVO8uDXrmAzXGVPND9afSh248H2t4xlFlUFmLlJ5bl5cnC9iUHzn+L pcGm+mRLOykHshJR+GDVJI75OOkS0obx0fdiWsl4D5apVfb3myGgtetMgGGV AFYqrbkWYsZAxmaHLh9R44N39qJwz5Iycly6F/23a4okFzwvvHW6n5S/q6at yZZBxkeWVGZZc9Ex/8S7J89S0IGKdf2RZ8TQtyYqeq28EJi3Q00fS9hw7Y72 Kav5o1j3ydPRW0ECqH71xs5wJxWk2fpMVq4QDp/dUH2nnIPSX7mXWhjRoIRO je7V+IWJuk/ikWEaMIwsBj/yXpBRW6WfQ5yzcGSsFkzoK6KWZZaqV3PkwP7W SEyHAx9tuvk57kr5D3KTQXh+WCQV1Jv//l/GAVnk/fDsTw3ZMtJO1QX2SH+T lsTSQ2dLZVHViaeTi1LkUHe405OAci6ia7QY7TuohBbnOd5ucxND/tNUISeb jwyk3MrJpwKUNiV95ZTOgkTufupKcyaU3tOybCKEsPFnp9r0MIGeLaD8taFR DpQsNWuydXgQajArqjCaAnZzjh8a2/ALX9V2kr781Ys/sDJOBXQw0O4G74Ol UnnwluFqLDGVRzULNTtE+6bx/Y5b98Y+8FDfnOt8SrIcbP968KbbNAuZBue4 SKkDZAMtv/ufLTykvdf5imcnH81m7PltVC9G3P382qKLPNifYidSMfqTz635 xKnOz+TDoPWttQ+ooNV43X4JjiOZxfxKs4q35MXonY2/4rloQ5qPodU7FuzX 1KKrdxKoyKo6PylBFqqSfZytbbnowlWHbeePU2BU2WfBLRkxrL9ta+rWScDa 8uaQYzVykDWu6Oxew4Nqk2G31yHyYDvLQ4uxnA0evb72d4dm8OZilfqdiVxg WbrP6l4nA7TnsvXn6HKw2ruhub17grQLFiSt1ZODmPcWljNJBFqqY6D+IY4F ks7ds4UmYvD6287HyZwPN9jvJZbyIphR7/l3xz/DeLg1PLO/QgRxHzqoJqEM lLu7NnvEkg33Kru/3fgthnBx4WuFIALkbI9Q3w/QIO20viRzMxPe9M15vmwP E+Ilnl/iVDhgqS112KIyhF9ZZylrIi4cOJyaDHmtZGxixkRxUyteZmvHydgo Br6hQ5hpBAUevgip0FnDgc2m904GOg7iqsO3P7xOeYcv64ozJTUyyJTre0Ej TwyMQyWiayaD5GbyEzcoUxFN7dha84zLQ7Xgbe3vfIUkE1DqzJ98TsuVplff /4zLl2w8Be5sIKKRkPKDDg/1jvecDSBg0spMqLaBjja0pqs6Vf3GD3bL6QXm 1OMLDLWo9vL72Cl+TLrAnYs0PAJuV7enkRFP6vsYc1tIjntcRkh2Pzngd4Wg rpBBxTbhlwwcaeigs2ehnKcixGuVONY30dAPXy1m7mUqqBCvtWNGRaBjEjE3 1ZwLjed29BmnikG50dJg+fAYtiFuoLdNM/iHecqaicNC6Lhub7gmiAq2O19U RX0hoF9HSd0/V4qHgg09GjgcKLgldmpw7SHvn7bQ11OkoVUqYlOn/QrokcTX wIz/BqNhy3lNhSKYXVJ6uqcpHx9V+r7hJ5cDqXWPD3TrcUHeo+xFvpQPnPuF zwpMuWDSMqsx7j4LbOzNWwKpSkgWznhWWiiC4SPXzMQ7YlARR36iWFFBuTZy X+oFGhBZqhqZi6igsKqteLVZOTat7q9VyabBs8zsnLDsBlLL5bH50e3d2GxQ kgTiT1jxhOlK37lXcKA6PX+77iSp0Nq24gvnJ85SC0oa2slFIZRFG6svDZP7 HOKWf21mgvZHn/IMxUly3JWy+PugLEBCwyKnp9/JHtXOJ9UD33DGXcIpjN1J pioueugwmoxjzFbO+8SpJx2VOqKOHxwkUx5tssgoGyYnza2bkyNlkScz68oz FoGsRU/PthZR4GDMhvL8GAESu55/zZ/iobrvoy/m/8NHhw+t5FR0iZBTu7fP fRMB2F4s6J99kw8C1lneDQshuOq9WwVSRTi8iDYoaRPAvD70aRM5jdeTjnbT Lmww9Ax/fDqPDqGjbzh3ZzgwZ9hV6OfPgkxGSFAbwQI3bavZx+umMX9rxqRm wzS2gYdfS9fIQq6uj8XtiE68OMhvR7UyFx7UUQ29dvbhh7oBRT72CvCf5cje gvlPcNcXkXH/dxFav22nTvpzFvqv/SslbbkYBhaPVjw/rYTGSTAPq+VDlJpx fnk+gcKPPP9GXUeA/uWFuektTJQ8k2adh3kor+jISEneH/7qiTUaevrJngmn yCUvxEhGP1ciLmSjDzC9V/mGAB4TOfLcYiY6vUwYel4kADeH/bOupRFoYlvb u8IVCiA8Z+LbwxgnR4uY6cwhOoi2+Gqez2HAxCrzlAhTKjgHpn7ta5cBf4W1 gurIMezrvIyWxB4jV0oetZdrD+CwLW9/B+kTEF2D1+utrsOxH5yWmqlTwIu9 +Wfy5XrsqzYiYEXy0Or/9oj1pD/xxuXe+hO7CdRYHiC/8Ogw/tHdXlSdJ0ah j3Y/KAuuJc+57c/IU6MjyUc/w+NdU+SzkKBY95ciZE65xe43FqFqONrncJEL s706Fw/l/tnfX+TUUz4fLnvZZOlWicBvYIWsxJMLT8oZNMoXMWwSoCq9tAq8 4q0jYbtPBN0B+43b/Xlol01g38lsHgjiFqx27BaBG656TTjz4WXrBhuPpVx0 4IWjq9IRJniZG/RfKuSAs7q4jOIhDyfHpPO5jFqS7pm+VrtyDFud2LIn2I4D U3QX/tekUUz9vmct+5EsKDzqVbLQmsF9i/6lS6oIFOqRpBKyhQLUco1SrwUi 1DXQsS6npwo/L10WkZmrAIF2tQdMXKZJpZcnj947NIK/f513IVWJgrqKv11S TZgkjau4976MK6C4dGnMAoKGpJ/2GM7UcNC7AvXsY/oy6I1miuIOgQAGgyLS Xv/p+cTWADZtRgzOSY1b7YvrsGlvC1XHTwDr23pE+b9+ksvmXbt24hcBRg/t /AtdynGi3opKJwEBS1cUOLyWnyYTpuxl++R48HmiWTvPj4FSJW3H7ixmw8Km wcJZWwToX2vf9G88OnjXnEweilOEUzNNKqMFcpDScHjb99gZ0kdGGjSDKBAT 2Fs/Of/P78Yajlfr0KDn+Jq+ik1cZHQkOK+4uw1Hsz37NlN5aIG8Dbc5vgf7 r53cGHhDgIaYLYOx8jQ0YtXlumKkDa/uDX9bl0dDb3h9HM0ALnpy3FVk8YcH NN8TVoe8REgSGrrRvlSETM+4bBoa5UNJt2qS7aQQ1U3lqzAlE+T/ATeHG68= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 143-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk81WsXhtkT28ae904qcYqSzEmU/6PJGNHA4TRQISIKqZQh1aESRTKn TgopQwnJs5KhIopmhG2IzJkiw+v9sH7r+72u+1qKzkdtD5HExMRq5+f/exBn rdtwehZHrb3aWBcoA6Uz9QlOwIUZvDlfWoWFUh45PKGtlkYxgTd9o//mQpvZ lotRg3S40ZWcP/xYgHpqaVrLBsWQu0zCzTdPu4mKA+GVilks+CZvYrArggoN JS3GiQwesJwSRdfySJAs0n95H/9L3FAKPp3kz0JBShWpZfpMYB+Y1c2tYYOM TRFp21QPpnyc8XFeIkRTfuXZm9OpqO1ebHbMs05C7f0KXlwJCeSbloUteCzC XyUfjn+qbSXE3w+aRzImcXvmZZswdzowEkrTIvq7cKrTERWvjy04OUZ+QTl/ GPdIRp/4XiOOus/zFxdr/iDKzP9qdnRnITVagWsti44k/Vsu66pJIcYPhcr4 ym+4KbtUXjmXDr8Ss2SSi2bxa4pXrnMYD5Xmz046lskgj4MqRHziNFZXpM7J DvFQ8RL/E3JBfKTnkKTSG8iG4vX/WIcIWZDfW/88njFKLPGioehtTJCri9R5 cqAdM2fGQjq+8CCYYZi34PsAYf/QL6YnsQPvqLjgdP2JJJqrN2J3WTKRllvo nYAXAqCZ7PYS9UwQeXomx/ZsL8Nnow7vG6d/JSLVq9qGOZNE2ZHDVu4vhOjO 1/Q1WGcCq9jN3hhdL4ZWOu4rdqVzUKTBk9C3IlnEfWPt6z/JB4UDKx6dFAqh rcVq0cIyDth26p22CqFAQsRu/pZ1TAi/29l/fYAJhzppJvQIFhi4MRUsX/8i Yqi2BcI5GVg1HmWkY/6L8JBQNe88NEQsK7FSmc1gokWO+hcp6yjo0D65d1ca Bcgw50GVZgYVgi6VtyS/4aNBcxFJIOAgothIySiQB/204zaRVRyYiY96cNGZ B6rul8QXkqSR08vOSNxMA4fVh690XCaDk8eqe/tS2JAZh4KG307jiN1y9uTU FzjgvZD8fKoPbzMLuS14zYG27ovH9d7yILdAfXt8Ph3pG3vGHlXggre5ZOHI k3JiSuSEbu2dIQqdpqLUPIYJyYcKqsoyYii3943DEnkuOnks7uG5cHHUGupi FGPPgpQHqmGmy35jzpVQu5AkAdS9qbHW20OC8ZZmTuO4ELzCLeoelDORvylN 8s56Kjynki70K47h/h3uYVtlaSCxdsvwZ84rIiouNv3N4mwcclkF/mhLofhT Z95rsOiw/d74pS5bLrIsLjW3iO0ntukG5QaGkIA+YvXI8CoNuReGjyhSyoiB NKMKr0NThAlL0zO8lIKycrXkeqYlUW/QrpLj5Wy01LOkH9ex0KqcHffbnYUQ dru1Mr6Ej3RF7KrpFzx075FS8/50JsSxXUiGmxhAPtW7hGYqBMuRHwqzoyyk MFHBDEB0kDVRrs9S44DEtyyHa3vJYL34lOekxRjWFmg91oscwg3Sd8OOd0kg 5nm7irJgBriLsRVXG0iiA2kt8UlvxKCg696TyQYOquXfoV+YkgSH1iPpzrPS qEVq8MlE7jDxhZzb++9ODoLiFJrFHB8tktg/sfaTEH01Xuh7/zwPXJKsBXJr KWhK5daPHRdaiUK/rW0fnpKgQNO7IGgmimA841YZV9YSxuq7u7sPc5FFqoee 6TtpUNz07KTeQw56bFqXe/MGBe5YaFqsW8pFVxNt7a6cEgfJ97r1A/p0yJyS sj9Yz4GL1W7GUVIMsFp4SEVCRwa2Nuy+6nFPHGyeyX3aE8eGMsdG+19T4kCu oHyKoNJAayJhSXrjLGHtz7u5UYMGhWlv1n+34yBNNd2lDZHSkD+qz1upzoIn Vb0dtyeEoN7MTFyqyQGa1VHS+yEydOzLMNTSkoWagcUVWvsZIHm0etRbgw0m qiLbnXK/8JBqhms8iwuHvZITIKeNsD11fafPs3asZWXNvGspBK3RFKaHHRkK X52oVDNigpLfj1uDy0fwW6/7DdVJ77B6cdh0SBwJGbC9ryrmCGGu8mWkE32E sCEa2X4ZUshsy/FXG39z0QdwNztmH0+ceXr4MtuIBawLiC/+kwpieVH/BKhz YNrUmK9gQUXJ1JFgNasp/HQfTcM3+xMWbBk90b+yCO+KmhQtP8hGzQ2v9K1v pRHBJZ8GJJS+E6C1IIodPEwM+cSzSGvE0Iezzn0hjlR0xN41n+YqBa9/nz/o OkxFP71VGI9iSXDQMEnBIEEcfm5KMvrjxYclNxuCdFwoYLXn1dvQFhYoqff6 X0jvwL/89Q59YTJBdW/n7b12g0TB+S3aGlJkdExtwzFNjjQqivHWNebW4Ov6 lBfrV7Eh+WPx4d75XFOlJg8KpvjALMh/mWfABpC7G5D6jAnm2zd99yXJIp1P zDQlugzoFTlmxD0QwvuAAwZrdCmw4EPIgeSrZPBmZfpmcShAX9/+bINxOU7n yt+/W0KFlxlZ2YFZX4iJvc7MfoMBbDwccxOEjdh8e0KjSlUi9l1KzXVQnyba Qx1zhewxnKngd/PXHjaa6Gw6/+H5OHHANlKntYkBAhO33rSZWWLKUXxVzzAF FFQfHS/z7yP65H+U1A114JKg6GDlUz1EstTKQtvfCRjZn8/84vSF2CHbFXrq yDCRkSZ3Nm54nJjeZNaUEEJBP78xx0QlbGQmeBHe9lgcIq44nGma/9NCxyvV 3BkOSiu450m+wUdenobMym4B2iRjITJ2EIBVdN7gonQuaHiEjzuECsFR4916 EElBS/SOvhm+EP4aQI3biFk8Ga+YrKDPAj3XoOLzOVQY/EvzSMJDNiwedeT7 HJMG9Rtqdy5SmOCsarro1MdZHOf6+aIlQxzMobC11IgC6sVGFkcne/AqP59/ 6hawQVdbozygaggXqh9/7LGdDuPLr0sfWYhxd4tAf7BHgP4EOLwxq2GiW52t 4qk6QlimIByqbGahKQI2BX7gQvMBt1ij4xwUdLSig7SZNc/Xi4nZGlmUMJdq loPn/bP6dGZb2bz/NISKX/oGCb3oY/opbwVQzMqWZD9jII/NHVYuOgJwtnVZ mJLKQhPqKoU+83fhR6zz7pOYIqYeR4R1IUkQ7PRWvpItAStTuE6myylg75vc OtApBnqZG5mRmtPY216LfFNmkkis37BI+vswDtxZO+GnzQKdNe3PKSc/48sN uzSNl4qD47bO0IyxL9hbYZwnHcJBeuRr4+cnx7Cljrv2n30stPd7ZdHm1HH8 s7fzcV2OEAXEeDcVJX8iIpxd7uYoUFGzvlNW4wUx9PKE3+WDrwVo2jbYS/02 D3iRyzfs6BWA90u9udb9fHjdZmF+SJON6pawXLJtZMFtk+7g9XwmCN+aV9eM ScG5SdEytsQH4uDaqmjdM9PY9OzO/f7WTKiY/paooPEHk3r2b5QpokCweu1t ylpxGFh5jRrzloUCm3JcZVTIQCpXLHVbLkD8a57lq8Pf4YpSreCMR3QoyhmU WVkhhmRfnwt44jmOIxypRONXEup+1nFd/sY0IS37WdehQBpF3hFdWs4io58n had7YtnoXd7SrJPaYuiM/J76SU0BDPsFp1Zv4cP6nLXpl+MEsLW9T5A7NkK8 KP8xKizlwNpC62P5f5fj21lpk6iCDZpr8myrJWcJz1pNY7O+eS7+NKnm+Eig zbSC5ReXsGDFt+H8hTt5iBd+z8PEXALc688l/IqUAvpNQ73FAjokffGy67k8 R7zXzk0LZ5Phkm//p+llHFgkb/sfV4sKfaeMBiq3sZFy9VgWl9KFL8i4DtiQ OOhlmkrRWPQgPrZx2tL3Ng+t9hdtE6NT0bhpt+Oa8Xa8UIdFnS6johrOAFP5 OBsZHbzyl918P8neZ0093QRop//IpbVZPGiYXlBju2wcZ0Z0GwpsBHA/j7zS 4XA1sfWFUe+/ylwoq2bLrlvhg+VjxLx3lHAgJGudd9tQP2FFhH77c5cFG9nB c02zDFQSuTvQawcDvLVPrrlkJAvFEo82dB5hwP3WWq8g3gRxbmtX35mUOeyX lvmrvVoarIb+E/gumMOedZa2KaRZXHBIVadp9xS2ueu422Wer1rW1frQ8H6c cif+84glC0ZbRPknFMpw7iPDCHY2E2U5dZVZtr4jihMnnleYiENjrJNTwNMu 4h8dttI55zYiMvLjrhMWQ0T+3wb/NlkzkSez9m/Zud9EZrdLwwiWAkvlqJf0 M+KoV6S1NLZvnv/9jBWWq6SRaSGTIjgnAyHLn6uu2UpBeyyrTqf4kUC0SL8k 14CBeCFuyuPWfFRRYD+1MYeDFGjNipiYw1I+ztsP+8z7bf+3zzdC+fA/tm8X qQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 144-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81Psbxc2OmTHzHbMoZKmQCilL6/eDuoSooY1SlNIihBZXt6hURJsi RYtcIZEtUT4PRSpSiKKyu4o0ltSU5ef3x/M6/z/nnPfr6Hj5Sb2pCgoKVZP3 f+2Sb/w03KgA5y3ONdeEcsE3cHCLYb0IxvDyXI4+H8WrXQm+OZ2HYkPjgy5s VAVx5PCZpjQOXOlOzB3IE6OFn9aECB5S0W5uQvzLhz1knHb4WM8eATSp2y5a G8kA1Y1OW1bpi4Hvea39Yg4VGF8Ot45ujCKv6B77+/oBPnpip95yHxFAbBtf 8KCKgLxHIWqF+X2Y/m4swGuaBF3xCXHT/8ZCbamXM2OLu8hFi4Mcufl0UP84 44RaXjuOk2hc3nKpnaS8/W4fw5bjU2lhxm/EHGAnlNyK/NaNHYt+PLKKa8OJ sepqz0QD+Fax7z/T7tFQz0mRZpHJf+TmqS9nuMwQoDnMgp2v+UpoU2v4kpY+ DmL/p1VxtaIJp+hvSW3ZzoHBaxncxEfjOPqzwe3Ke2JUkjsudy/johV3q5n1 iRPYSIcxoSITokTFfRc+lUqQudt1/d5QAgYyljeXVhKQ21v75Cp7mHx5Pmml kSMBU2pi5udv68Dm7AU5c5UlcIy9OEftcz/5onr2r8qKbuxSHuF5KV8Rabe/ eFDjQKB5PuHJh0rFUBTKjyny/U3mmNvu37y6DJedPJw+9V4zGWP0vG1AICdr tVkBMwcpaJb7lqKdSgL0mPQ3NCYIpPrSOeiAXAQV/Z8jPNOYkBC5TrRiIQ9k 79x09FMI8O5i2ipF8iFE9e4htafDZCxDWiCZ4ILHN9u0W+bD5B6WoX2Xt4x0 s/D/gY4SSMPd8hR9IR31V9Y0VCaL4RszcE3McwGYSBPUPE6JwXB3FGUqlYOi 45ICtq9QAre5u6I7z9LgVIfih+JDqpAeh44OVI9iqbpCo//hp/jQWwntye8+ fN3W2e1TmRDaek4FmlcLITf7RG3sTg6ytPK97KelCjHVx6zPd1SQv9s90U2P MVJqdM1ODw2Rive1DPW4Ckjq2n3rpKYIHd4fd//4GQoaqNpYd48vgKR7hifs ZvzCZca8gl2HWPCEQY34pvMD09vSgqZsVQSWxYqBRkEl+XeNa2SzOBuHndWH P6bKKDhOmPYnhw2rU0eiuqWqKHLu9F2dG2TkqgVHH4SGUUHkKU9J6ldEuwvP DOnQy8gel+El0+aMkbZ8E98zJXQ0pz1+KDORjXqPrn0c+IxArz5OVfSMFaDZ 2S53O7wkcNDQ4q7VEQLiiB3UxTZsyBk60bi+hw0qtnq1GXMEcNcs/xHhwwBn zRBfucMPXJ/ht27IYRDXcVJOBHazkF/x/SPLvFVgtwKhM3eRIoodXrolN4YK Bd2p+fI6AUr1H7uhfI0Nbq17//Ua5yB/eUrQtpgh8j3tQe9pVwEKqY5INbkv hh3XncVTLOjoQmjdoiU27WRh8F9t9Q+p0Byz6Y2s4iLJLlZ9blXxmgx3Do68 GiRCDjf2mNu94cCI/turs1KEKM+u5kH8FTr0BSowDaeL0Llr0vXRIRRYwI3J pbWyIf238obttQJY6PTlbmI7F5ymeuuz5k/mqy1dWhxOgzXFUxo2xxHg+FTt h3ILDWjl9IZIBhPCskYNF3MpyPmAMN7amAm391YlP14hRCZzFmjXxXCg9n1W 3Ks2AvKf93be/imBo5F5Sm+nCIHp5Ed9K6NBbWCUinIWH6r6NcvnbWXD8N1p frrjArA1bJe6ThnEBfaBB7oIEezal5gA2W3kEfGIXv7rLjzPyZmX4iiBT7ke 72ZtZUBh5cGKOct4MHZ7zCBk1g9cve9u3avrb/BSA+0a4iwdLSL8z+lkS0Dl tqNdr9IPcg3ZTASnKaPviveV+wgxqofdK/dvuEom17M9tg4RwI9AIspXBiQ+ HJkzKhHCqJ2VSMuBgWwcA0p3Ccbwwy1M46DMBjzvUVbEvppivPa8vH3mdgKZ Hxe9bglJJo89buhn6X4mLdNeNixdP0TKAq7yqWYKaLhgoPRUAgvt3bAzl7lT GZyLBidMkCL66q/PzrpMheo1GZl6QTT4anN92Z99Ilitr/RsbxQTnDZXVoe3 8CFhYlPc8dpuPHjA3Ps9jwcu3JaB+DUDZMHJFabGyjRkpmaZ8pPBQ49i/RdY qVbhWenf2UfkAkh8V7Sr15gAc6JhaPw0AfarbT4HUVVQ6Vr/FQFsPpg/ck+L uyeBDfWiI3NcmaBWH7Yt8RwNcl11S9QnfVVa0lG81OoZ3sXf1dTOUISnaRmZ oRnvSbjzgbonT4atBmLjQdKMLY7EOLBzk3CQNuOBm9Eo6f23m4K93U+crhUc P7iZQCL3VyrTdOXkNmnM/NaPbLjDZ0VTtSnotztl9pcBOiQt3+KtGfyd7FP/ 73GNrBPrzx52kBj0kYnKswqlvxJw+feRO06DTaSLSnd4yN4B8viB9jtSdzk5 arPyY0IYHcXg8/eCElTRSnHpmbY8Clxnrws2aZagfb6LeRU9YjQl4oLH677J P+w8WnQymwGXX3BiMyJVQXPYXRSwnwMcjUXWtdMJ8DK00wh5N47PdWb1mTRQ wR4KW0uW0aGyI5r3NK8Pzw4O2FSjRsBLn2MKi6MGcaFRYN6e1UrguPS7da9x Ke5pEVt+/yJGyhNuwQsuEuhmVyvlxnwJ6JT25LclC9BvEmxC61VBW76TN75N iI76lXdSl/Nh//zgtboMAiVM3FiZjQVIsu5s94WXKiCKXOjfx/pNOrGofl3V yiB29deLzmQBw2BuVaYNEzYEJbb2dynA4M9FtRH6E9h/wzxaPFdOMjU2pUzF QzjU9fXPYFM+yDiD08ZlH/DZurUmVtoUoHyRLcu43Iz9tUaEnDABeqYtNDJc +Qs7zt9t+mcLHyUWFexdryDHX3u78mqyJSi1Xo2fPP6ejPTakZKtNdmHM4R1 rQ0VPT0YfHb7CzFy9Yu7UlAtBmHMzKUuvWJo/+mx/+BNCbxoc7D3NiFQ4rLB /WPABx+bBd8v5fLgQlOiYcYrLhyXt88gWPXk5fVenKWhE9juH9etB5x5oHhx 70YGexxTv2y15j6iw8bomZrhTBr0z7rIiK3mI/2VFaP5hgygPtMp8ZkpRqaR 3S1ef9Xi8pJ5x9KylGDUeIibeZqKVF4cP5TvO4IdDsft9X5HRz3FnZfUr4yS U1IIB+9iHopJbo+ayachLdahZk8/VfQmRzvjsKkCuvGeklpQIASLQuf9uRuf 4RoLx1+5yapgYpYjfaU4TqbO6FDPpovh05+PhtkBLFRupldx4g0BBk0DuVNd hYh7x2bTuidKsLv2eMJgjPIkZyH59CM2XH+/b/2XsxPkb/WG4X4BA6KCvjWM zhBARHeIMHkPC/pClvVXrCJQdbmWcr1rD47g7uxfQxUgy6ZPlvKAAbzfetQx 6LYQLWEYlG0gWWjErsfdbKQDO3kcbuzgKKIqQT9PL5BAZklJek1XVRHN/x87 Xx8xsthaKc9pFEPdqFqVdMYINrQvPT/dUARlrwiVhQYB+MK3K5FleUIIy1jo 3yb7Ri6PFhyw3CEAa+LYxMdxNpKNQvnM+Srgb3rYLGqZCpyYc1DD3lkF7ra+ 3ndU+JNUgWFG9yEKBN9KH+x4NbnLjGbn1BtRwLfGUZpEHcevDvesoWmM4TUp 7ut2TObln77caE+pDCclX20ccuSDbpR25k7WM/wga3EkkclDXfez/sn4t5Ys uvbzSbktBcgKjQdi9S/kpvmE7nGvNlKT87PFiDpI5m5cdPqjMw9prLOXc27+ IdN7dtQNYWXY8F9KQKcLDfW2z9O+3MdHeRGamx/q8JBdIY8uPs4Fa5tADuHD RJsdn/+dFEyF924WCjUSFSQM89EbcRahp6cpy31ThUiL+UkHkxN4+yqftsc5 kzzZ2tR4JVwEJ+yXsd46T/KDbqp5ctoQWWLsmQLJIrD+91zEX+/lpEXAh/Jo Uy6sUt1jjIxFMD11Xn33QgGoMqWfads4qODU0lmySb/Xgm5sXpQMVyXGes20 YYBCGNw2uNRJmh4soaV0KkPhO4PKZEM2at3jF9lqMIw9UEy/g6UiXNt87E6F 3k3c+CzEbGuaEC49P4KcPL7gFIUxNo1HQ0W2b4ratvWSssfSF64PlJG751WH GflMVNl06cf8cxSgduxzPV9HQwqrMj+khw/hdO73nj4zAlG+SgpaSRkuo7qw KqcLkEmJ2Q/dWRx01nUBm+XNQ0lVBeZfLWno/lsrl2YNCWpMMjbS9Zdhx/CV WVXZIqTYVznvoU8x+T8dAwGB "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 145-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk71Wsfhfe82duep8qRSJM0CUmnvg8lpBKRKSVEoUKUShlTKUohsyYV UkRF4vk0SclQSiqnEDKPmaW394d1rT9grfu6bhWnAxa7KSQSqeJv/t/ZV7Z3 +6RQ4MKK81+rAjhwehfLlKwtQDEB8b7RtiJwFCgrxWbzIK41Ja8/X4oWDstU f92lIXdOYvybR23EiaYbf5rsxfBF0UjPKoIOZ59Om75bL4qIUw06lnyIj5yd Ei8sFYhA4DyllftWAItC0+fcf9yLaR9/ezvNlCHt7jknrL1ZqPFWbHZMUQvx lbowPLqJAYr1amHT8ptwi/VaxaBTzQT5Xe+GKPYYbr64rFHE5gE7seRqRHcr Xn+es/Wb1w+cEqM47YWkHx/3TSh6WUxHbSclSo+X/iQmGi0rXyqIkQbjoVsl Xx75uzhr3hzhIfZP5dKE0i94QMxh2u7iwUBSFielcArX6MPs0/5kWKxC/8Pt EyMdC9tFl26JIK/zfXEC+xfBdu+OaFESwfSqqOUPnH/g2tSGZKpGO976MnzX pQdy6NQtU9JxJRFatifkuv9TKRz1YTiZaP8m7usY+ThseYbfRzc4zYn9RkQt ftXYLxwj7m68/I/5RypaYL/zsZu8EHmVkqj364VI9MbM99CYBLBHS0AYWx4S I7ZJDFfyoOx1Wd3KIBHsbmEYyUfwgd0tqZIODBMxdIuHsj8cSNsVsejLtmHC g6m+oWV3HxGSPmFivU2E/rHXPUVbSUNm2nGvyrrZYLdob2TzOSqkkjUTJsIk kHkZBfZXTOI1WW8fPD/5Evu/k1GLx7vw/ijLwx/7pdDYduqgToUYggtaplm7 8JCu/r7YA8oiaN14oPyd6WtivGkXurLjN8GpLojxWT9EyN1VVp/LISHNjP4Y xjYZOuJz+W7oGTKaBp+8uSMiSL2jHmasNoozGuXAok8eiumU8G6VIZyeEuDg 2McC5grD/k/CMsK1UqeWVZaLg8/NgwlNFqqkL4jEyVzYcmv4bKuFCBX2rN5P FwwQm7QCcwOCKUBxVi9uimQj94Izgyq0Z4Rdvz61dCYJGfGX7jtTQkN/dtsb ap3kos5AqycHXwgQ9+bBlOTTYrQwZ+vtH04y2JyQoKNqKYLLAlfKqrVs+LVo 1KngExe4RnPfZ2kI4fDOohd7bzPBTOnovjHTIVxZF9R4QfcXrlFIDzvYykSz oyJcK8r54E4SqCzSk0OO+9RF20Jo8LD11oOxGiHynu/ZaRLCBbsGz5tOUwqo 4qbh6o7kIaKOmtt52lKI8jdkqfYubiYK/NY3fnhEgdZp5lPHIYZgF4le6ZdW Eg12OwcNHsqQaZqHjnG1AtQlmdAp76Qo37gqNz6OBto5RxoNtsvQ+SQL68ij ZLDVeEUOq+RC5jjLxuW9EMwL3xxLDeXD5hm75zGXcyDpLtdA7gIdzIum1zpc FsBEehXiDNOB+pJWG0FnwLjN1titdRRkdkgcb7CEAZsjOz+ddZOipRpas2qi FOBflW4m8VwED151Nl8bkUHv5s/F5BVSYGw+QHnXRwVTQZ2/npcQ3vYovVzm yAaspWh3/LcYjNSbLCynD2Dn5g9ui0xksHd/SiLkNBI7flSm1k1vw8s2m/HS N8qg+W0aPTuNCQVlh0s11vBgXfGNqX+dR3DF/ts15cnVuHXg3LX1DxhIT+B1 XiVHBhX5q3y3oxHCnPgq8MtgoVXfWfOza0XAD0cScgcdPJUuRU9oSWHSWF+i bEpHfeVfiqL5JHi0k7HEN7sWG4acOLP0SQm2ujDWNMdFgDo8/I/Znkongp7U 9jBVvxHfLTXqR3YOEX3eCXyKNglVFq52YEpZyNPGLY/hxoIStmHNPxUs1OE1 j30vlgJys/QVOgPp0LE2ec3EfgncCdfV3NshB5sdyipCvvPhtUIXfVy3HQ8c 0tldx+OBgskAq2n2IPHwpKHmEhYV1XVuTUlRE6DCGC8tfdFb7PR4ToPdqBhS Pj7e27lEAGxbboziLhFs2LL2my+Fi6y/YPa+IgHoFNpnXL4jA861lXa22XIw 7UOwc8p5Kni0JWU6hcmB/L8/ilbrv8BDqjWNd86x4HlGVnZAVh1htuIeoXFo AOv3x8SD7CvWEg7uKB++gn1n0XPtFk8SJzfd2DG7aAxnKvvFDzgI0MUsSubb 0gnC2SJqeUM9G9YsVr8g7qagcXvywvZ+GnRGC0DOqZ/oUvz5pKqvGafXji3R mNlLpLAWFFiMJmLmentq1av/iK3c1pCjnv2Et6fNATpjkphca1KfGExDtjve 26BMCTKRPj3TmE+Gqq3/GbhXiUDHLfDxyRw6LGPUrqmMl4DSL3uJt48CBN8N b9rQLwQndeN/jn6cwkVDSh4272iwAQoaStbQICbkkPX1wl680M97e9U0AWzo sjUKOvELFyw+mO+xRR6cZZKcjKlnuO27VLe3XYosAwMYJh4idKWlgZy2XAb1 OlN3SxLEaJyAtQEfRGBQY/F14rQUBR542UxZx4fKlOcljlVClPgnzSQHCxFs UVYrpwpAErHSq4s5TgjDjvhEp3FAauk1NzKbCadCU6NmJsmBjW9KQ08LCXwu 4rH5K8jgZbOMGs8ZI9aZEPJP3w/hAMvKET9NPpB7C1P2Z9XjczVWS/VnkaFh W0eXbcA37KU8LFYIFqITrWuTmJ/G8cbl7poTO/lowmXGbf+rE7ijsyW/KkeG NvV/2R+X9pWIcHJNz1Gmo/zII90xS2jo+WG/cy6vpUjQ66suCBPCnrVavZfy eDAjr9ei7xAfQsea1ATMD4S/eJ7/6G4yGJ+wdDxkxgNetdRgIIEElHZHA04h DaouXg4oYdChZ8FFekwFH5lbhsklujCB8kKlZM8cKTLEK6+7a37AL0uWBWXc k4dNCi3nso/REPd1qP+DfcNYwWXn0S0MJmorar6kGDdJZH6ur/h2WoCirjed ncOnIqLS/UP6UQmqvj8r64gmCXWsNk12a5bCigIznzzbF/hbATvFP18CS7Xv W5TLTRGum0J483JEMP9Lf94MSzH65fqGb/P3J+7vQxMHolgQ17indfI6F5Lr 9lu3n/tDFN7//N5iAxPO+nbXTqoJ4V13mZpWkzx0HV3TU7pJgLRltkGdPzpw OMetx5wiRA5jx8iZRoPYx2Byo+81MQq2W79dP1ceDRu32WsP/8CLRN+93GNY 6K2whzf34F9eqk9djM2QIKrXCeN9e6RIRa1Qe9RZBs/KBdyV871x8A3KzzVN UgjOWunV2NdN3NgybpxgJQYDQdCf+ik2qgp/kz4zhw9emke0z67hQhJdmJGF +XC7oXJ/oHiEkGPXEeZmVPC7mjnwo1wB4h71Fvv9psC+qo0WqZQpXLkqDH+X kMA83X6b69+9S+Y/XVcjP4BTryd8GtzIhzi3I09vq5bi3HurIgTZPPS61PlS TfIH4nHSSPFLIzK4vJ0pkMOdxPblAtVQp0YiTne3BevnIJFnq3e63oyHUmOD ZtecmiIy21xrBjELYryjTNZtp6POpmWzYrv4KImZwRhcLkDGBTyaNJQDJ8c9 g6yeyyGHja+OpfpRwKjfXY96lY/EwXvmDptJUFSe3s2QGilSZvyngok/2NS3 V+W59V/eaZpKJ2cOEhbsF7E7O2RgcPN8+Pq6MWJMg+NuqcqHTSKPJWiJBOY6 ij1T1cQgYlh8ozorILNzXy3P/N3TClRj8s/24RwdJfOkQCaQguHa/EvNRLR2 Q+CDAg4UfJxfdl2djaod25/cNBrGO1BUj6muHFRQHWOvfb6KP704qu2YIYZ2 aep2c/kunE76zabyqMj7uHnPVsMeou+JxWvLXBbaUlbdGjpNHpV9uTS0/DwZ 3gQbRDu00xFpU/bnzJBBnHnTe2QjXYTIHbKHDUQfjot34Gn89dWlJdpDqgsU EMfmMGmOrQClvn2o06FLRW7q3NY3ozIk11W27NGeImL259cCK6kMmpreXcwI +esthW8OdrhQQf30jQ50j4KsTCN75ixRgOmxnh87XUeJpjMabk6iIawyw3B1 qAEd0qnVJVZfSJCknHva+xgd5ZxlVQ/oNhJU6gO/i3bN2JW+aS3z8R+CEaTa lVPMgTuk0cQh+0Fi2PlTPfeEAPRyXOafGBwlEumfyLmWDEh7GNWbFzZJzMi5 N/S0YIJ45XXmlF7bIKFwXzF23WshIj09foD2YozoYa8SG84SonfV98tLL7AR WXc6bTzvFdZcmhR+KZKOrG58Hn72l6fxgsNJO4yF6Ai65hjHJKO5V3c4/jTh oaHuhWq+EVSkuK+92DpegtJcmQrHiweJ/wHiUAwy "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 146-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk71Wsfhe3Jxt6bPW9CKFEoUSkavk8cthxDaVJKQjiKVCil0qAkiRAp kSY0kVl4PkWGaCDJkSTTMc9z4u39YV3rD7jXfV1Lzemw7QGyhIRE2Z/8v7Xe u2Ul3aBC+Orr3z4GsMCxtjHCnMpDUQGxPhG7eFBpZ1a87hwHbnbEZwxlCtF2 nX3atd8kkQcrLvZdTifRM6l0XTJQCA2KYqPtITSYmo2dp5oZTtxcEHjqjh8b +Z3SDQrlCoDjPLsyvYoDXm9Mq08FD2Hql99HnOaLUEV+SYzYkIV+Po5+FvWq nXgQ2qKbayENio3qF+UzW3B5450+w7QOglQ9YBHGmMIemXGXvDU5wIgruhfS 14GtdrVutQhox/FRivIlgiGs0ThrqEaXQp1BAuX85f8RpUGftsQsFiIdyWy3 D2xpdG/n8/1aqRzE+E+l9FZpA0a6Al+lnRwYvv2EFZ83i60uDp7usqbAMjXa nOwgHz34pcyBXAFk9NQU3mKMElZtLfExqgJQ+Bi2Isu5Fbvsc3pRUN2Dt769 tD8ySwqF3Irjq6sKkJ77+fsnXguh+XEJ+etCCfTSQHx07+Y3eKBHLce0o5kI W1b2c4g7RTD8bUKtemhoif2+fDdpLsp7LU4Irucj3jsbH78pAQxPZsTXPGNA XMgOgamhHPAozzebXBPAgXZJsXQIG+DvzF0/7KeIKJpttmiOBTtPay+xSZsk DtK1LNoPDBJJBntlpxwESMl+zWWqIRXdydKoefVdFnYv/edaWygFOspaFBzK RZAag84OvZ/BflXpO9dWlOET1SJK4XQvjqYXlRbbcdCajZ7Rh1V4cGlgBrWO VhLTLftRosNvYofXX+4bL0wQUs9VtDRYEsg46KhZDFsId59qXTRXn8TrS9t1 01OZUEgjX+pTG8PWvqKcp29ZQF9tOvSVW04ICgNFFY8y8LlQTfilL4Pozp3z /bvZsPnx+NUOWx6KmGM5ek+MEFYrz6YHnCOD8ny/WnxMFnnkXhlRo74hTjd+ Ru8+kZCYvdzzShEVldPOBvt9Z6Oes9sLjpVw0JE10Tt90oVIO21rcquTCJ77 0K4F7xFADMeVvNaEAcdHr/0jx+CArFij5okOF0K87DT3LZIBG+WTnlN/j+Es 7YGTv+3G8Wfmw4vHOugogpdhSA3ngocER22pkRQKnwdfL6ZKQnbH46ypz1yk Q6xXavjGht3Nhx45zTLRXEu9qLplgqinpPcEb+OixepBB+2sO4hcX7OftTlk 0PBQCjUYuEkwXvHKNpZ+IKzFqTZTNA6kTsvYudRwQX+16vf1iAvW8w5o0lew wGnOc2NULR22vFKo2xvDgQe+eG6rqRRQ3lLrQmiSoBHYGJH5mYps/PixxrqS MJidNLDtqwCyynrakiZEULM4oyjZkQ9V/cpv9RwZcGXBp6YEfRGItVpstykM 4yjmL7mCpG6sZ20j99BSBPVPE7RyFGUgt/x4qc4GOej98Gqgp34Kv/dK/lx5 5xNuKt7SkCIvjYw43tfV0kRgWhKwz/HlFLGF+MbxTZFBTi4teh96BcC+hASk bhoMNqpfFb0mQc4+SV2fZ3U4viN5rP4X4O3hUy2LXDho+TpZ6Zl3j4nAgrp+ +oIm4tq/86t8EyaIwSO32ORVEsh6fc7UnlomOmTnliHpJgNNG24XZtxloW5v TcaLaDJ8XnhK7+0bOnSb3Nnwy0sAX6p3T669wgDrveXvz/9gg8v6M/Ls5h48 7GdwoF5ODp74Wliu0hwjsoNM9XVlKChoKD9Re/iPh1HeKzfyqnDNFwONER0R xH/J/6dHlwN9FvJGPzwEYLHZpMmHLIveJWh6f43lgUGefUrMUxFMZB5WAlMG yNeec46/ToHKw42XT8ozQHpd66v1G0vwJn3v/wJ2sqA45cmzgCf1BFV7TaSR 2yjeOBQVC6Jv+Fqj2/hlnIR9VGnpu5fNENHPA5q6Ds/gVBXf2OG9HBS+7rLo 0ctZwtk2bEVzIwNOpbFtH3RT0bQ9SbtriAp7vNjOTIMRolfxv4KPg214TjG8 8LfeEBEvsyTXdjIOW1TaWn3waSa2ynacP3loiPiYlEwPmpwlZkw2NcadoyLH ++bGYUMitEn4+srPTBLUXPmrqqxNAAZuZ/OD0mjgUsfzMWsSgfKoveDIUSas 3mfHtBzgg5OWudLJL7M40fCjex2JDhaQ21y0gQrB6fd0Oi4PYW3fI3s+ynMg su54pfjROM5ddizz4GZpWP7dpps7W4I7fwjXDHQJ0eaCwbT5fgKU2N5MSlgh gh0Hwl46lwjRNAEmAbU8+DSvoupTBR/FzSVsSsNcJHZ18W1/zwVBiKF3L32a cK5gvotwYINwm7fGtWd0eJq79FycHgPsfOKb+9sl4I7otFmqJAW87fQosawp 4pqyr/eW+ZM4YNuHCV99Npj8JZO39cUPHPp5+/KNqiTQsvJYcaO+GXurjPOZ 57ioXNkkOCXlN7Zc4aH/ax8bmXTSuAeuzOLunvbMj2ki5JUsXrL5chMR4uT6 ME2Fhs542SfJ2Uii4uO+oS4VQlRsUx0R7ccHd5OVA5EZcuDsctzKSJ8LF6Za 1Dn0WqLV4YrA1YgC5me2OfrZyAE1UVTabUcGcpejMSuPCtoR9doN6+jQv+QG Leo9G6nn/Xzm2SAN5BK1IvdFQsQNWZqpZ1uH3xbpBaa8kAaLMjFryX1JJFtx 4USW5zg2t1ENMzwqjTpftUUq3pwhwnZdZk468lDY/Zari9gUtLKPzxsuEKFP L1Wf+OtLIPtgw+f/zohg+aqXtpVSs0SKdmab0RsBLG4Yypi3jY+mb6UorfOW A4+aC3HDYTLQHi7Y6N/Phjv1Xju7QueI4gv+406F0nDVp69uRp0Lh5k/PIW3 mdB7ckN/qRUH7U/ec7ozpw9fYrn1byFzkZH7oQSwHsNHjWcsfZL4aNGqe29/ uzDRuHmn/arxVnznYcB3GUcWquL2y2kc46AToQqXqgdFiOJ9xtzTXYhKtbpD ef5CMOYEzjXOMlCl7KjGoSNc8Nb3X3V1gywoWDMabp/nQnLzB6+z/AmigKjq XrWTBr73UodbK5kwPDtytmiGCp4fLW3vkmfxMbNH+0dLSbDlof0O1z/8CMlH JwIGRvDd+7e+jliywcFkYXSiXzlOf7E2hPNMDmndfRRbWVZH5N+eKHwrJkG/ f/Qedmo/sWcFZ8EFp5+EZgJtuHV2jMjYZRTcaCOHDnJMia4mCZTa6fp5BMtA Z7BKuMNtOupp0VON7mWjtvPNzcoUHjLPlaMKL7Dg+9GrS5kODLTXsuzUXV8y bJhSnc1z5CL+OXeNcRsB0gnIUHW5+cdPqr5y0PwRIjjwtGtuLQeseAd1/3wd yFkA40PGQuBJ2jZRnJnoW+PFSJ8/PLbDgqjMq4OYa0+XMZuUBolzkLQ4so2A Znljv0NsyP2yuPy+FgPNYzr4nE+YxA4orP/vNVIQsdQlxij/Pv5acnKVYwof mA6yeUtm+vFDid8MihwFdT0O89fKHyQGC2wrtqXLoLkG0bRuAQOVN0SOrbhO gtNXrcB6tRSSsHr2b+r5ESw501/jThMgUrcou5kYxEYKXm59mkK0vGjV2IIl TJQQSbMw1OGhu1XZBt1rKEj7/cN7/MM00Ap+0I1ekNGeoQOfJhfJgUL0oS89 rpPE0Xt3PGosJrDaPNP1F4xpoOu7tJ6XSIbbKunBR07R0CZtE/EDqVaCQsny vbG7DStT/J2Ug0lIMnBBb1ohCwpWjj5cdmCMGHf+2ih7hgObTzr4mEb+IuJo X0np2yShj5ptduniHDEv7cXY69xfhLjpxqKVEuME86Vi9F8VXLTQ+f1snv8M 0c9YyzdV5SKDZoXcIT9ZRFqjQJ3OKMMhxxa5fq+mo+0P/h1/82fv++2m8m+v 5CN/lOR4k05CdoeQ1GILDhrr01b3CaGgxztiAoq/i1CCK515unCEcEhsTy73 4UOAfrtETog0HEktVh55wYaim7aXnkvM4GrxM/OT+2mQnIO+mNl1YlrR2Kzv einIvv3mx/GSMYJ03iIr8VMXzjD7IH14eTi+oJg3IbD6gM8qzuUPyZDRPyTT dQb2A3hZ55xr6g0ySsplOiy07MdulqNcnookYu9oW+goP01sUFpRt7CYhHaQ /e9q5dNQM0d8zElphugl/+bGycuiSPfKcSP3Tvw/BM3nlA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 147-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlGk41fkfhs/qOOfgrBxZ/paKUWOXLDN+32okWyQayxQRmYqsKZlKWoyk spTI0pQlWkiWCt9PKEJUSjQmSxGJjn0d/s2L53re39dzP2reB518KSQSCb7n v14enHSMrZSAi+sv/N0aJQ2XlI+xrGmyKDkqNeySmwBcrrUej3UVwOWBjJKx B3LoqybXy3ITE+2TTkttLB8kioxUyjrDE4nL6ieOXjvERRFa3pID1iLg+SwZ FTfzwNTzSn6c1wSmvf032Pt/IqT7RPwPW4OLevNS7iQ/7idUr4vHCyfYoNi1 6pT8gz58xuSskaxgiCC/+maTwJ7D25v/uGQzxQd2WvX1uJEBvFyx9mVN9Wec kawoXyc7hsND1ldJJbDQ4GlZ5Ud6n4nUGGlO3WkBYn9WeXb12Xs8cyx7eU5L AOPphdIZD5fw3Vh3onYHHXTU6MsyYiGacEs22+8mghWtCYalPh9xe3JAWmX1 KN7+9MzupFJJVHwpO27YVYT0/U/eOPxEDg4H+ub7tJPRfWOrkJ2ONXixPtLM 8k4fkaBT3zvGnyOe91P7Q0wlkZaH56O9TD7qHclc3cAUIUGjQ9ihOVkojNya yL4iA2lxO2QtTTmgGaQAp16JwLdfwooZxwXtyWhxtsQikUx3KhMtS8M2y6Qs uvUCsZ+xxqbfV0wMnXLS+y1ThJQ8TM7STGnovfZrobcMD9y1fz//KZ4KCexh /5vWjfjwKxG1av4r/hCS1f5irQCZbAhIOagigKMcTnZKfwsx37cbZe/6l9C4 kuC5dXGOkLyrskZDmoRW8gx3nLzLgSo65cyI2hRGVsn+2aFcYKy3HHvHbyB2 q78e7CkvxdHxmrBgwEKBG9+XDxXzwTFv+tyAkwC972PGUHnThL3R8eKoaApo lwbveNXGRfsq/pxQo9UQlzt2d4YWUZEVVy/gz2oakqef7oy9wUfDx10qQ+t4 6LbqJKkgXQRXeH4U801sGPJw8Bp5ywcZK43XhT/yYe5V/vtt/VLgoBwZMGc7 hSe0l+m378/iNqmcU6EDDKRfFODeGCOEfSSemraZJPqmKx/8TIoJZQN5pXNt fGTjbCP95Dof3HsO5HovSaFzCv4jX3zniQ5q8XCsMx9ZV1h4DeYOEhXhm3vf lFMgY+U/y8WuVwn2Y0H9hmcthJnurPPWl3womGe57nnNB0VnI83stULYquCr yTCUBmSm+kRnBwu2PV7RvvMKDwTyz1UaX7OA+pTWHkeXgE2nklaE0BjI4ZAw daOuBEwXrmm2Oy0HzaPKT/W92HDb/Q/ah4MjWH+rAyfHTgTlIzV9Oe+loKIh 4tmPFhzQrorb9ubiIn4RmN/WdO0lDrzrPexWyUZmvKALakUiUKsMmjPzWyS2 EX/zwm+xUARtPEohiwrlnhK6YXfa8eB5mQDlpzXY5eJc3+o9PDSM7iYm2xYQ JyrbRxnqHwi+1v6VkYrzhDj4KpeyjoSEOaPci10cdMB1b4nEXhZM5TOsRLu4 6EuQJvteCgV6DygYn9jIgi+brlksBMpCvvy9tvRAGdi6s+HFyW4uhP25XH6p ZRSPHzL27eBw4FLQJOux1wxRdtrSQJdFRb37jwT88t3Dh8lBRhsEzVg6xf/R yUIR2Dhu+hBGkUFp7PjciHxZMH7ocevKbRFYq9RLMVbJgPybaJ+MC1Twz9JN WRqTBuZPHx//vKEO57jf0qky5kLtrcI7UYUdxA3zyzEX4qfxhrHkVBD9jbOf 9eXYV9zEYar0YnedRcK+OetofMAyLlAJTx3fyUPz8cbrk6ZJyMcpwbCniw19 7h4+TcoMNO9BXjs0RoM9SP3hFvMp4qvi58pW8Sf8zY3VO0GaIDJYWhVOs2n4 2NaN3R90+4jtMgMnIw+MEb15LCtdZTJa3GTdlRZNQwt53SFidRF4r9miFPl2 CUd/FE1uDmCCDVT0VFvQQPjP0uZ+zwm8Njz4t1Z5Hnz4a+8WkeQcrtAJfbDf kQkZfk6EpWE9HuyWM/k2JIf+YFgwxspFKLu/h5xlKILUw0acU3NyKG05y7oI 81G+bGqWdoMQZONMg74y5onsSy/ybEV8kHMO0jh/hwEzj32otdIy4BqW0TPa T4KCIPPuLxJ0CHLVp6ZKzxHuidOWd/LmcZRzy0y4ARdyq15eMjzZi+PbXPQ2 qJKB+s6+TTWzDwepTAulor/7U7aqYvUeEtgZ7jNY8OSizJXWbvXdJPgy3P+g tUiEboQ292V/6CHivP1yilToyGTYpON+niSqjQiP3/NcDp1QuzpyNkMO/DcZ fUsq4cDG2pEtK5WEEDPXt4rHeEO8+tflnAjRYcsxZ69DDhzY5ZW/v38zDShD XhulH9JgiPzi2vG7TBjVSqQnv+Aib0n97GOJUkCpU6v2Xy2HdDv67bUKO/DT av0Tt+4xwTdj4OxNGhPJPI85XBowjckX6BPOKlJo8PGnJMXLi8Sn+IWp8n2y KOFG37nVXCpSXfez/w5PHux7HZM2nsACVbv4Cy5lfLjWEfjrUPwycXXWfsk3 RArOhY20L67iQ1eZTcimDA58jbQYfWbPQzT2i3naATE+I713dBuFj8Koy+yD 8TM4ZOOiXdhfQqRkbuQYuZuDprcMeqyb/ojXH7ntFGHORc38UY5GKA+1Jf2T OL9bCEEGR9ads5CBMSOfpdkwIeT3tAQeF84Qh49yuA0pDAi/XjD+sUkK7gMe b9ZnQECrnVMmZQkHH7y5NiWHCttyPHb4fedteSrsD1PJaZx54+q7CTsudO2z V9zMbMLF98zjeHc4yB6TD6lpdxKP0meqnlqRodPJ6/mbMTHxmyFPPca7lzD/ 1aZA3mGWKHEzi+1y4KCFI13n1XMoqGDQr20Cs2Bn1vOaSTkWGu7TV035ykUd thnfliiyaEsFhyYX899fBln3WsignXb1RzPDKRA9kNl/xkGIhNH+GtMOsuj+ S9za9EAA9oL9ukhXFrw8Hx8r/M7TBdSTH5wTY3JyzNnIEikgRcNfPyR9Is6C q1auBh8q3v7QcGMNGzXJZaSHGS/gXShh1NZEEl7We9J2vcjB7+oi13ndEoLm BnzbQGUM55D+ZVM5VFQ/Wx5xJmqcEFc6PXcuZqF4JufecK4ManifNGV4gQyg 5bjHtpaFSPZ3OgtOTuAKl+ZEL3MRIn8RlfUQYmzwe5RCgJ4symwuM/5iQkWv 31iFaBUxYE3szS/oHgUVr3Zj2RvzYEXKgbfDfrNE6YrC+W9Vc1hNwfLnmI10 2Ce86xuXQoN0leLY4KN0JMFDigrMfoJKLQ1PdP+EN/2sbKPuRUUSJ9S/FlVJ Q67Z7zMmOTPEtM+7LpljPGg0JJ0vObJEpNHfkYudJSDbXeJ6/D4yUii6N/Wk YoGIWZdjGu84S0jdV0z55Tkfuf3Q2rrn8DIxyjYXWqrykWnqZZuUt1xENllB my+px7Zvil/pbGchl5ud0zXf9/nyyoe6DGc5dAT95XWZQUam8joN+YoCNDWy dlVYHBU10Taci0uXgyiDflJ5HBOWNQdYPwXzofqy05m7pEXsFBf0t+p1BuSX o7ebXQexrtqRrfKNLChLr+mOqJsizIZsmm+d/YpLNrcwD+pdxMvdHtOh1S/x ccXlR2MsChqSyI2o2D6GdQaX/QoSKaj0llv3SJUY77Wb5AtUJFAiM0882b5I WCgZtq+sJaNIJR3Gaqok6uFZhXorLRJTjueDQ69zUZJ/07SZ/yD29o6z6muR AC+lwzqdYg4KvLiuwvzmEnY9L1WVrcmGSL1TdoYWFIjK86ecxmS4Glmrb9xJ Bp+kuSONJDF+PWTu2PZrD276fEGDgekQ8UtP4eZYMa6cCr0xNilEdT4Js0u2 r4i9t+fXa7pKQGSnIFrZpZWoe7tjId2IiRbChpqVVjBRM4in3uwcw6nlf1oF BrCQf+WJnwy2kxCHolumQJdBt3/keej9SIenVnONkjV85HjTdiX0UGFpe+2G 7pV8pN7Cy5QrYYFE0HUvCTU5lJvZKPDT5IBevWDczlaAMhXqWx6+pkLM4IoY +WIhcutId4wKoKD/AySerJQ= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 148-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FPr/xceMGcwYs5gZSrIkSlkirurm80kXWdpEibRQ0UKEtusWuVzJ bbFkSyUkSsga8nl/RSriRllKiZB9bWQrv35/nOf8e57Xc57nHDXXE3aHqBQK peKX/t8LO871PlKVgWu/Xf1QH8CGAFgWqr5WAUcHxPld3y0Pvs4C60MHhHCj JylvLF+End7GxHkPsPBRdkLcq6Je5FbTmtx+OBrdUA/88+YpLr7+OJKPjoqJ 5LsfPq6LFXDbG7mBxhYe7kiPyYou7UYVvssD13fJgVKbxt+K+Z2EYpohrVc4 gCTejFhfYU2TWs/Cg0UTAmAllCeHD/UQCY0TPTzTfpIUraRYKRwju0w1KiV2 s3FviFC5RP8r2qkS/sg1SohZX1Wexz9/T+qylLaO6QhhPPEBO+nJT0LmLRys YqRAV40+LzcqwKY9rw03/BglO6pCD0QVSOMUxxiJ1EIafmxsedJlWwXx3hQ7 vzi1C13Rre4Y408jjdsL9TKqmHi5874Sdxk+vqB1xNnuKxcSwncKzddwYL35 jS/60z9RNN2uUGGeDZ59jHupWj/RMSlt6+5Do+ifx9UX41v54KRz5N+uCBp4 0R+WuLNfkzNvFGhPZwbJwbdKTpN6QmyywTPmhIo8LPeKKSjmv0EznQfwnb0/ ULXtee+Rojkk/UhFW5NNwdefWraSIB48pVNDh9TEJDODaXxdlw9Sv5mPNfNf IK9rUd1JlGISFKEFswZMrLbzj9M4QwDb0icv99jJY+uh9zqqblNo8+oLuQFB VPhtmd/39jg+Plp8aUJNsgJtn7xacbWCji25+p6XyiVx8HH1c3viBXjggkOZ byUPi7PCnrHfCEDOUrPhwUo+aJffObd5hANblc95TtuISaps1IK7NrOkUTbt b98eKSyejzNXfSiCoxSems5aaVwxpORlnM2Cwp70gulGPm7XW1x+MFYATp+P 33P9KYvTqzp901f+QC203IEwez6O1/N9kmw6gIr9LTreFlEh/GS152LaTcQq la/e8LwO1dcU7Wt+JYDMGabjwQY+bO5u2ZVjLYItCw9pSRmywfnr4J2NSmzY XrqgySWWBxfOu3ZOp7KBViXZFE5nwJodcR+XecvgracEcWZ6DMiT4o8a/TFK Vm3ZykmzVYCxPzv1Ln7hQPGL089XmnIgO85Bc+j6PHntdb+x5uZ/hCFKkFmY LofX8ryvquUoQHLd8Y4W13m0HX3g+Wcw8f67VFu3bDoU7WPo+WU1kdR7F9HZ 8kricG26c+lBHq7ZIrk3gpOFAsuahqXUP6Ei9Vgf1/dzaNQnnks1omCqz6VH Bok8fNzRPY/hzgRV/S1mlSI+7vfWYmXHUOEfrodOMJ0N/Rtvms56CUF2iZ76 zH9c2OLy4vXFdi586FHrpjDGyPgp40MtHA40K1if0WyaRoUh5gZ6TBoWKW+d oGoo4CfR3qs3yNcSSZFUWMyIAhg/cc6IfagAf51cVP4snQuKb4Pckq7SYG/A 5inlCC7I/P6ldP2GStKdcybDYoAHzzIeZAU8aEGH5ydDMwemyIax6DhQ+EDO nOaWLO+5R/xU6blOunOIGxZ44r2LBGSq+MeNu/BwbDUnzYpQsZvdFcPPbSxQ r9qfsjJCBs84S6zoG5OEGu1jc/2nvqNBpa9l9aNdhKNWmZVAEaMk5vJiu6kE Ur/uuEfYgi60Q67n4rnjYyjzzpiJuI+K5zZatSUESWKbj9uWfFwgC9ZQ/Lnc VBJkltnYhh0RkxX+PnvqFXngZ5W/TCZzlhTr+uYf2yYDhe8W1PSmvCS97SKT kT4RLlExqs3/LgJh+BrvQakZlBx/LmTfT3kQ2Xtr/pslBZKKa+b8E7ng6Jf0 ebibAjEuQWtY66XA23EVLY49jW58/H2Tvf8PEmBf993fgAuJw/cs43d/IRGN DvobVCUgfUChzzWqi3irTApkg/h43CL3mb8yFWwNjxrM7uNi87psmuI9KvQP dOfX5yjghqiJuIbUThTuejgtR4WOu0W0s0GIhZ+d9o84+PJX3givgMg1Igie 7tTgSb1F0rer0boAKdh03n7/qa0ciJWubmr0YAC1b78Z+4kk3Parqh07IAvD yyPp0a+5eO1sqlVlFAeolWrlHktF2G3tJQOHjR9IVfmqwIxsGchKkbu25h4L y70MPlPgOUm698vN/yXg4N7SriilG3Po7/VKDrseKOArKZ2Xl3Jp2I7e5sUz lIejDcEJ41eYsPXLEccljwRws8VrV1/EPAo20A6y8ebAZb+hpjkNPlATkkxN zvBg8Jzp8PPNPGywYGh6meY4CWW7D2+n8rHvJXdVX8YMOWk2Z+t3V4DbzpJW 3V08PLmp19lo8gu5GkOTDxzl4Vr+MEfTl4f7wya0KkJF4G1w1uiyqRzMHpWf JIkiuP+5zuuC4Dtqj7f6r5rLBP/kzPEvNbJwrupQ06a7MuBZb2t3i/qTMKwy j0cU0mF7mvPOw7/4Xs77PeTI7ilyKyW+ecKWC2aPDnzS73hNcrPXhfOyODjS kXJrquEDKkn8/rTKUgLCvb0usErG0R5DnnqwawfqKqh9FfNxBuXtXhvWtpWD v22uN1dLlMSZvYcbJwgT6nXad7q9k8UDnatUYwa5eP6vpLwCEwW8qZgjKQpm w+VtUY4JhVzsYlv95y1/KsRNx2a7nBRhQZCH5uRWITZSicncUy2EzfLH9LCe EHSOhT71+cXTAdSj8y+PkrLhf01NijlACYK7y6K6UEUwxX0XRwDF75a9SNFm 4cn1rP+pyP8ke/GVYRsTaVh/oL7QRfE+aa48Z7T/146Ma1q81R0cJ2mUHywa h4bz21Y0Iq9vaLTM7qV9LhMX6e1VVRzl4hfvo8SGVyXgXXvM99YoNqZszmrN vDhBqA/NGANHFfCt2kLjfhMa/hY94TeiwwTtsNR+nE3FHZFsoyK6PCyIOf5u 4PAU0nhp3yLhO0fUFpqvDzajg176YpNywoBEldwwnz/p2KS/z8offUU0WoF/ pFMXcbLoK645QseMQPXBnKdsOFxe69uiNoMm3Zrb5M7zoHXVsR1KzRScQG+W yLVnwIkpxxB/RMMLc7LF/yueRdKlY5767TNI9rFSzB8v+Xjp9lVxLW4SeJi1 TmCuysdp27/4NibwsYTJAsmZvGpiI18zNK7Axg6prZMVv/roxjC/tXixEIuH Vmj4hdNwBg5xrzoggPIbdqGPKHNk8G6Kkp0yE+4X4XcWjr2kMzB/2iWRDYWJ Fe2nK8WoyMX1fc0/IyTPok7mhP41Mp267sjGoAZyQWm+ZIxJxZ83HSxZqzlB dHvnD2dGUrHM2Cu97MBx4m77jS+vwsD2csc+erbPI9NFhk1Lnkngxy8bTdMu MfFnnqWv66I5tO5+CNX4AB9HedRMrvXoJX+btYsnV8vA/kVndFtHOditxXgq cZgCjv/KPr2jxYJDGk+T9y6XhIB0D2oIkYAWk91hFU9o4BY1ffYVZZRY0pfe buZ0kpqvVzWlCB06s5b4uJmPkzKxb8rYNwFe9eGTVa5yI3J/OPObliMDBmu/ c5y2vUGV73bOJq6WwQ0ltd9ayli4FkbFb13GSFB0mUC8mo09ygJ/N9hBwdqW TOusG1z8cCXPWX8lHbI7Sm/wSgV4W6rNEvhMgzQXg1JzWQFWr+PdEuUxoaPt 0akqOyG+tbC67kkDDVyzsYnBJxHe3ZK4LcCTis8vnch3Hvz1L21jW8bX8SBT nFG/KFoI+2StDW1WjyA+OKdJD3Fhd+QMhW7MgJFuC60zPXwImVN+6KbcT87s mzPmqvDhtn5zFHdPJbr98q+8ptNS0KX55mLBRiEUetlLhmoywEFFXv5sSz8S HqvIUbb/RiZ1dqUHaTMxVldsz07/jGhClwdYXhbMNhfzOmzfoOv+s5Gt5sNk Jvnx4iS9L+jW7WtGF/fMIMYD+WH7jhpULp25M3nNPNrfNzheWSeBT553sdVd LAudD5bMunuL0cKDY3s1c3JRBcXe93nuTzSvtmKl5V4R1k176IqcZHGBbGE4 q7YZLXKN2nVbmYNpO1Rvi8/ycKhlwB6fVULcRJXMUNHjg5qvBDSHKGBR7oD0 tfBP6P8AfAO/4w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 149-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81evXxvdgG7Ztj+xNyFBkSqhQyu/WSSRSZiFF4V9kKNVRnWiQFMmU ZGg4Mp3MoqJ7ncwVigylOqWIzDKEXR7Pi/W5Xl/XZ63vtVS8Au0OUkgkUvvS /L/WvAvvM6yThDijaz2tp6XgfrVktsQdAST3p5dOlPFRju7U+ZU9THRIKjXl ecUAsVy71lb7ajKRrBp+Ku04G8UX3at6nTeLRTp+BXstF6CzdOUhx0c89Dk7 6UHikz5CPYN0fp7DAfn3Ky/IlvXisfBRhe23Rwny6zGrWMk5TJOxaWhbJQDJ 1Kd3okf68Q7TgKR00ghOT5SXrZWZwD7N7axEIzYauCij+FjvG5EV7zZt2S1A kt+U6m/Wv8PnHg646/gJYPJWvlT6o9/Y+saJf03YdNBVoS0yx6VRk5FCWH79 JLavi9yfUC6O6qaNIn2aaKjE0CLEY9cz/ODsvoM9rf1ErG7D5wnuHNFqm3Dy RLIU0nTzfOwrwUXrywn5IwVcSI12kjHfwIKXZjGmsYpklEizeyhYlIKfXTeM anJJ6LCYllXfwXEi2n26TqFDGvas/l/M16tUcGqPdW6WeoVPvhZQq+eHce2L rEbfQwJkbBaQFKjEg+OlDQsHPrYR87370e29v4g7ioS6WvUiIV6gpKUuRULi ESs95Vx5UE2jRI6oTGOf86fuCWSlQczIfKKL20hwm9abvIt8jCOuroIFAzpK dtomjOzgw67smSv9djxER1bxlT/mCZt1Z4tPR1BAOdAqJTFGGh2qvPxDReQZ 8aDC0MCfIY4s2HoBl5+KoIs2aZqzNXw0dNax6mgtBwVHlfSfJwuAaaHelq/D hS/e13NjsjhgqxgWMLdjGk/XDAdc0vqN2xlZF472iyE3u7iWxBQmPOzPLp9r 56JNY9pHn//Lhz2f/O97/WYgydQvHRwlEuqmFg9FOXBRLfkrVVNhlKgM3fb5 TQUF2n7l2OyaziAkn/AazOpbiOsG6cT9eT7kzdNdDrRx4czlsdehMmzY/USu 0+MGB9RBuTV2PxuodSKd0TRR+J2lm8NQZCDb49IpW9aIAt+Ur6o1P4H1d9qy sqwFgBp7TCUyOVDZeKJex5QFeQUdYVPBZGg+ktP+Iu0Vrs7JqtYfZ6ONnKBr KkUCULE1jB93JqPdRA8nNJeOWBy/CJNZMajwFF1z7EEnzkBjxgvD9dgxbq5X 7QAH5ReZ5AiZRUR4VeeomOpHoiSVkWP0ZZEYD77JpqwnoQy+1r4NoTzk7+Jb KupLB0H8zd6mXzz0PWiVZGESBRzP7q0PkmDD9z/STBeOyEAGKFtWJXFhp0dj 87n/2KD3zLPS6dUknjxueLCbxQIqJWVTbYyQeHjR3GANnYpGkoZ26PlxQfZN hHf6NSrM1/ep3d3OBYlNX55sNqvFsrFRbo+aeVCTm//gdH43kdZeIJcZvYDN JhJTQNCDx2e1LxTvzMXHlGnFe3SFhJzCofAAfSrkKYWmTHpw0L0zwjPilSLI 2y527af3kiATSimmbGKgeTey9uCECHw3VW/IH50jhuW/VbWOf8VDN41YHMNZ Ip2uWWn3MxU/8nM/U2zYT9gz+8+F+U8QwQduDOp9E0HCP7a/T40QQT+cdGZD mCywgspPT01FQF7Dq1psiS/aocHurbIcKP8govk+/jeu1D1adniXBEykrJ7Z 7PQSD/zHNx4b5KPNhLPLA1k+8B2C1GMeiEHC16ptN/ZwweVY+qfRPhIYq2m2 lxdIQJCLPjVFao4weP37xkYLEpx2aJkNNWDDOuXT9fFeffhqu6OemTIZXGLV sXt1Pw5SmpFmRHBR+Pzl1DU0EbBee8hgwZONvF+7XNVLW/I91FfWWiRAQ/JD Q42pX4loL5+sIiUaMrxLtlRWZKKaE6FXDzTxkYorlr0yJQGWfznsO27LAoXw zQ06teJAGdy3ReqRCDiEXrdV2MuCUc14WmIzG0WWO7T9DOEApVblqZ8aH+1c ZiftpvIR1z3VD88tlICeoYtTWbFMxGw6f7I8YAZ/79to97cOBw08+Zognywk vt9Lv/jLSAYOtZ1PnYylw3mlF4dH3vEhrfuI8+DVRaKKVTa415MDV46NdApX coFRqKN/fScPhsNMR+ttOMjK4gOzmTmFI6V8R3dTuOjlkaIdajVCHLJFaH3s rjTKehxhz9TioRnLAbf1M1/wKtdNAWfbeegld5SlfpSD/jfqqBTXwoDQO3mT X14woPxg9+oQBwYEtFrbZVB+4+SuKn+1RTHYneXm5LOUT4jiaW/hwDzOuHez 64c1G56P9Uy8OfcKFxeaRHMesNBEVHCjHHwkHt+ara6zIEOWxDf9zSVThPta jup5r8+EC7fHcKDoF1HqujHqvS0LZdk/TxyqE0V5Az7tPzAdkmGAVvKBhYZ6 9ZWThtloXSbDN/kkF3lYN5zKCKVAS4tM1asl/46gmlh2ZRxHjAVFKl7iACkC 7mokfCW2PQnhHdHmQ2WHRuM9LUm0l2x5xT+DBHtR7OgOY3E4tDMmR+5OHu6q DVu/L1ca0pSZR+4PTuEs0i9JKouKjtqjxt2JM8R4lV2TQzEdNWDMVq7kosZ3 CdNrr5FhXnNut6wLG5FsHrzNO/cDD/GtHzWOMkAr6u/vqJCCNHLHN32kyYBc kn/HkM9P4tmGQJgNWsQqy8w3n99Cg/7DbshkpQTcUiqOCj5FQ8yPb77tKx4k qNTy0Pg9X7FqrjqyyxNDouGqw0XVUrBDSc3Y/7OQmPHues/8iwPTdSfOnUuj oFRaF7nYQRQ06NobCs1paFlR4fS/lQvE1Os+iYKSXwSjRD5pa9NSbhH+FClj KhqVNJE2V+ainSM1aVXXpBHZWE5kvrQBf9Kw6LrNYyPHv9/OPFval2WbtuYU OgnQ9Ij2ymPRVNRYwj94KZIPT5PtIgtIQvxj7QdJ//cMyKlAHdtcBnD6pxdn CXc2PLz17L8TtdOE7V3/E27+E7h0W4tEoF4cLm9+5XH66Bt8Vn7x8QSdgm7W BWk0a05j3YFFn7x4CjpTHnaxO2QK+1pPcXlKouj9RJZ2YxoZmSqs7VxRQ0bO x7yLVzhIoU8ci6NeCkJiaxRtmrVLGiX4vZjZ6DeAuYOBpDs9krBP4aTu23EW +vmhf+TUQwq4xDCqb6+SBJuBXhkDS1E4ne1HuYjJkKm9S/ztSxp4J8z9+Zw0 ju/nl3WoLt3Fi2/X1MUwDRaj5G136U/hqumj9yampFFF+/NvHsodhO8/80ar XETBsfVxdoRqO1Hb4bRwa50EiiuzC7yfzUQvYXz6jccE9s4v8c9ZwUZ+VeGb DOxJqPPFigYbRy76R4fjpqdDg5rMHS1GSxzc9feOFfCJCs6bAuolNPhItYWT wS+lg1pZs8ynOAHKWNbQ8qiNCjEpmQtFSkv/l/WN7kkTDmypaszlvxWAJ8Nq 7Y51Y8TL4vA1T8u44Bo/T6IZigJ2Tf3u+EUaLgoV//FW/I7TplYaT4tKQ6Ze VwLbvZbYmu5rUTQmAV/VX58r/0MGLLzrm/vCxMFRicf7s/s7sbrUhh50YgbP rHbOjtCio9NNZnuW+fUSVBmPfMRjwMB4iFb+8nbieuhC/FvzUbyr/aGxzro+ IiMzbv0593nCef/yxp+tLcRT8TynOxsWCZknZSuMC6go5C8Pa93lDFg8GX7m dvEssezAxF71omLCrDvsrmCGhBZVtHUs9vJR7JYLeamOLFTOeBgt+bKLSNgS 861Qn4Oo9sqZ039y0IGUfdl0fwHqpIjkKq3hAooyUbVfKwNhDtm+lG1cCCj1 cnXt5i1xu+az9clRwubXF6nO5wIwkL6g0dG9QJhEuvUp/ceC/FU8qf00aehc tSErcalX9pieumQjKQNtHT4ZOZYcoNNsV/cn9eFSxnKrvqdSoBSn9KePGQ1Z hsoeHtGQhCuOH0KEdQLYFNWoapQuBs/ysk9pNvLBa4M7u7ZSHNRT7ha89RTi ncXDz5lryOB6z/tFaCkHvDd/0HOumsGa9EOTmZ+ZMOPeaZby9zzOFymzOnVl EFNkBwTZqk0YDqb6iR/mguWjd8KK4REc+/PyZKWKGJw4eeldvWoj7rW8kfPc axaHOceGXb0/iDWfbXcw3iOG+PdlyeaXv+Cb84FqIwOiiB2RVPhPyQQh2+oT pSzHh0OWRBCpeYQw9Kzrr19kQCQlc+Te+9fE/cCahP2BTBiKyRKVrWghVFY9 u1ZyVxQ0byf+2JY8TMxnrB4f8vyNFw2P2xvpTBByfqtVg914aKTyUUixwzSx 1X/iX91ROqQVC373lM4SwUOO6iVlP4mz8rdFzV3mCKz0bnfScVGUYPW5Wv+d CIpvi1lfdoaFrKRUNuZUSKDyIOvctgoeckrYvkKhi4OEcYxtvVQm/OF6pKDL ho3yE0neqhpC7MtSfNLsKI3qo8mKPQ08KLUvLem9I4PM9cNJNn+Jof8DkGhO CA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 150-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41P0Xxmcxg5lhdkP0WJ4iZEu09/u2WCoSIRKKslUS0aKeaEchWlBU ylIUQinle7IVKmVNG8kayZJtbH//F+e635zz4v6cc67rVnU7YLOHQiKRambr /3omUSGlPVsWopdEfak+LgMOhW4Xh1hc5COTEFf5tIswSf2svLInjrimFhJ8 M4iDPm6+1iW5QIwl6qcOuv0jQqmhq6Z3vhWiH2lXH14pbCcSN3oWxXzjgeLX eWfk81qxzDfl8/t7+wnyxz8bI5njWE3Wj/OC3o8TryjKlwoHcJQ3ad7iXi7q Oiuc+1y/kwgKv2M3/I4Fuqq0Gdl+ARo9FSc0gL94a9m5XbH5Uuj8GQnRBF8K PTY283feUox9489tZBh3E5G6r38M8MaJ66aEWbgjB2k6uT73lOahsQIVoWeK ABLC7YUmy9hw3slax+UXBV2h2TwRzchAtEF59B4fCtorqbWxfU8/Md97gR6J LoLtOt6X2i5SoVcEWVJFH/GRjyLqS3EvfmY8udP7cx0hbt2FbrtMEa+6ps0b wshI6pGylroMCUUE9eyhuQnhJY1y7rfqMD7cfLJHwUgOJJeYDDTy3hBB7c/S ZKxf4tCLGjCxiIGan1uPu1RMEZaLT+YcD6WAr6BdfvCJHPIpCBtSlSgm0l9a GnfEMpAZR39/WJEE8q2I0MwI4YPV3GP7xzcN48rNPYecMkhQy0o5E9AhiVKr lqVpd3HgSUda/ngtD+2Ja2P985GMPlFzei7Y8tC+ha9qfO72EwWBpj/qnlLg d6DLlLfiHYJZyH+9pvw9sXn/eauT5VywLlRocL7OhWRbObX4OTyglkk0hNPo YHq2GY1x2cgqSBC3Vo8OTf2kHJ3vQ9hgsxU7xUIELfGVpoeP8qHgzeHyhavZ EGhzpfieGRXe+abXVt38gJuq7ruuLOCh5Vy/KNVsEZiPGe1r06Iia+ILN/A+ A6VJBZKCjzPgqStd79DDBpy0WdJmuX0Ftoseb52/m4vu1nUwHXAOEfKioU9S 7TshuKXDaUkio/6D8RyKEQnpNwmS54QK0T4Hz1y6JwPqjXLGJOXl0C8/DWbW VQpEH92eavyMC7/W3Vw94SuEravATSlcAJud37w71cwBnl5uakvlXzwYZLzn E5sNN9KHE8IjZ4gnZ00W6TGoqH9oRLF8mwDk60LdE6OoEPPVzoJsLADplT8L V60pxaUJEc7drUIouZ/x8HjGJ8L/yVWreX7TeM3AlTgQfcEGFetTOGMZ+JAK LWe77iRBnXN9v44xDR4oB8YNOnORvbhw4ms7HbnbRBq2fGXCudjNLXqL2Ujs RNbuHpCAm/s0XnxLnyR6FTtfVPe3YRetV9UzqeNEIkOzwGYsAS89fOde6cUu Yqtsx6lj+wYIyq6lvAkFSTS5bsPXhFAJ9O6a4yFLTS5shIKWotUScCGp+sEC DTHWDjy4o1qeC0UC5S2UdhIU6Abk7d0iDaodwmM61tW4q1lu6Z9uOeTcmDJZ ZC4Ah0OJLX2zfVrqhU903Fjg52BAjZMZJ16M3WCGTJHhuO370cBFHJgIq/lq n9yJL9ba6a9RIYN3TUlOvGo39lMeEbBCeUifa/BlsQodLAx9Fk24cpDLdqG7 6DUdfvW051Vni5BPz9ehsLIOItzNIyVbmYb8/uQGDN3loJLDgRd3V8ihZTvi NJyyWGD+n+3OICs2BFF85MUuTKB071wr80wCmBprz9rYcaFPM4Z25R0H1S3s OFZqzgdKqWqR13w5lD9T8n5DagsuKzIIuZ8lDc8/ppx61MpBshWnj+TvH8Gy ZSxfxgQPdRW2xSpemySsMFPBLEAEPjWnEwYjGZDtbls/x5APEYd+N0zO48Gl 2sz0XfZC6D22uq/ckota3pjr12uN4HMynn3WFB5iGOC6CxUz2H/tpMWhZAG6 125eLqkrRCPmXU5GIz9xvMbe1o3dQvSW18dWD+CigceFLI2G2T+682DwZxUL uuc7rTWY9bm/2sImiTKNZ1TmTS07ywDrFCd7j1ke9aZzS0JfTuGku/GNQxYc 2HGTou1K1OCcrBXh3IdspGwrq0WZbiGe3xh9WWZGhqSfP7MDm0eIHYZctdNu P4ho2YFr6l4klOu4/MJXKzZqqV3+W1ZbGj3o8qgdwgyI+O7eVXODi3paDVSu 9nLQMtPvhe3eAuRs8To4KZAC69bsbk2b9W8HalfyIvpxQ2DdGUlXPpBCIXlB bBvxrDoh8ZszBVxQZN+mpVLw7N73UbbvQ9xYesxo530BBBvWvn2sNIpTSFNM KpuKUiz356z6O0b0v7CpsM1hoElzc94/2QL05nPssGEUGX6WHPj+L4eHSJYP mx6cGsIB8VStknE2aF249wtlUdAnDyn71hUiULi6r77HY4xIls2QL3Ilg+oc k1Wn19LgBdpdplbBhBvKORcOBtPQ1m1zU1X29BJUan5gzPY2bLk3jBKswUD0 ELXe7JcyIDOo9Xv61wwx4t74VfY/LiQdv0yOvyyBEmiN5BxbOqh6Vpz0PiWJ 5mRnDb8qmCBifCudVb1JiPVY8er6Ch464yK95uQqGupjrhCYqPCQOBm0bZ/J IfJSBQlx7mu8bJkB5WgpF9ndaxopnr2PWw05Skfa2ZD+dHa1Dl24MEPy23MB D57cKG4+XDpMzDVexwhcM4RzTd9LH9CPxv5uTtsUExrwScWZ5wMMCto9mVcQ 5z6KdbtmPB7EUFBEVsoKj/gR7Gnxl8dXpqN37xRPjwdR0Wolw4Z/S8jooOHo yZ+LOaiFaxbgpjRJKOloaw77y6FYr6qR5V5d+HK6y4qMClnYqXREt6mfjURL HMDykQQ4XGK9vK3BhDiJgQCl21JwPM2LchaToacwwrtSJAXuseNHK0n92K2a 3xnD7sBVnVHqkpgGT3elpY5vGcEvhgPuDvwVIN0E7+Pajo2EZ6Z4iYYDHQS2 135kza8nSuvtJ24slkYt5LM2J/s56C30D9c5D+CAhhPa+g1c5PUiZOWirST0 3Lby3861ApS5kOukv5AGTpEWKrsyBeAYIybRjOlwq4VpUiAUwdnJuZnuc3/h udIbdLTU5OCWfmMsZ0cpEYX7bk/dZ0Gb+sdT+euE4EX+vXRahgl2ynz+0U+/ CPFtPQebujE8orMtLVSLgTYNVDU/3NZGUIXOGYjPAvcFZI6/aj1xOXAipsmk D4eoV0qyD3QSSbeijU7tEBON1AXbXtM/EkVSD+zvLJshpvK3zEYMGvL/z9lC 9x8WaFV2D17SExNzdg+4qGfnEC5+HO6rIgqaUdVeaOYih873ROjd2sJF+awn 4cy3jcSb+HtNiSQ+om5VuTV8lIuUdhLyyr4iOGab5kkx5QFKf7M3rU8ISiEl PyyO9BHOCgHCxJtcyNDgy+yiCUDGIE/rUQcXtq8OPm/JFMIyRw8meQ4fGDQr nY6r7bhQh+z34wAHlKOVj3qsoaERs612CyVkIcLum/9kmQhid7RKzcgzoPhB WrDmGzkIHv2z2MWGCepxyY+aXCfxwbTmwfwpCjjeda8KzOXCz87OpCMq41iT 4TN464cs2IzWm/cenMIZEnkbgyO6cTPi6u9+XYVhT4KX1F4e2G5zSTcM68eR Y2GDBaqSkFGf9z4hsxK3ml9Pr3QbxaPzcu8tcOzFmsUbbJdul0SGZLJ4zfV2 HC8+MP93Fx11RNYFaUcNEfLVHhdUFOSAV5bdnXm4nzB2Leson2GBYd6hxIsv a4nUAyWxuw7IQgtJgi01/oFQ1SiOepxMh7rblw8PXv9DiJN0+ntcp7EDPiK+ LB4kFLx01A468REp8/bHmZhRYv2+gVe6fQwY/nEikrZITBzssVN/nDdGJLhM 3UyhTBJY+bP11SA6irl7RZzIlEQxNZeM8k6wUZ/O7xnOPhbK97O4X/OUj+bP fGg9MKuT0SzTVuosn1UlBtUSPJRxheSutmASi9rlTlselUPl4eS5X17zIeBT n4tVlwiZGISQLP+TRLd3Rz26HieCPKW7tWOrxwlPx9dyx5byYd6mz65e9kx0 4k9bkecs9+u1HexNE7M57ZlPa7QWF9LGRZ2oRAAbNRKKdRK50N14YewOXQas LXnhR9bzwLjRl73y8wiR03XqS0sGD+pU1SkSCTzkXP72okYqF2wurFSL1eOj LRkuSj0yYozXZ9agaFmoPBNg9upyGy4zYHoenddCJFNafDI0GwnbrCcx+jQh HJOQv5z0sINYxPHlTxlLoTbHOVubnnYSjT0n7lQ5SSOrix0bcvw+EP6XdNsP 98sht/dGix3XTxIPG9WXyG0TwdvtJiFhCykoLG//NfRcGpXRU5QdHwwT5xmm H6ZjeUjdUUXtPxYD+bLHfIUVaTiSeUu15zQNVRavHD2NZueu0iba30qh6Sg8 0WslRP6ZufQKOx6STs43Cj+US/wP6eQ5qw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 151-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk4lHsbHjMGM2aM2WkTpxRJlmj3/lSWMlLCkTVkKbJURFKUOqIQKksk cbJEZI14n6OUsmQrREcka0co++Dr++O+7r+fe3muW97Ry9SZSCAQOn/j/5zc ftktaUoaordFdb2/SAfp+oHToh0sdIqeGP+udAhTv0DwWx+ehN1VCA687yeN 7uWEau0dEuKiHxZ9HNfwUUqMyWJwJwdWdq8LlSnqw9U/Z1aziiYxkeYfByMl 5/D6VU38HSUTeHLcSplX3An8vkHve7yRjYaucVeXqw1i4bcjFwI/MEBVnrws Nc5BrfW6e3rHpvGjNdcdYosl0AmLkgR0n4qeaRucsT1cjXO4fxs3d49ikapv eidYc5jWavsXL5gspGRtX+5KYaETV0dm9Jp5kBhuwdXbwQCP1BeD6YOiKI5s WsJfpkPe9bA2bStR5C6ufPCb8zjWTvU3f57Uivs380mV89/xyqSO4C7Jdmy+ zwGl2i1ipk7mURRHEpLIk1NWpBPQVufkhPKHfKgkE6//Jz+F3780Td6iCXjI zQ2woEFFXVlPBDm+BGS89XLBxRAidP5oKfe3pyMDabXTN6pEkey7IzfhFhdM Vl84PWc0ha/m+1Ru9CBCKy0j9OyAOEpYCNK1e8qCkoHHxXOtLJRYFufblE9C HaSC0TAzFgplWFk4Ok1iZb76vW2lRDgpNL1GGErDJCvYb3RfN2IpWQu17Aw2 HKmQ/Wh7jwlqBzRGyUQOkGpEP4aTxeAee+clbBMTmfhx4vduEYPo/rgymakp XP2QCSNDwAe1f3ZXvrvGhbLa869VdBigMreipfwQGRo8M1vr7jfhaf421nvy OWgn0ztKPp8P/bQWp1+qZHQE62L6ZlHR/SXX5bt6dCi1F9tyLvcj/iQzmXiC UI+bR8/1rT/BRKv/TF+pklyIBb/4OCau8C9Grul9eSCAhMZ9EqSJWgQ0wXUv 4rziIw9L10IxVyrITWEBznfZMLLvvs6CJxeEaz0DVhXy4JBtbcOVHmnYzONf yZ+fxif9tJ07GAw4pPDhEddbBJVc09PYQiUhlb5nPy4E8kCmLcQpOYoEsZGC iY0WPKDs/lqxR/cV3hG8X7S1mQC6E3HxwO/Cl69kfZIZzsPPrSUXWKkKsS1l pzT0fcQhW843ftKWidb5hFvZHKIgJ9NIzS/dktDEHh7boMNE89Yim4YnRCGc Ty4PerKMfV85+OL9eD8+uDdFJvOYEEumKpWZzibi3lX7tlXJj2JHpQauXPCY wLwK5NKn/qIg4b4D3Ykhoqi6ZPLxsRkWHISyL1U6olDpjQUZDQrxTb4+Nu9l mLCEna/vySFCmerZIvfDFMiyCKNuPtSMD/Xwtv8Y5iHPZFetnlM8sDyX/GXs GwGw5LTrdnYM8LZUJ8XT57A+rNv1cy8JLpo1zvhqSIOJgWpF5poR/GaruZru WhGIc6x02vl6FPeWm+bQQlgo6FRC9MhZCRBontJYsJdGhgPu+6xUKDAy+q3o fT4f6Rz0lnykPIyFO7pk5MuR0ak1K8zmnFjo5Xnfmyfe8tByorAnq5ABhpfM jvuZMKDIaXzHECYFxOHje+nPRcEq0WNgeQMbxpRiyHEN0mix6nj9rAkXiK/k q9zW85Dz+5CHkS59eE2VenDWUwqQVNTNjbNYSOrtVf/i09N4s5cJnTXPQUMV /bEr7wqxjTs2D4tv50LEuf8+Ctex4PXOxAuf4/jw/YLO2GtjJhIuniRkXZ7F r9Ndx44QWai3X2I4L1oEzuwVCs6lcVCQxoSanhsfTRsOWWtNf8WNM/V7H//u ke/D7MmvdTTodaBt4hgz4fR7gWkKcQl3kBX30zWhw5EMawuX3/e+UCAsrPIi QMqjhPafAmkgHVZhZyu34QVPd4UzcxnIUm57VfCbPqw8aaayxkAEUusnMw0N 5jAbTabCVcdeLKanw71PnogKj+0M6zZhIPNEHZTXJImyh1xaf+JUOCQ/eHbE l41G+9TX3vkujUoCSq9eieIhW8GbwBRfIhAM6fxNd/hgDgpxRRHjeEJQm1as GxcIIZC2MbYfC5MxuWwrEAU7FDlmtF0CTGPM6rT35ePtry5oHc/iwP6m0Ijp 8Dk8g7AoSWKQUPIZpCAbt4CNvzB9a1ZARbX7Hnqv/sxDtZ9ipzSjRCBUL5x7 fpqNCMa5ndlXfuLfuv8zMc9hgnJY+gh6SkSR9yPEQzVJIL9Cb8/VvWS4GsqQ 3VUsBUlyBWE+gb//RqRBT6rDD4xEKvaNserHM+IbL/49SENiwQrf8yvp0Lhz 1k3lkQiadmrvlrrEBD/NkzmOFWIokdwuUmAmBuuTPoP9AgWtyH869U/ZAhZi dDNmRoGIaM9W3tn/loUiZY1kbAPE0ZjkLo7eWhZqEyfOfUxjI/P0zunq335/ 6V+duCaVCZml6IO+5RBenun8+MYCG0qSqnvOv5rCYoIMIvoNpvBC/UaKl1o0 rqj8QPbRfAd+eeVy+QSViOxtT5sc6ZzDVYeWXbJjiIhCbh/+NDeLuwp+sdhy YkjxDn+QcpWMdFZpfvzjpQjyCzyvtGuYib4wDc46rhJibdWCXCMSE46v8lft HGcgwrvlA6u6xMDyFq0ydYMkWH5G9Wu2ScLFx27Ea7gI6GTEXfZLpYJT7FzA O8I4DruYTWEOQ3jdYJSiOE6GR9trXJqyZvEXU2cfTfzioBO7tjvUNXRirk/m t22wFIPslcWFNPt27NUHi4WkrRQ06Gy6OqaMhephfKrNdgJPiP8i617CRm4v gndrHCWgRaVy6qkTPPREhWmtpkKGpnO8TwsdPDgWM08ga4uB2z8d/RW5DOhX bL5SvI8LtyLvTbsO0MFcjs0O6BjB6t6kOrd4L+DTm/98HKL8Oz/7jTYdDxzA SFzbHMSmwRuL909trNqx274LMZ16Y/hn5Qe7hN+GsZQH0VpXbOaxZ00hTI3m FqxKItvi4Y5lzPh6xFABRQKduWQrUF1DA+MWTlPMuBBbcWLCTjG/AAuUrrvp UyqKluU3qRjY8VBHtzuxUYGNimkl4ZL17Zhj3qn4XQQuIh1d+2AqgIl+lAn6 3/qxIWcDm+5A5kCdkqx8Ri0brHQC/zKW5EIO++vhg6u4QCWbbB648w1XYdg5 nlZmgVy0XICLLhlV7bsXrXRXGiLMP58R1vCBZhkent5Og+rsx4FKtTzYonin a1ZdChTj0/I67YV46VKsL3lRFI49cqrzLWRCmva5wflXC7gS9dTkg14puJF+ u9JSjwA5okUHAyOGcdHjrqnGhY04OCe6SbizwN1C3eqk/iQeOXtjskxeHG62 /3X79YUGvM/wXuY7xxn8lZr5AxezH7hS9QGz7VbiKCTd83p09yCeMO+1/r8h MfR9q5fhm+QpTOa9S9haWR68fnm5gqo5iWnb1wy8XqbB7PFxFUrzB+xvr5ex Dl5SMLKNn0WobsHkN1RHPUsTg8SiPHVD3wlsPmXz+Kj9Em4r4zt+c+4XJuu2 WcHHmo18/Muzi+jz2H6PiX9Ux6hA3D/cIfgpxHxGzRWfFc1iBxvmrd/9WsJw uU9H7viJIeywVSvXn4JiWm5pFQUxUI/cLXHBSQYq9hZktZSyUcLoqg6Dd1wk jKbp95GkgO7Q/OfEMBvlxBGcFDYK8fSBnIaZPVxYZ/TJ3s1CEu3QsPQ/Kc2E e60DDKPfPfbKnZbFZ1nweI4/iF5yoHQ+r/bkeTYMt4fNPhSjw1eb9gKBGge0 2z0Zuz9NYxdzA+TvpHGgTV6RKJrIQo3PibvNQ9hgGrZbIXYLGzV3nbF1qRPi +P4nLShaCkJvGKtHVQzgNeqSrgHrvmB+XYsegoROzOxpSYwamQvDEQqZmtLD mIa0J3tRWwJ1+/IPe2qPYO2jQQ/rrClo2cZF4eimFuzMLdVv58d5qP5jea/L nmUst11xG+9PPswQy/Q6uaLoRtHpu6icgsyUvmVkTcxgf1H1m5ZiWaj07eXl lrc05MmY9eS+fYx3iZMX1N6Io3fVu2euIiLS+NtROcVNEi1F4QvfTbioviTz mNc+DqKkFWuFnyvEUiXprSYCHjQ4DzeouFFg7715jctnufDRlLmmfnIRDxEf qnvuyIHaeMK2/jQphKU7lcqbsmDcaSVfhUSGOAefoLzf+8LRKstk3mQGzyXj 0RslGJBMqHFZuriEx/T7WRnKM+Flg1zJWH0PHm8wavxokg5uEg1PExUkESfo j2gPvhTkZuaat5yRRDK6S5k1HSxgTZ2+357GREnBkb5tfpKw9UiKMt9DDNYm 6vlfTREDR72+pb3KsxiN5b3nmLIE2MxaT6JKEtoYGnyzuJsEm0XSPSMOMlFJ S4B7qP8k5j/vlrbIFEHCpSqnWrsmTCPgeta3z3ykabx89rwmFZWkbjn53IYO Cln6cdsSaej2sEyFZ00nblFO0Mg8zEIWVJ1UB+5P7KXR9za3AWlU3vdlQteO hMI6HxQ8sZJGI8X63m8XOaiCXxGjEMFGA0Eimn5FTDCMo6QKf+ut5+M4/WBj H04TTL7xsOMj2ytjYsJOCaR2vDHH+SsX3SHT3P99zUP/A5oydxk= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 152-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk41Gsbx5kNM5h9RihLIbKEU9p/jyInlLKUNUWkhKwRdULKUVKhkBBK lEJIwvMgSkhZs5WEbEcGMdZ5vX/c1/ff+/u5r+v+KDh5mbvghISEulfn/3na rr9Gr4KBbuvFdDeFSKBdgdUchxYWOCuRlPDx9TDma6tokuKVgt1TvBKcHEAD FdVtszenBJDQtuzttI4LfpU+Su8ic5FMz4arUoX9ULXvfW7GsxlM+Mtv41uU eUjAPrpxY6fhwzgZqXdsHkzuUz5HGWCD4Qj22tLNvzCf0kabA/fpSFOBKJCc ZAGpEcUTFtbz0KLm2snYIlGwPfc5vtBNAhRsNfJxOFwFb5VLRy9+nMBuab7/ wWPMY9tB0fQOPhOo2jmWnhZjgMbLFvuCpUVAHNG8mCuQQG9YT+w1LpOAu4ia 8aDLJLZDLnFz1rM2GPiFiy9fGIcHtmt12wR2Ygv9J0Ha8WXspJPR7iF3IhB9 IaemLCEEXvkP9Vr/qoShN1XQog4ZZCn1S7VsxoGDf/2THxKKQx7f2HeVd9KA EW2zx78VBIDnhKhQm7nIbO1Fj3mTP/C4WLifqj0BtYg/vuo7JALq5KQunX/C QsVDWUXzLQwQE6MuO1tFBF/x+WORlgyQoYJvDDCfwUr89/9ofY1D1G/R7SKD mRjlLfO9fu0n7FbmqMdyERsdebum3WGVG+RF4YtlOQhfQ2iPIpKQVNkA48o8 A5gFsBL2apFQ638zyNCAD7UPmVEfm3KRfvhv0r46Lir5cKFWfQ8VvWk1feR2 UwQ1ej5tqU/+DF3HRQiglwN20M/HKORx0fxKQr7xGRFwBOum+2eTwZ2E+AOd 6jT02pGk5ZfbDrelxLFNpz5Bq9vz/Uqn6OBrGVlaP7cIu1LWPiGi+A2ztojy TogggknvRBpuixDYI2HZVf2YjUb3Je9Z9GSjwv7XSSdc5uFUwFaXr1QqYsqf iYk1xIPiCEMdLTIe8COZC8/u4ZA+Ly4Bcbthae3xymxWPvSTJ+bbai5h+eKd ol7DYihHzj9hyoEO8t2IKgVzFOBsfku3r4eC1p1wveciyQQLdsKbRngElOW+ 5WT6FWEwLvOrrGlyAPKXDgdOWwqwh2TVEnN+Egxp7izeufQfZiE5FHbxHA9D B6X1bPXEwdK+Az1JoYTVfWxGl/+wkDEq6avYQ0D00UmTEJ4AbvL3tm+SoqOp +0GzsekEVKLpW+h+WAzZrNeWkJZvgcPfOdt+j3DA2Mgm2QtWdHTeWhufIDGP rXVOeLFpnohCLD/N+evQ0MjZ16+HesfhzRarzfrywkgvx8ebUDABz8vNssRD GaBZ6Q7BiERBprpndRYdaaAqap+XbDMFjY4NFjblccHCVIiY3ucxLMrJ9XGe HBF8SNqfs9aCBaov+N88VccBSa/ShROv0tHfly1PBJhRURc+JHPTaxrCjZzY K/GGgGRq2xYrN7HRhOpdYlwjDUy0aoh/iOYi3DuFCjclDlBoeBvJtxqANRXa V7JfiqGg4P17ylJZQLIuPLDIYxb2vskK/6rJBcNvB2Jl7i1htILDcea+XHTD 77/2pQ0MtCtU6ok+cxFekzg9cQTHAGEaqWFJZ/DIZ++SqV86CzxcPvWXmTcT +T/KmfpZL45smpISf65jIo8mU/MU3Ar01/mSsXmV05HHdkddV/v4mcYYxKni UEpGYse0KQ3hg7BzaQfaYf7LnVH0XCoYqNf+KFs5gJU+mCuvMRJG2ovz499/ L2L2unTFcKcfWFoc3YlJJoBXNjsie8yowPVRUvGdckmQM+zaMg3J6PYlV6tv oWww1q8tHz9OA3nk69/4T7lIKBSlb4wdwNzPI9XvniR0HNyaMNkmipp0MCva fD7seHdxy4lsFnJ84b78bMcSfCy0TMFT8UBrH/vyw4sr2GSZeZ1lPhlUgOmV 31QOEDqY25kTNg13TKd7SF5nIrXIzFHwEgdWqvTUQ7YRkYK04e7wvURUmd4Q JMSnoQdy+ZHewURwv0hezeAYD8Pji/zv2g5AypBTTx+PCkhXFMfzyiXQzV0b 2sUu48Gsc0eP5GU6smf3njgrJwaSiB3C+ZYklCS6ruRXsTiQznv5p7JkEavd U/LCkEIA4gUy8QZ1DJAaxXjryBMDE5SdLEN5BlAwf+F49RUbWGV2zlat3mtJ 6Hpj9kUmevoatO23Hobu2prrb7A5qPhB1fcL7/5gVgMpRl1X5+Cr/Z/EvDbf ho06/u/VHnTDf2QEpTwyDrw/nGhrcGcJag4LXHPu4gDFRTTsYNIiPG06w2DK kQAu5BJtW60I2COr276+WhgkHOU1BNQzQR/dyNdJdglTSqi8Z93IQCdkAzU7 J6ng2NdJlYt7xZB1tHh5mgoFTUW/au9mSqKQLDdcBBRG29ck7bfzkEDOsfNB H4UmocOpjY6zvFFY/ytGWQQS0SMX3+UO/UVY9sc3gzfDAgN7SVsir/Zgp58v 6KlYk1CcbdyQcWsn9q7t6OKDv8SAkUnI2uQ8FmhAk39aHXhwl3PvI5U6NnAr u7JLx0IIWOC0tc1D6WhA+UtY0T42cvld9rQ4goas5JjMoK+jWE74uqU0ixU4 q3EsK1SNDI6dOxj2/Oswhmc7PANMcXQt5F2ubFMndsd/8W6n4QR8aDtqbZA6 jqWk3t4SZr+A+emnr2mpb8UqRHOOPtouwBYNZEL6b5OBz2UHU8114mhQ47RX +aIAkz7FO66cl48JopPVtg6SgEBhk7rRcQ7Q/am5g6DMBkXixVGUhg5MFK/C z9rCBXgL+dQ/QXTQEfHQsC2MjZ6pMCVOElnI/xz7lGkvG9nuCb5+kMJGEbke 0jmWXEQmmmkMxQ/CrEPGNleZLCR3Wy7IVZ8ILlSr65ZZMtANq16fpRouoj8l TGj1UVFVTlaw6gcOuifR6hD4koaUE9JfdDouQe+4b8dldESQTYZzvf8rOmro nrXOyFuBquSzU6k/JBE3vD/cfVEYPSMUGgffGIFSB/9p/T37GSKXJDdRdwYa 8Kqp9taZgbf4/06VKIigCTTM3W38Gfb/ff/pR6c5+ESjjz9jxoOqVQcst9mK gI7jWmI4x1GYuOCl9N8wCfibWjnV/JzDpJpcI+XXcFDPjzOZYmtnsK2ONUO1 AnHkLu5t4y77FXviVR170ksS1VCqMkTftmIKKlUxBekklDE0K2FuMo0tpGhM jjmuQM09qW6GmnPYGjcNRW87JjAizWur1S9hBud4lZoTZETW5v1AKwLMe8xK uaCQj2muvVEuJyMMoFzXkfgAEjgipyrcpCQO7jZHbym8RAVzYUb8K3Z0UHTe NLv5NROs2ZUpvQbHAc/ihJwVNy7BTxok8/4gLtpg0uXodpQC7Bd0rnV0M9D9 liGqySITFS8rzkTOsVDWPPcXqGahQzsHFyLC2WikI5L/iCSBxPF9b7rMOGhr hyd1V9csRopI5mz8xEGtCso4QhIDbMyuDg25xUbmkbsUY7WYQHDaQPFpswBC g+fN4LYkOjSjlPhAbgTWaFNOB23ow/AfC3vDjXswy5fFdzcT2ShRqmBUUDCG 6dA8mctbRcEbfSsLdf441jF26VG9nRiw15oxDWO1Yj7RmoMXJjlgt3VLCLZP GOR2KOtxjnHRxQUt5VQdEvi30OMeKBUDVnLZmy0CFrDr5P2fV2IZ4Fu16LHR z1TgSeV7suuyYHtOkoizERl8rNo1Fw5wwNs2rTfGWBKsxMDFcTM2eGE5ECvk wgFi6UVbovxeYZPPtUfJRVzUbk5f1zC1DCUzPS7FX+egDwlCegPpksD6rMlz F4yFJp1luOp4IuI3kE0zVn3uZJtttmA2B0sr5O+2KNHRQ6Ea15WQFVhn9D0t ZIKBqhvliicavkN2qsJK4E0achNtfJmkSAFJT7e1NaTRUO7TXKtmHwo4W2mb qdPKQow/Hskd6XQQHG7eaGArif46kqLGPUdCOcF97aECUeRk2L+yV42PUWzv z/MLyciebzcFyvFgklmGD5omIg3hTM8bxnTAvvit98uZGSxwwS19mS4M6iuj xSK5zZhO0LXswV4u2OlhlDk4Iw6K07TOvLGXQBGk8o0Hk6ngzojUW8+aTjjX kerzbjcLHCXvSTvJnsb6Wk4Sz+UyQGl/H0//OB4Im7bkLzMYYLRo//m65VUf 0A9VHklkg6FLwroBhXQ01j9WlLzK19DbaTZ1Yz/8nq8YXmDMRJOYwpznIUlU Ply3zKtlI+IZy/UBjmR0OP9iRKQFCxl5qWndqVj919EnnBu7Ocg17+oXzjYx oDtct16XTEfsuXWV5w1p4IecAlXgRUNVosBvpZwNROVfHurpEkVAZU2XNZmI VnyV7MrfkxC1Ncl3jc0cvN6jULe2URi9e/yEFf+VhHy4b+9VTC/DcxvDNlVe kwRRka1TbVnt8Ep9sIDgPYCZWLzMPx9WAnUpNZJen2lAuVhzQfhnPUbOZNZ8 qF+AH3Uvm9nt/oEldNxslw9kAZ2//6iXXBUH0LZ560jnIBSQNe5km4kAP999 F+bXLmEeg/7pDn9TQfmZo+rO8Rxkyl7KXb+BAZ4p6h6QPTgJ8+LHtX0vMICs TRv+uSsPUjprY9JKmKA2JV59IkcS/Q/wwYFL "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 153-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk81WsXdZyBc46DMxfKcKNSUVTqdm//HZVIV0SpkCFDZRZRKkODKBEK yVQaNFGohOeJKKlMmYqiQoY4h8zT6/2wf+vL/rB+a++19lZ18DR3kpSQkKiZ q//jzqbE6uZ8Ho7Wu/ylKoiFH15IOcymCOEwKynh3bNfhKtk4coLNWnEVbXg E8n+8mDEiFfde4eEKfXT3g4LhfCw83aQZtMIQaoZMI5ijqPkHptqpYxhdCNO cd5rvhjRXBtfdnpxsZYqdVZWxAP0oykgT3IK7So7Zx+bJw1pva+CAOThyVpD H5udJahqo/t5KkVMRGm9aRdzxgn1unmOP9gCWLr/QIELnQMVoRk7w8LpEEc1 zxfOsrD9rtAFZV+k4YiUpnGHk4i4FL60XWGoEQXUCMlFE32otjJ1vYJGCzHx 3R7SbKeJo35HXDIfSIH0I2VNDZYEiHskvtpXlKKQi4vxpA4DRsKKdlxVoMCO 1adzgkIk8XKjLZ80RGwwlF/pfqGYAnruJ9wtgmm4TibzjG+nFAzGJxsdqRXg /M47eeN1HPDnBpq2ykhDEzmnN9yCA+qJbx4k+40Qz/22tn96JomfLDuvniC8 QzBfct9sKv9IGBYcdzw/I8RmL+c32Fxj49So6+tsx3hg6s9L0Nem4WPWKv6p NRNo1X+mcpkmQvxv4jspNxoDf/C4W1eZXI3WsuBG8jc6mBFf2H73GHDtrGGQ VRsbPztA0z76sAF53g3govk1yDJ6/Lv6QTZo29ky2/48I4ILG/ql1L4S17wy vJkVUiDyTpSXXCMBmYaUiYQ+Ie4xSN446cHHB6I+z1djT6FB/7VOTXJyOC7x x4i3CRXyz27R0WaQgQPFxuqRFLxJHJeAhV9Q3uevPhFtT9BRFWrOPq0pYsbN QXY8XQZnKfslDNqwwY6+kpX9SxYczaN021qY2P+s4l5/OT5M7Cct6xZTMPmf gvbWPWToU+wqrBL9RIZFG97r7yTBDcbS5+ZjSUh2XN+uPEZE7JLtDD3uJib8 cv2n6NpyMGVg1JIUQgG1DSnRuzWF2Bg/byveSMGuqWf8Sm6T8DI/b+uqeWxs o5n/XuMjDT/X8s09spOOty3KDpf6qx79+iZYN9AtgMP1/ruXLOFiL6tV5ATW OHHrzwbn8m3SOMji46ifjjz+ImGbqtA1gC7WWa7cpELCIZFGHetHRMhLeYQn E8KBugJTWnsrC5voHtaZPCAPw4n3XDWQLO7p7cityhaCwbHicVZRPxHh4JyZ rUwFN46IZ+kvgNJjfhcPVgjAomiJHmHNxdtOWdj5m8phzabvE2sDOViy206f 9YKCV9ecXlviJMT9S69Q4z7IA6PhYH1QYCcqK14VfO8xHXeMUiMlKwUgWxEW kOc+gq47P1RY3zeNzrFc+s0kOYA7Izr1j1Kxj/6UydGMOT9qK8q/CeJjv/Ss wR+VMvhSVtHBbFU+dq8yMU+RnEE/DcpvEZ1sbJa5f7fzHL8lfB/nOA4Fp9xM bBwykccBLsn7ctKbUM7jDRHsh3Lws+pYccdAJ1FwfbSozJCEU9Krgdk2Q1jr stXCHNoJvfvmRsnqNHi69+/wFlM5+O9QsHTylDxk/XKuG0IMHHeqYKrvtRB6 v69Sie+Th7t60/Wf30ljW4jq375OGn9jyHqMtDxFja+Pr7G7x8NpH+h/5enM okyJaSZZjgzrdTYlJjdKgKjQvMIihwGOP35VVsXxsWb4rR54LAn99xQ5db5S WFVhy79h+lQsbDMwa8UcfF05J9z7BBW8soJ+qGsOEWRynt+VfT/RIeoobeI2 G2jBan3ZRSw8eJx0qCmCCiOOjS2yp9jYqmXXP9WlTEiiNpJyLGjYUeScTSqU A4Xsx8Ovnk8SJdtz3/dr0EDmiWL85goOnNXvOvr5vgz0MzfwtqhwYOKy5KvK SSFY3moeKZmbx5fpquAF5/n47jOo32r1C91vNSY4M+Po6daPdM+V0Qj9Dj3p HvoVnVacLRAzJEG368Oo65VZpPVr1jnriiRsk2rpCQiZQS4mfzhcZRpo2psN mG5lwEYl3Ya/Skkwvlpq5FAbH9rYhr4OSlME5YWeKOYND9spBWg1i+Sgp4ZO iu5hYqtLMkVpi5m4Y+hM4KcUeRx0x1XyLCJhFZWGklp9eewYOx74TkKEHL7G erq/+Y0quy5rSCEq3q7Tg/KUZ1DhsO9N8R8e7CuIn7A8841weTCht9iKhss/ JD/Kj2whXtfvnry+mg6Z4S5Fd1sF8B6Lhj/ZiNGC4sdaaVZc/FOjJjTPgI// ePW7R+lzsKUylxvY1ENIO3eFsUsk8MiKPXdCNBkQ8P4ZSvfrJch8m/vAncuZ yN8TU2dbiBi/ySvNW/qR0v2FXe3pA0RKavSaUOsJAqGcoMLJBqJYOmt3+vpZ IsX2U8Nf1izwOWVjorVQBtMzIjjuD0igcFBsq5GdQ5i85c3c3EGHWdVlyw1t BVCzLaj90AEh5MnkRzDfNxIpdr4d02VCfH8xl2VP5eFvTyu8mSsFWDlaOdB5 ExUWlZjBVn0ejrRs9Zma6xvJbnXRvcHGJVl3Tix9K8DUNTyHXC8O1kjIeNR8 YAoVq4lDUjPoeO9Nx0q/p2wsbR1S7j8sgZcyDg+mtsvigmS3r9HfyPg+Jdf4 RGQ3GtMzomejWoSdklylj3Cw5r5LF9ebj6CosQuDz1WlcFj28xt1ErXo+7Zr d985jCLv/rxOttoQWlpiZLFunxSEpP4Op6j/RokTnuq/f9HAyUq5e8x5gphX 5RyuMl+AfUkvuDF/jxBrD5R1ls/K4EK9E8K4zM/Ebc/SWHtPWZxVovJnRXcD obq45PKTDBoezWpeUGk+TEykrBD1HphB36+hrQ4p48R81xVq3vu5MLasMsOp dpbY7CZ+pdXPwKelxNbCRyTw7rXUeJI7RgRHaa5+1CUJSPmzWbw/DQxtNnvc VpSDK7WX1uSelAOhuLf8kxYX8rxM7tU+40Jk+9jia408fK2uU277JBdf3Wim wVwuxHfGhV1QysO/Q+1WvioX4u7G8LF0Gguv/zuo/WutEJuH/6MWq82Fksp9 Ni/iSRhtflAL0bL4X6cjmbTXvahsFdMlcFEbkXzwZJLe5m+ExeP8KyupfPzr +J/Nr5P7CR15D+702rn/5dT7t2xJEdHYezK9cj8dbFViFy1a1UD4XNLqOCYS wJkkn39pPDI8bNTQE+wRYoNkuazN4dJwIdf9KhTQ4e7mSb+KjdPEecbW6plY DuhV/6GWxrHBQ27Mg19xB80YZ0R2M1jwruSf0TCY0yU+sEO2SB5mLqPJPlM+ eNnLroywE2CRo6JwOZmK1TF5+d65++Ww757phOkoOmz/TCt0iINvSJQ5zwTN oMjP50Gnj4dLPyjn97//hgbSnItpxhzsKv3hcZIaE2Cha9tJOw5+ePehZa0P E1YHtLhPU4SYM+ye3JjBhtrzDz4Wlsnj1WYpmkI3GpZTS0q6mMbEDlu+z+hr jhFN1YuHqGdY2Hps/yAUkcG3L8b8uL40XkG65RFpzAb7Axei3S6PEAETrhnT bBK8qqw3zpipI3QCz93raBVCK3WDpb6EPOSnaR96Yc3C3q57NbKPsSGme95L j7JmNHBsAb9ozoe7GRvT7PlDxK6x9M9Gt3hQ8L1NvMmWDLbi2Kwb41zoydvq VTHNg3VphpWNX4XQeZKk65/LxgvyqysUzPlYRKiOevwni1lipRWV/gJs6Kmp HVNMwlbzJwfGP3Ewf3ThK68t8iBaRVGO0uTgEmk4OlPEh5idVq4yAUwMi+d/ tmJQsd7ymcfsFXQs9ynJd/7eUUT+/Trg4AMyfp15mxffRMM19TfD+ZcksNuS 0GWvzskC1/rMnip6MwquPDFL8f5JGLwotbYQvES6zDJZz2p5+H6rYqi25iPB uMUte1s5geb1KPmHsX4QCY0XG1QCeHBEW2044owcoH21a7ubO9Ahhywfo1I6 HPU1ODa+YIoomHh39D8jNhQd2r3cMV6AN8Td2Bsjw4P7arpGSjtE6GfHns6b rjxQ2ltPfuAsRk8q+NEJlXwoT4lf3p8li5FM3pLeufyK4IturVFj40EjiTVt ZXzMC3l7UadABt4NxMbs2C7Au/z5pSPzePDx3PS7ciUKbrxn/WS3hwA/O24d eOn9EBLbChKneX9Q9xamwSGncTT5oZDHfD2ECsJOtyh87CSa3EYr6shcHPtJ eMogUUzMbx7xlL4oiY9tVLzaua6eMN685CepsAX9NtjOU8scIcaeLL2mwviJ XHRUfQrm9mdT3pugAi0OrIp/9cG8gAI3JII1Ch7R8IvG9OK6IDp8vOL4I3Vw Auk6b/dZr0cGQ06W1nYNDhxxo/J3l9HAqi6uM2RSAHCOMlykx4GuRUoXnKwF 8D+/UUNy "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 154-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk81H0bxWcxg5nBjNkiJSqKaBEp1f8qpEUpSUKyhO4Wkoio0HLTIsqW oihFdhG56fdDKiRbWaJEKClmZF+fnhfnc15db87ne66j4uhu7kwhkUhv/+r/ riKO9gntEuCwNTdba/xlMI6demgdlUhEqQb43fNmg8PB4qHHQVQs8XHaw3G+ EJIVw3lriXGCXDewPZQ5jm46ku/e/DGK4iLmznnFF6M3ddWxe/35WFuFNisr 4kHxr9rO1qEZtLf8isPtPCnYfV5ZWDnMgRw9k1MHd5eiD0Y+M4vfDxKh2m86 xPLjRN1dcuXIGhZE0MyfC2dlcPlDg2cyvkw4JqmxvdtZRKy42L+178wn5FMn pBZP/ELG65pixue2ExOdDvDAbprY/yq8hKXBAKkMZQ01GRJoeixiz/tSjgKv q+PJVQxYxAsvaV1Dh52rL2T7B1Kwqyi9SqmBCybsFSdCXkrAMpLiQrUvUriB lXTJs0cSqOvpa50iGNBMze4LtpCH2Aa3hp31Y0SB15aOD/kUfEzxW6355RSC +R/3zabX74m9lah5ZJkQzLx5MZuX0/H8N8W1mQ+n0cpdZnJJpkKstLPj1Lwy Fq52S26ouleLNDmJ89bGsGAP0crxSmFAuuOvrkclXJx/iL78dHoj2n3E039J Tz3aFzbeufgwB/6Ea8FX30IioKixX1L1C2H47MZh920MEHncYVN0SXCqcVP7 O4lZNOit59wsJ4ef7g817AyRhOeXjVctZ1AhbfOGjZty6XiTOCIGC1uRbL7P 67dtuej0Alq2tfYU0e+/37P90d87Za+YwYMcCF1yPdmdxwEn81Cdr21MXLL/ e4n/FiFM2JA1e8USuDerozDZnga/5n4vqhF1odb7Bj9cVakQx1haYD4Wi5zv LerqNBsk9sr2BJ09Libs5uZnmhlwYMpwW1tsoARwNCROkv7ypenlYVszh4PL WI5l6qulcYG2Z+6x3dJ4zGZXtZJtE/rRLtAf6BWATMXdtH5NPj5ptZIaIzNO rDep3nunkYH9Ld6Peq1i48da6u20BDG63rBvxaYFZMx0CBjoeTmITiqP8FiB 8hDmtdiFFMjGpjpHV00eYoO34HyK3zQb/+zrzq3JEoJ1tevGvVMi4qqjS1KW Mg3IJJOZC858vPW8hb23mRxOqZbRiT7Kw5Re+80yLyRwRufK/VGNP1D5y5UB KZnSOOH7eMjvYBK+IuPav4ciD3Ef9+h8y5PEpzZPmZ5O5IFz1PnHpkiIvRKe Dn6r+stByWxwgrUQn6gxNY+nzCCH4z6TGm+5eE+SjaVLhQBavZcZUv5yFP/w TtMfUzZu0Tqy54t+K8rONLjKSZcDsWX8Ns8DvUTh3dHichMybssI6EmWI4Ot Dkf1omMHERT1+dw3Xyl4dmBdcJuZHLhR+P1D5fLw9IdLwx/EwL8j95FsXZjY DkL7d+hL4YjN0934Tx5qenVW1z6FhzX37nhsuYGMk0jTTKocFVIEtfacOAqI iswrLLIZcPn5lE9bixBrBD/6CZkUoO+yvgV90lhF0XjDxc00HFpGi3/9gofv KmcHe/jRoFvdsV5Fe5igUvO8bll3oVE1asuGIC7QA1R/ZRXL4CW+hSXN7yVh xKmpTfY8BydcPmF4IFMWYmlN5GwLOr67pHetbggHFLMyh0sKJokH83fcPeAn BaycuZFGFfLwen/dl8pMOehnGvCMF8hD38yuYy8qhTg5Hz5usfqB7G0PNXa+ mELPtryXdl8RhuarhLz93foVXZg7WyhmUCBwq3OP/iky1v4x6/L0FgX6lYbj XVpJ2NV0SJ6rTIfpmtJLL6RlYKOSTuPCMjKMOq0ulhoVYHslH+0WkRzka1/f ueyTLLa6wSp+oM7E1CF/39128tj/yRHKZUTGynzXmIQxDna6Pe5bSRKhfyv0 D8WcFqGq7zfVJBEN8w83jNknkXDRsOdD8RAPDFDckMfRDsI1bWKNuhUdO47V vTe+3k68+mg5eXe1NEy0RntfcODjLrW6oDxDPk5SVGQs1+bhfcpcrm/zT0Jr NM9o82UKHtHa/yTw71+8Ot+kRWzVT1D5B1OBy8J5G0VD4svtRLjX5K0W434U lPA1ufysmIi/H6YbZDtBnHtg+C7YpYV4KfXUMmHtLOHqELHFbC0bTp0/aKo9 n4Vv+M/eMwymguJhsZ1aVjaxsO2zS88IE2ZVNJeZ2AmAsT7YoMBJgK/t+3xq qlyI2zwGaSfPcHHp0yd+S98KMJO34exyBx5Wi0nMaDk0hRpL2kfqLFj4wEOn Kq9nHNx7XH273EsKXso4Oni/QxavuhpCJIzQcKpE7na/a73IqHJrlm/BB4Sd Y49IHZPH9s5XxCtTx1DoWMhggYokNnZ8f+tqdwPq3BqdXOk4is4Z3t+/evEw Wlq6zULfWhKOPymLaFEUoTsT7ot//6BDxq2wD3Va08ScGpfgBQoCHLP8v0BW +Bihd6i85/UsC7+8Gp9I8fxMPHYvu+3gLou9Fwcm0c1bCBX10ps5iXRcldhh 2RM2SkzEa4n6Ds2gHO7eWNXdU4TCES1VDxsuLDRyi4+IJIPRcXGJdj8DG00U FylepYJH3z61nNwxwki77HZalwQg5U97Ir3pUF3Y1B2zggO36m/o5p6Tg4mz Tyt36fAh76RpSn0+F9Z2LNxWLCXE0Q09cjsmubjqYl3GMncqRkZp9RAmi3Mz pP+JzOxH5SuZrr6LvhIBOkb3qCYdhEXm81sraHys811Q5PdTRKxiu3Gn9aTA yCJdl5MtJpr6ziVU2UiDS7rZx4QrzcSpG9rdZ0QCKGD4Xcrg0yC9SW2NYL8Q pz86wylXYkJI7okoKJSG1Nc8sWApCf5lbKmduS0PTdpubkpuXHCTG3PjVzxB 3mH48XEWGypL149eBAoU7qjBBRfkYeYmmvxlxgcJh+FHi5bxsaN1itmE2Sga 1NtDQWIejiOVu8z4z6BFqgLNi8pCXFat/Lz/XTtKrQTfk3o8fESqOjNWlQlm g1ZeRmY8nJ6cvq/+FBMO+qy02h0ij1fvidcQHqfjWL2R5fbBstjRuHNms8YY 8SBr1uCAGRvbjtkMQjEVIlZP5D6sYWAt8iO3a9s5kHbaKe1D/xjhM3EkcZpD hsljelqjcxqJVb5XUro/C+G71nkKJ5MDzx8s/+eFrQxe9/zF24mdXAjvnfOf W3kLqnoxW8yoFUBh51fxJjsqbDmse+QYVwA/87acrJjmQVJQvtfCMCEWESqj brtksZ1WXwGplof5o/NLThqz4ea45b/JXB4ulYLTM8V8GCrqD42zkcWgrvDJ ikHD+dSdat/rmVjuQ6ynwoFR9PQPWZ77koZfJT3mRTbT8Xu8ED/bTsHHlwRp llyRBanJgn8HUltRQJXfrIRHFzGRbFAYP1CMdJjlsu61bOCfW2NbLVlHMB5x y99WTaABwZ/T/rLdREzT9cYFPjz4rpSjd/MoB5B1vV5vSzd6zT5h2efDgtOe hmfG500Rb+aUmhcocqH4H8tlTpECjMoqrA4uEUCqqs42pZ0idLFE9+P8UAEo HfhITXMRo/jC7StN1tFxU4ptjqWbAJ8LnvsnrmMYie0Ed6Z5Q2ig1DhVkzOF JquLeMxXf5DDuyORiqt7iebjoxUNVC6ufaM0T+D5h1BoGXGXuk7BgTEGz7ee biK2Gy3pIhe1IRmbXen19HFiLGdp9AJGFwpZ2PhSY2CM2JT3xr9QWx6uFegN H/7b+zhSgFphBh1/+5YTzdJkwftbTt/uD06grRsaT0aup4GJ/FPtHWp/92W1 Y+4/GtJg1RDREzgpAN8fl1wNVP/mskgpxNlWAIdDorXXCPh4Ovo3MpWj4q4r /5XG7OPh+lqaA1ufDc8LYxYbPeDhjwfDdesU+NCuI/p91p6KVQU1bXQXDs7c sjPryRoarokylUzy+kR0cOZe3rhNGksmz3/MIAlA4UGk6ifWCAp+d7tk3kUe Tr30bCBJ8jeKvPapSSFqGGUm6j7sihejgKiB3aKsXlS+Qjs8xawb+W1Qtpub 0ULwilcFmQX9RgVlNkafzdnQzFHJ5gb+RBdYc1T0mQL43vd2QdaImPAPsdeP apeEuCCjjnafD4TBXkb6p04+XFmV1V2WSIaoTirl0r18dPXdlNMTRSoM56xT SLvOge3obJ/+Gynw+bktv/cdGwL7F9U4sTjATrydv8dCCiZ1O5zzHvOAYmH+ QT9cBv8P4Fb7Rg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 155-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81evXxtmbvdmbPQ/kjzQozgmpRJ3Ob2VOGghJZiERmcpUSeqUhBDS pEGoZEiocN8qKiqFTCkZSyRTtoyP58X1uV6v6/Nda10qrn6W7iQxMbHqBf2/ h8V9eVAbc5tIWRIZfuUwC1ZnV6OReEks8XHW31VJCINPTC1EfdOE+IdfZnH0 P8hQxUTO0GcKXU1WkHvBH0GF96/LvK0QYg0VyXnGMA8Y3t981BTE8a6q0y5J j6Sg0SGmZXcrFwp1TAIcdj5DntSRsaBX40ScxsvOEc4fYlJ/kFKiyYRkScti 4bwszp+R739szwBvqrpZr/swcb8p6kQsfEYhH4Tk8qlBNK4m31Gt1UlMdblA huMsccq5af/RHzIg9UBZXVVWDFjZTNcO9VfoROwKPK1Ng5fNVwwYcVKwbe3x gogTJDzXvbvz83c+mLC0Dp6tkIDL36eqHoTTcYNMZnRgHxV66827Sc6y0EIu GDhjxYG8Y5vjUn2nidJg487GEhJeHv6o5tDa+wT9Kffl5up3RGPuKe8WZzG8 evsOZqa5EHeqxqyIfM3Eb32zG2qvvEedTyNJ8ulMsCA+sYNzaDC7Redu/Ec+ LnGiaAblNqHKurzvs12NyDrhT9fyfWxo7IgyL9YvJyLLmoaoS74QR+Y8Gatk ZWHY/xKLtG5hvsefoieXiuPRwzruLUwmNrL1z7tBpkHxKSNtTRoZHCr2Tp4R SuPNI8lpWPgJZYuvHwxjlKCgxZIFdhozRP7zoQc+EWx8Vzk4bdSBDcrWwwyz rxxws4xb87WdjnlP7hroZVBhUOFbWd1wD/pgecEtabkkXKWplVpOpqOuGGuP H/+ME7sYfVFhPiNEyH0WBjoXZgy2tKefkICKv3CJ3gI/fwX729fJsbE08iaX tdFxqUZgkfdOaey2eN0g/UMr+t4h0P3VL4CHnlHpY+5CfMh2NTlN9g/RbXTm jmaOLI6weicK1mbhwI/jHjnhYyi2wVpr82JxTLWb8bxcMo4OKU/wZE5wYOvb Ldv3bOJg8zUHtKedWKB3WIw3WM3BPwZ6i+ryhcCl/Tl6u2qUiHH1yMxXloTj q5e2J2YKsekxK+fDO5j4nnDktnGCAJP6nfVlH0tgH1TjsStwAFVVrI7MyZPG WzrK2xSMSfi0rOeQBYkD2W9THQzW0nCA/ox50E0eNPS+ca9q52OLzL02Hq8F oBR8/YRxtBS+dutS85g5Cw9feRhcw/+CCvI2xrBzmSDjFXZ/jDxIPLksKq8y Ece1WKeI9IkE9mvYS066dhIbrphWfJWhw8M9G86072CCaGjayhPx4O53j4Yx RMPGZL1elikDO0Lc0FZdKXyvqGTktX4pan4Rts45h4dbFG5tPSZLxplis3Qy kwzz4SF9OokSMFxm+dqqgAZhZc5hgkwZrLLIaNNJfUm8PCKFUvNNgC8rF5zx D5cEYpw247JfRJDJj4IT7XqQsCbl4tF4PlAilwzml8ti25yWHy07aDDh1tzO OMbGirnXnfA4C9Ilm8ULrCi4Xs41frcLFxbl5/2uLJ0mOt3N1h5j0EGmUOGi 4WsOyP803BccxYYh+kae0WIO8DbUsrehefTQ+J20n1YCYj2/Utd0owsdV5h/ MkIjgeJFQ+dhEzLW+D7vcTeRBEeIld6bb5Cwp/k4h6tMAW31c3de0Fnw7//W NC19Lg5J2dVuB2TY2Pa8THnGCjrWaeD4tZvzcETWftIpJI6XBsy0h7dzsVvS n9AasWHknBirf0tzFNV+i1elIkn8dHLM7Lw7CZf9Drw1Ms6DMttEhi3RTXje n1q/wpaCjQ6Jiht9O4kXH22mL6+Vhjo9/WTVG0Lco/oh6pEBH4eYVCyK3ibA 1spcbmjLD+L0apXnfUck8MSq3Vkn1GmgYRB2UrxqmCDzHe4BVwYHCWsuW3t3 EheCpxNbjYaQnuiCtZvFGHHtesK6KPsp4vfjnlAvTjtRIXXX5obePNFoXCZS HGJDwDEHcw0lGRzdsilyeYokLNo34qiaX0Ckmm3rePeNAfMqf/1t4iiAEcry r7En+fjZ3axwtVcCrLRT52HnKQFWTbv5oNVpBvXeNVW6vLAHe2651QY/ZOPd 4cHc3GIJrEY7MHq9k4Gphox4kdECZxJFZuHn+lFQeb+SXV8Twu7p+6W8Obhq bVexo8E0ips8O1qqQsXmq+K/bJz9iLpMU7NrXEVIMSp1abSjCKk922Kla0cF 7q0jWkFvRtClKb/lP79TwOf+WHGxshjI1XmcWSwvwMl9ty1DVacJHaeqvup5 Gdyj539h1OgrccfveZKLHwN/CdujhqY/ESornsUX3qTgPSYSOa70KWLq2qrh Aac5lD0Te/2g2Twhv3/VEv+9XBg3judI+JHB0GekUmOIho2ue/2tkSYJ/gPW qoVFk8RQyJFJbSEVkHKbxcXDFLCro0R6zXMgsf78uqKjTKiprt66yFcIjw6Z 59SXcKHINIflHSaJkeH9ekhg4LQ/3Vc7x4dR1Wq6Z+iyr0QGK7xaU66bsMor TtSS5OOvu9SvDhaMEtosX+6sjhRoBh4q3nd+jGgeOHqjdq80VKN/9SYWfSIC zmv0HhkWwFNLMRf7bVTIbVZdL9gtxLPisVllE7JwtuhgCjyRhr55pyGtdnH4 j2b8fi6JA48/5a/6N5QPvsxJX/7rLGTWs/JzVBkbap79IzoJJDih26L2yp8H c/FoenAHH5LJw4SmhxC72uXsmNohQlhrxjZzuRBfFavymIuYQ65EWN0tGwHe L/U2L30JHRoDzunzAgQ4NzvXuj6ADuv9RCTXCB5ea3FNXehDwVcrSzTXd7Cw q1HXnL76JNFo/3lrKIWD7Sf3jkI5GQ4qv8k6dkMWrxK/7XvOjA3dyaaBSnHT RMjU/puzbHHQaK0Q9Xu3ENqhp3N6PwthzFH9lsY5LhRnaHo9tpfFDtG5vk+t +XChX+6pb1Uror4JTbATE2K+SKnykBELSqJ/HVyjJcDPpCBorpwPA5XndoZX L/ykFfJttjRJrLAj1p+CGZjZmB4ov0eEHD5eKzxMlcIvMu/wLrZQcL7j2VzN 9Qt3f2XUX5WnGVCeh4p/J39BkbXh8xL+PcRAo4r6uxiM1tCrGH7vWcD5Tzlz V309QbvNrXpVO4WGOqcu7Tf6RqQ1xzYtDuGBnIuscwjBBWRXr9Pf2ot+dJkf iDzChKBAgyN/FGeIMwpvvvAU+VDuZfO320UBdnHtaXmSIIWbc+wLbXwFOGOs I7pCYxKNOAouzfLGUWKqaUCzxDyaflvGo78YQ411eodz2waIFh/R6wYyF8ct 86ovP/abkG+d8JOKJeEgz95rzwZaCTPDlT3iZe3ouum8183saWKyUC11Ma0H uVorJh1dyH/zo5cRTzQ4sNLrZ+hKC2m4Khap+uQBBSt57lP0V2HCu0S37uuj UyjEdiLfLoQKJpy7GltVOVDNF8sS1dHBtiG578S0AJh9W/O2gwC+LfvfWXd7 AUSmCg6MbVvgNvUnMmeS8dRs7CQnVIDr30u6sHQX+uU6l/K0WgH+6HBh3Qd5 Phjv3py36oAkXiKoa6d4sLFun+Wm7wFUXJdiTs0MbiOaK0biaaN0TM1WukMT E0CgQ3DlacdJdOZNUqXiSR4+7v+w/xptGF0819Ysn/IbmWkYNGwPHUORKb92 Duf3I7FrEpGHzn9D4ZuUHRUetBLmGQyRx/ZhVPp8r+FnSxZkxKcF3TP7iY7L yKno0gVQ7eLDt2kbIyLOOuumdFBBP+zoMDOjidi4i5bb1sWHe0nTVilHyZDS RSZFXylBmx3zVpIUJeF34Qb5+7Fs0Ic5U1tXOoT82FLS/2aBl0U5ie7NHGDd TCqxsJKC060F/iX1AiBZWTbqXpDFD23W7FSaFWK5CwZy2gJpnNo2YTv0SYi/ p2i+3zQjBpSNj2ULnDn43nun2jqeOHgtO/31SwYHR78I2LbBRkS8X/Yo+14d FdNynbPaywX4ht/LiXdCKZwSE1OawJbCeNPfW8bcqHhtQv3ucA8qXh9cTJ0s lMbHZUykfWfPEWfkx3UVDkjgnk0fe5Kz+JDlVPyGdukn8dw2hV2a/gNpd25T 6Pw9QthU6AsnCBbcVvb2zKBIg2rsP6W2r2j47OzFXUbKTEi8tr69PkYG7gW1 3fbpFUL2wH/dv85L4P8DxmvlHQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 156-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVk2lUzP/fxpupmamZmn2R+LW4hSIqEuH71mJJSgpFC6UkLYqIUBGSSjuF UCplaSfV+HykiKhUVGQbFYXUaEr73/3gOtc5ryfXOa9zLk03/80eZDk5uZJ/ +f+2Phdz+mNxNpGiFRZy5RAbzB+q7wppoWGFNxMBbv+JoC8h5YXB20mC9Pq3 ZSxjBO376hx123ACXU1Sm1YtGECSmHXfy76RsV3NmV2JpYrQSJHew78FUGS0 NtB5UxWSmZdnyP8dImL1nn0Z4I4Qftae1vkmHEiibL4vmlLBwpjzAdOesWEf Tceyy6Of0GtMN2DrfEbBr0Xy4tGfKKvNy+7KlIQYleyC6y4TxJXXEhMFGQsU 76nraKvIwfs1J61jSl+g8Og5eMyADhduEsd1ZjFg4+LQwmPhZHy8IbzmhisT NytnRRzopsGarkW9gSZsaJMv/BFpz4Uv22PVdGwnibKgNV9aHpCxftG5c026 +QSjgvds9dN6Yh/eH9eg+o9b27CyrERY6yxnZl4cB7/yu9Vcd6URKb4v8wo+ xAFb4j0nKJcON8Z2MbYJWtGWuBHJ7N0c+NNOXm+qi4mwyrd9NK2PRPvsgC93 VNjQH5DKJi+Rg/LqJt2gATKWHjLyaGOxsEXL3REaVob7py0MFtLlIdY1PWd6 BQOvHki6hEXvUXzYTxqEPEQHNSiF2/XGCa84s1YjOx7OUw+6JHXmwA47O7/w Dj64b441/NzBwDfdI+ZunkGHn2rfKhv6OxF9pduCXy40uEqfV7b5bxqyu/VJ 7aXzEGHH7D551GeA4KyN/DDOEMC42fqOtHAFuJyxbjK/mYZ1gwKcGqZxcFGW xrx7tUxcpnegZN8mJdznoW+jEdmBvn8SGv/uEcKM1TJniTsbH7OvHw4yYOPO PbkTSyNlKLp5y6LVGiRs4t7tu7trCO1XH+Irh3OheVZ1qe9cPrYy9DYYc2VD 7nzWkWDMx70/ukoaCkRg/6J3PxMNElFunlkF6hS4Qh7f67G1D9U80g/LzVfC KztTZ8wwUMBnVPb02ZK5MO/z0NRTmTIONB23OpjBhzFSsdeOaQycnpna+seK jZMiZQ1d1z6jwnyTKM5dFnDqeXEmQ31E+eVhcc1aEg7jpQ/efqsAToYcrVNu X4if9Nqg+V0qUOy4PLLDhgXpZ6ZMyX1CyPvu2fwH0bF+YGTD3Qo2doHYvg3G itjNa+LzWEM5aq0+umRnLh/L1LIqDjEpOEtugiHPkofL2d66nEoq9Fdufm5f SIfxjp+Vm26xsOZ0i5WnTCnYOSvA//LHEUJevjQoYXsnkqt5OTnaLAJqmNbP ArEK5i8sMTbjq8CQe2sH8wQHV7TXFFuIuZBGaSUV2lPx/uk7IjT3CWB6Qb7s cdkYoSgu3SPrVgHlIrVk8+dcWC+RkiSOPOhjmPAtNLjg5JttTjtPwsVr6pX8 F8Wh3sCk+mMXO1Go2lT5AJ0MDyS33Jk2FKz3fcozL4EMwf06Ba0pCniP1SCX p06FJ3Sx/vMKDqyaYfh21hMS7N1/uM2nlYsdYpTF1+cw8AFKUuA+fyE+luNF Po1I+EVmrOmyPwLsnjhy5IVcP4o3mhOxRnUQ1X27oE1DFBzW2jOzw14BV8oO ZA4M8qEgrv1OrEUXsefO6NI5DlS8yqOxa5H5V6L6zdaxy4uVIPuDNHk8nYqH FmzLCdehQydSdQqPlBLyAufbwFPGrxsUcuzgKxEfNJbQbtGH5F8lPg51lBHp 1+KWnHQaJVY8W1ZqRP1EPFLM23pj2RRRqJo650MjDwJPOFvp/aeMDXa1zNz6 ngbTdw+4aBcUEiyp+fI/PA5MaerOX+sihNn71zbUPhXhqryckHm1QuzJ4OVZ b+Rgx0z3uqBiDn7dGURz7qTieXRv6bUvTLznfqXkRDMd31YosQw534M2tU7k d1u3I+yR5qW4j4stF82M99CcRLF/z0nLNGn41xURxXxjG5Ksu3jrhdswishH A8XNI2he1Xp74+00WB+rzsi9/QeljvrP/vWdCoZq6hYtr0kwrcEzUkNViL1n bV54iDRJGLnWdD+dUsZcm0XnBONfiGz/J4m7/Jn4uv7FuTq/PhKac6ouFGVQ cYbM5UFq7Tgxmr6g/4frJPrWeHVpoCUJVL0WaAXs4MHOCoWFq45SwNxn4LFe Hx2ntgVFJ3+gQcCPLdpFJX+JAy3SLEmEEiD1d7bJh6jQJ3nf2D3Jh4SmmCUl x1lgFVqiWVhJw8j8ThPEMfENpeZAb7EU1egz9hz5v89Ew+rDmuumdxH2+fcT FlEEuGXl2jtmuYOEAduPN2GkCFef+ZQ0XpYRrT+O36jboQQMNbGOePADERij 13W4XwjBy7dseISV4G6r9lLhNhF2+K7TXhnLhnMlvilQrgTi0KJjKmJ5OEtf 0ziZyAU1R/3U3RUi8GP99RM8z0EMVvARehoPXlStGD4FZBh08li27JIQJi+g sZ82ApDeDT3enynEi23TdUQ+VNwUpVsQnMXFbhaSSVOdv8TZFQtNa3/wsNPf HVL4t5MZYWyf4crGC0g3/c5bcsDikEsz6eAkETzqlTHBIcEb1WY5/4l3hMGR M7ldH0SgdjlG6JoqgPvXF+596KSC5c/Pq5mdJIL4nmkVfjXtKOfxiq9aUVwM c1TfOdApOETaETQ8wcaslrQDqo7DKHeSYbgvlo6rs7L5yW1U7Ji4SuPwNir2 mXtS9/EZJpwi2bjqdn9GYXUhUwoBnYTLnfgZC9dVIUNGDdO/kQ3ltmJN3qsW gn6TV1NbN4rIhga+gw96iEut0W81gvkwNKm7s8hCAGh7k1FPexdyCDZx2+7O gYMHzA6PzBwn6m91yM5tEYF479b57slC7BTI46prM3BrrlPRVj8hdjTrTWt5 OIoGXISpE/xB1Pa4zGlyFgmPvarkM6r/oCHbClF6bR/R5jP8vFmeh0sFty2D Hw8Tqu1D/orRZNxxe+PK7KwOwtJ8biepsgNt4MTk28RPEn+L5l3UoHciz98b B73/+V1d+uxYuR4XrH/NvPh8lAFX5cK0y+9RsW/dzCUvDTlQn+D+9Zp0FLVe PK9t2q8Ea7l5ehu0ufDmxn89zyqZ4NCc1B0+JoRV30gRj/JoWEvY0EH15OCv JEXGyl4l3JBiRcsKekecuBi9dL+EiWm3/sumywnBRGZim9k3iiJfJj6eeYqP 3VbPSogoH0DJ59+1qqbI0PHMLfT00zIUlvJ7U39BD/o6fDbvAq0XhaxUd1G7 105cmC2J8aVIUdmTHeYfNrPhnkrc95yF/ShUeZqmMUMI1y6m5LX3y4hj53Ya p3yiQYxuLt2Y1E6Y2NHvvpMIwFJZscohigIpEnlyxJUH6O2LU+uCttBAVrRc 9U40B3Ksv4lumDEhuHf9g56XbIiRnTxzt4kP7IzEB7b2iuBTFKVw3IaPbze6 1jXwSSAY//TMO4WPI6oDNy7fOkxYGarJVW2iY/rdnTkdYiE+9dLpbMh1Ok6J iiqL4yjiMyyuR2m7El4c17QtxJOG0xqKEyWeyjhUea2S38R54kLGoRviC1Tc ufJNZ1KOAPQ3dKUPbe8nnjikcMrSelGzvrZlQPsfYusjU9EQwQYWxbfd+xYD tKNXlDnU0vHUTlNhqgEHEtKXdjRFKUP9ojrFz8V8bPx0Q2f6UTLOtItnrahh 4iuOlCB1rpTIvuyxc3wXA9cmJvn08pgwrjFQSTYaQ69m00fW8/qRdwpXbrrv KHpj1jKok9yHqp4nVzf9+xGJES9xs2EA2XNa6oGCDyhioB7JVQph+pby0BVi JSD7pPDVG5Xw/wD0UWH0 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 157-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk81ekfvfdaLtd1d/cmydJiGxQqZczva2slQ6uyNIo2kyhNRVlCQiU7 CSkKo+zJqOcRQsaSkj3RpaKJa1/z939xPufNeXFenHM+R8XZ3daFQiKRypbw fx50kdy4QpBJxKr6eSddYIE6MM24+2lYvGXBw3mlAKa7jVUMaWQgvx3eeUtm Bo12tO4ZVSXhe9EKyyrlREjBjXmiRCiO91QF/xFVJAWiTeKFp51niFs61b0i zgxBnlz/Z5YMF6IlbIsFi7LY+WZZaFMoB05TNXf2u4wQDLsHp8y7e9HFtwKx F7Pf0ZqEcZLSopCY7fsDUh0XiI6KlImix2yQeqKkuVaWBA32WpOZgfXIP1wN z+nRID2wfXvDgixYGfjm+fhTsPr2a1cKalj4HT098NwAFYLE2vW9R9jQJpY3 FLKXAzPP3g8UYhKUeG3tff+MgsPPW7WFbM4jZP7hVpu8biA8NVeoqZHF8frd 1sx0SwFedB83iDnJxfVnHr+rS2pCCvSPJmmWXLAhOtlemTSYaTEufB/QjvZF zPStOcYG9cLCitiP5YRf2YcfVNWPRFBcSpXwBRtGPBJYlA0kiGEX1FweFsej Fza6tDGZOKgbZQheM6E4yEJPlyYG8uVUvefpDGwiio7Hgk6U8Pxi/G6NMnRe WSLvkM48URIa5RZ4WA5nKXnFjzqw4UrNjFCLIYCjtrf0P3XJYF3/e9o2nXT4 rvClrHFEiNRWnpRUfy8N92gaJbbTiUgzlMebfzZN7GEMBFx2ExEVhGJpuqkA 5s12dCX6iwPngJWP3j4a1vLysG9cxsbFvzu0IAobl+icKzz9uzROHT/cvjuk B33t4RsOf+ND7YPIPVqKHOyzt2HKS4+F26V8U0R1Uyj83b51JspkvMV3mXKr 1Qw6qzTJo/tz4IKorVltGx9b6p/Sm3NiwXcXWZV1w3w8ONRf2JgrANVaR2rq f5NEqLNreq6SBBRltMzHV4ygqpfr/TKfSmP5zwp9HTaSOFj2+A8bCgfkVd92 vSSxsKfpvOX5NB78vX3Fui6RLE5+kNA6ZsnCqwIioq469aG8p0ah7BwmHNWa eTWkICJK7069qNpGxt+02u2eU6lgr89WvebcSwgc2DZSQSwosNsS0mXNBN7N SyF6VznYEW792GUohb8qB2z9dP8Faq28vOFIJg9f+uujqbMFFaeTFmTEmGJg nM4y0lKWhpEy29q9eTRonfLP3nOVjVWWWxhfM5XAqQwkXBE3T4iJFXlFHhIi DdlM+zg2CyaPtnYxlnQOW6V3NBTxIFGilZy3VxKXhHgu1GULYHnu04nykjmC Vur4VjyYBfR8hRjzWg6k/pmg+tlZDn7IGPEslDkwkb41+dBRMVywtUHafV0E Wm33htlfPoB8FRZLRTQKPAltma8Mp2Kdr4uuWZEU+GwoG6FTLomPW45zuEqS kCRU2macwIXfVuh/WFVBBpqCckRRMw8fvEl/kaomgzM8rz4+sXES1X25vZaK JHDbqW1XTC9K4rKJcw9E4zzIO9sWahHwhTj+9+wmtYOS2A90xQd39hOVLfvn 7hpIQ+ysZx6VJI0ntQ888tekwdT9erMr3uOEmJxDNnDp+KPh+n8ebu0n7njN RbZb/EDCoIVA6/gpIjklYkOA/SyRlZ11Ga/uJV5KZe2/v3mR6C5oy/9jQA48 rzpY6qykYyv/T2EZDjRYfkzkuDY3jzhrFxiKeziwqKL1yzZHPjBd7xCrlbjY 7sHROq8CNl6wrhYvtJTGGrRToym9DKwdrvi4PF0WZ4sX7vQO+4be4WH2rulO hF0ST0id5uB/aq7GWmeQ8K3pG6MlKlS8w6P+8+3ODtS3Pe7xG+cpROKmvWWG zSONVzv2Gh6iwnCs2bDZiwmUMOu+5r+vktCc09aakCcGyxpdQ5Tl+XhkVdJC ZjQJNjpVDbxepGPnfEGt5afPRIZ7RdQf7gycQnZd/MrvJVTUXt3OT5PED6N+ V4xoXCRmk7VHhpx+oltnz1bNKiztxgltVY/DXKhIeXrdt4wK5m6icp0fNJyy 2cpX9QgNPIb2rc0vnCbuflM6P65PB6TUYRNzQRISq6/b6RoIILL55obCK0zY 4rTbt8aIhpH5380QwcATx7W+TBaNo6r1Mscvrf5EFKqf7/Sw/ULsfVocuU5C Dmdb2t0IbZkk9FhnuAsbpSDxiNRYQu8U0Tp05X7dYWl4oxO/Oe3mJ8Lzpk7/ XyN8oOXFFShcoENO69pN/AMCrFG9J+a6JQduFP4ZC6XS8OthjYc+TRJwnba1 6WcUB6ymzsy+yZSDN69+nboGFJjfnXzB7y4PO1v0/TTVnCaszJrDVMT52H76 8Ci8EIMaorLz4jIO1iY/PBO2kw2S3X0NE+9IcHH2RNoCmwzLw0qHl7/vJvQu BWf2dwvgWLLf9YGPAihO1T353F4Wm9ul5O+8wsOgJt9xkCaB24d8+s9XczDz feI5ebspdPKcnsYpO1lcmZ7Bi2mTxIb2B5Pmc6Wwm3qAVnkwA0rqXRXVc/qQ X533oriHkKi3WrbnuEEl0pepYrg3sUBnDLRXLnwgaA+5VTV1s6hCTHeLi9t3 Ir41/IPyRR7Y7Fs55xYgAHSoeeO39n7kp9Ma5L+JC+fPmf01ozhP+LBy3Tlk Bm7NtM/ff4aPDRMajxy7sYBEjvyEBd44esKg3PcWUfBcfRlPpnIMUcdUJosp IqLNbar2nRgXG232tmKZzBLy7ZPuUuEUbEW1fTT8uIfYaa4uJJd1ocrSZVvU hCSYzteIU6YJkcKvMQO670lgUlTtU6rDgVHtiufLvzPgHslvbemTpR3esX52 lMKFhsijn1NGZ9E9C5/W5Cw6bONk6exaywHpDsWgX+ZZcPBd9ID/HB+qondl jqrRsCq/sUvSlY0NL0Q+mnpAx42xltR0rw6itnosaY7FxtTHKzNoJD5IiO51 44oFFPJvVLniNR42i9QN+hA3hmLCOlrlYyeQUGp7Grt2CvnFDv8+kvsNFeqq VzlVfkfexkqOCk/aic5fbB1SB8dQScVh825bFtTd/pnr+VmEfOnLVAxl+HCn 39EpmpgmfG4cMYztoQJ0ev53Nq2TMNpDy+nok4OmQ59ydjVQIbZPjBKY9Aw9 aNu4Ia9WGibyt8j/Hc6GytttOlues+Di4I5n3/5lQZt46FFrMQGw0qKe2eyV AvKl65W2nnyc3eRU18gjg/Eqcf1izMeBlZ5WW/ZPEeGb3d+ay8liWs6RR10v +PiadnPLkT9lcWxoaEkEWwqnX8UT+Xfo2CCi+YC3KxXTJ2QUIo8ysS99m/SZ hTBisOOVqc6wFBYatwijH8nB6pO/HbfmjhIVB2PZJYmDqLfBprFreILY/9JU MEks+YtpseDcYcDa8F9LDtbQsLqj760UMhcikzd1NYfSwSiyLtK8dylXr3cJ ky9TsKdzt0sbiY2T7CS8lDijxJeAmkAjMwauiYp2G+QyoK/8ztf7nJ+ofg1t Zgd3BJHuWYriDBZQi9n7cc2YH4ipZ7s5sGEGkWXu9Dlby0DwZ5rmwPFPKFDU gEhlfJBznfI28qQDxS2Wp9QkjaWesHfuR3I4+WXg04YICRx2r8nszgE2fhvb 8042dZbIUPB7aezCwuZxblqHBmUhzcTMekO+DGbuux552pSPC4Yc4eKbpT+a /d24ikbHHvWvNVea0PA6pfYjEUt62ujr7OBj08hjyGVTcC5zqSea4qfaF5Hq yZeFsR08mMlrITdOjxBni4p7mxJFSO+f4Q5q/DRR/WbfablmCg4Illvt0EqG UIO+r1s7ZUAu3kO7Z/cEsdflo0LeMA3Un3hHTK6hQsq/8UlWtbL44G+lD4/d lQBT4ZO6H7ek4NVfTmOHaDJgWFBbYMlhwDenL69UzzAh1z0n52kIG+fVUfs2 b2PA0Gm3FLWrPYi+cq5jfRYHDMxNFE+u48AjCe3zq025wCgWF+n3SML/AL3t k50= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 158-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81PsfxRnrzGD2GUtlqXSpRKl0o9+H0LW0EJK6bqnUjSyhRDcplyxJ tpBWiciuSPL9ElIJyb5eTAmFUbax/fs/OK/z5Dw6D97nqDq5W58giYiIlP3S //1qX3vTw5JMIl7tsn/yOTrsqUjfsVpJFos3L3g6reAB6BzwXmoigejHMfNI 6ix6YO7zzblZFN+JVZKv5AiQaxdQgSeF91cFH415Jg0HPoQkdMvOE5Fab/oE zFnigHN3mqcMB2IlrJ/zlmTxU17EHcolNrhIaZp/PjFOqO9snjQoG0C+H3li r4TfkO2RJ+fO6A4Swv6jcN9xgdB7vHj+tyAWSGcra6rLisC21pDBgr0NKDBi DZ7bSAHV3S2Nj6LpsFs3IO9iIAmbw/2P8RFM/EkmNcjrixQUHBmk+H1iQZtY 3sg1GyZkdzxewFdJUOxj2tdURMIaXoGG5uQCgvqS9cawuo5gj+1pREqSWGfP XlqqJQ/rioSRDbw5+INb+qf3yQ1I26s7c4cNB6yITobPEwocdRPfnqPThWyj ZvtXH2cAaaXIVAF6TVwubRmVUush/E6cT7p5mwXjnol00mYRMPBlKa5aKYUn zm050UajYa+2VXNvIhnw/F+TjRsoYmDcIHjtNkbHhoLYBMzrRO0ObU5Bygh5 q0jkOWjNE9djRoLCkng4Q9knYeJPBkxmR18i+DT4pjRYWj/OR6b6/opR4TJw h6JRbD2ThEKGPXUCreaI/XJfrvi5Coi8SlbTOkVZvNbH83C9PANf93tGLqtl 4mItr0KXfWRctmG+K8W1D33t5eqNDXHh3rUi225xNr5oUzfts5GOT082PEix FKKIT7bahiqiOO/L8+EV03PIQ3mKLRPIhPP35JzG7WaJMCfn1FxlCbBvLRue CJ5AVWU6l5/kkHFCk4bV2wxpHCx7ctSKxITqs/0Pk3IY+KzRvKX3Qzb0zZRN USLo+G5KYusPSzpecFy/X3MPH+XlbA9jZNHAo6ku58bXCaLk9vSrql2iOFkp /WiNFxkOb2KoXXXqI1a/2oM/GDKh4ODv17r20qCRZT0o78HGjhA5aqEnjV33 fzvU9hdGrZV+m488YeNDiS9Ofi8i41SRBaoYTQz8ElscUyupMF5q/dYmjwIR vfZUK1sWVlU0MbhqJIFDek9/6UlYIsTEnvlEO/BR47KTOXoVDJg61told4mB pZZU6pwHuJAk0SqaZyOJK0oG6vhGTJDJV4ozfsuEkHSz9JyHPBilbmebqDAB yysghzMSuMC0juyuHYUq3npQktWHUIDSUomAQgIjsXGFRkkK1vq65JwRTYLr V/xsG1eT8UnLn0yWsiS4FLpu+prOgR3LNrWsfC0KVzuvm9iL8bD9dZlX99dQ Me35wVXeETPo/eANdSkkgSUMOd9+b5bGpZNeKYKfbFj31V9Kb26IOPlUuHWN vSQ2lW1W0rk2SFQ2283d1iVD0UmJUJUHVDy1/kBaoCYFcti2eT8eThFinD8z gSWD8xcCWn2vDhI3feai201GEcfMzjGGJSTu3ovafOWwkNhRrLDeeqKfKJPO sHuwbYl45WtxMWilLCgeFziq5+YRiitdvYY62bCkunbdLkcu8J13tU6rcvDB lGPvfQoYmLb9pnb3JBVrUE5P3OuTw9LC3ZsWjtJxpnihuX/4EFLtX849ONSD 8ImkU9IuTBw4Kica50zCkTOhE8WqUvhAeU1vZnY36v/jVvo7p2m0YfHKn9fD l5BGhZmNnoMUsDavrbkpOYMShe6rv3+VBPHBs0+bXkuAfL3zNRUFLt736pIZ ez8JtvxV9aV6SQa3qToIPKY/E4/dX8ccdZfDvl9EJSUH+gnVNRU38h9K4h9Z 9YVisaIgvLt+fOSvRXSjP3T7hRUSoHBqvZrnIRb8UP+UdXM7BYxdBeVaoxQ8 f2/Qaqe6LHiO2KrnF84Q9DR9/MdaGiDlDqu4c5JQYeuVyF2Uwcj4aSNEyeE6 9RsFMQNTqEqHevLCqv8Iz7vKGYerhwibnOfR2hIcPEpu8bHWnyU20t1YC1uk IanGjRZzXEi0jvzz4P0hMsj/aIa9Fv3E2etan8+PcyHHT0P+hDcNslrVt3IP 8PDqwPlnutvYEFp4Jh5KyBDQX7tUryQNIRTThsUYJmxKGwiXEfDgXYX+9FUg wXIdwRubai52MulfNNKcIZ5rTDo/XWLh9aKP3MLNGXC84y9T6UQS+ApPPVxg iEKL9fnaRP//iI0Xgp987uZBZ+h4quARF8MahQ57igRe9vvmbFo5G9OakrwU Dk6jNOtC9GErHVemPmbHtUli27jgvVVmVOz625W15cFyQPbNaFxM4aPL7/2X xD35xFmX22PHbKrRJmqVnHsDHVaAXw7tVDtBecSqqnkvRK8fKqo++XuMSGiN aFHxZQND1Vn+sz4HvL12np9dPk8Yh5zpORtLx61PDufbuXHx6dDqF/usRbDA kZu4wP6Jci3xSOCYOJ77UMqmVv5A/7kcNiisnSDaXKfffhJj4dnlnrHfxBYI hfYpd+kIEr5x5/jlzEt9hLnxb3zR0i5kHt6Y+T2DBDP5GrdUKHykq7bK749f /Rg+e3OxRIsJu9feWrDmMuCOyGX1kmxJnDDT8289iQN10ccG7k0I0WhgF80t mwa7mBlaFupMcMs4kHuhign2n2K/BM5x4eMbqReaX2WwGre+S9KZgQssyxEr jYbr4y2lUn06iIQzweQLXUwslb7iMUWEC9uGNtyLOiuCr9XGlC+/ysbzVsuK D6VNorjwjlaF+Elk1UIyOGcmRJfjx/aN5w4hw9yLx/jvxpC/gbKjUnY7Ye+s GNZBmkLFrw8Zd1vToeil00Nm1Q8UICOvqkflQuiy9hL3WiFxMfSIXnyvFKzk hvifD+shtu+nZHX0c8B0c7qIwV4KxPeLkYKSi9C0gu/1pQAZmMz/XeFpBAMq cvI+X/Rngu+wWdFQ7a9/4lFRuJpJx5SsI2ldr7jY40+z5mYjOo4PCyuOYkhj FX75poFoGtaNajzg7yyFD+eOj9jZM3CAzC6y20I4EfAz1Dswkor5Bs382DQO mC2mzE7P/iBe28czipOG0d92ht8u7pgh7MqMeFMEHTaeEphJ8OmgHqFfbF9D wXNO+SftRTkQfXdrV2OYDITr37FLecfEyQclfJSZE0TdwS+ypBd0XBMT6zrM koMW8neRNXdF8IfVlFkz1jiqTnsx6b1SBDfvbPqpGTeKZFPnfWz+nUei1Jv9 TnupsLBug/5t1X4UJKhDIqVcaNOzDl7mQQOSazxbuYGMy8sMef6aLPwxvveT 7H0hMV9ar5+5gomNb7mudRiWBRPtRTv+bTlMsw2JdjHi4vUXK5QNhJJ4f+Y3 gyqKDK7R6Ps8JyaLtZXbj0T9yrd++K3SeFKIPEdObA3OpeFls5UmPomiWO3v ssL4DjbEr0qLKS+fIDyePe9rSBKgmGlhqrbWHPHmna0Lp5GE/Z0sSoqKxCBM t/+raScVdA5mNERFTBM2J3qU8sYocGNlY9mmODLcq01I3v1WFmtalAep9UmB ET/7/WikNMR6PkNO/bKgV/C2wJIpB91xyRfWOzIg1z0rK+caA1usOr+05SUd Rlxc76251IvKtuHa4vts0DU2XP63NhPCwo2cH//BAbnn4oJNvZIwK9uX1FjL xRa0ef6g9BC679tZs3mIgwMKWwxMLtChh2in7nzHwLtMe+4/yh9CVd0Ok5Fb ZXBWiJpunXID2pfCNH9nRcJ5AQ19Q6f+Q/pB1lZz21+iGK0ulaIBKdx63sGq lCFA6toDj2wTGWAxHTFsMThB9L5qOXkDk3EyP8nS7vR3QlplZ/VV5TlUYhjZ KVD8xUmG7URyTh8h2flPbzmZBJwfU29uavHAOZ23NnqRCj3bHzze4sPDexQW BHZzDHjqWWq7L3+BaL+8Y0NXDwMabh1T9LThwUtxeco3dy5czg+bDk75xevD 5cht+Nduvn88DRKieF3oTaPvv/6AWvXPIH3gwP8Adi+vUA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 159-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk41fkf5d7LXdx9JWMumrQYRqWYot+HRJupiKTSRsskEkqpLG32hG6l vcGkkiXbSH2/yVZalKwp22UsDa5kuVz+/V+c57w5r85zznOOwS5fJy+Smpra sx/4P6+sdP1lUeojQmYYGnz9CBckeyqoXiIuptSq/Hb9LAGBi8cHzWoKqL8f WB2nNY7cRiTZMXlkfCNJV7tUpEAbHAq1FWfo2Lns3M7EPBr0qvieZurTRJxp RZuCP078Vdz22mi5BJI0nPIl0yzMtCLhslQxHKDOW93pNUiMDF0yevO+EwW9 l5CfKr8itwvJ2mapPYSyfSfc9lARhwP631y7KALaI+k8I5YalJNlUZ81P6Cw mNl4YgEDYttERQ3r+eBoHpJ9IoyErzXYP1ALFeIaZuoZ/y4qXF+vP2DXI4IG cnZfxEY+SB98G7E6QoHCQPu2jwUkPNP8VO57eh6h9URQYVP+llgrrTin8qHh +X+s46SuleC6V90FzXkS/MbnXk3V9Wq0Lbp2JDRBAhuIT7zAdAY4X1jnWz6n BbnEj7fP8uRB8dHk2D9ryojQ4rp+quEXwrNRvCz4gQgG/a5ySYvUwCSJ5ChK oOOhI4u9Gjgc7HB0sUfoXgHkn12x4DcGGXQfnZR7FvCxjSLpCpZ8QtY35JTi Bc9RgL5GtrvpJBGQcrfJ7xYPvur+W/xuUI5mpBnM1I3hwA3G3EKnsWTU5J+X TJk/RTizu8KPeyuI5MOuJZ+EXGwc6Lf1nTYP+0wIDP8tF+JCU//cA+vpuKEt mVNm04G6W8SWAz1icPta298oFeMTG9+OBi7g4hHmk/gCrgrF1LiY2eir4+rZ bS6s7il0SDoiZIbxwSGcPstEfZKI2rUnNUuqATprWnpLjw2jsmfzQ9Mz6Riv OSTss9XC51h7+zeQ+MDrVhaXRwvwYdvJtQF3heC46PYvsav4+OZfV+u/reVi 6obooOZDXSg7c2kUL4MDc0i+Famdw0TRtdGnZQ7qWMwMKGQZMGHrQp7h6V1t hNufn7TdTYTwePOSiOZ1HBh7UXxtq0yMPSCuf40lDf9jPu9ernYJqi89vmhH uhA3RbEDtnkzcaqaSovMIcPWbudquyw2DBY7vdyYzYCxSb2l9dtE2GDGCuvT thq47dqTuleB6kAm5wUmuMvRgrKDdPfbAhjZXd/MPsXD3cseh8aZCoGZo3vJ 7iUfTu44L7Z5RMWP7d/Sfc3i0frEqasvqvpQiO50kYJBgnvuc2ziXjCxaff0 nvsJJPCqe3xf/koL7107zBdINeGLzLSPNyiBZT8trJv5Qh34gbrWXgYTqOrf C0ZUpIFzvJb51Php4eLv/n8phoXAifjw8Un+V2LvQ6XFbDdNPDRgripR7yVK a10nrpnTIdmNyCBHsvGIyaa/w+Yx4NvK4Pj9lHGCLNr2AARMbKJ8lRo92UNc DJxIaFzRj/Ssvw2kvZ8kbt6KXxS+VUl4nVZn+g7KiWe0+653fp8mzOgp7hoz uDDDU+FhlJVNkLIW9J9mSWDawPhXBw8x2Psbhwy6S/Dmv3ZXBT7mYYZlSGl6 FxvPZfw5dKuNjZNu7DcU6PLxA0ru6uDoHkRkDgjfCNsQ9kreRzvAx62OP8dP u1Bw3FjkUKEBFaurnXTt3dOK2ldevvdq1yj69WJUhY+POp5bsmqjpTsVvg4E LfaJVaKrSt9Z/3VrgjRtyqGGRQPtd3si9HXEOFbry3M/oMDi7WVd5dNMPGUU 9NNn+24izfdF4k5fNi7evpN6vkVOGMwuuZBzVxOXO32ZWnmQDMqbJoN926dQ /aaSN4JNVNDZZ2Lot0UAnT+xKU0qJth5K56b9jPwXVlvUaQuF/z6XIxycseI FdKEs1a/8wBJmzZcOqIJbvZa0a4aXIzsHn6AeDa+pBl5tnbNOCqbr7X32C+t xDqu89YNJ74SGzPzE8w0RLiR5nulpGOCWMD1EagW08CYVXjA2FhF1PedvFO1 hQ5BbXkxnyzkxOFY086jg2I4XZbWdXcnDzLqjSzEmySYVXkjImezGCJzD8qg iA4r15l6dKcw4DzDvnoqkQ9HV1la6c0QYxP1FJ/o1Tyg7CfPeh5LgSDlvrsq njpMhJmu32nRTiw4di6987MEqDwH6/oBMeZ8TPbX2TyKxHeonf5febg0NU14 qUETEzcrTwbNYWPvOeHGz8+xIePpvLqCd10otCp4muInJ5Ys9M6XZVSihVpl bN9qLtzZandMR9hMMFIEZZVVSmSs+Nk7d4uCuFIfU6cfJIRRWlJhTpAEAvyX Hx3XmyT4Rx9sq3fi4/r0rTmuPj96nRZ3H9NJWOEhvqoSDiO9lw4q45lUPPGm WKhV+g3lH7q3rrl8mGjwHn1ZQxbgTant2vE0NdBpHPGlxZBwfouTQY5LB7Ha bo5cvbgZ6SQ0ekTcocBYztzL+gw5ardy06HFUcAmr+JEkSkfXu3X+X1HOx9u qIUaFT3SxPuiXRzDLCXwNmF3x60hJap58WtqbhgPHPj3TdcY8eHjLAODlmdC cKtJ6gqbEIMevU3Nf4iDDcXvmjX38PBGjXthKSd5+J1sLTU1sInwTKr9e1WD EFPv/ZzGUBND5aGsek8TEo54nfhc77QQN3x+/WxL/yi6FN1UryP7jjwL1t02 Z6lQqGxg/WBWD5qcu3vM56ICBVtLPXQfNRJ5CazRY85jqPDFFrvPTlwQKwP+ 2dz4HYUwtQ0stcRQ+1HhN3xDRZyI3GEpa6HCiqCJaY/WVmKpMyOjqV0EN7se d8sELJC1k0lnrheg/U/GLZ1DOPA9Z4nOwxgeHNG13TDjoBCCelcV9LzmQkfF 4HRtyY+eZ+z4u/mpGI+Hx6tSxnhYFhVVGM+j4VWe6/1OHOZh8/gPm4L3UHHH XK1IF2MBDmE60H1U0QTlLd/aN4CN5da18qS/RdBuf9jynWCEeOEm4xUm9yKz 8c6OJVVKwvWZrWSE4MJqyfa5lff5YBRjVehWycBU/aQn7YslkHDTovlDFBNs J+ZVJJYK8fXNGoFS/hBxPCT287JgPq5MTPLuFbAh5Or3kvhtJPxmFmN8lWAQ zdELWDNaq45rl38cnnepHwkchJkWZ6eRutbF9l3rtCDXKuGfUrocnVG8RWrF Yog3bfhmt50HJG+ZUFpNxy8X7laGmIrwe1lLDeu2kniSsPLWWU0htrvsbeze y4IZkprJ6R4u5ricTzhgK8ai6HvCNs8ff+nBV+syBhPP1oYLV2hcbCZt3BH/ Q18QbF0nrFIhvz4vi3NZHJyV3ix19Cdjw/3PcmVNQrDtetpRUjRMHMrLb6tO ViDXOXU2KvoUUfHK5YDow498H9y97PIrDYgyb++2/6QFmz9YH76iqSQ2en3R zR5ggMYtw+bJFUy49frKdceXLNyUeJzL8WSArfxRVX8cDd6dmtl/8jQXLB+/ fLyWz4agpbkrXs4XQJZvRkZmBA+Hhp/9PfMkH/oOeN+afaoFRQzapeu8FoO5 nY3efjM++MSYn8k6KwF2PkWxsEUTHHUzW63SBdjB/svtlJweFCsrsbf7jYMz zhuav5VWo9jC+ywNgoKzQ6rbeva1ohzF3QNLdZ6hRNNm/YIOKq54Q6L88XkI GZl1pLhc5YFbHfs7IR8mWp7W7b2A6bhb1XVnts0gQdNfXn5aOoEyZGTlXhIF 9HguQ9cz24grMxus9w+QQfRtpOKiqQRE/5wyXjXIhi9L76QtDpTgS/LZhsdb BPDQr9hlfY6KYPmXXFHDAqi+vHuG30YJNMZGhkt+7LFh+fAZKxDBo8MVR1e3 CrGhXGdWEYeGJzMcs4Jbedhi0XB4y4QaXjLc+6R2hIGtZOH6Pq40eOg6FZb1 7zCqXp7suXgFCxsdD8SfRyaR9KMxNcD5h6/bzY//4jKIcgoxOhughvcEZB+i JyuI+YPzEjOHptE2rc7KXc7tBKf8TKSv5TBR8tudaycDpolTtsOibX1cqOq1 UmZa8MGrSfL6vwQWlkgpOZs3sUAY4jQkdxtD/wMqCKD6 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 160-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81Pkfx8eMOYwZM2OuZEMWFUuXa5P9fpy1jmqFVawthTZiJR1bG5WI So4oV0XRqtyqSfR5V0hLuRLK5gi5wqCJkfz6/fF6vP55PV6Px+uf1+O51CfY xZdMIpGefNP/HasXynXHi4gU7YijGQe56FOV6+PAGh4ots6H+GiI0Xhv0aad JDpSaBp3iFOexXeJmNbVtVTIvKi+qEooxYT+QICiMQu2VkftTLrLQKcqKbdm lyqgOKNnPVLVWaI/R2HYZskgPtwkplTKR7FeifzKzV9HCXnvTnTNe55oM3hk 6fJajBgFmvp6bBKSkmuFZqMt+MS5ZTC3homcJz2FcksBcjYOLz52ggwbDQfT Jm6KoIWVExk6QEcTV0oV9DJpSBJm3/PqPhmo3230Qug+ofyQ/8yq5iVRXfp2 eytJGVZv2szJcRJD/15JWodZD3aLn+3V3c1D8pK4TpZmLRFR8XqMrv2O4Eol dsOTYjQRksolm5BQXP+akFhrFkweNPVt53Dg6e6a5RMhQnTvtN2alUwKssq5 Zrq5UABW0ouXQfwWf86KJWoUnuIDWtTi7UZfCJ9U6vvhI3w0qv6homGiD7Ob NmlUBvFQJnOFxGUmDV/7rt1XWkBCW1UGTv4VKCUqNzJYrdU8MAgL8WpYxAO9 lx4zjjIRSIxCywK2KAHr9o359Rv78WCXyHx8SISOnDr6MotDgnMtbqustBSg MH/+kVCgAH9qygSsE6qoLUzgpD/1lYj18csp0qSiiaLLDHaWDFc/Wh2RV6gE yufNqvq1VCCK7T/2C1kVPXQ+vpKeJoT91l+cDmQLkOtUtHDYRABXrqe2TTlx wdFxTMJ+MYiLCy1iefkc9MD9sY/9os9EefrnyuoNChBlWKbpK+Igr7U87VM+ PUS6t0PVZScRKt227kznZg5KMFqeNLbwFLdV/WWyI08AzQ/Uoq79wYEc0rwy hUNBHw1pMdafuGiiwuW5azETZeT39ahnimHpYjvLU9ZUKJuxDe51pCAK5W5Y 4vY+fCDfN7SqSIhku9o6VY7zQGyZmP7RWYRYJerJts9VEZP+pKLFgAml9i+V glfF42xn7zJtyRgOV18olzLJKPDtTPOX5xwwGlzwu5VIRs4sq80/3FcBf6dp Vb4mDWV6XffumJvHdR8u6NExFX4yGFKudFWBik+h16XTAqTewlrb9HCc8L8j N1vmQQPPfJiUVY4SVa3uc+nGSshMY310QhcXZIa/3jyhz0Q/Oaz0m8mZIyjC 324jPgv0P43pr5WMEglhc4kddmPYataImdCxQFy5Gm9y0ktOyCkXeGt0PhCP GLfcs35cIGKY2dkxdTy0eLfUW6+omLiepGXzC58HK5h7J6/2qEAn3QrOkQVw W7HM4ejZIdxaOudS3N2LwTdtDyNAFS7e35QSeYQGcTMxk5KldFh8L3I0UqsX 92689M+/Pp9x036tdWBDgRVPfnY1305HT0L+SHTxmMep8mDdj4M05PmKxA1N ZqJFDX5ntNREUDpBPlyyk4ZMf68eqFlgQUPU2svHXg0TucFPk3YGq0CA05/v TvI+EEuXPblQkk2DxEOMk66HqUh+xXBi5Pev2I4+6HK0Tgmp7THUDvHkoyDR M64JlYtsA6WPjcaYQPcJfWv6godCRtz0SspmiIQTs5JPDD7Cmm9+ST5IQ7J/ 22X5ZTzAtneaUbwKhNhSnD5Mz+Hq1cr+R3S6iZYWlWmro+OEa+G9xFVUISz+ uwluNn8l1nCD+POmDJTe29lKaJBQ28jfWXWeSij3ZILIxGOA2H/eqP/QhAgl LTxsSjfho/w2PTPRr2KI5o422u5no2imfePXJFXk9TXd7fv7NHRYvid7nqeA YEs+o3VpH7HmSFRe/39iZPrW347WwIeqnFxBcjsNjBfu2pvf4kLg8pMGj6NU UBQane81GcIRdUcXFEP6CFqio4KifR1eq1ytEtzIRQ+2Xf5ewOgimDf41bV1 cnzA/GUOe+UUcbnt3GutwwJ0w9xmnxESQFueV4l7kAgirAIG/ccpIPUWpc4L pjERlqSokagEcy8qBMpVU7ifsFdEMhnRHvj5eQuFD6eW2Hj8JFFAah2yYMY5 Mqiedzxr7d1PONgu71Oo6MR0r3DuQj0NzZSsuKTF7MOvG50g5Nteq7vPjpUb qSLDQ8Y1De8EKJMUoVdeQIMEL9951jY+2qB6y8hRTxUVGXEqAj6KkEfLxYET cyL07HB8rcNNHmiLGjppfjyo/BgcdsGVDw0pTvScsDeEOu6OO6kkBvo/GrlM kgjlqWUX1IkU4Ux90uMlpwSg6V7kcme/HCeffdOmlvIJ33D5j1vMJkFEyviW iaIhvHuJTk3Q3il81FLTW72gg3Cm6VP39cqx5Kmn7X8uXHTbILw8XXcGh7MW LTVX/tafG5+Y/xsJHYvZYZ7SRUfuXWuycG4vYbGVmf+mV4h2xZN1zXlclNJL IUdm3MdvHi9Rz/fnoU8l69TunOOhD/OOfuwkETo8/PP9oXou8vM61E/P4gMz f8fNzkoRPJiJywzv5ENKbKwknseANm1tqsVGPhjHN/961I8OtwSnfUNWCiGc tUEpaP4sobFPYLvmFRf6LFv7Lt4Uon0RLcvN/GaIpx4pPEnaMG5CXZpXM+YJ 90fWYhnBRVbSySHvLAHSO7de4lHLBJNuS1L5lAgytlHDNFUniWt9X560Bgqg Nuli4DBfBdXEHbzAcFKEF7rM2Z/5E3h9qRrxwz0KtNq8mtZPHsPKKqF5Y3sV QEE5oddnszIKL6j2ttMdwJHSl5hUIUJ+Sqd1vq7hI3JgikCzUQlWKe9Q+neP GJpSulrY1+TE3n8a2gqWisD2UqDB9mE2slP7o31XsSpw3KITA6xFQH5lsSKZ +40Xbo9aVjNZsFFnsHiDhAerNDt2xH/LZ+Rfsso8SIKQEV+zqCIO+PAFmfLj VND+41FZyhsBWmmo87p7UEb8efdeT2OaFLfHa2zdkUpCz/51CxA2k0FYt+Ot o5CBYo17B+3fKqNDPZtjNz39Qrj6vlMvHmeioZL1t00JDrpafznD+Tkb8qvq Y1L12ci6r6BuLI6B5EB5r4ZUkXnp81InVRX0dfb7jkRTISoKzs8vPMODZQ7s 59HBAjQSEHh12fEuTM4ejEkpF8IG+3fXbpQM4TsGF/qDLXiQH61t/FKzEWe+ zNijuYMGxeGNPUN7unFNPK+oPgtwklGn1v33dFh/xIJp0jGN9Va9v+GWykPI +chYuegz0VX52v8CKMExf5fzz2VSgqFlU3NKcw4X5X710V5CQ0t4bpMZhT1E WG6lhQ6DhoRTsmcJRmLUvScnInsRD72zyMo1DRND6KfLGmdkQnQnpMJtS8k8 MZjL0cctQtR4adfiEFcx0r0T275dVQzafWq65RwGPOZCfd1jPpiZTJ/smiPB 6sSAmYZ6NqxPOakV5M5A1DJt8ZnFn3GjTdpuUzs2/KK/bMBDgQSarwzoB7by kUOtU2w3axKXSACfPkACq37jnonQKWL1hH5S4eQCHjvxV1Qt6iM4NZExwebT xGC8dH/RTgV03Hpa+NsIF91b4jltoC1Avm/E9R8T2VD8cPZBnikXCcJdJvs8 ZrCDzhf2s1McsJQtPvtalw8x/3E7ZfY8yJX2Z7mGidDbkdE/j/UowZZzu5aH NYhhcq27f2o6CwzX1UvHbbigGH89s6SeDs2hPmfwLRJEmR/wkgipkGtAbm3e 10JMJAl6jDcow8cfL+w5JBUjk4aOndHN7/HxnyKTjFcKIEIYdKjMeQLzqiik 2TohGAo9I8P7BnBes/v2xDwqJK1d5fXQsgmbOq0v3fKNk+3NfnP+sV6KM4Oo 9b5MDqomfheTCwBXrkhWycFCVLE7cfLFjXHCQqNo5ICfGNSSKUrRiUPEftG7 mcPfuGMdS7pNvq+RWH6nQHH/eznR8epUhevIOCHJUyj74MpHPwRlfW/doIT+ 1noSnuI9QZhXfpfG4lFRaUNO+zEdAUrvZna6e6qivksll/q0hZCQGD1jFKSK dijfuLassxa37Nx50RKJUIqs7PGGbz+13aeSXXdejFLF9jN6P/Lgf1eDvvs= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 161-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FGoDxWfGMmNss09R1/JliY/SKst9X1otlSREXKYsRUTIjSyRok1k KtFOiCxJEr2vrVIukiWa0miELGPIfuXr++M856/zz+85z3OOBi/Q3otEIBCq f+v/rsePucd6VgL4mjERGWE0aNq1dvviAyaWbl8I4v3BhRo9eRl5fnKQ+F5s fUl+Fh3OMRNnMSg486rqkjq2BKH/jHi56CvjvfUJnqlPKVCwu4sPxSR4yfC1 UMKYBTNufx2Oy/6Bwt9zparmhtG1WDfVKnsxmOv1hHfcF4DPNRY9Q7oDxV7Q wfNrqNA8dth1xp0Dd66LLo6MJeGVJsG3FxcosDx0m7DtGQlLue6Mtih5DuRf MF9bvGoCT7umGgSditho127lLFsuttpWE3WU/A3tS57t1TpEh2dHCyMic96C mMqOUbLmF3A5fGewj6kyHg/b4PVRWRk7vnIc2POEC8vObF2ziioFhalXPxgL ONhCcvU65n5CnnF6MI5Yj0LUZYpdDP8FK700TlsnsOGwan9l85gIWe+M/4ez hQkzqSvL7WfS0YrSBmO1YyS4V+n76ZP+EmB+Yn+m02+e+qFBB5qX0LFta5uc 2Zl+NNDDMRYPcqDLfTJPCRPxhQ/7VluoE3Eka2Xx9x4SPqY2xVKIZUD8IbNt kwoRJvG8s4rUZCCLpvR8N2kW1b80isktlMPvdRSnKdk0nKDoM7qHxIBDdy12 3enh4mDLf21D7rGgHjXSStmRg2/dv9E5YUvDGhbDS9/6DqHiQtMkeoEyZJ1J pzATZkHFzemq+u1EPBayLqbYgA4PrKVrxvGEIF7v3nFvlVeos+7keo9cFg7J IOYWutJxFmFBXkpZCt66nHmxvYoBxyrtGxyKqZCgYVpwZK8MlJJ6GpriIkJh Micbq2e4cOpgp0Apio5PSbWZhwwr4CfbmuQCVycjj7Hkgzdnx1C06mKFhEqC pnEMojiZjg0HFr3zUkjQLs7WhDlLwz62PxlMNVkoplDJyVcI+F3/ZW0yksFJ teYRj2touHLy+H3JTxb0/WZ2TCVRAnzy5zbqOMvio3sWF5tqxaCu3XH+5jo5 aB1NPifIYuApA6eHsXpU2GTrKHG79AtIsd0eQaYCfq5yh3SsSgyuhM6ndG0d RTUBqh1JN4jw1u3k9acPzIESy0f5IHUQvKTkOd7dtAjCAsNbsvKYUOWQxF27 qBiIEnKSFHsYeCX1yPhtoRLe8/dbWZvlHPxIutQ64vwgMgubSZkQiBD2Svel +DHwvJNR360OCr40kzherkHG4erPV1yhiFDvjms5b3nTKIz2Z8RRaxm8ssbK wdiFDFcZsC3WbiTgG3OBWiMDslCla9OeVZ6KcEmz9zn1pRwcL3gYYFNJgRv+ qv/+alEBn0icUe7OHgHZgbWpnoFK+KLJJ78bUYNAQ6fmcsk9WZyY+9aFV0GG c7cMxob++oXGGW5ds7EKcKmvgWaQKxPqfTKbPldKh1v8JdWGo1RsIr5oEJPP hEFD+7RLSmeATf3xpSFybIjUuvekhcnCgI8Vz3hXmBhtyW+FyUr4Zc8z6fS+ X6jeSN7n7xVfwSm7f8uPekmAQ2FZymoZNm7NGBq0pBDhGloAc2EDBRZofJ1a 30KEnUOn7r5zlYNLUjuSm4oHQPBFw74TYxz4JsRhd6MJGxZ0am/kOHGxzOWu nMStNHiWuq3lVyoDnqr/UViuIgfD53zvLdCJ0LnvTPJn8B2s+Tsht+8zF/q6 P7HeL2LjuqxsVtpHWTzDJIq/H2Fgf93T+tUJSvBGwtSXLMEQinkXsSgdJAKV zwh69iua0Fr5eqXAFhqsDZmxfaMlBNQHzPo37+aQq9Xx7ItrJ8H1zgsd6uEs +KmDruTrycGduQdKHAM4+KSdb40mRRZL3Dk3Flg/UcVgKPOqpQKe/6eSJV83 gayVrPjhHrPgo/90wwcpJl647Ku0N00KLu2aCqRcIOE+y7TolMx+YL1FV0Ss FCCvns/DX9fIwZmSldfUqSI0fE+4X1lVDlo8fR1ZYciA4q5le8tpXJhJiNGu eCyLeR1NZdOebLidkWdoo82AaWd6llw7zcSanGaBrDcdV8jrWhHd2LiZb0vO Cu0GTUaFio/WyuJzjanVy+NYmPr261ZssoDSznd3LuVPIkGKlfdgFRHH8MV2 Y0WDaPUGgyiD0EkUYa7mrvq4C4yIvtVblC2g8lrXLZ/tabDwQ1zni8I5FK2w RMNYngNVnvgf280hwchED2N+DxmWpgc1DWaIgOleakF3LxuOXl8R0lxNh/xe KVJ8xjPkcqjz/g4zJpwsMVmaf4EOnV/yrscXszG1wOOhoIqD73jq+JpPsDE/ Kak8mU7B9dx8ocduNl6X3OoU4U3GrB3eH9sOc3G0wna5gIXzoEq1lmNzg4FF 5u2iqw/Z0IPgX6U5PQdqnfn08vQfqOxk2dTYAQJ0fGnJnQI0uDpb+Of7Rg7U vmBW7vyGim1ugnvVKRz8JvWq/w+mElwuZtvEBsjif7Sos1bMMdT40UW/940M bt/c9lMvbRS9f7DqsxBIYaL8lV7ebnmonS4Mjvt7AMVLmhChkgMbSANrBzay Icmfz1JrkcPCHSfi8nNYWHnf2RQ/Sw62OdqjYiT9e18fDZvXUxXw8SLzg25p TLxarcsj+Yci/MNkVcwXIxIOGvLamFCkjPWdBsNfVJOx5uGXpfxuFgyTsT5Y vGcWHHtaJmxJlyCVh/JRVs4k+PrtPj92KwkXU1UbSjOpMGld78C2T/IQ+7Yd LmtYBA5eX1SLxVQ4IQirA1vo8Hbj9YydDYo4IDvSWLycBi1Fj9+NXqJAxA09 FK7PgsZPGp7YMpSgsQllR1kQFxYFFhQUnqNjsy1OJpVpHDjk539bJ6oHrXmv sf+QPBMXnNVc16TWgtRN3eYvVlBwcXSLcND3K7J73fj8umcNSjUUqD/7RsZJ /X6lCdRppL3624N9N+jween6Bbf4WdBT1eFzGcth02XhhsHdE4CivvlVnNo8 is4r8jxzjAKX0/eNZxQKwS4NRVn7/RTInph6fcWQCx0SvkpGRAz4xfRu9oZQ Lvb4fia3op2NN67/ebpnnoAXd51VSzlBw2b80+oBjhQYTpqKunJuFrVsTj+0 YasifsCQ+bqliIjV2vTJIXuZkNMyOfBpfAKVlGN0JoSAi1/EXi+MngRGY3qp heOL6HZyqAeD9x0ov4pPDDT+CYg7nN/lrZeCUZY/2W5DNOi4WS/DHHKgVze3 cSRFEU/ZTukaDdEhK9p+XOQ8gyoiv09qHqFj8ymV8x1aTMxruJ+nsYSJsyV9 dx1Cf+eiFXxt0hWw3YWDuqHNXOw5yVrTlqmMDUwaJeLNNCwd2vcjfCcVtx7n nUN5BMx7QLD02UnG2fqk9tajH8Cdv6pk7msp4ZFNl31PSLhQSyBdbzzQh6L+ jE9dt4qFeXU+O3KkxxG9Toow+46NeWZCrW7bQZTb6uiSkiuDRYKAeyOKH9AG W7Mndr97T627NOXzaAJlBsg0elGV4ZEfxW2cwBpUtTJNKQuxYSi/SPpgpASY /lE0FOLNxYe6Z7Upm4dBMOfLTPj8AvKL/2PZXt1WoJv/WDr42xzQrSa1u96X gPJcYmm/AxP+089z1k5QgKfUa6L57mNA/u2+KvMdZPikOetj5AoWdL/CLU+x YkHRtZJrIk02BnZ1q7zdWdBD/sEdHcEbtGpucP9jKhfHvi+4ndNPxxu9Z13c EllYZ0Hw8/3YN9R5VafSh8/FdijHZ7R5ETR1KmvVyCngO38mulL+y8XMm9nr s7Op+JpWXeRxYRtY4xDjnd9Fxl5TunoRJ6eBcT81sEyZjEPVBPYX6oiwSiNB 3Bsmj0uPxuklrKPBoI6Wg9K3SfjAZiSya10EJ052jAidugHrW2tff/sQurli V9YiaQIcuVob7FfWDuKXNXokOpHgwcigc8Pna4GASXv9amAO8HWWjbGO0eGm Nm9EqJWC3k0bsy1+/8yt8w9/NGZRobXK0CbTF9I4qvphr6uxAuxjKD2s1mXA XI3P+2/aMmDjr2fIbZyFazQfpZxv/81VTx9UGUrh/wHlb8bO "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 162-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk8FFoDxpnBjBnMPpPmZqssLZZEpDpHSqW6ZL9SISaVkiwpRUWWEkqN kkKFqyhpc23n0AjZt0RaDFIpDCL72/vh+T2fn/+X56/u4WvrRZCSkir/k/+3 j9/B/PFHz4BQ42xIShAdVskRRV+ec7BM26yfhwoP1lbyj3IWKEDppiGrOOok uu+KEiqTKfj2Nf4CEUeC1oxMbbY0ZWC7ikj3xOdk2LSd1kL5KQPjdCu7JcxJ YHnv8kJqwE8U3MQjlkz9QLFXs97KW0vAlNgdpu2dBcM7J2sPObxD52K18PQq CvyOKkTdd6iwINCyu/UlARfml8sqC4oBtYhVaf66Hshont+We4aODf62pmXs 4GFyyfZ75aQ+5JAwKV7qyYDqY0tcTYPqwNnit4MkjY+AsyHn05KNDDwSZOz1 jkbDdzL5y5lrKlGAmuwTF90Z4LSn06yxmgd/8PuLG4Z7kahVTqfOigNvU3QK bH8no9LgiPSLbjLQTunL+VM+EvDYiBS88g+f5YF+rg0LGNimm7QjdO4b+vqJ azL0jQuTnF8c+3WbiGNbHPTN1aSxl7DqNqtLBh9THWcrnGNC52bDRXlfCPCi hyAjT1UWbk2hzmXcm0YVpQZnsx/L40P6aaOWAiaOVDwwuIvAhBcOPvDFVoPo yWOzi4xcGnwoUnm/yWgGFN6aKKnYIo1DE/8ZMJxhQldDhka4Rzdo7d3+PexI FWoXnTJyy2bjOrtCN7IeC2dIzVKJNCJcMyi2OPKCDYeLbavtn1Dg7TjFXOEV EiQSnwdedelFdmelRvUmaPipZb28r34CkmvjB9wrH0Fh/PlCCYUA47qwU/dB Ftb9Oi94cJUAXQUqEwrlTHxgxxiTpSoHd4UENGdaE3BNf7wmCclisUpKydAF Ji7+5X9PMsaG+oFrx03dR8GBnKk1Ws5yWJZCGoi4LAGiNsfpW6vlYci99PrB W2w8vtIp69wyCjyZYFAQKZaCRM6eh5ClgCXB2v/Ox0jAlcDpqx2bB9Eex8ox T38ivJOaYHTedQr8Z95o1GrxA5SSHzimm86Da2onfJcWc+BCT8lezbwn4O6s adri92ysQzk0ktqthF1WkGkPlPoR9kr2Jh9m4j0Wp9td/ak47nfMSIE6Cbc5 5h6TLP6CxFuT/n3jMYEWnANBWVEkrFO+zd7EhQQXGntqVQ9I45tTvkt/fpWD O/eH/Vywjg4XNAii1ZS52PHjjuubHKnQeF/Fl9fzCvj44lqtGx7DINP3VaK7 rxL+YWQyL73yB1DXKo/PvyuH63UChWamFDh1Z+XwwL45dDRqs+j8ORpU9l6p 4bebBYPSp1tMr7DgJh9Jme4gBZd1rcozKOVAvwEHzfxnvwG5tKnwHeBBpNq5 63qQHExsMtRfm8bBaFNOM0xQwm/uXFIuYkrjCgPqgZNLPoMF8VOo1nQU2D9+ cVVfloPPHBFEtjUT4Cr6UdasMRnuejs03vCYCNsHzqTX7JaHGZePuOZaDYDj l3X7Tgxz4fzPtSHuQTyY2665huvEw/IbnySmTzNgFMWycS6RCVelOemklVJh 8JT33VmGNGQerHrQL/wKVp2MzO77wINXDbbVVbiwsY/2+eVlkUqw7IjS5Zo3 g+hsTci8jF8vKHaY3/YzqxEZUiuUfBvp8LhBcGngqBhQ7rMqqmqmEEc+u2Lf 0Qlwoz32rVowGxYmkL1s/iFjyV7uzVn2GGJHSHjHzWh4uq6YTRWNIkdWwcxz 6gx45zNR3UJkYZ+GvMRr92Whcse4LzmWgM8Vacl6Kn8HVpu0e6WLu9B6dcM6 2w4q/J2vk6RG6UWU0dTh+T97zJ9Xni7UZcLydtaph+k8uIX5QHe7JhP67nY3 +RzPwRrchi45AQN3lv/nq5fCww3CHaSMwE7QohRb6hNDxtG1iWWLwtn4wAl3 mS5NKXz9Ume7svAXYossC4S3iPiscMhmOO8bago2Df7yYgKFrFfdy3/UAY7s strPPyyFC17t3vTBlg4vyXRXmIXOojCFBeomVC7EstSqrbNEeDrGzUT4iQTv kouX9FZ+AWZ2lNxOMQd6r5MU96WyoFBMJESkvEQTF/7uWLGRA3/lr1XOiWVA puNLTeEkD1Ny3bK6Srj4zZ6dWmqXeXh1QrNTiICENzcUTVPi2Lh3fVvvtSwO NLD4h720bha8chYyCpK/I+2R8LlQDgE6lm7kjQM6FI7P8fzfkHHdUsrkNtYw 8gzLbvRmkXGbRevYsuuDyCyVMK5pKYulqVfEHtZUCA2UbwcpDKAIST2SKubC 31znGD1/HiT4CNmqjfI4KIJysqeVi2kOUVcPb+TilnE9v7uL//zPwx/rKygK OGWVxlzqfQ7WV+1wS/iuCCNsYltL+DLYb8BrTWQeDWc12V1yMadgjYOlz4Sd bOg1UNPvNj0Njj1/0d2YLEF4ufVKQ0sZWPnG4TCnmYCV3PKcrA8pwourxV8t 31PhgY2GylUJ0tDe6yP/yRAFIsmlYHUOC6bW3kjZWa2IT6w587GrgQE39j6q GYwjQ3JikiDCigtNnlY/3cFUgv4CktESBQ7OjdJYXa/aiF4oNG51tqfiJ2GN 3d+8P6OdpZ8Wn7ERoUTdLrWXPSScu22DXnfQJNLU77nvcJMBtw69e+duOAM+ lbw9EI/l8S8VjYLfw78AWc3idbjqNFpvPX04kkCFixgOIymPuwF/JvKQ+CsF ckbHK6/o8uD23DRwt5sNP5qlZxoH8jB+v0Pl5yomXic8r3bUkQxD27eckDOZ QY0WyZ7GmxVx9uLF4vOxRKzaupwUYMeCMa6VxaPUcZRfgNGFAClcv8g0NLx8 AhgML0t8PDKP6vDUsefFXwHtdUSMr8kYkHqZ09W1VhaGbhzj7BmgwyT+XzfS 61iQHWY70uv8G/mb5xZLARZeP77w0tulLHzrS/AFk4UcnCnpS7cP5MK3hQ7M /Sk0bBO7XzuwgYeNTfhm0cEMvHJtrWTIgo61qhdtucdQxM3+HtHogRS+sm7d rjd/uGQuJ7Q1H2kBc8Phnln/0vFP03jvExIebJGLWkE1/opCN0QkrtZjY753 nPPrb6OIISJKTdZwsCj5kxNpfABlNzu6XM2WxT5rBU0SpTZkvGPdU5sqWfy5 +QxhpvgXun1UttaLQoMr962PEOwToRKd60oZiANPXY5dtsJuFJip5A0ECHjY XX6D54jZEDjO/fg7eHoWPRJfOWvAaAXaOY9kjvdMgUwFLbghdBQUZEs/67dn QSdt03uqkTR4Rq08TLh3GHwQOzRyiuTh04aMd6eXsOG5hJNG1Ye5sDcpP6lX g4PHfTZ71p3nQjfq/TStriqkQhC4bMvnYq3ZrrGm4R60OjbIJXNGCadtiNlN XsHDF4tUYw0CFHHSUtFp/+5WwGDlKDXupmCvce1lIacmgPlB7diU0/I4ULXL NlYkDdFThTp7FyX87Ej4ssjVdFiyotRz7zUZ7GqBem2a50HZdfVbSxZ9AOye 5r7+tgGUVVwT9YHwCxy69ur44RdtILoy9f3ezTJw/2m/6B+XXoGYTVvDLUtm gVDrr2H2MQY8JyhfSG+XhYL6NZnm91nYIL5aYO6vCK0WDpiaFcngnsygMk19 GuxjKmWVaTNhWFhpnJUpG9bOvUR7RthY0NemFTfAgXXLloMSXSLOWMKco86z sZnciBNt/Dtokm6I2vKZgdU6rJap9DCwlUGGViKfiUvuRncy1SdRjHeWIklH Edc2ZBdpDXaDR8GMxEOOdHy0LI9glzwJCvmiSBcneax9yjT7P0iAlJJGj/WX Kdix9NL+vBgSFAYUBURXTKFXr2x6Rq7/8Zaul+HMQTFq6b3zzozFxPHR2zST O/tRxF996fUqJMxNDZfRj+5AejY3736+JYuZqzsi2vPLEU9sPalpPoSiGidn xdRv4O+QoqRwIhdHGKvkTLvPAtvjCSL5nVRMuNn4r/NLAlx3I4c8S64Bf1Xp Mneay8AfwNY63p2FedETZq/v0CHfMpie98fDo4yKyvMV6HDFsdKYuj9+XGPF rdE7qQi3nHjNeqiqCCM3PXxds44Lh4bz+OJYOlxsP2uV9o0F39v3NxQdoMH/ AZf7xUI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 163-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvs7FGgfh82MMWOGMedJtTmkHIoSkbDPgyJtp0VqVbZU2NqIQtFGKIds iU2io7BRIW2U5PnKoMghOXdwFimMQghv7w+f6/4HPvd13Rpu3g77qXJyclU/ 9n8GxHobNL3JQwmaIUFX/LnYQNltm9eMBOQbpn3cFkhw09nLTkFKKpjyamj9 OfYEmZKFOgo8lOHqP/PmSEUyUqE0FCynKADH0jN74h8y8VH3uad91Rn4nEF5 h4w/gSKdqQ/CbYfJsVcS2tPJT2T4Q7UiR+MLmuzcg2+4TqNuhdsL47pbyakY bZhawcLRJWr+kWc4+JGfbUd9PhXWLeFGPHAjiP1EUG5VVo1Mp09n3TXjg+Gm zSppGyQQNnoyd8LyA9kaO9G5aB8PZ0c4mD62q0UhhY2DDM33iBmd11vFF8CI v8n+ZhUVMMmMU5x/+wU5qk6/72LwHRk6nDbiRUrwVZbuI4dvSWRyiIQvOa2A HTm9oYF/ytDE0bBzN6clsMTPZ2fNHB6EG2ZbuxR8In1t4lVD/WIcfqP+kFoW HWJeb11upU6BoOwdkbnKDDisNiZUOsXH3uOkJL5LHke7uaflqNGxKSWKXnV2 hpQWGYZkZCuCgfKdDRlbhXBG2WPwVyof/2q9oEj36TC5n20ezbunghu+x0cV Lp1FBcnjT0vtKGCcq1XvMiXEO414mmFuHShqWXLOstkK0iQNXLk7QwiHfZ+9 ijASQZrcNJumQsM2IVtOibvFeLjQ4YXTfRZ2LL4XtUiJhWm0h35xLt3k/kpt Vn8GDx7YVit6L48lTGb66cInX0nwvNkCGYuK/XuNDC4cFYFB36x7ZhwVZx03 NRI/EYLHhq98gZoCjq5bSr1tIQ+VH84vZhA6RHnIBaYfE0Lh6JFbsq9CfMiK WSt3cBR53J001d6uAO9WlW2d5/4FSRucp5KNFbGH+HVBdZkYxvS3/XtKj4WD ycQOjQwqpol23cECJaiovGBv6vYFXfCbimtZO0gWbk35Igym42vXY1eG7pxE 1lxx/2uLIVTEzHS+aTaLrOJqNmQoSUCXdWDkegcHTPO1xo4E9RPYn+TJPMgH 2g2rBm9nDpz7FjXySIMBm+GSlH2sj3Suu3S7wm2cLE2Ua9WjsED3mb3TKhcG TghzjrevpsHlSe9Fn/sU8HKP5rsrZDw8p8Y9Ul1VDPNyvpuvM+Fgk99Le8tm leDas5R9RfNGULp3Sfwebw6MX9Zfk7xwCGloPzufm6IAFTav6WunlPDkNf3h gd9nyCpHu42dnjys6qmv6bNDgLed/3tW6YYIr/lTVmwwyAJevaJpYK8EyJq7 dTiWA0LN3ASP91QoNWR7HNdqRwVvrou90Chyys6LW04XQQq6kJJSJY9XcL0E 0yZMLJUW3GotpuOmgb9uVu5QxH7nZKPHdAeR798GPQHDYqzuaHb1ZZsAR7Bs a2fi+fiq3oOwqxkcfGzSM2WaR8G5j4x1R5YOoBXHz2T0vJPg9w7LXStPiuFP ndAlxT88je1ZTRmgyUhIZdCsvE832nd9D3b1rCNG7FKOdy0Xh785bndf1o1Y qYLS55WTxOXSnsjVPRMosSmmUf2YEG8sTL/a3scCmav48rTwK6k/VVesZ82D qapCIVv6hRRrdEmrZ2ZQ85/jL17TBHDoVWK1/QADq7aMeTNjqJAV66grbP6E 1q/R6aYUviXtJwtGF5Rz8Ldc3UvqrG5SfzN3FyOTg60elp8oMOBjNx9Lime9 BDTFNW8V3Hlgwo+2V1rAhsiX8cU/hQkhJt5y7HELBS6ebW1STRgl5VKj3pA7 dAhJGNoynNNPnq5a3Ldn5SQJslRznZfVgkwesmsXL6LCo5Ida945cPHxMNbK xRvkIFhpjsYqthhP9D5ef1yigE9E7V6V0MbABTUxFyz0+5G5I+tea6cI31bI G7DJEeGETho1/Eo+mV0jvRV5UoJHc1er3o3h4d3JL4eO5ouh27Kh+59/RTgt +7l2cYAcLtmewHuU9JFcdKIdcPtOw85F1pIxxMX+Pia/9e9nQ9Ui1oS9YJgo N4hl15JZ0GBT/1Xv4iCJ/udA/edQBlDYFzrdNrMxg/PcIL/7MwmXVRO5QjFe UiFiiWV8cLzzybKUpQT9wy0HnQcksFytZXfsR2XcvE1ll6aZAvgM7Dc9k6MC hueoN36WVwbNP4r+S2gV4lJ2zGjxpxl0+GFeR22SjCRE+LRwPBVwecXWg6I6 KgTfoj1faMXF0cadfbZv2NjfdWR73h807LT//bz7Qyz8U2Nm5AexCF9/mXhl 4wtlSKk0DT6ULcDW3VmVg+eYOLmt0fiVtQTuRWgaV6vVEmnNuI6OMQfuB9d2 9Hu2kxRV4/5DR8pIvMFb9fwuBpjZHOw7rvWdLF7elbr1Mg9HxncXpOvNoran jR7nQRHe0Cdz8tA3xFS3KQtTmyK6dW3uT1qU8U+8rSNXsjuQv6hIef9TZSz6 MlZ+wUCCJ5OtnjcKfnhgfjPdxE8Cd/y1+/rmC8EiIVTdy5mJU3M8dzxfNktq bZL2maxVho9TpQuakuigVr+EcdRRgKd9g9Qjd30juY+AnD4qBwElqsmm1pPI cFgvPntkljTdPVD82HkAqZSFR3mv+oraFaVlR/wZ+KT1V9GuAS5WOecwt+bH b4TBDiPd27+RzYPZ2gZrRWA5Nvds4yIBhNh9TdjtIIF0Wc9NJz8x/ttPw7ow gAdbYvbq+NVIQGvzikv9mwSgv/qlbMiGC38b/czR4nKh7ohbJMmUg6t7jaZ1 /JUgfQm1oe7Qa5QQEd615A8+fDY77xkgk+AQM5uXPcUfycmfw+ONlwmh2d/v Uj9ljPCkNLmJShG8Dd3i2tw7SDLqnF3iMujgr/zY8ePaJmKyweLBlud0aDze t95a4Ru56kV/uZ+lgr023CnpCysjT3UvctKICLeML0s5tmMUmS/IGTjqLgEP +7bbPtYy5Ct+/+3Y1DQJMXIRBOo3Ip27WfK+XZPoYNfubfyzo+hRBuW/D04C vND1ZIPXQR7+S/1ZcILrMKqcw+1s9VbCD2rSmk9oCfE6uk9UgBoPbvwctYO5 VAKfm6KGLtty4dIi6YkjHfWo+mNx2AkNZdg/pqMXFDiO1rLmX6rRUwI/tbcO MVIKLq/qTyst5cJ/h8L0zhhzMX/paIZvkQLstCHdW+pmkZKm47VgcTsSdtX1 fGgYIOMB8ypiV42jA/+U+B7Ma0C575yMtDwU8N4TPpGfzpYgycJAy+9ecjhB e/6w8DAPP66MCRMuZGL3atN0q1QBaLhzLES2XLx+7oCZ+RN56N1L2J/NebiH z/m3WOdHL9ReuFfxmxi/nMknu0aEMH/BPe/txhIwVxjZpjL2EWmojmnHFQtA vWW93oIuHmwX2lnMpQnhaUpkK19jgvTRTWq5P3HhZU3GE+3BDnS6XPfzOg4f vIpzqI5JE8jQbY9vCkUJdALNMh5jKl48S0uev10ZnIvO7s2JYuA8c4NNjgnT pKRkS9fIRSFcdcmZKRzoJq+7rzWbC/jQpWf8unHnRxI+v+dm9QIGaPSskCaZ viXLtlxOaU+mgy/1r512mVIi6dw8sdhqiIwM1PLNswbQpqAnl8JoYrgeFdoa ZSGHHXxjpYob2eCyQivXKlseWyTeZU4zK9Hnw4KWVDcF/Ak5bD6/RwD34iIK sSsfz7M9xs35LI/7wou21xby8NLDRVFVP/owTf+K7U57LrYLKBPcUVPG7XW3 IghFjN84fah54qGCiQSOGO0Tg/nrF80qHl/JswaN9KVaQkjhbZqKEjMxI2sj v6KTD73um0ISrSbI8sAIl4+2dAiI04q2DxXA7ZMerm1PGfBswu5io44Qnkmu 5M7NU4BfzqdkiPhcMA4K5kVY0ODOjZZyy3YuRC8/4d++gg0XHZ1OzklLJDkJ gzX3ljAhszYr9dbqKdQgnsn79zsbDLpST9MRGxfof0FBjnJQgMy3D1yhQouq XiH69SHR//W5CUfzGdoAexJl2v1E1SfT6/dUFcyKvdyu898Isg7sDKw6w4bT fparRx60o9YODed9WgoQZhtbnzq/FNkm4XVH0hXxnE3Bbzd7DKM6w31Hdkhp 2N73lK8pZQy1uayhZJYqQwFmsO9emEK/mN48m3KcAmnJKzzu0SfQqfbDFXmJ n1By1GD6yqNMrK62GEcPqeD8fSXxZucUcWb248FWLTH+Bg+Nfmnj4Q6Wukni NRGoF1cdNlZQxuOv7GpqHH/0/takhKXjfLx4OJJ/c3aYvMsfH9Z9wMcPtQOc z1Al2Pz3md9m1Pl44V/5VNkuEV4rCBuzAwF+a/gq9YYLB/4H/ZUYJw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 164-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81Psfxc2MWTHbbxZyi1ykTahQ6PtpoxXZKqVuotwWUkmRFFKWUmQq lVJUtGhFWX5fMamItEhKGEpdDCNLtvz9H5zXefp+nXMenIneAS6+VDU1taox /d8TXWRNSxY+QTKDw6EX9/Hh6TWzSVYmAqBUdy47qTFAOoUttvFEfHzpjK52 qVhFKuoSqYfZYuwqj96U9JgFPpJWc90ENpw0LWtSCQeQdXMsI3dYRe6vltIK B9vJEl1bY7FhLxpUbIIrG0bQj5xjt6/k1ZNH4ifhIQsOWIeHRll85UNekH3T +1wq1jyUS/uyuhhp5BNl859XopDEryYbDEXY3NGJl7FCiv0+efsUZv8k3U8N KIx8BDAuJpau+acaHS6oUTINvqIXxV9c3UVi3L3P0reWx8NblsxfpvCsIPfq 0+97mg4jG521ceHNLHDlfo8I2aFCZ5q+8KrJTvJHg8S686cE0vIPJn3oZeL4 d+5m8/UpeGdEyGbvEDbepdcn0jwihNfcjsvDYibEem/JuKdHB7PS7zm6TWpY XmR+ODObjRt65cjogARHa21VrqIK4XoE1b8mvJu8n20TK7jDgxl9Rf3suRR4 eqG/UO5AwXMMfL4uNJPC+pkCg0jvJiS2df/MqXlNfiwNmf1PpggbT1rsstZf ijPURjRoPBpQfZ+KA19qAo32OCjRs4U8GW1fG3qUwA/tK9kBZqfIUCR90vOz jwzXHX2q4lChYi4jZ06OFJv+GN2SlUiFynnK77Y/JXjrih4hoceAhn85+RFe DFzemmDMJOlYL1YV9OayBBf07rmm6hFBFM+p7satfrT19qDVpDUMnLPZN9l3 Vy8q/eAxdGEWG6pu38mIu6wONLHXLSA0sfO0T2XaO3rR6aChxE+LlWRwpOxM bTETUi+fmh2xfhD9IWc6KBeoUBEryyNtziiqNjry7tjkdhL7pvixtgvx6pae gtQSPj75O6Y7byIT1/sLd3zktJGKJWdvvvLuJ31Wvyt3LNTEk58tdbP2ZEJN 0Ut8vJmOzw8GGHX8YMD36NtVi94ToF215bi+jgSn9cYTdff5YLlR/v35qCZ2 qDFkLqP1oOsBJUmbArhY7aSF/59ZKjRx0rOEB1cZOH3/3qoyGh8GU6d3tW38 Q8aZ53mm2hGg4zfdIHAdAaOSR4uXfJfCoh2qYlMlB0+pKbDeUaeO5eYaWw8Y NqIKr9qB8NB+5Jadk2hGF+PN66MLCkYYYMH3J0YsWbBtZRcjXYMFH9vC0srX saFjSI/yPKsL7T5h+i24SwJDK9bZN/eJ4RjH/s2fJCEITo5blaziw/5Bv6sj AgoouOlLLrGUyOJAdOa3+jEOd8O7rMpu8nB56Kh6YAsapcg6f69+T87UkHMD 3vDB3i/fTGbUijjphPxF+SCp3y5Y5J86jM59jK/R3y+CU66+/M2FWli1QXJ+ RNRDhqkt2vpeSOCh1wUijdJf5Ks1peU39SlQu6P/5Tsagc8+as9zCOCAzqe+ AFY8FV+8fmHlrcZOtGyRSQul4AuZ6nLbrpkigN8PJp/V57SQUkt+VdUY//zH ZQefmgpBsit5qfFvLXy8Iql4fKQIs+YdNnF7SsPJcXUfdWS9JF1xJ7qrm4kP yzqdu+79JMuW77xL6x8mQ+30Nuje/YTOefELs7XUcV7JukX1LnxovzvdoItK xeGa2hOtNSSAVq9VLNzGgoMx/1jLGpgQP1XtpORdG7Jx5dypU4jh+HkHPPO3 FGQKGjXqYi7pW++rM3EmFUrWyAR5Kf+RS1pXPwiRMMCjaIG0D/HB8YDVjEQH Ln5txBlYSnSRtoVnPSl+WvjDwvc9U5KVpH+tm1r3EBtTNE4rvJ00wM02Maos qouMUlWSagUSCOTqZgg6Rdj1VrudnKOJZ29PsQ5OYOHANl+r6Hs8LHWX+Rey +Njg36JHsjoRxJq7bM2WUGDX45ymNykq0mJkltC1hAVlr9y3i99S8cfLw0vl fQKInaX4Yf9ZAwoj12Zt2ksHN9+vuvc7OfCwyMo5x1EKlyvOXVz5Ugtnla9+ s7NYDAta7pYrT7Jg96WynXfu8fH98DdNP/0ayfiXBze2VL0gk0y/6Oc2M3Gy MTd4+rhR0tisOd39vADUsjz/KKwp0FBYszUBs3FyfuDN5IpBxNJf+DxSb4hM UI48e3yID+MF7t0Xs5vQHO6S8VoBfBD/6is7bSqF2KFNLTvmSrCtLELf34MF OgHhijwbCn6zMMXHcrEWXpix76/oRibWez+VudeVgDvk/R8xHYPkgzxMHt2r hrN98rss6CPIvGtKUnb3KDlt/b9FLy2ViPc8KibAugfljsoZJko2HFrQI/Zq 40PRYHFd3REptusbF1djRODmqMgpLEcCO8dvNgmqkmLNC7meJR5iPH1uhapz IR+77GO4pWIBfrvH+ziZpYZT7Y6W7dnLw9enUj+83fkODdhumPxljQh3zEnw C1ZJIXjb+jLHxA7y0LyopFkzRNjC3uxOgMtvUlBKUxsoF+MKqSF9O6EiM996 eCZm0vHUPYLqyLxPpOUK24fOL+h46CHPS3JikLzkT6/w5fBAr25VxzjFC7Jw cjI3gxTDzajyQ2Ep/chmwr22vVuk+ISCITcgfqHdkq+/9w+NkOwf5brJEbXI 5PZd9d3Ng6jQbuSFdlU/ysukPGp1I2CSV3xkABAQpv8sXLahC819IvsvdCcP HlZl1B40FAHvwLyOkHYhvjIvZh1rmhT/d4kIqxwW4LNGpQf3NL1H6y7LGN+1 +di3z2RKaEg/Ag+fB9Mn8nCQ3heX+FIKoIyg8Z4xQvxoZ+SU6Fl8MDMKfVdh wMbrF5Itzm9HkZ+aTJRR1oREzW+/tX5oI6vhzNtnmQNo25mS3dtzPqA87+Ai p2cs2Hww8Hh7XAkirePEuyZTQTbpry7RLgHorfl9ous2B7ZUWl2fn07gINcX 722GBbBsXNscm3x1fMqz8qZSg4BvQu6NYhMhzJeTPSEfxFj/07IpE5oFODJe 16d1vAQXXj1eJ5w4QJL204StlQJcUZWZP0nZhD7bssy39RDYv/ge1TVlAGlT jihv/eJik5A5mU+ACsY9bv5iKz72KIrbfC+GCfWJxcv3rVXDJSXOzd3JIjwg DDtH0Wsl37Wk1toQQnydKVOmGnSQUX99S6ucwMT3p/mtXzWjgZzhfP5q4wU6 nrbS5FJmzXNSqnAaMJ7fSd4U+zDDzyqRY2j+2UiaBG9Pfx2SraKAy+5TpeyV GnhT6YPmyV8YYHvuNmuEVY7C/g5ZubqQBe3IxSlhE4H/KvbmlK8Qga79fv69 DnXol5rq/pNCwLRdRTGvx/5Qf9eB8Z9HBeAQ/Jy4pacFrgXn5+xdIMFXBY5D MRIWzJ6Jihc1iPD3LY6Hz80fIP++cE0uj2Ti4ETD2KURBF7dsf6oxI6Dnw04 JNeYiPCapa1WZ3TYeHnC1UyxkI+PylbVBi6g41tXPpXZNfLxV6NcmMrj4mRX t0PaGefIhrTTXoE5HJz15m76tblDaF5cnMFUJRebNqcfpSMN8DbWk3E0qPgp slnTdpGKX307GG+ekEtOX/XCkmvwDIXPqCfsXreROoFZ/hvTeVC+wFyv4FYP WhCiCHkdrYG1zzyVXw9SoLqmiR4+hgw8/WGSNde9DNmnwJI919kgLHIa36vf jd6a++xZV0qDPQ/ayrNW/UYNnosoWXItbKNeKuoM/oOWW6XFXT1AwY2Ddcs3 3BhCRxp3vco5146y046ppTA0QF/PGGI7eaC0f1JjP08TsrKfKOsMJVC/xmZZ KCagiaNveS5VjG9ZeT19y+ZDf7VDVZUrFb8Jv6hb0SsC467jwrTRLvJr5IjX 1SwRPJ4U7BFNlcLJGVNdpWwR/B2WS1V5iSHowgI2970YvphXp1/x5OL9WwoL cjsILE8LcKwf4sHLm/cfkyZCfGNW9crHYzu2VgS56Gxh4Fdn9ue7ntUAvVXb P//3gT7Ww87xvz7zYEPMhaK4hwx8qPuIvfEyMbw4Wv7zmFM+OSwlwhq1BfjM sM75qj1NqBc1HMt7wMfp95YOJc/4hYx9KRAorEbbbGqvljm3oSe13Gue3C40 aNdb7zSeBje2xtIXmdGwjJ78eWluL3rlkkHcOT6KzHU2Fj+M/YP4tV4R6g48 ODGwxCWjgAGjj+QrzP4R41c1B+YGz2NDGXPf941aBJ5QMeAt38CEl5vWz/5W R8MXpzZyyv/mwN5fjGofu1Fk+bOn7dGIAJ41R8YdWCvF9J8W7PNVY/k7X5sw cewvKJmPlkZgMZirjxyONxXi+m4iaTdLCkoroXRCcxvJ3XVUyzCQAIuv5Ttu jnGpG9M2F9eIwGHw30OcTCn8D9AsJCw= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 165-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41OsbxzGYDbPPtFsOwjntRZKeR4qkxUGSaFGiIlvZiSxZkiKSopLl DG2EyPJ77GsIoc0yREXM2A2av/+L+7rf3S/u63t9Pl9FW2dTOwkxMbGm5fn/ jpcPSr86UgwSlAJ9H3lQoeHdHpbqDB2Kfxg/eJs8j7XoG6U0TtFQ8r3VK6pY Auzb45TB74CDzKrDzsblE+BFgcUmCGTg7Y21/QL6PJBbXwNEfZOY1wcOrlQ4 itHiB0sNbGaBkHcWPjm1BLZF+1ddcuzDgm6tRwtbSbCchyVZptFh4TWD/o63 Eohkn1D/XqMSkIsZtXo1zeDz4glB1l422nLkKCX9EAcdLm/A/XtuFDt2Z56n cp4Gc+U+/uXFaweBJZ1jeKUeMGmF5/UYc9CEh6ZdN4WCjl93rDti0YJdVZDK sdq4CE5eaNmWGESGZnJDN3wcBYByu3yHSZQA+9HL3jn+kw3peiVO4z4kdKv9 2GY9BXHEevbI84SaDHKRn2HKBNFhk0MxNyqYCCNtL6S/lpeCdUHaG+5kSqDq si2B3FdEJFyom/3hOoXlvNKJpL2gwEUNVm03EQffPZwtrTYUR97ewi/Zfq1Y V5XPjjNcJrLJoysGtFIgDpd/LdZqEPvywr+XHsdCbwyaic6b72Bni/86yDOd x66vFr0TkCSglbaXMOstATUOx6jiMSlU6E6JmlITAvvnQq31ltIo6deOruSc WVD10WLh4XYirAqP72xqkIY4lk02ZMign8d/6X97PgvuXluI/bR/DDNamVfg o0eCKY/v7LhhLQTp3dEBzxmToIyQZfFUWwS22hV5V8qPY8guyYFwmY7e4vn6 82F0dHsuYqJQEY+Cs3TNRnm/Md6B+/812M5iTl5aqqxKClKvMDLfaYWHInrW +NfNBPRA6Kzy+4c07HTdjFf5xYIrWi6EK6xko75aHy0LdzrUPF09VCOSQW6P 3bTWrJsBGc6VcWed5dDaqZyL+yUngeL6ipjcVGnkwOs1ns6lQWHKBv7I6T9Y qvrlwAx9FlzpsEHJ9SQDjvaNP+wh41H1FrK9t3If+B3So1gyOQ/MXxXEbpZi oSMom1fmQIRbqVcYS5oE+HKuaIkQR4JdI/5PG08S4f69+LjgyxPALXrjd08+ G5ITYiyri+jQS+iQukQTh9aiGx+TE/lgq3cY9/s3Djx98cxt87opLLDRVyTp Ogja/CNU3vh2YtvI1XLOrVRopC0E9fd+AlIao7quUYhVn542nn4iAoldtzoV vJgw5GcbTsaZigSn2A+WmFPYIW2fYGsmCy28L2GSqyYxQXD3wabfErDbcba+ HcdArYIFEzEtWbjy04wz4ZYEytign+CZLAAH96kNipd8xTTDO/c0NNLhXK76 fQXSIPb0quWS1Ds61Muv9Xu3kQ7/bnB9GRJDReFNceVrg5ko4Suc934vheKj PnetTJjGSohM1xJPEgpMGDfhv/6J5XqVfnESF0O+uvKnVr/8BKpmnL88UJdG hZUn930zpUL7k9lDvcM4dF1mheJOMhvmafwb8GiBBP0izuxM6MXDOen1n3ah MaBjRnrxmceCd6ZNTyqtlYSVlgm0wqRf2KLDkWCNiwRoUbaXMwOW+aNd2WBf TEXvVUjzRgw+lue1pvIboKKP+h1TGvFj2Gt9hRMRb2WQOPkuz/YoGba385XD 9CawEEEzJlbChtldW4dfKS3zKXtUt5okg2oCbjsUKZOR64idVthrCjKuXHR1 KaQhpYtleQmfmVA81f9kDU8CuuQX9LcmCTDbPzx/4ikyrG04dpnVJoFY+cke Tp8ZMHI774fBFzKML7uyTaoAD83telbnjJNg+C+VSaIbHeVcb+3/6dCH3eGk 6P6+3IjFbfyq8HYAj+zLFRPrNokj1c0Dacce0ODi577aWAIO9pZ22scgIuLp 5FuvS1kCBAX9mmD5BSz6fuZc6y46XEs7NvHoVT9Qfru6+IY6HbImZ2rvbuTA 0LESXD4Zh1r1k85r7pdFxMk1O2zPkZB8x9/4q2YMKPs76GtExRKWW4iw0Kti aO7hVZd9RDG4ha8R92pChIVbCdMVc/mAUhMS4bxzCvTan5c/9J8MDNg7xbIZ oUI7h4qdDcdYyOTWObVrLRyUv3vezSiegzbsahKM61NRXsqb0HspDNTmbhuO ZYmhvS8kJbPP0lDG3xIf25zawaomE52Xfmz0WzvGwVPAgRvucid1j/OxgD0h cds3MVESobXIoF+I0apwYvONLAS+jeA0eicwbpuFVSxXCnVfkC7EOS3n+NDu NyZ1Ukiso8pXcHwJS74i1WRHosCi48NqcoGNWKl6vFw6xoL5EwLpRZYQ6Kx7 PXL1AgdNSvMU3jCngRu7Z85rYQmTGN3h6cf+AtSev5R0GxCC/HvKr+RNhKCQ K543bM6AeUF3gyoNWNBfoeJ6wik+SP3XwfCDDQ2+aUnv9lNmwktT8mHCn0z0 ZE/EScI/HDTy0PCflf0MdF+lys+9vwNg4Y/ZhxpoyG5GTcPXZxZMa5GnMrbR 0DX5r6a3qsRhLtu4xdGPifKcgjXCtlPh87C55uhaMrLWxwZN2kTA9zrytMwY AMyBtu/DH0cw6ZiPHvnWi+DSvUq3ywUfQbM6e/CXNRme83MNH42qBAtduy46 0iVhwvo1fKYLDf4QE0IVX1l4oVkrQy+NgfKnL3E8+xjw4KoRbZ1iSSRzLYZa KsOC3+lymeVqdNiJW/HJ5iUDNbVwi9eP9YNdzdZD2bJsdKX8tYRZ0jw4yzjv EbSKhtR8tLlFUAKa9Sps+W+EhizKos69jsDDbQSXzAyaBKqsNBmYiGeiqIZ1 fsHRP7H2wZRuHQYdTWdbBoet5GMha74/bV6HR1GrRpQ9dfqxTSYPUvseSiEP f8/mGN16jMM7Oq+qN45VO4vUY4f54Ihv8f1gHBvRdM6XNXfgoKnbnSriYTIq dzBek6ZPhLsTnxOWCI2g+/3WJ47HyXAUmB6NOctA3L5EbUtnNlxt4EV9/VsS iqqyk9WzWPAfl7KI98v9oLOBMeQ5yICGnjWMbPllbp4veKhN46ChC0cCE/Xm sR7+zcy+RSLyjFWONLrBQEHZL9DNZQ9VzBvGd6oxkY7T3Jh1KRkZx6RyWXQq Kg6fHuwIwKPsJ59qdfuoaG7WVkb3ERXFm5kHrEhPxPbUCUfTQ2VRVuvLtGe7 FoD3hPWCB4eGNg6khUoBMuw59jysg49D74CO5cgjCZRz4NWqQOI7bMO/dZpy ShUg0uNof2XRGLbSNevK6TQKtDmsHri/ewbs9eH5vA8jo7goVXrmhUHwuV/R 4ryyNKqf2nQO1NcDgyR4wD2DCB/V3ZSXJU6Bti3n3U9W4WDxyqa/nPqEoNdq n3hWtSx6UbPjkGKnGDTWehqV6i2Osk4IfH7G/AFBfS4NBYmjQP5aaMnuHlmo IK8KI8cpMLO3kpijSYFZr4rGPiuzoYrX9wqDDhbsJyloJqawkItC8nBqEQ3O fjBsaTGTQDquvSHyGhyoyg+nPxXxMfrhE6vlutgwf72nRZgEB+rFhr4NXb7z l/9bCYENC87tCVPaL81G1U+dj3xboMDj3hp+XBoTZW7/cDi/mYZWkXc1qZUT UMM9r2Kz+2Q4d2bAsVWRgHpUnNZOfqFAy4erbBGbiAImggxUD7Igl5Rk1bmx DFvkMPz7VtBQ99bErzlGA2Aa9N4szKWifbnRpsrbp4GqnTh0pX8AI3HZkVqb x0BRt9wzKzk++DWQum1iuddl2kdK7duMQ6WP6PUzolnQYJrOeBEuAncfuB0M 7BOD1G6bG5KGFPiUWzLTrECEorzqQ5vPsJBhQTtdcWjZH3iPodOyDEQyfy2z 2E6E9Wetd3z/jENbuCLduAEZeHVS+sN5XREQ6z/QxeExYMVAcJT3CQ6a+Yfa bty1/G+TZ+sUl/3caO54+r4fC27taXT8L/IPeFGeR/iA50BD4cUAEpcDo3Rn 2107Ocgt+E6w095+QJYqdebeoCKyEkOz+QwFLVQ/57lzZFFPW3LBs1hx1HJM VfHAJiracor8p929Ddy2INa8SZVF+RuaQxOuU2HbN7Po/BMEVOpuVJWxyEZG N3dHqCz3LtNbkhMKKY8xzbSexhWb/mDPmpyesGgMpFb4ds7R6A3m2iHTfoNH RfMM3sE/7b8xD33OBEuZDu+/bxgQ2D4Dl9Ie1CtqCzFznxJcsfvwcp4vsLYM S0MleXuDmbvdoPbKn/6L4gSosT/aaUWDGGyDfR6lCjIwoyPEfY+ENOxQ0z1x 03cScJ+9VzQ9xYLRmbShgbN49D+8HzCl "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 166-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1Xk4FOr7BnAzYxgzlllNm62DpEPqFEV6XymdpBLl20FElk6RLY6trJEt KkSliBShBaWk98lSSZYsaVXIUpQ1+/Lz++O57v+f677uj5K9m5kjVURE5PXC /X9ePxunvvLjU5S8PDjgig8bT9wxnc8Z5WPKmwHjs6xJ0hFtfWXzOx6kJS5d VCkYIo91Hl6u1JHBZzVftA9xJ9G5Xgd17YnfxPeNkFY21U+a5SPU9zdOoqkO O5xuM4vO6T7xT1XtICGxK2B6LROHWffwt1zi4xJvo/bmh1T4qdZ74qNmFWKV 8l4YPK9DQR2r/dNtB8j+hMkOFQcONpxrffR2sgUFP3n7S3x5G7rbb/iMuvcN OaFIv2epOYM2mUbaqDtJY3Pp7lB/lyEU2uG+6fbhEdL7RXbDwHdZvPGTTWO7 oRTENu3XMlCkwGRl2i5veRlwVxjjS4Zw8Wkzb0e/tZI42t7pxl0FOt5SnbSt IU0Uqp6uCc65IwGpDKPAgylj5N4dvWhOvgymOO+QcGPS8ePL42VV2ymgm8fZ kLChkbRW+q8/lMMHDzsD3chEDqbRir3PW34jW1POPhtsFUKhUZ2Em1YC8dhC vtybmSZBS+cfDzGp2NdhVfyKvSyo6YlXFSd0CCKC0u3fZ5Bz3pTOigNikC7c QY9ZPYUqWyymL6+TwA1OD855aUlgmuDgbcyTBOlS7SBj9Sl0znv6/Pttv0g+ P1TDXlQKX72WsD7Uegr1zvpZ7BT8Rk8ZuRYZG+dRYKJJbdvaIQKOl44wjnHh ugv+WePHh7MTUcMlSuKw3uPh7+qwQdLx98Vbr+zHyaNlftrycRxYWb5j3wZL cbxk1Jv95xMmpE65qfzsFcMttCqNRQ58rG1b1f18XhJUCnJOpnpMoGy3igt2 btLw44RM/DbR30hpRXn8/etiUEkzLwqI5+GpqxqDfbZzJDKpmKoeLMSLj2gs 97Di4X25r/FBXwmoWsNy9lP+is4/S3X1KZhB++48OK9FF8BUWAj7I18Sr2Uf 581qM7BSvMrmcBsp3Np3MqPGSgI/Xu3c72k1ijzjNLv+G5TF65Ribw3c42Pf qSPXZzkUXPtJJ87zf8NorV9ETtdnIdZ/2tf8ZXyMBNcEzIt6fEN3hexNjPfv yF+sKmm3BjYWt8/WiNzWj5hZvKqXNVPkZ+XP3i3+FJzSGvtW0ZePl+RLhoes 5MKQjWzqLH+U6K+Sb+reKYTp2id8VuUIqd7oauvWJ4rfuYxXN9F4sFMn7my1 Mhsvfj/mxoilwuyZl3al/40g461q3yhPPhEG16nwfRUfT9xfeVGR+Y1Qjr5c rHOfjw2KXwQ+1uTia9c+HXfYxYUzry88kwvjg/ix9O2BixiQFPOhdXHyb2KT HFp4AEtBcPKA6eDd70RE6buE9V0KBOgr2CwteI/CBcHBJqcYUFJhtfWzGRun 5vpN188v9E5ykdIGliwuLRLuEzZK4cCoQxuSv4jjzz3dLvy5QaRnzsz/0CHA kaOf7fN0xXDFgWROyaUfpE+xKNJxioktnm4RjiE2ZmpHq3ad5EKtCnNyB2+Q 3Etxmbb+zYEWw+ZR9aRf5EcKZ2/RExmgsM512O9h4epdu8aZGqMkfKiOiDyR xfzN8WqR81Lg0eeoE3FXBtIEfi7RSTxY/u/TouQPfJxXNJONv4hi9+IH7Q2X hkiHm/fets3S+MWr/ccEjVTwyogIGhkU4Oh1Hb1GH1lYfpni0JF1TLzPsW3p vQEmJrkJ47fs+XAvqKH9+5GvJG7k3tINu+vIBc1Pig87xeF7wVnjsDkqqGp1 Zu1P5WDfHPozMQk6/lL21jkeJEDrvO6TyoMimKFo+DxMYZrsSjijlaHCx3Kc /cNX7rSjRoW/RUO4fCwYGXtxTlOIKwzErU9K0qHB8JKD9jYpWKfnH/xhpRQo NK8SP2HOw79Vf1V88xCB+yVATp8QgS6nvTfpjyh4zaD6hTvD8+Q5Ndvshtcw knkeHuW2YRTRDt6v+XRbBp/aMio42MfGcuOuctqJQjCNPazmXS+EmClL/foC ATR62Z8huSIgdzSxOms9D7JXUVsaXZuQ1PHk6LUyw+TU5vAL61bzwblYPHKm aJZwKmkikzUCOK7Uutjw4yjJabSwPJ9DhzRw33Pg6BeibbKp0PQlHeQeVl6a 1RaBtOP0145MGexo1jPm41BHylYmSd8gAqzZYuZl2jyD9OTv9p1wEsIm0Dtr ZDKOPGXbJnynZ0nLsdTeVwOfkVpegahn5xRaluXpdo4/i0pyKEU9+3i41lr7 7aUwIT6pWB6UbDOIhKKb7A6v4eHC+hvvApX5ODx/d6mMnBDSN0dZMf4UQke/ cr3ZhAAuqlQGerU3o9n6njajHB44jqmpB/iPo7reRXXVVB54K3wyi62kYN/D cS4zmbJQ5BqmHrGOjZXeRsQEFEqDtSH5Zto4j+TnMo0cHnYhfmdjV09LHzEs /EYzPzCPjiZWeB570IJ65YwvZOhL48OBHmf6YypQ+qAJ562mGE5esWyQ787B Xy+sOORhzMZOdTrZBlk8yL3hXnBtXICNl/Rt1CsVhR35bX/4GwpxF1f65jM1 Ls4bOJJiAAJ4XZ9TuuJXO6qLo2+f7+aCmv/GnEeYihNey6io1PHA4mnM4btR 4jgprDZ2+QQNKipMO4eT+PDTTfbKSf1+0vTt6js9HhciL7F9Zl8NkfBlXRl1 8uLgVzJm68LqJKtNU69/vUwHlWeZDkpdNUTYsWdS1WCAiCwJyygqGEa7A0ov htFkIT9bzrfsBx2beSZUSuxiQcJ6z53v+1h4U0oeY5ZRg2g+Pv/G60jjfmS2 J96OB803Ff/wHhLiP92fRtUueK2rV75VckaAt//3nHdbQQqvDK1YfK5EEv47 rxy9I5QHliYrziwXY0P55Pakt2p8eDXWYLzhljTsjL+eI+Cy4V/fFHJ0XAJu p79/of+VDVGFrkZeVlxIMt93atGNFNK27PEiZMqG3IaCrEzdacQvse2/3skF zc6s03TEwjnmcY+KJcTgMdI70HeFCrY+5xLDnz8hGntfaksvL0dLW0R+hEwN ksUeucdts2Sw/5T9gAWaRFv8O/xrI1hwM/BeSH9MN/rQrmThoCwGumtOtYYE vUZGl/DfXtkS2LVmwNNfeQw1rnHwsqqkYT2Hl9KSRbPoi+VWSm6VFLhNx68+ fpmKd+pkxFz3o8Ce6Lwddp0iOOSr+6sHKf3Icsln3l8hbKyooIqjB2RwGrND NxpxcO6dR78+KMvitRl/yH1O5uHxN9vr682p4Ls7NnNOQxZurnuzq7iOA2Bd 3Z9lxYJXib6l5hdZOLkr3S76NhPaVFzlRj7KYMWL9RObHrPg1HCIkaqxAKcy doqU5QOZEfJOfl3EgZnrCSvnTbvQb/QlsuQ+G5b87Wos5jaOVB0p2IP7Bo3u DZUNLhhEj95JZ1pKD6KtM9uPFR0Qxzedo+lbtWhwTdbZViliCr0yu8HLPzOP FF5qHvmWTcXsdwdDRbfL4Mb2N2aWVSw8X1RlonVIAFo/nlKNWhb2Wdyn21aK B0p7ngfbxkjiajvr9V0faJAoDOqy/SmDT4yIvXHQn0dNwZVbXCYFuLwzLMbv HyGoM8tydqQs/Mc0U15pwTsrlYYhIRHitW01Lrei55BgSSBrNeICazlPu+6Q DEi99Mu05LGhrTHtQeZ5CiTbCFsYnRxYY8Oaa/JqRCZR2cq7DrGhWKPudHIQ G8+cCvjX9DsTyrx2VGbPyIJW+sOS0zQJMIsVHVa8eo3cUa7MaM8XgczXrukC Dg+itiqtKTQtJh7Nkk2hHWwwKa/9HRUwSHwMhcMCZS6+cfxPkx6XG+hoVmq1 0sYpklE6Mq/S932hX06CNT1i2KJTrjhgxUf04vhc+78UBu59bmaidJaKG/FX nzJFSTx7pulErRkDN6vp/xMZMIJKxqOKM9OEOO4mp7vTThw4v+Tv+BsIgHy4 2JdWwQOD0+liPdeEUJ53dVeQgjQUx/YYT1hwYbd0X5OxgAX6OaKr87Zwwcjo wccenXnSkWZtUZfCBLp54LVATw7cX1m653/ODLBqXbL3j5tjRMzdIeKfegq8 HLri3MEaIg2WSeG+j8tJoZMwQj6VB66HOae2LriZ0J7e8vaYAA7n+8xOc7vJ 0X6t3AeKjYTa9/E1XjaLOJvd5/QuDy6Ypqr5lwQTO+nfPqpBxOGZ3+03BQ/E 8LbOuSPmA+J4c7P7s0UFMrisNYlhsIqODf/RGPpLQhozarurJydFcf80VZe2 4PlancQao+4ZUrQJe9EKZDFeVZ8hxWDi/wPLDhky "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 167-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk4FPr/xc0MZqwzYxbcrizXXraupKTPR0T6VkS5fStJl6RNltKeJZWl iEgLslWUimwt+rzLmn1LoqyJ8LUMYUh+fn+c5/x7Xs9znnNU93s5uFNFRETK F/X/7vrd03hK+h2KUws4e+8kC5uvz+/r0JbHlIbRTdelhOQQfOkIHeFBws0l CiW8cXI1NSJQDbPxdf3y7nE5ISp6NMMqsJkhpxrkaUWzwyTbTF0zIvQXmu1x xff3zqME3fUetsxvJDBCC+ZWSOIxtxWDkyV8XHjCuru5gAr9wm2mBp7lSOo1 p9yirBbV1FWI6TiNkx1Rwh4NNzZ2/VnqH2zbigLetIzQ1TrQv+Zf+Wv/aiJ+ KmLZu/R/IXOz7W/tqlnYUfZ70Jkj44hZImx9cfQnGejkm47+4OPU5Pa8/mUs iGjaYWihQgGvr71qmivYcFx5iisdKIcbmoeb0nWYOGz/gfTnymK4dIvOx54K cSh9axSQ8UwCfnz2d8ifmSHZz8zC2FlM7J20hzmC6fjV3emiUhsKkNcBDX/9 1Uw+lZxZuS+DC03TNTvbjnIwjZZ3InrXN2JbM+lsMvKbXFyy8GpckoqjHETD kg1loao/UpNOxKDwcsR81sQC8ngyu0prpzicckqIiRz7hUo+Os3dNZbA/g9r FdJapDCN5/wYc6QhInEw/d3gL3TjxFz05w0j5NXOcU4Dg4UTk6JWBu2ZRUZV naUjm6fRW0amU/LqBWT5zvreMGWCgPudg4zDcrA+QFjKTebD9ZlQQaEqHbap 7ho6igWkZ+OtR5X7p8kSFcvGDHcO6Ly33W66a5FzYKBrNlwGbs96afxvQBz3 dfYVKoTysYlL6feyBWlw2iwSU0CbQw+8imNcvWRhfvbZ06VrppGq1vvInBRx MJ69MamcyMOziXpjQy6/ybpdueNKmtJQaiTlcVq9C7HGxhWychbQ9mf50YZi PMh7qSo7yGDiFaxjnHkTBv7Kv3AqaQ0Lfxo6n1y1WwI771mSG3ZxCvlc0+/z H+PjqPB1v5U7+fjU7MGUeTYFK/c8TNmwYRKtOH05o++rPPYsNlOz2i8kAVVn F0S9vyHpAH91+sl28rdUqaxXPQtvedyXlLtuFEmmcUorqmZJ8gmt5kZ7Go7/ FNGicoqL95kGPbkox4Xxvfzb89xJsmdLetXjpXTcemT6QxONA6YDHXlen9hY 8fOUFyOCCmmN6bpdwT/RJivtb5Q3X4hvZOjfaj/5eCZH55aK5DeyqkAoOLaY 1yKv/NwrfTm8Web+B+01XLhaHfNOKZgL8a9D5MySJSE2vO2TYtxPYuJUe21C hwUBcaP2Y89/EG+lp2fvRdDgrLny3iVPP6P/rle6AGwpKCzebfXVgYXVuLEh SvYMuCitoGoqxcd2p/W/njvDwudC95nGddJxj6jK4M1yATJzlMxq6+FhgWD2 qe4NBi7eGccuvDNIJkEvg9TLYKe36+WnEAsfGJx0LfbiQo2GpNCWM0YKrcwt O1s58NGyeVI3doQcNxgYuRXKBorUjZ79dlL4mtnENovNU+TSeC0RecPHm6Of esfHsMB7yH3V5edMWFrbX9yQxgM1z7e5cW1cXF8SxlnJpuPjefnd9XfGiYdu Um58PguXV+44zGukwoMlRlfGfkrj7e4dS7JHJfHO68LeoCt8yL5Y3/3jYBd5 Ya2/iUvqSYz+F5WCXjpQvdrcB+ZFQdOwN23HbTbGkoIeF0THnUUtHpEgAdrH CiQ8+VTMULEsC1aeI7w3RgKmFR8rsXcI7j3rRh5acS3D+nzMm5gqv6Evj7fY vHjztyUd6i3vuJlskIHiUaVHIUosUG5eRvdz5OAbhp4/HiynQk4hkBA/EWhl 33U0iKNhozHdmGeCBeJsGXTPy20SMcsuhXqZTiJHmqyvbQAbX1g/yXMeYuFt FhOdt6bkodF3/1WSKQKf05NNW9bw4MEy6sfGo01o3fwv1yM/J8iFdZdijA24 4N3kneFxSATYJTQRYRUPFL9EyVdLT5OMRqdd0RliEGKit5a3p5uYbF77wr5C DER97n+5NkSBhGNi1e6STMyaWWvgUlVPinRiZdMJD4ON75qgLwvIbOnzIb8D 8lBg+cQinAiRD79j5tTcPKkJsAv6HtaFtJ88FfXpnUWDfgGx79kiuDCDktu/ nYNZA/+Yq5nw8Iu69NZz6lw8aakfm/yKB+5T2rpnz0wj2QxLsRQqD04of3GI KKFgOR9VXYlpFuyxJN/sGxcQY+3IPEdkAHF7G/v6Pw4Rm+VTs8oOFHzoZrHP 4fyP6LFPbNaPPBb+95z31eHwYuQ6357Bu8TAcVp/jnGPs3GYS9xuGYocPlC7 6oFFGgfq093wUC8XtM+szniJqdjd7M/z+3p54PQ2/N/noXRsYU0OV7DFobjY vlcQywUxxtdHjStHSdO3xFYzjhwojib3S2ZOkEt/9iXXLqVDhZ6lgp50HzGw v53SdVcMxMUkQ5Y11xL5HjuhpsUo0UsYoOelT6KtZ1/fCqbxIZSbldFkysAO PlElElukAIxzVse3y+K18U8Y84wqdOFFfsf1HBYeRg52ka4cUBn4UfupiAn+ 0ephtkEcWKmheDAyjw3vhTaxLdpc0KkrH6obY8F/IlMyeHKLvmVi+dUcaXh8 /3O5eRcLRpdfVc6x5UKs4/YLCunxJLx65w5/uhxk1j9NS10zh177VHgad3FB vzctRAxJ4a2yIUUyuxnwCpntHLpHBXvdTo5lDSF62ypMZNXeoysjGqtTigVE 0TvzmEsaE6tRB+wU+ufQ+jM9Z2ouS0Hpo7r9U4MDqK1b1clNXRx+83L3Vlyo Q9Z38EbfBxL401sVvdRTM6jRyM13dwkN78vSqOjxFMGdu6womaUysKPsV6JH lCj+z6rk8JTTFMg4rzYol0nFgV3HK/Pjh5FX0kn7G+ZyWEVZE4eNMnGlqovG /5gcnPns5Uib+uKeXHTlbHzAw9MNNnV1jlT4/uK94+q1slB589Rrx1tS2Oik left0zLQoXFUaaKdiUu0nq8oSZOFC4JAa81NPGyh6Xu68th78kuec75LgQ1B nUfFBq/3o5+o80phDgtSbfyiBH1CpOlOwd5yDajObngh2UuAXrbKpu6SHUOM H9bvbGok8EOPMDErQxq8261pYGE/jyod0jlZVxdQ45N2L7kEUcxqdQ4StWFi mZx11dLZsnght3Sz4T4ebHBBtnkSbFxOP/ndRYYDLyyGjvSFM/EH1z0r+9po cMLFb/BcGhv7TYg3uJkvIB3JTBGqzyK/fepS1cV/yBUqtvnpckFKjWNSu48J xb42R5aVsKGjMSE/NZoCoZ6JKQklHDDaK/W7ybcR6ZVppa5UlIM8vdqQuIss 3On2d2JHkQwU+dqWPPjFh8ie3rhfaVLgECEqUElMIpOG0Ck4RoXU6qP3eWwO ePoFro67XkC8m6WbgnpYkJ5zptpulYCctJQX8NTlcJhDZOO7rIfoUNrtD6qr Z0nCvuUqwrThxb4c4Bn1i+O5CauyGGoHKj/2u9uTwsCs1H9TcwNFcSPuOlmk Io2NW4ydn3ZL4mZt8/9eOTuB/lhT8Kb4vDyQtltDCcUc8H8wEvTWigtbZYea NvGkwKJv47CdPhesrfPb+1ctkPvrz099c5MBMcdzSed82EBi7YxcZyRh96c/ tv31cIpwGt3/+fKUBhXj9zx6pMaJUd/G93k5JeTFAfnLS29zgLK8+yxNrYdE dd//2HKYB+9q1r3c4j5ADg0bZuarNJKW8uRCCl8Es9cd/212d4zE0VhuBmXS +ID540N6hA4nVAWDq/6QwBt6fx90HKXjw5U3A0MC2bjoUyzDYpkYbhdqcMfj WZhR8/2DUCiK20ZsmC//kYdghbMB/2hw4e3ex3LhxVzIuNjOv2M3R4It3z+K PigJ2WV2aZXGoqBe5chGf4iA8S7WvpALXMhJ/5l9TVxICg86e1ZWsmHQjjbo cXOO3Nvr7xZ+tAJdNjhfqbNRSLLPBS351sDDygart0Z7fEfiTsnZDuKSMJOm tTzvXS+qXl3qZMaSwbWeWUkLAYv71W05HyHLAMVqkh8zKERb7+4/esSJgSXu nFlyMlIcO/o5WE5UUyFIPchk3FQcv671F6SUtZLqvZOb6BEsvP3HnogqNg+O TNrbwWK/m6607vzq3I6C+2KC+5p4+KqSF7VXiwv/B5klBzU= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 168-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnc4Fezjxh3H4XCMs0/qfY2yyo9Qkbx5HinSq5esiogyKiFbtoxKihRZ DUKhlIaReJ5KdmRL2Uo5dkb21++P+7r/vq/rc32uW/qUm4kDLw8PT9V6/r9X iCc9BTrfg8TNoQFpPlTY5NPvlkBlwBvKVf1T9AVQBE/5uLQtIr8mDrFscRQ1 vgsa7bu6BhYH7OADmxWwQYl230bxBwqLkcdLakKwtIfHPLi3BlBKGVU6lQ1g 8u8f86MKv5F53MKArD0Nxqo3GZ/r6AKhb9vHBTb3gCTrPaNBcm3IS4pUYKm8 DEr7G/Rux9GhqeiPS/7np0B3Y1jcw/x59LOXvXviFxuuAfvQw700HNNirqIj RcAb7mhGSBEY+ILkHFM4jA6dPUcFzHfTYPQpx6znkiSotzFUwEJZEH8sVw3N eSaIxwBBVih5CRU804qmPRWDn/2LDQgvBeGb1Pmyj/oErBseedtIpx11VPjv ss1h4k2ZzTKzfixIJL72jrccQmspbSpBHAIO2bT2ZkqIF9pwzB+9yafiuuFY OQFEwoKmlR1/HhGg05NFDflj/Bjva/hasrQGKtosllJ3CkLTv/LIChWikMiy zoMMYexjbv7IaHYN3PReiv9yYBwZ/jqoEFVMg/fux+26dGIR7FKz2nYAL4By cq5FuuYaKJqqvvmUMIuwQ8oZsjMd19kTDrQpzqCBg3ce156aR9HcScmfbiy8 9b2B2W5LAZiQ+76x3JSKkxfdZMd+8sM5hf5s4a8rINvtwy07N1FcSBiP9c9b ANLy72NfZPBj9RR5W/khDly8pzTJPbmKZry3PlnZJIY/qlKcLsr0gWNXPpuK RBCg2bPCeBUSC6d73gjSlqNBNaorY0WdDOuC9SNvTtBgBzcovc5KEFIGCnfo d/8BHteVv/tOsqGYqqcZ2WkOqF2MyvnezYFhN053F4gso9C6gDU+9yFwiATH 7I73oB2Uj6Jun6kwbo37a153CghlMj5W1y2iDQvHhfuOkWBSR0y7lB8TTiY+ tuQqs/GUDTt5hTmDmEdvZMlcF4Sd5+drWogMPNYeCOqLGFD8y5wbOYYXiz9c 65apmgeH9isMEd5+Q/4BRfrYko2v1N9693c4E5sVikTtdBXBCde6OsQTZ5G8 ICyX6abh0MQJ48nnv1D45I2zv1NIOGCvpM2m/C+AFfjaLXZEBBd/sNrfbUKF Q/7KzMIeIRwivEF6N4UNhTeTHOTU6TDwqu3uxF4BWHrgAX3HuxmgZSr0tGuA Bb/6aeSlyFHgh2OJtOKUETShYDxbfpEKLcr3ceYAFZoKt3JWE9j4k6zQggFj Em29wHHWmmDhNt3WmW0J48jv5FRWhR0DEyg3B04ZUWCfue5KUuYfFDHVgHje smFIxaY/34/QsTvXQSPquRjePPTM5TqXgzefLX+V2MWEXL42V91gQXjhdWH/ 55QpJFo+lnjbjw6ras2dWc28uDvKv7GNhwrNHHo2FUwIwfzavOSZsGZ0S/mb VNGgAP7VrazE3iGA5VQGM82TadAqZvEfgwJB2FvW7hSLBTFYiqE7rBAhWUq3 MlxyCT1IWdkS8VoQf9ZNsVc/IIKTeaZ2nGmkYclWRQEvUwY8HPeqcoHFh18U YxTpxYPf7bYnXskiQdXJbbeeTa8hlpuN1cWrc0CsMuKq2+4ZMHI5PyngKAMG 75thWXOpsKHBzu28DwdnK/K2Nbu0AOn8CFgjOoeCtSNu7dzOxCvnD2+3leHF tAoiz0IdC4tLRBSdvriAcpotLONzSDiwkPjIb/sgUjf856VxNQn7Oe8SJjcQ 8V1XUr2DkBiMCJr2io5tRmVbE0SzEAseCokXVEwlQC2J51wvRw6Wc/K1rfZa Bh7snj9+SytI4Gj8tMHBAaDwJJ/PY3ARoNxQrzPvCbA4h/Bq2IwBOfdPt2q6 c+DLxqzOQBkmJPNmEI12c7C35DeTmAoCNP0mvFaH6PiELhoybl4DHVXiOTpR I4A52Px9uI2LPHLC9HxliPDc7Q8ezoVtAJkHy7f40uHpQPcro9c+AFP9YRfZ DRSYKP/XJPMCDeqVnD5e+50BHRs0snUyGTg/J8TIms3BCv6aOSWQF7aVjtcu nCbjDx+MB6cTmDjH5qalGJhCLUP3OrUYdHx3b+pe/9JZFPHX9/QGCQE8oZRK +bpvGG03Ts7oSyXhOcNUTXHBJsQZMFqQ05lA4WcYkmlNc+C/gNI74UQ2VniS tXOhQgiaeMRVCB6m4DKe8cAdIjT4T9IT8gq5DtwSMuCX8KLDUWBiFLvO9Qnv LoJmNA37xstEG1xiYGra2x6reAZ+v6Cf0K7AxM4iKSrcYjr+NzYjh0WnYtbw iOP/FYnhvAdfqvb2UfEg03WE68zGCaZmwRuykpC3siGxf5SBcz/nZz7cswQC 9mG/fXQOVh7MjCQBCvyrOLy+fkQIvwFax7hpvHjjTWHD8vh3SOlItbro5vcg 2I7Cbn87g8Tdc11PZorBgYwYnaPtq2Cf/4D/pygK/pM0Tuq8ygVd/dIW9jL8 2H6x8ZytUxPQS4EHPbMFYZhoSnkwZQk0q9p7WlUQ4a6Rk2aftvDCXsv9hNyP IljlVtE22ht++K9G+rWMiwTc3XI2NfEBHwzru1BbmDQKrH1/pOYpMKGUpByM nhCDceWH2fI0Fsx9VjLeJcOGzP8ImxTHOHC+Sb+x0ZQXl4zsSNv8moprb/uV mt6hQP7x8IeJBlTcI+vy9++vYlB/TPbU8DgVB0+H6ckdYsGD51Wl6Scr0DKH EdS3gYZHwvcMqQiOgFnQe7n4BRWPBM9la95fBnIOBOhObwJ7VE5r89jOgJJO 0YeWopPgXe/+V3PhwvCRUzRpvwoRb03z+l2mxgNrTbIYT6+sgX/HrMm0an5I 7bS+xKcvBm+8kaEUzFLh2quPhiq2LPzYb7nTtXXdPwI+P06KMPDM9JYL911p sMbuxK7vXUScfYZeGhTCgF6/+Zvs966BkkSD3Jig9f3GDyWk1/1tU+Ua52DA xpTNDPUGWzGctqy2JyyDgXua7xY+jCfgqMO/znZ2srCqDWW1xbMZZF5YIgfx MPFrpYbIxBAqXAhZNTB2o+IyT4OK7GU2fpGmnaV/XRSbxPBNS927j8qdVgq0 T/Lhh/UuD1g0BnbeUefeSn6D3FuFWy4NUPGf9o7cd9IzyEeXM82SocMy6kUP fcVccC4zuUZacxGNfSMaqzyeWOfFkaU6zA913oQ16Sf0gSrX1f6zBDLccibY pTmHHzbDPp8yKWFIFL0n5vZaBLYq7D1+OeA32JY/t+zhyMb/iXJbDrEo+Li8 nsfjw2ysp1f4dVhjDanJyzyX1aZikmng/UAPGi4bFSJFNohgq46NR7Y8mkPZ 7pP2nzAJV0+lOQ1QppCFvQRxqbcSvXTkREkkM3CHkuCkhtAQiut/0NbuzMJM bPVBam4EnRtVyS2UakZpzR5j4lUESNO+sKqVOonwxn/eDdWLQce9eeeUkAD2 Vj33hVZOgQcGV8+YTgjAGq/Moc5jDFjWkUDWUSTB23esrjUcpUPypx81Cwt8 MDl60Cthmo1zQr6yU4yWULcUOS9xuwguqDTKrN3Jh2/1lzvX1BHwTkuqbWQw EwvkOipZPF5CxWesz9bW0vDVxeEbM/6rKM3G1/6aSzWIyxks7Zxc/3eBlzYN NbGgD/Jzr3n/E/BbpBeY8Ath9dsreelt30G95kcLLaoIvN52wk4oZ91P/bor MaJkPK8y4X40cxn8l3rK5bwFGRb9K67RO06Gpl4mur/refHSs9IfMJYMSxt8 pzMqO9GXoVXWVQM6NPt1IqaOxsKKZV0CAev8tlzuPNZt/RWkbHzRcv06FbPv HTx0MYABiR6Gbb4eQligNkxLo4sGnbLNJcutfqOISB+1qzMTyOIILzNjeAZx dOMPHzFmwMiwbezOrXeQRaPziPBBMjY0YhvYFY4hbSCm39s1in5550XFdFxB u1TrLfd7DqIS3ixtW56fQO2yRENrAgWPnyiaTapsBtw76spbsuYAzXVlW4kS HwztC1M+RKNio+DsBG43H1RjffNQ1BfGws1aW32SKbDzoIG3BM8AsFDqHi3j 0mG2If15ujoDv7ybkqDAS4UaS50ysomD6BOn0Fr4KQ2+aD2XXqCxBsDC3f1d iwx4PP5IRPsNYdy+71K15wgLZlnO/WFMsuD/AF9X+OM= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 169-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41Gsbx2eMWZjBzPxmqZQo0cbBqSjqeUJH2shWR+kgQ1FIQpIsc1JR RPbKrkPK0skR5XmOfTsqhFSypygksnu9f9zX/fd9fb/35/oo2buZiSRIJBJe mv9v4r8DwbbNFSBmTcClu15s2DfdSnRz+PCWenX3GHcabNEph30P5pHPayHl xcwwygh2ogedJcOZHjuYfGIeUFcO9cOAQRQYpopntaQhuhFbLIxrAMwSonp3 VSNg3mmcr948gSwjpnvWOXCgbp3eA0H2BxDwvPUbfU0noD4tOz36RxvyVKTm W6vPAc4/IzdPi3nQXHYgyPfMGIj8d1cU3DyDBj8KdEY+CyDVprnlMiZwWLOl xm5FMi74SiM3kPjYffUkjxXIhW0Nz3om6AS8Ye+YkbeaCkWdhxIOtjBxZalm QFauFFZtzgklAhZQfq7uDc4jOah35GfjsCMLFif+fFFpRMYytR73A+LaUVuF 71bbLB4e3TnRTZQIIYXy9EKkdR8q2nS7NqtXAl+RXywek5aA4E3DPz1uXFz/ KVyFjqh4wXPK60gwBTrlzGirHqVhb3HcMpccMqx4YzWbuEUKnidFdQISB1L4 Ng8hwcLMLK20j3+R4e0Ls5Fv93xDGy4ecUmNJuD9pIitQcdngJOMuDX6whwo ZWRbpWxfBAIb8/dQ+yfCooRTDBcubt7lJTO0bxL17I39q87+J1LV365O5Avx hjJjCx1rOqz7ehJaMrk4fsZt3ddBGlwhilrtfoUEM93Ko+zcZLHHzeTziSfm gJJqWXhBKg1TXXfI12pwcKUm0+michfIe7b1bfoxCrTILYzUoPLx46dNR6fG uVCL7UrMb2PA8MIXNd5NBGwbupxSf0wKlh26LCrynQUeN9X7vUcFMLHg+HeN simgdfFqVv8HITS+EiJHIi+igPpLi5Ln+kBtQpcnqOxCvzIrZd1esaHLPXVO E28cSKcTlTX1MygiPEsiKZYO49rCWhV9eLBwPrCGt5MF28/8rG2mENhfIB56 VMeHy99OujHCJHCJTHyGpdEM2Ge4vo/8/D16bKr4cp8BG0eHdrQtj5lAB69Z j64oJXBAzIjpaN5ndDFixjaji44v7Vx9Qv7xW+AoTD8scY2Ni8qPGX4wY8Oo 4XevVApk8BXWMiUdpgDKlpya8VHkQb/rtjoxH+mQWXLw+MLIJNA1l37U0cOH NNEtRiJZFpYfjeEUJXxB7ivVxBZbudCqVF84CdhQXnuGSHDhYzLzdo+9CRPy w1OVeHqzSDzWiEjPBXD/elH6WsDD54ZE2lfz5PDyux7jqZtZ0P1pYferhDGk HTJS3HuaB6vrLF34TRKYXH9y8UkuB1qIOuXzR6Sh87YODejZgqLU3yv+00vH 2z368v5Ok8IqGr3plvEcaJnh6ksTseDHF61O4VgKj1iP3IoT0iBD0aAqePUs 8iPv2vPkNAu/Mkhw2LZHBivMRYUPPybw6pZNdE9zAlYWH+CWa9FwQRFGf3qS 8Jqb4narYTrUHN0Ylft9ERUbY8Pdg1NArkp83U3nB8AXCHk9Wz701//Btxli w7UBDWNZtlPIf5c4assvPFxEDtZpYUliTgWFNF3Px7QJriRUnUNZTVbWkVlU nGagMUTZ0o+2HdB7YlpDxbIaTpawl4rvuVIbRNJy8LfXvNcGwS3oxYZo2QzE h1zN0a8aFyhQVyFvyNNRiDND9wi+eSwCD0HnlM/sPOIYqn4Rb+kD63MeS3r0 zoAVtjve3EqmwKIs8t+fLAjY+m46LK6Ih48boD7TpkVwlpHU5WD6FfB6m/o/ vRlCnxSidDpUqdD5TrmHS+EbsI18ZVxmKY+TfueuDYeWg9d5MyHJYzIwRnXl KM99iXeuZ02D5vnQsVE7c3c6gWM9NTlZP6Rxeblp7/doHr7FE1uL5MZRc9/9 dl2CiwsqH47HSk4h8cr+lEYFOp5clbZmzdPP6BfT+NSuRCqOXR9+uqy5CQl7 TKZVdo+gkx8Ev85oT4NDl0pigykCzP6qMPd3tAw084iokDrIxLh4VLi/nQv1 4nIY84x6MExWJU048OAwMDMJtyOwh3Zilpc9gb0jlW8YBxG4P9489GAKH5dN G0W3rudh43fk8IU8Ht4fnprF57Jxssmk+PpVDn6Y/LZ6Zxcbz+3ubz5CFeDs V4/T03bMAoWKHIlgJIOLge7RobsS2HF2s0e3SzlSO1yzTXZNGdD3AQObhibR 8nPZrn+ky8EoUqLRAWky1Pft8f3vKhOPi+0O7XX7Bjq6lawclGn4jHnJ8Lhu M/gtAe49nykF/3uur5fROw+aNB3OH6ugQM/evCFNliT8aG1Izq6UwXSRhd3E Kim4XzslNPUiGd+v7v44Xk+DgV3udYVxwyAi/5ruGSMBVFytAm+MyEHyfjmJ Y3uFMDv32bcOZQG0XXZB5acXF9fd8Skxj2VCzkTxPXkSF3euO7tq/J0cdKh7 sudlIRf7fw/8TWUfH17fcTcgNLgKzQmJy13LOJhdqdi1uWoYTICPIUUFbPyv ehW3NWURqIjI8Bz3NVim2XsnUjwJnrXLplnLjoL3gd5rnwbLwQdON6iGGhSs mRn3+t0AGdaZZRCPri0CZ4sVG13VpCC73SZI0kgO+lkyck1KuXDx78oDGrZ8 /CFiBdnp5RIP6F4Df8gQuFRvF2nSgIC1dse39ndQcO0WNefzYXzoOU577bBz EWR97mSo4qV7TdMUlIJ52F5ofHfdEz7ubLpXmBZJxlfHz7ykyAvwU7XGP2Ou sOHIDuephg1c/OK8cUXmnAAnPVMfGe5mY7Mwye+K95OQQophzvNgGk5rOJvM 5xDYdtmPD1WVz9G5FlZzUM9SX/SfqdSASeRlIPzOV+bCPyqHb78dygHO6fG1 SttnkGyESdlu/zGg7+vI1/xEgy+/BBWXmfeAateF7tNkBqyW1DMgs6RgE+zy eqHIgkNzEuOZzmzYsn7n7yGXxsE/zeRkr3EOppr7Jfl5cDBZ+mhKsA8bH2tb cXjtg0k0tyDj7SvNwDVjd516mGNo2v0g771RLXriKLyqEE9gNSutJxXrBlBE d/Kb1iUuB7RKzdIbviLnYY3sQsUmdOeJWXZpBgVydrkv6CaOotajg4IbkRzo uPOhsxqi40PemnqkLFm4p3fhlPkIHZ7xdF5baseHL9qiGbs3UeGF2fb9D/fw IOO/gdrpaUnoNZg9lqfIxvlVJul1WyTxUWk/k+FsCt5izbb905+HE0/Zus5G LKCiUzan6+o42OFHydOGNhK+e8LbIfRsDdh35c4Ohe4lf/ELku97zYeL/mZO 52yGAM0qJd+MJo0XLhXduqI0CBq2V1rpsmVgEk1PXZm5xIdug/kwWQYucze+ f/nBIjiUaH/2jBUD+ohylm28xYTmnmYG4w0SOCVE0/ayMhOWNHp/T61qR6JX 2fH9W3nQ4vPxsHoOH1f7znl7LvWtOaT96AebdyD1vV2+zn4uFtzfu+/iJQLa 6SnqX92x9Id1gbraHRz4e36QxZjDBBL/6aV1/ccIckCZyj4rfiKhQeTBw6YE 9EqekvePj0dWL12+sPYy8OnlZo2bXUbRLiBn9LFjGDVNJrSd9AxFWzUbrA3P 96KG883foq9+AVohCo0t0Uy8UF+VuRK3gKHYbeprMybBYEBqK/kgDQZ0Barv 47DxsiK7tc/l6FCL/95jkxELt9TPfLkRIAvb9xpfUCD1gI1+qzI2fObBzAPc vJRtBLaqveO4MZ8DtWfbldfF9KLSi6K/xq8RsKDFOSVfexF0VlsfquUJ4O+R h8Wtt1jYapNMZ+vIkn8OhIzQmQ3ghG5m6K7LLPzrYzbT+zYXu+VGrVFKYuGN TftKK5258BiUj6nKlcBqazw2nvHn4us3JXoK6prBEfuBqOfpDDgor99xe8mr 5Xsuc2IzR5EBXWf9ilWScKBwA6O5RgJvNrktstnJhNKJKPxf4x6g95d73mIL F5rEivVfGXLxYh6Vk+wpC/sffUp+VsOBt3GSdaClAG5aqUaPsulDy++d87bP IaATe6VTYNsY+B+u46+E "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 170-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVWlcDGofnWmaabTOPtYWinClokLq+acQN0rSVZJilDZKKEmKKIoWlJIo FaWVe0PkebRoRYsWoWVKlkKL0Dpv74fzO9/O73w4i9reQ9b7pSgUSsU0/s9B C96Z86UrUNz84BNJx1jgl7coSnOTEC5pVXQNckbRHjNX46X7KMS/XkgrHuvH s2pfXC5aR4MxsTPccpxES6v/C/vC7cMhkYvIuK4spDZ/0P6Z8BrJPeFWmLx4 hdKY7pXdLr/xjuhRsYaIDYeyjzL3ijpR8NPm7zLz25F6nn/Uhqa3+IgqvcBe awJ5bXMxqMsWwHbF3tMBnoNIOqgirL9/An/uEKz68UUAZ758idn0hk8iG3do m6hSSYR8VfRGfSHxVvnFkw/hwNeJubvsmHy4sNclPV+FDnvLj16Lfa5Iyp/p BGfmzSBTpv7qKW0UUpBneIGdowRTvRVuN/YpQdH138XlG6lEtLZKvVDrHW4p C9BzyuSRp2o7KGs7pcmpOZKiQVkpkE2YKNnoxCM1n6IWymA6mfXEvOHfaDq4 Zo8ZLNrJIJvdWrxMwmlQ1mQ7fn3lDAjRzisbq+IAjb/7HnDlyYgjhNuG0iDm 6Hjs2/XfcaR5o3l/Gh+Sb0brnXYYQwqL52jW+0rQM2aWbcpqCVolsYm2vDuK yf7EA0wPDtnfkv5Y+fYfLDaPv1u99zfme96RXTTIJQljhzS+fWbA2Kjdj2RD Kcg4VHrZ+ZAiEWr9Pc/TXoLUFpVE3U9lkNSh3RXJEg4p15FzPa7eiZ4qF4ua RHSwySuM1abzyZbJtgSTIR7osg5yJ/WZELY458yiz3xo6TuZUrNrBugHlwTG OE6hwxe1PvoNCKDeZ/hdpcM40j1+LvPjByEst1IdaVejkuCaExJpnx7EHmlu LA8X4xVy5YqH6lgQf2p5VZRgBMmmccsra8bwttiYzXUcWbjWEtms6s+Dl4l7 axz1lKDV83dVI41LkuJ8S9pkJ9FmM80e6tP3WPyxyWzhKJtcjWhrmRU3gktN +r0y6vkkOO6H1UD+F6zi718auk+WnDBScZyT+xadD2/pEa7nkEelu8w+WLNA T2Kf1nyARU7Jz1RbJScAk4v0bgdjAQSed1oV1yEDrW8fnrhkN4oMt8vmtIn5 4LT1od2zKywo3RnHfpT4FReHtDFiVHhg+2yd8BdiwXIDhuG2bCGhysWI91rK Ad3DJ9t21hQOHXyFKU8FsDhvl76Jk4D49O03OJevRFIKmvR0FyiB93+FXXWJ g3jW3WaL4CgBVFTv8OA3SBGHD1vLxBFcsNnfPqfghyz0HH1UMpzYjC9rvVd9 2C1DrnilWUjbypOF2t1pOxLYYOTi9uOMsxJ0FDe7RpEZRKTh6O3izgSmqumL MyrjWOamw7VcFyVSZ5oo0l+vQKRF67Z1ED5RebNU5sh2Lvga2u72DGeS+48I PnuEQmRGnRR9vGVBZ2DJ5bwhCfbcw6a0nRtHSi9Czx9a9RPZHHym//ymEILW /eTv7mOBqHxYgTI4hoOMQy+vXM4jWQfT4I4mg7DLaJTRGj4plg40MZ4nwZkN tvaxmXTSzl58UnzwE9a3WPvAqpJORu8e743UZpIbB+m1+2WVQGVr1c2Ie824 ePFVxXTMh4l/KFvYIXQwVM7vO+IiJJfO/MppdKLCYUH7H//xSSz0lIkNtelF mtm50oe7x1B2p/7LqXw6PMqk/vvJhguVVi+0A3sFxMEU91g1SND7r59y6nUH EK+74eOnpj6sKeWx1cdZBtyvlB72KGxC/01kzrhySQD7An3C+yNKkWtynORL BAviFs0d4HmzQUtqfsmBagVSWmrVPXSVRxSUF9BjWCO4sSe51ZDLIR6b1Jaj iDEcOvdjyitlGaKzrOnPBrd+vNwqIbXzOp2cKfnmf/fVGywUW44uNPmBh1/4 7hppH0dbTzyJP0MTkBnSHa+U7VhgfTi6bMYWOXJosd3ye408WHstmznJrEFT tNQy+QsC6EfWllHOXPLQ9kidoyef+MWqX9h0mkuu2FSEZX0SkpLRjVebNXlE L1d0nt8uIH9HpWbyOSyS8DJgaJ8jl9y79bbCqJNFBmqC41d5s0gRMtzZlyRF Brcz1lQcK8fLtlXqK84vQc7OO3TW2IziWT5ZB/ekKcHxVv3H/CYpWBcgDnh5 To502a/wtasfQG1darYidQZ57r7M9LVJE9qQCOa+GTPA2Bnma4dSoEFH5Lur jAaNrJni4UUM6LA3o2aVKxChibnUyhI5+NsgJSL1OJXM/RqU+lhnejc7vasL r/UjS5rq69kHeKT6iv+T7fFyMJQ7oIV7uKRdw2ve8Dsl+Lfr1LvMXB4JGgrZ sHAzH1bEWbx70FWJJ4Tck50z2cRqtcZkV+0PNII6wh7dZxH5IFDGAVRYuJ8K Ppx6tLiNGtYs/oMetyretlccQCmMo0qz3Nlwx/UC3UybRiwss662VNKg2jqd mxMuQZdnGtlvaZQDVuvu09IblSBNOdToZyEPJP+WW2g78UnplamcfMl0n2WO 9e5R4JLBlMTPd6d9VTk76H1soxE7hvpEcp0Qjgwz6kVGEjRhbcjYNy4k7Q03 Cm/HUon8OxGrkcMjxb6byjImBOT3x+/7/e5yiHWk9JBq8k2coENV/trFJLdr vW7x2Vyite2Ym08txj5v5BtPi1mk2npw8nXcH3zMVDjEV+eAWck957O/8pB7 WkKV2uox/LA2y8RoxzBaF+DC1/nEAIa1aZSuSQ+qODjV5Uad3g3jw2cccuWg ATqPFavKQ0ydsWrGtM4bTSO7sBPDaL+j6fPyZi6hbw+8GXiYTRZmihh/VnDI rpbZ2xbc+YVlPtjPJzGypHIwyVUsN4ifuzb1nx6owQ9chOeUE7ikzzF4KSvg M47uutXU7MEnw+edkhf4DWD3fu2sQtUGTCQXzIsK6cA29p4yvD6AwTYy844H F1yM7rkvwzIkxZp7wHiQBeu7pw5s/yEDV/PDWj1ShFDccpVpspQOXb9oOf6u AmC+7K0aHZWGPh9R3ecGNil4YZlWvVKabE6Wt/N9Sicr7VlOZ4N4hN5ofu9P N4U8OrDbrbqaTYYKb0VuuCFFkhz9RBFelYjWwnkLLCopCDw9p6eeD3+N3Ef6 xt8RwzalwJohS54PNNF17n1FtavLbQ1ZClDcZLj8QM50n7tMJyMVmWSPTa5U x0kqbL2+18vTlglFdK0CxSOKsP2ItelwrRQB457XZhIFePLKbyj1RSuOn9Vr I2srAJsvDpE1bD7RPbMvCk/nqTGsdeeH3e+QLw5PKDHgEUGy+ebjJ7iw85+f P58sZBGZ6hBDgzY2ZCQprBhJ+41Dzx7TPf/zB34Ayh2nwkex0DR2yzYrLpxW 56k92ZyEbV97fJU3Z5IdmWvZazSGsDFS2tjR1o8L6bu+xP5zCevp1Nqb+Xbj uH0baCVW35BumPKrN1flSCptZ37192bUF6+vtSD9Fyp2n0280pkQ3BmitZnN Ipqy/LbUwBmgy39/eOlGebKBfX52dxsLWs03HVWmiBGVESTWnCuEDAtOfor+ 9L/PaY4IvsgFg/FWdY24bvz6Vbvi5zg+3H/jnlJgIEGGdx+yzQOVyIpclpxf DIe8UVsyWpSiRJY0bH5W7s4B0YM1Nd0Z0mTZ/MNLPIM45GGNYkBMRxP6Z2/v 5adpTMhz2D6VsYYCc8Qn2fEZAzhhjcT69hoG9BYuZjZWShGTLIvoktmKIHsd Rz3fJEb6H9byZOp4YBkfuq7OjEP+SndEW96w4GPOp1uPK9lQG6jRxnrGB1fW XNeQlkEU2CBpzDEREI8Llr9VvL/jtUxCl3ouJMeyEsXdjvJgf+mx1KYnXPLe qrjznJAJ6S06f3ktYBGvi4kj8yelwB4FyRgyKGS33m2vWj8aPFoQvd7NUYq4 FtVb6m0VwGCdhkFvyhAq1fSrPx/DI2t3joU7wSDquBr9LW1RFw4wjGrMjaKA qGjfvKl3bEIMe90m5o2iV5E99vFCJjEShAp0f08gPd3qmEFqC5obnep2/hsF EovS6Wu9edBe81S67u4fRD+6svtGugCSpjQTjeWlwe3AX1csTOXJwbNGps4z uVD1O/TaZ6oY529Z5fBcQwlGtGwRa0k9LpPKLrnWw4MbG5auTmJJg42Btil+ LIBgh+hc6Z1yMKhBUx+uEkDy0ZZOLych/A+S7d/m "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 171-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81Pkfxw0zZpphzHfOooRCqZAclfJ9byq0NkVsKTbWtTqUckTlLNV2 OIpCRdEukih2Uvp8yhnWfZNbKayjpIzMr98fr8fr/9fj8Xw8X+quPrbusjIy MoU/8v++u+2J82ufN2S8Rmhwsj8H2tuNpg4ulsWB9SK5otlR9CvHepe1FQ1m +10gxfk7Ob/x5YOp0TEUdlkbSwyYYGxjrezmX0+ynvPKfyqrIeuHwhdMd31D 9tHf+jXdCCA7H/uIl/SToS9a/qNrdJNfROq11Ze70Ek1Wq6j7hyp3Jw/+HRG ioZ7hOvHPwjB594XMsVMBJdcPdIfL6XBkrKtzg3zHFz6cm1oRs4CzKusWeWZ Iotzc0wvEdlKgE2iVjntJaAwaaao1IKCO/JSGqKZ3ai1JMjoYAYfXwjS7NrB peMQFWnhJFMWmjqtb/dFCnHV+2tadETDVaP5M7bNdPB8OGuivVceX11tIVwW T4OSZgdJkuECUFZ9EtRezAc5gVMW8BTw4K2JgpoYGsT4SWLbt/2Hoq8nvsgc EcGdu9FG4QdmSRY1U3u3CwVeMjIdUjdIyWHd4RUq++cQdk/0YhziYjYqFPhu lKB+y4S/K11nkMpk8kcOU4hvzfpojg3LwyhtUX2kFhUe+BTHufiwsfEF+TJL Owqoa7++lndPHs9uz8hTl/Jx6VqW56nlvaSD8fTuljQ67MkpiNWnCXDD2csP jbREYMA5yvtuzICSZ2aMJRUy4HtFdyhgQgh+WfJfgzfPkwanzmcMvRXBJ90R 7rJxWRxaFSylHh8kNW6cm6wIHkTrWKVsnzoOsK9P/mq/c4ZkpvFKK6pm0Snn JofaOgW42Xq5RS2QD+kO1ra1ZgS0HZ550yjHw/Hyj4LdFGRgx9YVg5QXXSjd 5swZ9lsevvFnR+ui+GlkMmycK6OjiIM3L3VWedROekgYtXP6fCwu3r/1rS0H iLbcuTQNLg5RWKi+niWEfRIbMUGdI03tmNkd/QL4L9/wjY4dF4r3xhPixI8o GftfOrBZCA4vt4i+kBy4Hf4yozNVBkdO1iCZF0LQDaX8VmJIwLH8gr66xEmU T/dbqZUogD3u3Sq540yoxDUWsZI2FKfbpfbPAB1PlBZlje1Swlr6A2n2twhw 8+vTMfyVgJ6iFs9reAG2kHv06LWECQw187KIpRLECWlVUHIkcJ15opvxNkUc UXN3cmIxC+eJMTp3UgYXdZaPWK5XhLUTOnE5U1Ik+aUj/9uheVKpLPKiz/rP 5GFHdUOnsu/orFlknKEeH0t9e13gDAMTJXIy36oE+Iyz8pagtRSc0eDgGJtB w55hJZSqoQ/I2HrTk10VNPz8vmdy43Mmvn2UVu3OVAKDtTuHhhXbUdHKG+x0 JIBFrLtuzBI6mKo+HjnpIcL7Rg7VFBjKga+w+2ug5DsaGrIvKMweJlc8fET1 HZglcwu6rGS/0UGcQXn6fg8PiC6vlMl3kyR/oGHoffMIstKuHxpvWQDe14t9 DxU0k1LWx3wvKy7Eay+e4B8jwLP4lI6ZPwcXF+8amLrBxzHVm3TyLWZQ4+Cd NlMeFw9rj6Bh++8ocvFQao0qHe/1eDZi7DGO9HbdutebRMNjqc81u+dbkKjf 5pvWT+Mom6O+ad+/8+TO4OcJEXJCfN7j7JdtBBdsfaNLFvzCwjcetj7zpIpg 082HjO+MKjJJ2+VvnWwRDohdfskqnIeVVSJ9uj0FOCulvXxzLwcvnHN9+q8O FxeSpntHkmVxY4nrb1nicrRmd4UxW+M16XVReWrNvAQtOp559Le0H3sO1xxd WkeFLUH9Qf+eZ+GV71anasZPkR196g5uy+WxBT+TVD/bSm5PBMsTDxZAH+dm czfIQsNatxP7S+RA5wBDK+g0A3oct1IySxXxb/2PH8Vks+Fnk9Q/752iYNZA yEmFNhaE9R6rLLg5Sh5rmreNuiLEldcDn9slsOCKfI/C/jkB7tY8suRTpxI8 /uDLD+8U4rNTYdu1dgjAyb2VTA6pQnMi3pnehQTudXeLuRA7SU6TPVHiPA62 D01ddGC3HGi5U+A4t55cFMjyfhsqIZ+1se87sidIOyKnatqMB395XqJt1ZfD g6fTtSPf0qDSNp2XfUFKiptXuQdgNnDanMKpFkpQrC55mDUoBOnTUmv9gwL8 yZpY9iFKBG9cDhgNdcjhFF9xhIWeEBedsCp5MCfEE19FtbV3+Nj2MnVK7c5d tCevTaMthIXvVx9JERA8/PT9vmM7Yl+h400KjeH9HNw8fnKudbUE+ZuLpgTL uTDY5P/1UkYu6Z126436hllUqO3p/MppmtwS5CFY+14eeP2C6CjXd2T50fm+ PygMaDIp+Xo/gQ0N0OtfpKYAFnqSCHVFPjSt2LwvKvgTmV3wu8uHUQGm2Z2+ e9qXwOnEwX4lVT7e36q8e9lfX9Ai+4LqhU6KuGIy2bOfNYl0fjoRiHpr0BMP 0XnVWzys+tVPg6s4gqL7UppbDglw5vt8qa/BFPIe1c8sUGtAypo2KnuldCDM js2bJk2g88w5iyh/AXhszvJeg+h4dvb6z+7PuLBtYN7LbpwOryp0AqvyeDi3 zCat0pCKJYodkEVjYENHzsFzZ/nYMyDEpDBTFou9nP6orCTwwu0dGcdjqTjZ OcDtzyMVZOzpitTMzh8+PB2uMlgvAM30uRbTgglS3iE111aeidv+NswyPjVG Vm8odTDlKIL+EZ9PN+J/8NRn/v0ym4Hnxleq1u2Rg51JrkcOOzAgOd/n41wj B+xO2pp/qpbFEVfXVZyI48DzmoCpe2Vt6NW0S8iivUIsvGO541QwD64VcKPi 2wlMrwwzNekggGr47uoV9VkUec7f4OLncWRnPzo3ZTKHROaxv+zexYPSCD2e 39a7yKH20EcFSwbWC2ynlSp+RmakkkVPxygakWTUkSXRyGhttePWEwOIHSir SVs3QRpEqdY03WBhyhX50xv3tpMjCca6y9K/kDKZf5lLN7EgtDdMdwfBwRdi Sq+26CiAgaDLd5WFAmYf3Uw8TuFCm6WVn6pMP8liBvuNJwnARNK2XDN+AB1w WqqxpksEeU3eqbkmUrK28c7VeXcCr3vEYQXEcPGDMWL54yAC6zTseFnqzYVV S1+KPzbI4zUavjqHz3Lxv58YI0Gr28hfXd/FvUhjwBNn45Zb4xRQ6T9DJDyY QNXJallqMQx4V7CS0Vjxw7NduCjtHgeYSejaK6t+0lR+Mt5FRgQ2CZFb6rZy sVdYyLDXLS4MZb9PeVZBwJnw7XEXagS4a1dR73kRAzZ+fpLzXzOBj1xJnNb4 LgvJJteCM/Mp2Mno/pHqADmYcbZvnbGmYs/CehujnUKQD9vRcCXhM1m8IqD+ YgwfXylcLG3nfCJ7bkSPpWn3IZkNm+TifpEFt8Lfl8x3EvjcH05vTF9LyJrL g44JIgbO0AkLjaLIgJFBZcwkpZVMkpiEWOfLQmJhOm3TMT5YuKWkvQAJSfMz HLidLgSqjXSIskIe/vBafd3aXAGvPL+75qyyAN7MRN4cpvQjR1XkrmtMwLSu A8nRqUfqXVbEEpEIbm9ftSGZQ4WbWZWtwQ18/M89U5OoihnyaM7PpVV7OLjs r/qAJf1UbN7K1n0bwcVifxvf9XJfkZuguvzeBwUcH2E0cz6LDgf1Lp7c5KGE 3QTnBk4iDiSYOa7K0lbAA4cHIrZXC/G1A5beu7yZWP8pp1PlKxNiVzGkIa/m kYtDmo3pEQFE5Rzk+ZWUIub941gawMfBEOaRXD6Gkqmnir1NCdzJFOn16D1H o6OPBa5FdHxAdN+/GaaQOG9sycPYCVL8rIckepjwp9kG8fpCLi5PpcWZ+f34 YRIlS30vNs5pU/2QzGRCCek5UvMTHYY2rnMv/6AIxt3LXdIaa5G/jNLYQbEI 5nuZdeROGv4fUZWSAw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 172-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk81Pv/xWfMjGEGs5tcUQqVJGTJd8rnVbhcFVKpqNslIks0FUmLKctF K1GWutZutKGuRLzfkZJcsiRRWcbSjRgkhcav3x/ncf45j/M4/5zHU8cr2NVH gUQiPfyp//fhw3ah6fPriZRFkREZoWwILOHc/kGh4qNNQkrF9DCaWNXc4xtD h+leT8j8/QehyFHmbY2TIcnZJXjGlAH7Ym52JGxsIZjlvOfrnjUQzHe2XMfk WbTt4vdePW8OONB3bQqn9RGRj9tG6Is+ENRDF1aGn+tChxfSityNZoljWdYS 0wIy/tilvnr0P3X4t6ukZV8tF9dUmkTm31PGg7PPjg8kU3HRPVE85w4LwjLe hexazoOy9KmKGnsynmvo6ilK7UZvnh4z/yOfj0cU/Q+EnlLGpzTnysYYCpC5 XhhD3s4A39vTlkt2KOL/GrrEWzrp8PS120y6mTJQH/ynOTyuDhTB7lvAU8F8 ux+S+DY6XDoyk/jWbgR9tPQ+ts6cApVKBW5ZVnPEnm/0C+fc5hD2SfNTCuBi 1uSS/D+FctTrcOVmndcUMsnuPcO0U4QbwdVJnsFqeO09DwekRwGdJVUXirMV 8YWYm4EhZkJcY8L0DdftJiY/2AQF6DBg672SRGOaAGs8psbLEhRAfM6oP0ym DqlX1w+0/kMC0/CY/P73QshbGmb2aZiKI19GzFEP9hHNibrb7XMG0CpmjVrw KzbIJ0+Im558Jxi5vJral9NozeDq6ux2Flx9c7Zt4VE+xHVLLmuzeNAeOPWi hcLDq0YetYU/JoOj7dI+8uN3yF2z0alzQoCTEzreaKRMogxJalWaFhtHrF3w u+bdt8S4a+muay7quLTaw/a9KxtIVg1+nxh8fEplns5qpjroGQZW7foqJ0Rb GHc6egVw4u7z6/HAh+odKZzStE9I2x9M8j0VcNRYAyI9VofwxZfX0qg8CPmn pOdV2hgyrFodX9UlhK0+HzSLRhmQvcZea1VGJ0oyerfwoZSOv5t4VCo7cbC+ sTR3WyoH2qLqVvENeNBV0eZ7AStj6Wjun+uaVUFpoc2zMwtmkHlU54RoBQ+/ sknztrBTxZMkkt7nr6q4uBSj6MMkvGg0efEpPTaYyAyS7o3PofTXXzKjG0nA ehYVF7z6CzE9FjNK/pk7aR2VZLaSj88bPjC8ymZizlMK6ftLAf5PuveiF4mC 85vd3BPzadjhWMmY6l/DyGLjmvsutTQ8lOKxIDVBFV87QKv3YbBA/01IWFhh J6pYlqyWhwRgeOVNxqANA0TahUOH9wnxqpd3LBqtaCBW//Dt6MwPtNP86KPl vw4RS2/fpYql04Sdrue1gycZUJpPfjC4lQeXNJoKR2snCL60uX/w9RCiuhi2 Z59XAf/L1eKAkteEoHio6Yk5H1KWzJfxQzjQdNjV74gJF1dXu0jHk/k4I8Ox 52TZd9TSd71dxOPikakXHe/NSThqfn9WgzYd0y8Rn+t3jqGVLqnZ3ek0vPkj uUa+/y0S9jp/1183itpDf7fcSiODU0T5lTMUdUxeQi18OMUDV/HFp8qbmFi5 iC8wuSnEtzLfPl/bzca/FF6rH+HxcRkh2jGUoYAzIx5EuVnWoRWbay3UFlUR Brp2+ztG5UjjYMGBPbks0JjEkuMkOqw/1nvs3xgmRpf7mi7GfyE6enTcvHUV sbF2rnXu17fEr2ngcOiGMpxwWKrmakiFZhPvQx5PKaCeki+sYDGhy92WXFCj indct898OsGGDZZZCdnhZBxic96xpEYNJN0hdSVXh4k9euPc73sb0KyQd6J7 HgdXkl/N5gVMEJNEV2xpMRtnSwqfhO2kgb4PGQ5ymwgNnXcyDx858ahdLcdd TUZon5rPXmQngL9942m2xhS87f5rZwsDJahzzePd+XOOsLS37DaXs4Hdvvs0 1Z4FRsd0rX+8UMeuZ6njC6//hWq3yVaIvNVwTn1QpoDDwyL5Yl/PgGp0sFWl 5XQvGxvvL9kRqSRHoTbCcYEuFwza7rP50fcJ/9zUFzpW06hQ376Mcm2KWH9s n8BkUBGic4omLCo+Es8PyHv2k5VA0idKvDHIhmboDq1YqAKtG7Nuzy5Vh9al a3fGRkwQT0Yj+4pF6tjjzS+bF//9FaX+op/TZsXGtWMZvr3MMbQsvy9ahd2E 7u8Txmin8vAhqjtrb/9ndLEn83VbgABv27d3wnP+F+Q/bFxQsrAZSa+tJ4mj GcCxDpGL0mVIX9X6unepEPatveW/AtHxgDRaEl3EBzup3G/LKB2s7reE6NcI cNEz59w6MypO/s05OPgsA5u5s/+IPsnHcSwjiXMWFZf67d5fV8fBF6uG57s+ VsQZv4d5JwTVEgsCQhJ83vzkxfHTmn1NArj3HX9dcXScUHTLKnJVZOBlXmTB H7/JiHqrGjcRWxUGYnR3cwZJ4NRj8+OsmhL+y2UjcthNA6d0r6BANyXody9f yE7lwpbDrjYT9QrYw/PsoYrNXChvCBvPftaO8uueyA3LeJheJxFZdnBAPP+V WKNnFkVFh5rGfRlFmf9ktRavnENCm8RNm114kJNXVa9nn4XcGgM+qTgo4QDr Q15Fy74ia4Jl39UxjMY3DMXdik1E5ib17raHpKi0QF9iMDhGmMZqN7QmMzF7 NEieqvCOGLpiYbQ47yvRUjEb6/6LGkR2S4wcOWz8V2Wuj7kOC0wF78TL7VXw /F83qlim8KHd4bcj2qReIvqkz0h5jxAsZ9p19VJ+9kvdGwP/95MDd9nMsEtc HOR9I2HDZh42aHasrPHnQuWuDbMBVsp4xSKxQeBJLk7ZLeNtfdhBbPcaSHqc qwS2mjrTkc0U0Ow9wblyQ4Ycr5amXtBnwkDJMqWWWgV85HKEf6wXFxjp6MKT 33qJj8qbZcvP86H/zmDmo1oOkJIVyxeV8HDQubTJRT8UwE9c8TI8kYJ3m+cE 1YdR4E6VY0VcsCL2LWtyNndSB9p1tc6pJ1+J6qVhTXGX+NjJ8W6HIffnO5Mv fs5d0oPej+bZ7vofFbzL9mrJOzmYXuLskHZHTjSc7XO/IlTCp0fmeR4tJIO5 ad2lMfIboj9+gZ/8NhXSyvJoa0L4cDd+S9pxbTlBO2ImvZanDo4H7HPijivB fj/DyxttVLB7zwLbu65CeDEVdfUjuRfxAoK2J9N4MGnkRrANmlAgwyhiHkWI H2aLLGNrp4iITJdTJ1W4+NnfTWFavVScsLRaa1coH5eGOotXU76hgtbYDO4X Fk45Yz4Vc4sOfWzv6cadHOwtiJYeRmxghKfdfqDFwtJA6Zlf69XxgrLpTWdM VLHxA3an5jcG1EvLhbVyEvZ0y3UWBQlgzZqg7Ci1WsTIOYjnwvhYM++Ta/Fh Gcqghlf7izh45v1y67fMSjQ8XCjwqqDjsh+CB/aGX1Bp8Wet24kyQtPFPCmh WBUSrK1KV5f93G3k+qKSzoSnMywHYz81fJ1paICeq8BTwneoYR0dVnoeeZ4U ywaLD7qeuS2N6Or6PYzGSB4OpW6qqLzFw37L3bo9CvgY61aL+acnUWXq8+t2 qSo4dhfae76BAlvntXRtaVTAk1rby8+R+VDJeZu7W9KPyhj7X4cwP6PAwJu9 Mp4UWWzivFSamiLunqkXPbz5HE3/Xei0p0oAN3v+6Vyd10iMD2S4N6mogdpI 37cCMRlent5gPGuuCA4eTRKN7dNE2azpBdJeFrAH6vWWyaeIxrzSioaTPCj+ s+Xc8CNFUBk0syi3E+A6Db5YZqoCkod4IymIi4fZSZ0ZekoQ1tYa6lV6H/3r 1DglSKXCsn8HnERVXJgpeUtersUFs6Lib7ajfJxLG2SvCebAuye2W5mvOJAk PaPcWsWDvqnZ9DX9fPx/79xwYw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 173-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81PsXxmcYM4xtxix0FZJUbtaQrm7fj0yhxRbqp1vdpKJC9tJmLzdL lsh6CZVCpGTtc7Lve1FJDNJuDVl/7h/P6/z7vJ5zXud5r7VzsTwpQCKRXqzo v1l27ZH+JWYrEavoeynJi4FGQ4cxX44KF9qlBcvnvuGyOJOs+mURNMc/jlKP LhLaNumqYbsnsF/oBpjXoqMTgmaT661eEaKlrFqDmhbi8L/W829jl7H1rV/8 9fZMlHLgl0WwwkfCt+z1D5piHzFpoRd51WUAeygI5duqLRAj+wZEmoME4dMH rt7oZy4y5qyRkK1gQ/ULTd+sxyJQmJ+2tA6okP9Y/x9mjiSK79pJu6jOQSWJ M+XVRmTYRLhmpB/i4+4qH52/s9hwkx2zfVpVDK7JLpeM0wWQpuCdW5tXi6PT 2XNbNxyiwt/aMvHpR+io6pXNfKK2CPqkt6Xrf4foKNJzPurNrh/YOVL3gsMf QuiF8EObtG3LBCNzg8N6CzLAyQQH4bNSEHTin796U0nAN4570GA3gy1E6RJp ScLonktl9HEXCVjfllTM2ySE1m6oiHhylwqLr6SLJ/vFkNXjwigNIQ50lh8a Mb5GQW5hasPeY1y0vt9Es8xbAGldDM4afi+NfvvMu2CqQAPfxkvLFNchwtzt M6WG8hlvEa2WcGljoKkA0aa93gsEPYNVXdc4h00eOajQ4pnoTnfoa4ULbFTK /ty4k8FBPedm6jsFWWBvE+9LShBEe3gbh8hlvVg3LzH4WisTLv0pf1Q29w3h 8rbzW4gyF66JyazVE+WiVbc7Vy3JkpH+AXrOWz4HiVXWjjcf56LKQ7HMooQv eJzrbhBhToHA8RZMKuMi0wn3tCVBDjr/rHCgLWEcD0f+kRoZ0Iej1XoVng/S 4F1sMWlSngXKGoMZ1v/5fFjDk1DjoA/lr09HgAhopaeox/gwkLCCYU2A/Dxm /RYw+48mB9oME+x1d4mDxJ6sjO5wBjwpAhzkQYJaXu0JvR4m0hxTiX48sYyD M/9IUIgRQJI1gSEuelOEGfPQ8oKaAFzdERitrc6G67+ZThl9FgdmlSDpVyMH gnf5s+aWKZDVYWMblSUEBXpqtZlpo1h33/YC8zohqJYhN944wIBkZ6Gmk3RJ xJE3y5iJ78Plm25LZGIOsmbH/M2giSN9ubyvHqek4ZFnR5WJJw25cftmL8wv 4l2SFUtXlH4QG7NzKW6DcwQrJvxChZE4KsoiPx2xYqHHz5abUt7/JNiDHcMj r77i/DU9Kb4RkuhMTKXb2cJXxCndtnq+NRfFblg9xj7PRKRVabkmsmyorDQf nLjNhueqnmxtlwXcOZTSo8+SArNmmzdmX8gQuHo4rUWOBtEPigYmNk9idfP4 u/2JQlBVZZG6nduLpflmv5QNRvGcskF/XKsAMr1UGhcgyIUJ1d0WlkwusnS7 VSWyXxT43E3SfhpcKCH0D31NEoBox2yK6q8mrGpRpyuhWEHcl2PtPylDhlWu D52PZUiipVJ6dt1ZEbTTh+/THCwKQ0hxU3LBNPF2YK2NvRIVFAZ9u7Lze4nd CcjY/Z4I6jqo9NNjLxV1aNq7H64SRFfv4i7rT+Logy2P/LBaHFStXH3Uy6TQ 3q1pN+9eJMObPa1jsmQm8us/31B45xvhGROSsqqxDS9Is670yzDBJ4/vEuT1 k/hJfLhe9IQBXuIR2bvv0JDySTJylWon9kYp5bxvJKHiHol0W4kxIlEo5Uqz nzS6f/ofIZ6GIPR7xB3reEpHDZaZrJwby4Sj377+4lopxOg54k8xkkT8m29k dzQyIL3JKZXDZEH3k9jn27yqsWuXWKc/nwHNC3Wvw+6QwMtQeoKjJIX8t6G/ UqOeEWcy4uvXbpvD3wedttXIzBE7fU5xNEeoqHiCPmh88CtR67w04EgWRv2f nFUbc6VQB+r3KlcQQ42G+FbBDybUjSed5ouOY4X5bd3n33XgglPSwXLxLAi6 lHlVOWgM3xpIffX6LAd2L7Xi7m3T+Mw3jYeFCh1Yy1/7yDUzccTccX5JP3EM +6Vo5Tzs46Jdg0sOB0Zp6FPH9SW9g+Kgbcv4O+gqG6yL6rZCExWKHI44NjQw Yc87abK7gggkHfW2v+lURzRrO3kGC9Mg/7K/7FA7BxXcd7Jwc5wiqDZp+ZZU OmwUXW31YXmcaNpWbaPPEEc/urONlHNX7mvAcDFUQhg8w86duZpEQ6aJdk7n bIRRsjTqqA9jowMeloaTTQIQ5z/eO71j5W+1eE/crenBNbybeabNHKA1+Olv fctETyOs3dO/LOPAIC+tkKlRPBNiuZitTwZpw6j9FuYstC8+rcVaJh3btJ79 ImYsDI7Jcv6nrs7iHYSk0Ye337D95Hn9SJ8YrKPZZMtzH8RVxd9C1eonCa3r ci1dt0VBV/9QaPlUH/E1TldtXeY0ETMvb3D2LgP59vup7WEyYEjFSufRFibS 4vS6/W4kBnlJ8dQrwEU9xiaeciQ+YXQz75cc4sCWXIaod6QUKJm7eZ78HwdU Ova8qD4jhdo+h9DC+0VBVdFN5dxVKfg0+WdgavB74qDdx+iyDGFUSZHP0fwk hGT5V5hx98Zw9GbJ5nCyBPpYuEm4s04ABJL13gRasBE9EUe8NOETNZYPD8c/ 56LhnJHU4jomypoJvtddxwGnsISfiosC6NhcXIpzmhAc0Ul3avIWRJxsjm1c ozCcLmk30zHlogEr7eY85V9E5Ubv9pBINoSvHjG7bDJDfLh963vGhgHsbmmj +suWiuxLTqxZeseEmdxzx+snSagldMg2TloYcuo+NpeGCiIdrYbIcXI3oZ1L z8l6Q0UJJZlC28+z0TRc/lGQQUJCntqDyZlc5D43qtMiKYocHTbH7DMUg/S0 oNYiIQ76qWZDMFTacap6WKjLBAtq7rd7r+FTgPs519k4mQtFXmZueoKzuI9p 4KrxgAmxATozwY9o6A/SLmJ680qvcYIGPTADjV/Znl+qyYTBc4MBu5u48EJ5 SuXlWgZoPGW8k52lIxsP9sXDKzket8kw03fioKFkOeWtsQ2Ynu4Ky95sOHZ3 ZgyrT+AkysXKM/pMmEgPdz6dAPjbtzyOXTkNCPsbQY57p3HRk+9rsqPGiMvi YxYSjgx0c8e2Ir0SKWiPUDH3/SCOquYljTUcJKB4+mVUSoskqiJOf20xoKFg v4CSZJ4U0u1TOp7R2YqnDOW3fArjgBdlf/mLRyygardvgddcAKVKN7b/Tzxu 2QQGiZJw/S98IrxFEC1eeR9dUU+Bn2sOloaR2egyN6H2aNUILqE7vjov+h3L 217+EcsZxrr7mY3CMzNEql9Vz9P1DXjufp7psYoVDrj3UiHlcjsx8THJtl1M AukoCrk5GwuiRv+9Ggs6VFR5Uo1ltHqRKFnQiiCdWOmhHFn1dYFzRGtmUXnL VRbijeV+aVojgsRGtHVLd3FA+kHTyU0qksjvOewjOUmBhG0Pp/wxHXm/7vKy KyrA9elef2ZVUtGm5o+m+hVSSN761HwvhY2085/M8kbZYJVH+S2dx0K9L3lW om1M5FkVmtf3emUvMwuJ24fZcCInNsaugAVdlH6Dx2tmcdoi+DS4ScNqyu2N 1/Sf4bTAIz57AzkgwxkVSf0ujdYPRaetusECO+cHhZrH2MiXJyWkJCkOrtxA 7xs4kNg5G6GfViQGIzrfQ0K9paDyxAD9h7Eo7FlNJ3Oe8vENpHXBgkYB3xlq VpssCQVQC3r3vBEBK+eaIdlSKmoNd8qYjBWBIomXtbXf2Ojc7ijlsFYS7O0o hFHuBNH2rEqS2eGOjwzGOc4Pc6Bg3TqT/Ih2PP87z9zJTQru9LTJDZT1EMoP 7HovyzDQ9xp6oGPzL+JgyAC/U30Ky26mqxt/XSAqSuuP7kiZxecGcvuqT4uj JN6TeZlYJrzb8K/G7bdSSCRx+788DxoozjQ5GB5loviHQlseRwrDzbH6GqsV 3nOp3BreTvqIF1l/HVac4qDG8SeMHfcHif8Dzd6sDQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 174-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1PsfxW3DmBlj9lHURVKphJBM+ryKUpK6qtF1b5IoisiSlGRrcetm jUSrJXSFEq6l99suiVDarDO2oiyRNb6+P5zH+QfO8lRzcLd2kpKQkHi1oP/7 r51PPKe1GolY9cDziWcYoH5Uv9fbk4zPNvKlS6YHUUlfr09NEQ2mRUfgvt0v grn25Z/xemMo6PoKPKNHAVe7k0+cot4T1CJ29ZaqekJ86ifK9JbEByKmRMsd mdC/2j7RzLufCCxu+S6n3k48qlG/M2gmRt6qpBxb7VniQGRWgms0Cfd38IyG vvDA5+qXorlhHq58oRuYniWP7V5Qix5ryOOcLMHfzExFcObeNW9z4UNhwkRJ pbkkXmeR3BS7vRu9rzhnYJ/OwTFGDWvTNRTxReX5whGKFEzuvBL2k8uA4/9O b1hxUBZ/uKVmHLRMASreCWcS9OVB5UI2J32JAkT6zER93PYd/b39psYPHzl4 Qc4QPtg4T1iaWv/hsEwaY6fbzuSTLJwxa0cJt5fCoh1xabUOE6g2PjJ123oq pLqXRx9xp+P9im5DkkflQG1FWfjTh7I4fFEV9vuqCPuz8qJ0SFwc09EesvyR LHj+o93jO8yDBr/70WPOMqDndzm9p40P/iVnbH/ckMeBr87Py5zuJhKIfbF2 qQNoPbWS7v6GAZ5ey9Y+95knKMnsyppX0+hFj7d7sycbbr2/3qJ6lgMzsxuf 25nz4YPrxMtmaTY+++PeOEongYXZym7J4lb0n/s6oWwWG583+c1O+clHosnD +EdSvxQI9lEyP4m40Jxz8WOQlywOHalHEsU8iPyat/PNRj54PM/renN7BFGu xhqGt3aiaO1W1XyxHHY3otq0qnOxpo44+UA8E177mdtZOvOho6TleDiWx5p9 h1eDIQvIqqZVIb/NoCSz/jFNVz5+Y3rb0XCbAq46b6KXYsnCTwswuuQtgT9m upMzCtigO6wVnTU6j4qjvFwOXJUBxarQMHejMeJi1h/lN5RkcMDm0Gj9dRwc 7H/iz91XGJhZIS0x9YqLF+dUhB82kMPpTULbqHQSJkmHuiefG0GGlpue7a0h 4dvW8M8iKgvfOUWqc6IoQm7zZjTU34lKVt2kpyAu9HZJmVpSGCBYmj3gfYyP Fz8/mNk+KA+evPbJszO/kK7e4nOktGFi5b9PZDzF00SvdYeAps2AgnTJ3L79 bND/Ulq+T2uS4IibevreDSCVUMrNOx5MOBFT7nky7x2htsJr/oERD5eX7xWP 3uRgu+bl0eWu86i5++4HAZuFXbc0xabVSeNQlZ4H9Uvl8Gx4uZGx7jhatzf+ YWcCCctY0lo8KB2IL9ozpbllCJ1rWVGkUCsDVueL4kKkeZhLdky/J/UGrf29 xpCuXkZ4p/D2ZHRL4UWnM04dTlaEZzJvUg2VaLD1nOjc68tUfGU852Ezb4r4 1KUmdNSQxc4ZxSTjvA5i+23Y4ZUqD8aJPLX8JDI06Tp6/VkhDWob9SOqLzOg w9ZMMqNSAX/36qi7ncuBXRseXHvoJ4mv7mbMfqtlQVCnR23erUHikKxFtEl4 E5rlsy90KjHx+ez1sQ4FE8Q40XGl4CkDh2bEx4axKaDpJAmnWY1E5zLGBl6E FPz3gZ5kSx8m5B0/7/wcogC11inszKvzhL2l4dc/SznA+HAoWMZcEbZZ0Nuc wlk4qc7tPpe5kPeQmWl6QTU6/ZbWHCxi4MoLKe32NlL4jCl/lKvBgps91kc8 3+cTJ5LjX6ptnEa8q5llTu9nia3njnF1+2RBtuLxt+MbvhPVp+a6XCTJELlV feR1CgeaoPNMiSoNVrvZ+Ac3snHNSOJxEXUESWLjvOXv36Jnx/iXl8azcfBW TZWhLaMoouv+u5aTXNz1a1E2ETGJTgzqZOSpNqH8tOIP1noMYG72mBMkDCOl TOm0OEMG1rdl2F8K4OAjGbyzCXryuMD5kEttLRPfeWieM1ZBxYl2vo7X3GqI YxZBio+9F/bQP1i5u5ELwamRE1LhPwlZ4YMca1kKvuDVHe7f/YOo21gpFDAU gOpnlstPWchHl+mv63Qy1jfQEuspUcAqwcHNVUgGp8L+gTX5PNjnbW36o04K O3Tu+E/RngdF9b6jD6s+IP+wO61TDyVx6KUzemFjQ+jzecv2R1RpzDeN2v37 XjYElH1z91ycgoQNJ7/SdpAxEjNN2pgzaDOhaN7xaRBFRftoDD2IRQa6dbZm XmIksLyyrbttnNC7srT+7U0qfosXZSopdxEDcYbay1J+EvQGvsjcgQWBnUHa FkwGPhM4ElQvxQY9bqvnanMa3slK9zH15+P1TxhU30gW/qv3Ny+9W3ys1WTx ovIEC/LjWCKVBjpeq+6p5RrAwvLN62Nf7u0kbBx6o4uTydDWMvG7tCEZlEUX mHGpwyijfVdcfgwDevNWkZtrpHCvQHJbpDcPKAkovHSniCgvWsRr6JPDhwyS 3Op8pSFX4pfNmuNUfLywcY+BFQ+YaiZhn17NEOUrfRvDIjk4c3Bjj0/xFNFx M+Jb8oouxH9yUKUtlwyOhUeXzH1m4o/tmsX6xVJQf73bNo5PxgIBQ46XQAID vdrIEcn3hN7brIhOkIfbhSmkTR4c+IjyFeodpYDkoy++k8IDjX1fkHO/Arg4 r4mxNKXh1rvfJgsEfBjXFhIMrUYU9GnV1HkqD1c9avRdIpLBq5gf+mNC2Dg2 xGDi8mM5sNihO2Siy8WO3Etib8SAU8bPOjMk2FjsKg7ZXsfDOgM/M7hvmVgn l/FZeZICEkbCYHqZDD4iTN4jcOPClQltZbLDa0RJOo3nfTlY4UW14bFFYyhR xq/8hICJa1nFtq5/lKHBwWyuQ4kcptuXBGQkTaKCp9+W/Bs1TMx/FF4SqbPg 2uaNBUaFLHx4+GFXTxADKmYUd+g403HYyGFBQDQTKojjA/Vb5KDzzo1XPjoc MGzXOJLc3ICMdnyeMm7i4zMyu0tePGbj2bg4BxVfJr7yFzp6o14acny/2HhP yeLxJTZF/0hyoOihn9jM7CsqpLi886B+Q9zvT/Zt3d2HDHczX5EnJohlxqVJ 2T11aPpRttXhMi78+H3rZbd9zcRob6JtI40ObdL/5sfvIcGr4F06swaycEvd VIfEk4DCWb1wiaOKcMoqXahg9YtoSCkoqQ9gg+FyAwu5MirQ+vQNi7Zxcctd +eI7RkwIyseWEm4sLFN9XcMkQAF8W96ecSh4hqzbX5aFr5SHVa97rQRlLJii kK59/I0H+jlPJ82GOPj9zl5D511caC012099w4QIn/9Ov67k4rcynVuylkwu cJjAJ6Gaj5W4Q/L3v/HhBBpbNHGTix1OpeXpHuaAy/2EhjI6A5/mhfpeRaHE Zjot6UuJIu4z+BZ23ZeFL73cc/PvFXRsoUKR5OaK0E6XBLUIdVkcOCGb/kZZ AnzfLt1oEknD+09VdSsXycLgfH3rwEIPC+il1dWDHICOv76ujJHCu5ry8BBv dOHfrljk9fmgQ+I4l5keLq7ZFU0EOzejmdVme908WfioMJX2VfiZ0ExzaPVX YoBqiwZJJXSWsAnrEjWvG0OZgnRh9/g8UVb00m7z3UmUWHu0u5hgQKLZ0xml WCb+SR8d0GvhgHzCpntm3nLYP8YzpEuXDfEZpPVZkWQcnKgb47nAP+7lG240 SvQiD/5sqesFNqahz9q3rPjYaPJiy6YtXNy3K1vz73ESDqThjMj1bBz6JPHF UU4b0VB2x3brBA+fK9WMqMvlwehYguWqIC62ydrUu+kiF9Ie0YcrGhTwVcLQ LnWBW1emVfOnZRn4tZnC6rKcMeJ7SlrTZgc57Ncck7vXmoW3pzwy6Logjfeo ui0p9JLHVhFtQ/e9yXjulbdlvZCMv3dUPR04SMOlBnOWCj+YcO/SO9cDs3OI 9tzu/WwTBxs3+z0KivqJvOK/+I6McPDkda0lyUFS2L8sQ/lw/RwqJLqcjIMn kaodo0K0eJQYUtTyaCnpR8KAzNcTVfUoOnLpouxHPcgsZuXALi95SJucwV5d IlQ6HVBs4saBjrIRWRXBFwL/cpnzPvEVKX83GVfSEBNUc8+gq5eloapp1esM gzmiZiWa/Dy50MPMg4oRXDkQrrGISr0xTKyh0tWiMmnQaTCVHBkkD/eueflK qMtAymI1UrQKC6r/0qao1pPgxKSTSG2LInxccjmHNyAD06XXA1VN+GC/9XK6 E40FYnGNya8mCbBKth+2fMCAl/Y/3Dz1eNBRecHCHThg5fvU/aVTL/E/qg4S Xw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 175-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnc81X0bx504wznH2aMndaNBGjKiuo3fVWkhKx1P7juiNIgySlkNNJFo KRqiolshScb9/SbJXiVpGOeEyqasYzyeP67X9e/1ul6f8dZwO2TvPktBQaF6 Zv6/tbJ3VBuM1RPX5p8MSjjKgQB5hkqaEgMfqxMrFo53o+9Tk0Xur9gwLnWF u86TxJVHV6zd7YfRqUgtLNenw4GUwB10lU8EI5//dm1JNRF3q+HvhxaKeHvM mHTRHi6gJqfINEoXcbLgQy91fjPhZnv2+EvLduSvTs500pkgjFO29m77SMXf W0Sr+36IIOu5j+BOGQNnPjW+wE1nw/Iqh8ng/R2osTjQcFeqAJv6lsTGGXLx CdXpvAH6LMh+8zhG5S0X9v0zvkrrvxTckZEZpTiHA8UNEvmtlcrQZ6BcXSri wOUj8timDb1ITWj5Nb5HGf6lpUnurZkmNBRDlj7SJGPsfnM/zZOHhcvkXo42 Sli6+fqjcrcRFIK0hLfYLHhw6HWc6yEWfnNzXWraR2XQ0Cq6lJVEwQwlvzpp EhccnubE6pKFmOWiZ8dUVgbfKJ32gH4RLJUsmQ6IpoD+8TOp7V/FYL1vlZaA YOKTFUHTSj7fCNEzI1l1dC8yYLxhHarlwJhkKvFvNxLQk/lvSivGkXSoQs0/ VAg3GiM/qB8TQIz5b2eFASpYmC/+Rir4gnTUmqrkWIiDTNWcVZ80ESNM06UF 7UpgvI2e/kkqhPC28m3jNTQcPlCNFApEMHhveNX5JCmK0/mi/kJGxSzpBKXn LzHW1JUlb4/nAlv+4uhVdQHQ1NeXhKnJkV2T7uHtawQ4KxejCH8FbBaFqPcr hKDXvyTu6eA0su/nPVyUSQF2Sfj5Q6t/ETnRenGJhhQcahYet3KFAFuQfTts zHmYW6yoMFYxcyfFLNn4gTJOrZc4xaaSsRkvM9HMbggZWZk8sy0l4zfblnHa +/k40Ztc6U5nQ/Ey30mjDCkq1L7KSkFCGGfvX62dxwXjPzK6/PeKMVJNmd/6 gAm+oubRY/JJlHgkaOjY/kFi8T9PlHxl48S30hc5j9u4kJtKyu504MOCOSk9 g9njhEBW397Z0IU+ZS6o1N7IB48rr309cxoI2ZdUD8+dJPzu2+2PxnwePpbk /SO/jYzD57bfq/6DivNaqnKrPEfQCtv4pNZbZByrGO0r0mpDYqnNmObaPmSG E/e+HaOAdVD+9TBFER4y3k9/klmHltuVGrHmFxH/Td910rFNCf/HJ83bJZkN T3Zgxl0mG9YFSgOrzjBwtOs3sM+TE5/aNCR7FlLws+Ut8Ypn2oiNN2Gz3wNl 0Gm0CZtjzIB6vT1+fxUrwvA5BeWC9TxocTInpb1RwaQwWzlPKgLLVfcuJh0n YdKyXRs7igVwqvVwec6NbiLdNLip9/R7NCHmh7TO5mJjV2sFyqpx4jfRcjY3 i4Mjz2K1hDomaLqTwIdXR+ilZJo0hynBy4+s+06sfsLLipm61oYD5fYp/PRz 08SYaWXI0hmdcz7uPK20iQ0tMSKJapgA36/0uivk8nHIVFJ6qlE58nnPfHda ysH81w0i/Q1K+Oh68aBwIQ9Ovr+z3mlHHuGRHF+msWYcmc+bivzZMk2sC9wr 1OukgONrLvt4Vj/x1nuq7QCJBpbhm1Ne1ImgHlqPFqozIYfa7TG7U4hLBxL2 SRkDaNOyykGC1oie7RWf+SOej+devjIauvwXimm72/DBU4h/X4gYvrZIjjy6 ddNy1OuRa1uar3sHF7hmh6eMb/UjG4Vg3XldXLzSibMrIlSA597eS6c0MXDu /p0Hysu5WP+qR2BCBgsnOAfsuehVSnjecTKlzWfizODTqt/qhHD4lWTUpXeU oEjuZdpT6FjQ2+TFnfhNVK55IzHmqMDxHYfNemtn9NG2fjKSRcMng/d3F31g gvUtN6+DEhpI7nwYrQtRxOERR/XP/+pD6yKT33szyVi8PnarnS0fFqps7Lpr /xBJajx/MjfT8KVaZPj05yQyI9ibWj51ozMFwUNbFOORoV6lk7mfDLnWPLtw d8kooX/2j+r3Vxl4yyW7Aw86pUTXdSOdBSnDRMc+iyQzOwGcbD2lY8HlYDOb 3FUPZwlBX/jFd+kmJp4nrynbSuHi5fN9lxwM5eGcnq/7ODQp4ejWEVeQTINn cQlzvr6ig6o0hHv9QT9a01Zhu2AbDzpytGnvSmdhR7bU/pAnHe80vO9VGaAI JYEmmiObWXhfXp2NobUI7PpT6Ca5U8TrxQF15y8LcLmP/7SLzwTRcjWmJ3nG VzrHnfRY1gzYk7d73tRnLm5JSk24m60E1ZHfnK6LZ3Lto39SRSsVDPXLLw+Q GomoDLak4jsDbualkE0OCyCJXvWa5qAE5CMrZYkpIsjQCFCqP8OBA/uXXbFa z8R9E70vR2OE+FqY4ciZx1QQBgXW1XmK8R5hhMwfzfTh5TVTWxSEWHZQFrax UoTVdn8aFmfzsW4257PqKB2s/Nqb+/sp2FWSbGPsJYRkmCiKMalF9Ps+eDpA gOMNLmZcNBpGCUrHX3sYc3FrnV2O/6Zi1N2dIXQrpGLi5lAU01iOcrN65v0T 20/4XF7qocMQwEWzNbmr83iYvtm6W2LGg2I5e7PufhYOXUIEPT/Ih2JiX1f1 Wioo/b1Uk2YrAqPmha7J72pQ+sNrgY5b+fjs32h3dLUiMFLoKxT3KOPf8xzz o0gCmIzUCgyg9qA8+oGGw4wedCQKwu/hH8hoK7eCNjJCHOydsMnpq0HjDzOs XYqEUNz8tB3/1UAMdiQ41TFZgAOFo85RVKg4bak7YUgBv3DvonlvSZA3oX9J YTcb7LeW7zqjpwA1KbmF1aF8cLiXsG5XOguYnSuN8jcIcdYvC5ONND6ceoGt FLx4WKcehjWtZv784f1Rt9xn6EsY+2tXFQO0qzqsjYt4MP6VFlNwTgxfXpk7 MGq58LUWNcz/LMZu3o9y9FwE4P3Pi14x4mIfUXjAORROdG/v+bzuAhd3Gvac jwzg4WessprsVA62mEsnCbOlSFDosyXi6IzvRiiptaoKcMTcUOgay8YO3iXf VPMpIHMxzd+xlo1zWa/evu0WgMaiffHO55SwZX0O7hMNEknakRZBhsfQTtn1 A/J2IZ67i2ug4teA5EvNbb18efiJ958Lpo2aCc1Hbl+CZ3PAeOVit+awacLx fJv03YpfaNL/cKVeKgmK8suczW6Poufk3Ierf3MhwTxLPvsaFxO3B64aUMWg fMvkjrk/FaeYRd5PNxJCfBrZ4OllGg4K0qxZckGImeizzg1rMd7+eNjtRIgY d1pmaF74TcZhhQyzi6uFOPxJwr+7BV8Jmk7tj4XFYuz41KTD5IQQat0iD6w8 zsHnCCPnB3FkXPH90P2QHC6uMldZWpT5iyA+bqe+a1TGx99dyba152HdwozT jy+QsY2617w8P2V8p2zsMofKwFMV/lbVEhouiR6BBQ5s/MpwykpliAstHYV1 FmokzHzu3DhRL8Cf1a5ik8FR5Bf/I2BgQIAXR1NXdvop4eCiNFWX6ikU9WzB itkiOVJ35hRL5wwSG/hBi8Ycu5AkNL1qpKQaDdlqzHrZ24nMryzusvRTBqNM 5Ff+9Rt6NR5aYOolgOJFUxGe0i4CTx6Y8vf4iSobHk/7aLUTjE2+p86dUQRK 2V/CsEwFKF2MRj+PCkDgo/OEH6YMkmUWsQ+i+wmZ7c3SjEw2tBqOJV8+pQxM yVCkClAgZY4GOW4uDzZFpdcY/IcGHqPuUo21bFhVoF2+5Q8qjL+KPKluKoaf f6rOcRjkg0xWajpZrzDDnY/8Ga48KNs15OWrLwJq6NPCp64isA7IOlTm3kHU UK74q34S4B17Sa6ulTNcZWa1d2MCH9uTmGW3G+UoPnhj/7JGIe5ri2yfLB4g HPtN1GN/ibFxx311C37PDM+YqMWLRDiLv+Exd+4oEW+rJrv7Jw/b2i0iib9P E7x5qZMRMzk+sXCrQSKJBbWy86mNLlR80KUkZJk2CbIS3LO0I+h40tF/znMH AShWLN4ScWMazRogJ6yn8/GFsbWJrY1jaJaFKGhqDhcsj+klPfj5AWUVZD+c nU8D2e9T/8rVBlHR840So2ohNKvE/2qyGyfm/3xYeWm4B7Hw5P1TykyIkKTG nMsbI1IuUBJNbtDBx37hbQMuHzS0bexcbLlQemJlw4nROkJ3S8fe6zu4wDfE R94Hi2Fnk31WYJAYkhx+RFteE2DffC16YLMYjBfofX/SLsDJEXKrnnUCaEi2 i4jf2Udsvyl+O75YCFYyZpJwFxNe9pW82mkjAmlaQ8OXZjb8D0f2G5g= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 176-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk41PsfHcuMmTHG7KOUkCw3UbZE+X2KlqvSJsqNhJQtWUq5CtkSlVCy tQiFNltk6fslIVtJ2ujGUAiFyM6//4vznFfnxXnOec5zlBw8dx8WJ5FI7/7g /2zwIHCCNvGWuKYc9G/KSRbohIpuybXL4FPNQonyqQHkNxTbqh3NhinRIbhl N0vo2z3c7pAzgYKj1fC0Dh36SBNzHnXthHQpt2Z9dRPB+vzFj7mbjPfGTIqW ObEhccqdtuO/QSKo7N0PKeX/CBa1zEEQ2YN8Fcm5NlozxEye7IE9NnTc+0Vg +LNPALOUSf+qQibOfWR8gf1AFrzPqL1qeN6L3lf569tn8fCHYPG13yW5OFB+ vmSYLg5Suqqk3AwuHLk/tVptHwWnbtHPiKhnQ1Wr1XSyHg326B0cGathw5UT 07EfN/5AXFt78Ud3GfCMmm11e808scnqb/YSeymMDycdpbpx8GBqkJGGNwWL tiTcq3MYR/+8kv7gn8KCTM/ncYc8mbg/4JRmdAwDlNQqL+elUTBE5QUVn+GC 5aMnsSvJfGyklTAmzJEG74taX/2GBLAoRPNQ9SAVdE6HZ339LASTBuFI3GpZ HFT/77ykVzdRjuqUX4iGkK70C6bnaxYodDaxXQwkgJ7OfVFbP4U8DRTfqVYI 4fr76HeKp3gAlvMLr5+gg7mZerdYWTtypRkoHpSTAuM99AefRHz4rOTiTnaX xqHDTYhUJoANfnun1l/vRnFa7YpFXVJ4s9pGuwATAVAVTatDlkyj8A+/89/t F+C8YozCfEnYcbK3YAGPBrLVoZGehqPE00TFvLgoKj5rEhqnp83DI0eYtUtW 8jC7SoI0Wc/HUGRp/mofA2e9sbKJzSLjM6KFK6z3jyGDbWvzd9aSMePxs/ka mgCnHiM3HKbLwpxSJtX+bjcq17jKzEB82LPF4JJXAheMFR73+zoLsUGQdIR5 9p/cBf9NnJqeRR+CDrsI9o0S6vcfSnp3TRE7VLIa5J9zoThLrKDHkgtn3KI3 zofMEryuN197WvvR7duSJLntfHCNf+7t9qSVGK6MaBpZKYFbum98MOZycJtX 6a0vWlQcuujr7SYFKXz9ifUmR9Ek0t6ZmNaRTMbxlheoPaMiJBTtmFRd/xN9 r/g9aedEA4t/SxNCJAS4W9TC5lxqQSt21RowlSuJx3d4K0K5UniBV/axg+my 0GNK8dqqzoYN/iL/xnBpvI0qKm5LnyM+dSpZOalQ8ETV0t+vbLuITUmwxSeT BkPHdzVskGPCm1VOPv9UScCmRedtA7R58MXGTCz7hQy2OxanyR8VQHDH8bon 1weIOuVLxSty3qEZIfdMhxwbpw4sGGuZmCHGiC8RxXksHNZYzA/7KAuqh8XA i9NM3KdUEgb3KfD0A/OODXOIeOFpYHKQwoG63RncB+fniaFmlY92OQJ8p8Hj Fp/NxUurFpCOTTQgr7eMlnMiFt5sr/t0xJmCT5oKR/gqHCgOVs+qUignXNMT XyqtmUIxn4fYMqlif/w681f1UOB0mfog2XeEqDk21+kiRoXYQ7HLbX0/onxn YbhCIhejp6HhFdt+o5jOW63v3Ph4vKJcMoA0h1wHVmY/UXyDktfrPLes5QLb 5PiccfIQKiscCYtq5GI9G5Z92FkePpu/VrGumomLj9q61NWxsYmGzpT3GAun 2Pk5RXnUEm8Mw2ZPC2VxbsA5+e5mPuieVDmdenGaoFjdzt1NoeNIZKYxtXWC aFjzwsqYJQMN5u1SRqv/5NtpOhvNpOI2istVgy+yYJHs4OFuRYViwc2cpAtk HBp2Uidy9Ce6Wa7ycKmpFBaaxm7ftZMLszcWS16pzkJWr9y+M7b86VXVaAf3 PAmbELKbv3waQNX3m/tK0pOR/qoGGzOfLlTYU1SzuXCK0IlQaHp7VRrrebZP 3enuJvoTDLSWZvwmeC5pOaa+AgjqCNYyZ7Pw61CJSktDIejw272Xb2bg3PFL uTmvOXiFsvdf7mc5eCbcTffCYBdh7fAtriydCmafaeobY2VAXnSGnZA5hAqS 1tmeAx58e6JBbakVx0Hn1jpiHRlsq3/Ho8FPAtKKHkuvKGPhIyXNO/QtBCAe Hu+QNUmC5+p+zZFXeDhEMWpMw3Oe+HI1ZjBdrRMxJ+tL9VYwwanEcfFcGxv/ DFhydIGIAk3R3TYJQipOHvpJf+RIB32duivDYu+JE0YyUoYfmJBUkkFee5wH nj+qe/f5UYB8Qq8rNUMAn7xLrtWYcsDlqGb8NlMGZrSxJW60CvG1EP3x8Bwp kMxL7CzSF+Iu966QTQ0CnNIb1nO1mo9XFrDa5CfooCN5/GySDQ0fskrfYezB h1cJJapFw82IfscLz/vxsDotvi0pegKlSJ5+7mrMxrVsly3eLtVoYOAx36Fc Cl8s+9NwuTlUnDe4+H7sEKF+T5XfqiqAKJM1xYYlHPy8ehEpXIMHVdOyW1Ye ZeKFmkb+uX58qCKO9Detl4Jec/yLspePIw4gx0tNEvDce9fgTVkGHltsXXpR jAdL5gPXhdGHUAndpfW49CBKTt7dN31iABlsZ9dTx8eJLecib9dkNKOpu48t Dlbywa2/z7Ex6T0x8i3FppnBhJ2qI5sCpOhQf27ryhl9CvSp+H+rzJCAkhmd yyRHWXg0uNo/5KsYvMooLm86y4VkPLAz6xcLGD16BqUb+ZimQFLPo/IhuAhv I3lwsOsCtfEhcQ74vXt70qE4H4V6N1PDSpig0fjNwriSA8GJp9lfU7jYSxDq dx6FEpMvB6ODHbi4R38wMtqPg6O0L6fvdeVg80V0MX6BCDmkcdrVaNI4aJyS 9VqeBBcuOl7Q82Zjy2PV3fKlFMgxHGUd28jGxcyKmpoBHhh0HmrSzqXgrW+e 4J+CEULZUXLp5gp/ZNuV4DL9lY+DDPN/Rxe8R9PLzXZ6eHPw8IZGDSKvg1C9 59AeIMeCp8HXP2m7ioF1ZKeoRXsUUebj9uaGSkBl6Us7kxsTaEvh6cVFH7iQ YpY3LXeNjVfGPutq8RJCYjZZ99EVKjZys/oq1yTEDNSmdd1CiIvWLXna5SPE oQ9TnjnyPhO7RoydS/U4+DxhYJcZR8aHQparO8ZxcaOZzPLK3FGCkt3bnnqZ gU+3xBfs3M3B84lRynebpPAORY/FJT40bGxtVo3+k8Fz9b7bmqyo+KOvZPmr HWxcoT+3TeYXG4SRyuf+HhDHjEK79zNveDg3cDEhujKNfBL7/IaHedjUqMH+ ShIFB1Rmyx9smkO/0moYB37OIkU7VpVo4QixcdeDp38Z/kBWZx80jlc3ofzA oCNcn+/ILF69f6sPDY4bKUcmyPagiqmzZes8eFDyiJai2fyDwLMuc76u35Gf jPrSOfseQnqzd/D5cAlom83m/vYWh1p1NNE2wQO7o+H1o6sYYKVpHpt5aYhY t9nvW3AIGzr0J9OvBNNA7nvgo0UJVMhYqESOW8SBiR+DPeQ0OrhOHBYprZeF vnzHvcXRNJiqiA5SXCeEqZTyO7bSAujqql03+4YEaVJegx07ePDS/peHt44A Io7m7wuTFuL9zmKHDjXwcLxBmozpfT7eLcZ4eeP9NJI9eZjhvoyHd+5aJibs nSfoJoUByyrZeEZlu26qGBMKOLXLl7fSsPvB6jOaGmLwLCDdV3uHDJ619l1Y aMmDVctLdiWeEMPiw+QUUzoXP+lAnfcvzyBxc8G/cwvZUK6jP5y55yPKKyu4 K1dKhZHS8vBJqVFUWbjJyqCJD2urgg39BbOE8ve7DZd/D6K0xDzWwRkmhFll xZwvmSSMThX1mTrJgNdulRu6bC5k70l1j1DmQm2gXmvgRDPRtyGyuEiTC1x9 fOJtgBDQ3/UfjzsJoDV9V1ii7U+i85yb/mMHIWzrYqTx7RlgcXmwqb3xz8/K 1NI+kMrDOUch2PpvHn77vtzHcr0ENnJMoM3+YmIr+33H6PeFWF4jY3AwlIOT 4/NFzlPiWCFyt5TXut/Ibu1mw/0xc6hc+OmZT84Uys8KQv1KLYTF6ZvlMYEz CFTMdQPfjxJKBj0lij/GUGF1Qbu5AgnE+zL/eV0xjUSZWimVhWRY3rqM71f9 CQ00ahrl9ogDvsNwrvz1luhgUWJDw2bQHdG1etVFt4mg8sEQ+YR+JHxT1ydZ /Yy4PsHsjmwXwu292bn7GP3ElQf/OJDfCWFj9wH914oSIHBv34TnJIFTP1GT c1EaaGceGO9hvSay9S8lX62ThLyI4VadSDIYrlkrOTzOBrky6wNKRhz80F4t RFmMA51nliWmMCTwbPnS/LFMFtRejTGz9u5HRTeGt83Ks6FrT1S06p63RJIn +pZby4FR6VC3XlMS3IvoNVDbKwPHHjnec147RexX0Epu/8kCDd2/4tXm6SBK WXLEbR0bdiZ/2L+3XAYI4fllCX/0RTornZxXy8KD4qGHMUl8+NfigFXUUTa2 j6szbsr8szcOFl9vF7Gwgtf6LqdlPGC42p68eYIF/wMlAFep "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 177-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk81Pv3HsuMwZh9cdOC0E4RKeVzilISkqZ7FUqyFbJEZYmiclPZXZf6 plCyhGxZer9JWkSEVNoMhVC2m33m5/fHeZ2/znk95/U8zzlHzcnb5pg0iURq nI//z6aDCvUpqzuIJPWwoLQAJmyrDdKTDWPi0y0CmerpQaR3da/jbWcOTIuO wC2HOSI9gL0iwWQGhUcvwzO6CnBm17ncxJYvhGIl59nW+iZiy56b73gxcnh/ zJRI05kFm/f66W4JHybCqt7+lFP/TDyUVzmCpX8gf1VyoZ32LBHTtv9ZxxIl 3PeFb/irnw89XtrOFpNMXPjA6G9WHgN+L1xIi3EYQB11Z/UPZ3Nx3rZtJTOy PHxORVIxoiANYkn/mpxSHrjmTm9Y9icFF9JO37hznwN17cKZ1PXyUF7p/aYw iwOxp2bi3m//iVxiUpbr5DDgMfW+MH2jhFCeoPDPtstjfOxfN+pxNo6+sCcg pImKRTuT7710mkBLVnfGlh1kQ5b3k/gj3nR8bs0j9xuxDFBbVnu96DYFz5Xr RYb+zQPbB6Vxa8k8vOt2pbdcAh18r2p/CxzmQ/PGlEdj0Yqge+Zi9rdPApga zrwhBywc1hAkkfXpIa6qbv3TJXsU6Sk+pXs3M+HNJ4bWAyMyKGRwnj5vmEZN ScuLprcogbnp8h6pqo8otVHioH1RHoz2KeR9EPHgTYxOjY0lHUeMNCFSFR+k tVQnH9d+R/HaH1XLuuXwQInygGWZIjDqI6K8DceJBGGjtqeqIg41johfr8PF 2y908rOt+JhVJ0OaapjH/z6nU8aWgbPfCO3issnYdmgsR/2fCWRgsfmh9XMy Vhv7ouDf+h1Vr0ikZyIeHC1mqA1m8cBoccGAv4sAXy/wWXH8HAt8+Z8nT8/M IfGjnoLWoN/E8tx8Wd/uaaLUqEmypoMH5dlSxb22HDB51HllvxUJuN1vvvW2 D6ABP5/alL8F4JHwxPd4aTuR+NiiLVOfjFt7br4z4rDxXVP5dVOPFHDEwm/p TYvlsMm2iEjz1FmkY51y+2sqGTvV6bntGutBApHVlNbWX4jyLMORzKSBZVBl 8gUZPm4bsdkXk9aO1ux9bkBXryXQW3FRc5g8/sPnvpdjBgNMy0fCN/9mw7az orONFxUx506w0/hPEnzoUhM6a1Bwp6ta7ybXb8SOf2GnX5Y8UIm9G0zS53lb 5+x3sE4GBPha8LglH77YmUrdf6qE2/LfLQpXeo9mBZyQr8osbNWywN1LmgT/ EV8ulRfN+yz5yKaIFBZoHZMCH3YLYVNO8cqky8Ojd/Q7dvRhIs+IG5gzwIGX NpmcvMsSItcoU8VAuhn5tNFaz4uYOFF5E/OPWioOMBGM8jTYYHOO/M8xASY8 MlJeqG2cRsEvvO9tD5SZn8eFt66XAsU6Y44fnMeJZ17iLncpKmTrWa8rUvuI HroILi5O4eBulJKnlTmJYrputb89zsPRqWl4SQIJewyuvV+q+gbFt7nGjX3k Acv4pNgodRg1Jg2VlIp4eL0d83BkKBe/Nuw9VCzFwuVu9u4vX7JwZ6acQPEx G6c5BDpf8XxOePlsDTXXZuHC4PMqPS08GCXn7/TzExMUYXqhDUUBm3sqWS39 ME282vhUaMRUgsKOVVOqnxXBsstkLppOxfqa325mp7HAMtXJ84SQCrINnIsJ TXI4IjJAN2r8F4r0XXLMt0QeC0zi9uy15kCJXnP8leBcJHx9/AdtJxXfyQnZ s2q7NDYmGGZfPgyi5PyCIEn0TaS/7pWdqV836hZr0ewj5gjdS4ub2hIVsYuk IWiFoJcYSDbQXpr5m9BZNX7VuIGL16j7rjwRysZmkoBWNuU7ccDpe3xVBhXI kge3DA8wQUUUwkrOGkYXTP9rqTvCh++lK6itz6Wxd8Aip5PqTGyvf8fz1Twv P5N2aKH5Pq4VLVb687rROVXzo6hWGp4sD2yJiuXiTc23fjx2kIIviTFDGcu6 kC2zXuNtLhOcK44uEneycM3BNm89c3loiu6xSxZQcUqV2ENnpRLo676MHZHq INZ1d43sV2TBvxWZ5M0nuRDhXVFv2DaP89T67huZfPi8aJ96lA4X3N1WJ1iY 0HDA4er+jWQaPiLMsDLy5EHaMcNtHW2tSOGOD5YEcvF94xJKjNoMSpM988TD iIUHdf+Z6Kx7jgYHC3hO1XLY2QGKNqWTcHnR0KLcuGHCYCY72X4nH+pmGDvX utFx6C7amvxHAqgjXAeatsqBLJNq5RAvwJcOoaPXmuZ1KiPkqssw8H+LDlRe leLCy6BKXbeKEVSh4N5+UnEItRpdm9rq/wsZ7GE1UCcmiDUNq00HwlrR9N0C S8daHjTuoB+05X8gRr+n2bXQ6LCQN7zPvI4GDed3r53VpwBvpOz341IyVMzq XicdZUB61D65g89k4HVmeXVTKAfchl/tZlWxgda73qByOw/fOllwVJoQQHgZ tiB5svGscUjL114OBL5tC3Aqf4haHqzPGJxmworG75ZGtWwIt6lzG83lYR9+ ROBlFEGUKw++8zjBw736Q1HRgWz8SJdlpGnHxeYLFaR4xSJ0Ps7+EKNLCYdN ULKbVUiwrm7/tQEzDrb1qu9RqaTAuFgpxpvPweX0mmfPBrkQo5Q8pMGVx7vf lOJf/FEiw0Wu9X+xIci+O9l95hsPb6qoXvVC9wOaWWVq7enLxuHRFWNP/USE 1j2nj8HKTGC4MefohAwciOoSteqMo9BCCVMvjgy1lS8cjG9OIheRK43xa553 06IZ5SQWLo73bOpdzMWXCQOHrHgyvqrpFXnyNg83miqtqi0cJwqrh+WTYhj4 TGtCsbUNG4+53uPctlLAVqqeiyr85LHx1prgoHAmFjf4WzQJqfi1cfrjPjUO rtEXWyiNsYB+R77/Sb8sppU4dMy+4eIvtwxmV54WI7+U/sCRES7W0Bi5oDlD xcG191Ucm8Sod6HO5uy/SVjVgVknWjBKUC+4PuwpGkbC0LzGifomdMkvZL2u 0RAyTVg+sNtPHjwMZT3OBvejmunQqi2eXLhIrnHzkRsh8Jy72N/jByJd8Uw/ +bafUDTzDb98UQb+Wsr8mXdUFp4vR5Odk1wwG/1kxlnBAOFq87isa8NEUYxr jcJBDnzVn8qIDZeHlMrH1avXKELmAjVy/EI21LwJK+B6K4HH5DGR2lYGvJLW 5N7YTIPpmugw1S0CoE856tT48uHF4TFPX10+3P85oPxsTIBtpGgvbnbMIH8d iw3tJnxsvVdTStAnIRQ+v28xvcXBsxp79G5I0cFqmhqeH03DJxzrQ1avkAKv /qoCLV0mnjvgv6DElgvfR6RLcnbLYOkRcpqJAgdzh3ZkZMVIkLQ5P0i8gAWD Hbu3XJnrREVVxXeVK6ngVa/4edfS36i2ZIfQoIkH/9JI+c1sEqj/uPvq+u8h 1Dwi0rBewoJIYXbM5YopwjOxvPDVFib42Gjc1GNxoMnqvw2lmjx4fm59+7nJ FqJTW7Z9ci0POPr4VFuwAIS8RMrcHB+PZmnrHLrBxafD7esuHZ+/wx3VfrZb ZfB616dm+QtYWHj4Ty+FXAE2SKmNjprfM6kJD0Uu09J4x+++zo0Jk8hhs5nh XzFi9HNExyXszBx6mB2GBtRaib7sF7XvQiUINMz1znWME5e9riyN2zyJSuqL P5ovJsH59xuuLc0TI1GWdlptCRm2dyxhHEz+hAYbV28q7JUGmkn+9OdlHcRX JiUuInIWJUn6tFv6bhNh1UMXVJIHUAlr/LSZVA3xzyS9J+rj/P8W9mpRUs8Q EZt30In8VgB6P368bl5KBv6JjzuwWBYuSqcILvjRQT4kz2gfs5koeGITaz9N gaJLI+26UWRIzb9bWt7JAeWqA4fUNrHxbpWIiq5vHOgK0UxJo8lgF4ewRAtX NjxPjDE94DuAVMnGzDt9bOjedyVaa18b4abjRfGq5cK4YsTxPhMSJJ1x7PPV Z4LXg6P3XDZPE5QjSrs+l7Fhhd7KhGUSBUi9dn9TohIHrFPf/bW/Wglg41d/ 6/n6Mt21zi4bGNC7N9vE8KsAgiwPCa+4sfCc+R/u38vm/e9k+S29jIlL1e33 NJrwgeZhH/C/U0xouxqV2t+ohBN8Drff0ZtAMrnx12X0pPDw+MF8XTsRenva Mcdv+QC6FbFs1kxHCTsabrwRyRChBbO9ZP+yWbRt9MPVojk5WHlCJcniMQuv ukA13lAhA+lxpTdeHZMQLunXtGLXkmFgj7OZxEwK1PPkvBeoysPh/E+N7lmK 8MfJHM6oORPyFk3kmoTxce/GMAXWJQ649vQWd1t/Qv8HigAOqA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 178-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01fv3xs/B4TiH48xHxDcaNEhlSlGfHXV1m0jdo1TmFCJjbqUSKkqR MUODQihl5qLeb5JkjAwVkimEZCgzP78/9nr+2ms9a73W8+ytZH3W5KQIiURq Xpz/V3dOSGZg3GciUtnnYtw5JvyvzjdCX4+N/60TiL6aHkSp/D8Tpc48mO60 gkfmc8SRw7seP1KaR1eDVPCMOg1Msm7lKUV0EPRCzrsdZTVEo4aanjeNhv8J mepcacuCYXGDq3HbRgmfoqafEspfCc8VX2cZaBB5LKNkmKnNEncoFwPmBEzc 187XGe7nwwrN8M2bitk446XuTVaaDBS3i9DciZ+oufSClmUKF8dqG8/0bhXg K/ILBSM0EVB+cMHecEEAp55Pb1Y5Io6nHgF5eREPShuFM7GaknDcuUrkXR4P 7nrOhH7e9RMdPiXu03+FBa+pqcL4LQvE5LrJPMptKYxPxpymOrLx3XvRPpYO dNy5Oyq5wnoCRa7OiZ77mwtJZ9+EWZ1lYBFBiEO5KwuUVEqCMx+L48PyWvae NQI4/DI3dCOFh6Ujil4+7WGC2221Hq9ffMgffJWW58YA9fPXU3raBCB+YD7P i8nBPpUXF8Rcu4mDfd7dzQ/HkQb9LePsBybUClrXH/eSAFoC52155TQKNlvz MmE1E/bsXN1NLmpFtqfsmDZaUqB7iJb2pZMHbFLQlDJiYv+RGkQq4kOFcWpb kEo/ClNrXZbXJYEtVPP0b8QzQKbMP/Cszjgh1Rqt825aGl/e7h+muYGLo/z+ s3ltxMIp9UKz0BQKNmU0VFtxppH2Pr0s43IKdvXa/UZ0az96tSaCkYh4wCt+ YP9tSAC6iukDHnYCHOa/4+c1IQfc+F8n/52ZQ5Fqz9epfp4kVj9/IebWNU08 Ozer4ykuAtyu+p7exgEUD/uE6S4S+GP3g0+6HDY+btNUExQojf2X9sTXKErg J6ORlEv3F9AG4+jH32IpuDa7YttRlV4k6DSaWrVjGEWSZzeFisrAgYuFUX6i fHz1GLfYqbMZrT9Yrs1QLiFqG+cGPDZI4SWuqc4WCTLwtyb3Xck4F/QvdF6o vk7HajsSEtpyReBLh5LQdoU4LtIQM/d+2kv8FQO73ZMkweNefQ7Jig31m2zd j5WKQlJsy1ux9BY0K+Bc+ibLwhE5D0O9Msjwm2i/kZ/JxBqk8KQT7hxYdZIM ruw6wvKgeqVhBh3++8R4Ysb4RUg4XfqPLLbIxSSRkxawQGxIKrHeklGHXBuk Pvp2MrFK7hPPF8fp+JyBYJS3gg1Zp14bPSkvJhwSot8rbZlGNStvM8z9KIv+ 7XibesXB8sTuo8OBf4h3zvMd9mQqlBumDMkJ2lGWneC6YjQHD10ozU/Xm0Eh HY8amxx5WMkvxveiiQh2GNyYmrusHrUnDp+NrGTj/NMn7CsqWHh4a65zci4X x5l72d5yKieEmTdIbbOL+fP2le+u40GRVwrt6UcSiAvjM0zEaXhzuumAbNoc UbXlrVCXKQ3Z32/6Olcx4ECHwVwQg4qf8f9Gzec4cCDW2umMkApJuvK+t41o 2P/aOfXA8WF0oOpe8kN7KSwwCN1/0JgDDdtsk3wvvkTCWscfUrup2GRzpT57 kxjeTsgYtn8ZRF7U0D1vOx4hrU1VZjvdu1DH7zsnAo1IoH5DsaYhgo6P6/mt /+TfTwxEaastT/xDBEy2GMrO8PF6Zbe1Zy6zcb1j/RjVtI8wtf4eVpRAhaNy vkmqMmyQ77zEikr6hbQjIoyaG1j4hNYTpyovUXjNphtlu3DxqYI6I60DfMh8 5BZbXSgGb1Z71QXe5WJdeXlRB3VRaI8IGUpQ6UDcKnuodGKDbYGNwnwLC/tz sN6SMTrUBHWbRQmo2N71ani2AhO01CvujpCbiYAzTw7pNrEhpiCRoufCBW5u vHKuCx0onppd9xP5kDusFC1ixAf706rh+wykcNq7I0sSJhjYSphgpOvEA5Mr 7j/KfjQi2hNXvODFxYTWtmTq7ByKEzv/xkGXhT3PK1YUWlSiwcF0nvUrCazQ MrR3wlIE52cOKTwP/UUos06nSS1n4d8KpoW3yVyoT+lYkxc1hgpo9o0u9CHU 91voE2w1grT3syqpExOEOzvdWeJOI5p+mn7AooQHFt0nl2Q2tBKj3+PM6qQY 4PjcNq2qQgYqffdunNUSB+9/rxieWJCAgln1YJKNDFSFG4W1t1CgNjH/Vc1l DvxujnM9n80FqV5N7cJdPKx5xnX+wwIPvJoazlnnZyGj0CXrZEvZsKb6+wHd Ejakd+/tCRgXYFe+v1cA8ie0n9ePb04T4F6tocAgLzZmR1b0LbnMx3uW0si8 7E50PTnVpsSXiX0mxFM+yJPgL51TMpJGPHzYuaxbvlAcevzU3hyR5eF8RvG7 d4NcOKv4/eCxPDreW5+Lh/mjBOet6uU2oQ860RVlP9PDwyXeT5krx1vRzLqd xk5ubOz3MOVFmG03sSrZutVblgnrlh/u27aLAqaBHZ0fN4wjR40e+6kmCSgp fG++/cEkWmIydy1ej48DCG3zpDAK7l/OWTrYJ8DVO6XXlWSME9fV1nRou7Lw +Y/h2cYmbPzLgHRfnCuNjZY5KRS4S2Jp7x5hxzY2nq/02FcjpGLJrvzP4it5 uFhrfp/0GAt4749bflwqgaVyzJtn67k4cd7MTr+JhN2j+71GRrhYtJ/6rSCW jr1LUuUtaubRMeKHtvhuEbzMnFnaKTdKZJ1/0OXtMYqEl9OqJ8pqUGBWwrSc yi+0M3z1wF53SfjkEtmRsnYQFU9fLtrmxIWxZ+/mhupGCTxnP+/h8AMNinZp 8u8MEnRDt6sB1xdz0aK4/0mAOJSvRpMtk1xIdJGVFtNhgVB1T2jSnV9Ept5D wTpbHnzTmkq4e1USRqrei3ylMiBRTokStpQNiVr0F2UGTHCYPNmptEMGqo2X +XzRlIHp4iCfZdsEIGcURkpL5+HZFfs17pMZEPi/1GTT2zL4jEXZJdU1ZLCl 1SVqfmfhOVMPuZzDXOAd89mkdoiCRUYocQY0Dj4nf5IBrmQssod/cV6OBT+a gx+uGv6KMouyn8oWUsGwtDjYxGsSleT8JdSu4UFG8dx46BsyKP94WhX8ZwjN G/FtjQbZcE2YEhJQMEX0Twbu4i5ycDVZ8UCDxYGUXVOpHAsBlF/RbLwyWUeM Ota6XXMUAEcLezZ4CyDvKKt2Yy8bCy2PONOeCzB6eupuxAM+jg3P6rSbFsEH 3h/cPLtmBpnrGeocDZlHIZ4NdQF/k3BWig8aUPpItGSIudifImNYsUfjSvM4 Mebscmnp+2mUU5bdukeRBBc1BWU3xki4M0ktriSHAku3ZTOoZt/QYLXq1oxe ESheyw4xivpMfGOKh/pfm0UHZZTcfvYkED6vhvzkowZQVYWqmmJlCXFvktEd 2CoAj96R7Tn+v4i7acesKU0C6BPz1545LgH8M61/4XkxOKxvXvbyIxMkL6Xp HmJ+ILrL/hsWOykJmTdGGtUDKdBHZUZajfJAtsj0uNJWNr7TJaoSN8eDjksr o+OkRPFthWduFUIulEeE7DR1G0Ae/zRsKOzhQtehW0GrDjUQpByBs9kIH8bp /o59BiSouTeW9LmfBc4vbZLt9KaJcqmbFo0vubBGY224ygINKmsjOCEMHhjH fjr6zytpmBpwwVsW9/PUN9rabZaB62/c8fp/mTjc1bLxicYEOrtWSpcnIop/ jR97oW7WiZpSdlQmiv5Ej/xVZg03SOPA7EaN8t9dSG62l+KRN4v0rCUUHvnR YO0Z+ch9r1k4uk9fzKyaAvGhuferTi4QFl/s2tiOEjCw39ZwwZAMSkEhNaGl dLB80VZtn0SHYtqWe7FkNqQpTDw38OHjER/Fl/XhPDjV3ZvdZdyGrOo9HqXE cXFyVtP7gsl4dJPpc5D1lYMTI8tjzINo4K4W/dvMiYkzyTqu4yOSWGA3lRtj S8Wf5yavfFk1gRyeWVz4ypDAGlqH+x4nxRMfLi8nR/wUwxt3VnBSfFkgKedX fz5sAYUEVNpXyUli50QNT89OEt5YqhgyZ/eH2DhTFYMX5tCepIio0ksSYKWS ojgt9xsZzXV69yzeOZ+8tzHWc9/RfF1LVWE2BbeYD7kbjTah4Ojy8CnpBXRj aEhC//EoyvqBu2jSE8Td5XTPMP3vBJF/Wn/PJxbOqA9SITsNEj9u3VK6VPsb jU63t7VbNhAxaoNJyQzRxX9ZyYYm94Fwkytq43pzoOOPk/xXizHCdGk4pS+Y hWm69grKybNE3YCOVO72QGRDNba+10MGRZ8x24b+buJQ82BtZgEdjmWyTuSu GkU3Ux8M6WyUAlbOiiynCxRQdXuQHz7FguQruz9vCOTi0uta4/4F0uAaFe1E LPbs90NWSz/OsWHm/Zk/heMiONzBq+cfngAq+lxNvpxc7NeUy4n5IzyYbV7n aflQCj9z4CwzXSeAz07HFddXNqH+mvNmNlp8kDU3CQ7JJcP+GH6RCp8PrVqF I3R3Nvwfg5FzSg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 179-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41fkfxW2Xey/uvhhLg4RmSkVUlO+7yaSRpBTFRAmlUlmiRGFSDLJn SaLsg1CpsfT5pLKTJSVZcpFsY4mu3a/fH+c5/57n9ZzzPEfF/sJBRzEREZG6 H/q/i/TYW8uZdRJ3VP2uJnkywPsazt2mwcGXm/ni5fOjqENU/1TzIz7MC05A iu0S4Syur38xQwT7h2rgBW0qLHzs/CnwfB8hXcqu2lnZSNx6e1X2bpUMPhwx J1jjwIQyZunCM81pwq/s/X9Sqt2EZEurr8SbceShTCq01lokRMQm1fbWMPHX Ht7W8SEehIzrW60u4eDCRwZ/M/PoUPdzWf9w8QT68Npb93g2Bw9OHL7NtGLD C3KOZeq2FcJtywvp52F0jB0TT5PPsjCFmhDhb0rDgj1xWbX2QmQSU3aIOMeD jAuvok9coOF1lxzpHsZsUNGoCC96IIkpNJGIO7kscAvTGvCa4MFEp6Id0coA 7Ss3swe6+PDHWIsBZnKxX93VFQnXfkJOYKegUvcd6Ui/oV1oYsCyNalHc5wC 1DT2m+q6eWQ6kplZ9IkJJkaa/aJlnSjmFXWkax0dDCyoeR0CLtTIna+VCGDh G5ONSKSMBztvqr5sqB9B0Vqdys/6pLBmhYKF0hgD6JU3gi9snSaoJoNBsxEM fM3wRvTmDRxsL2kY1abCxtktltZR2SRcVzyvebF5EemZbn9sXk3C+zwiqnV7 R1D52lhaOuKCMuN04jo7LrjxumcvLyyhq2fLWrU8FwjN3HwJt755orx4fcWr EXHg9LUMDLaNoBeeE841gxTc2p/cbsBm4WZvH8apgwx8Q3EgtXGVFE55MEA/ clkUbzBPePD5LgkbyUuWl94ZQnzB/jn1neMoUCUw1WQ1E8yulsb9Jc7DXjtn f/V17EDrD1Tr0VQriDvhIYrm6nT8k2vOebs0OhgVZ+6Z1+TDb94C74ab0lj7 wNfyf/MloKNXxdJBTRKXD4bUH1EbJnYnwh73DAoM/bdXtm0/B1o2ObjbvBYH ak+54HJCN1rks30/yzHxqcJN79vCxGGG6Ln1vIiBu4M2fZa5zgV1R1FwZTUT sX4K7V2JNPi3nfbQmjZBqDY5rIkMa0Wu72RaAwQMPLqmocZ2Bw177uJPcdVY UBm/29818xVxJi2hRmXbPLrSUciMrZT6kdeJu2lQEkpa3P559XWWqDq/3Oss Sob1ymILXK1e9NiJf3NVAhvPeESXissvo4jelLb3Z7lYrzJ9qJqQwGdGN+YU K7egdewU15Q3HPz89DHn2lom/lN3zYBVPw8n2Xo5hLhUE1XHcwq5iz/24BOg 0N/MBeO2S9sK48VA0jK18KAkFRvtEmRKO4lA/bY3lgYMWRBy1we0SPzg37tr KZRGxvn0tNj+AC6Y3bV3OWdJBoe8nN5xtiy+EeipHTw9jo7XFIzEO9Exf1fU vgPmbNDND8iIdCxElm/PDsvsIePYGwmsp+aS2JCgG/d0jKKjTUMf9mY9QLqb 6q2N3PvQvxodvvmSYqB9a1Xju1hpHPTNaeCrzigxEqentTr9O9HMud9q82WY sLL/El2WRgYTYXiX4wwbFAS+zLiMCVQox5obe8LGx3QfutR7icPARKgNOY6H T5U079c148FcyrMEqWFJeKXp1RwcycHaMk3XjLaQoCc2YixNoxdJNLTNC49x wKHkpNLyJybuOztpc7ePBo2h/dZxfDLOU3xET3rLBF3t2shJ0Q9ElULs0Mlm DiSWpJO2X+RAaDwb+VvQgHRpc9+9dB58Ujm8UKTIxCcs0/YbuHBhJer66u6t 7Yj60BWveHGwF+usZk6kCE6SuPLqjAETp86K272ARjQ6WsC1L5fC7Wv8M2r3 S+DnRWNKuVETRI40++bFCRaeUbIqDRPlQMqOSMa2zBlUQnVuuyg9hhyrP9nf 1P2G9PYx68hCIbEthhx0rOUDms8sMLOr4MI/rYfW/9fZQ0x9SbJulqGBXOzx zhORTKgL2LtxUVcSglnPnnkFUqFkUTtc5CQdVL+PXHfUJMPb9OfljdfYwJ+Z Vfqvlwcyg5v1Sn/n4rHmGpcj5RxY2/DFzKCCBdYvt983IVjYTyiZ3aQgAgZO YXIolI8Pna/sVyiVhCEHbGdmzsfPaS+rqkY5YKh1RhiTSsN7W4rxOG+K+Gv/ T1rVtAB0rC/OeWGAiz3uv+1+tNKDFn41MndxY+H7t/QNUoO/EOpZ9p0+cgxw T6EbjfpLgVVwr6B1wzTS+6Tg9O4IFSpKa2wNk2cRyTlhS+tuNr7SGvPE/CAL /5z4tfsSk4H3K7solbhTsDNpSEZiLQcv13mYNlqS8Zjnr58O2PLxS91lU9lv TGDunP9bPoSCZZ7aflhs4WCh2OTrqLti2D1hyGtykoM3pFU/kfmLhn0qchTs GpfRUq6CtP5mCaxsy3gtkJ8i1h08/PGY4zSyvJbXIKxsRNE9n0NXPk4ioxjN kb3uFDA4vp4ioTKOXs5fK9vhwoH2GLuXD+qnCbzkvOxxZhh980jdPHB7nJA2 dvMPuikOPbfWFh0aJEO1Jpr9NMuBKnryySQpNliuM4nKuD1B3C5doyCfxofP unNpkf4UuBqnGf8yngHp8iqkaEUW6ODmXx7NMeHMrKNAZScdbM1fbLlpyIT5 l6F+yjv4EKZxWJA5y8eLavt07onSAPJlJM9dYOJzdpW+69aKQpnw0rtV1Wy8 ZOUh//QQB6QyBe8sIqWw2CQpaReVjQ2DL/3ZtVsci5nwri7LM8GdXykUletF RWVPMuVKydBwyrSESl1AFU93W+o1cuGhYUBJe6o4qA5n1od/H0PNB1tO1w5x INAyOyKoZI7IvYdpR9+zwfWgWrIOkw31/WLLKv0cbHn8yHlqLh+3fY6+Z0Va RrbbjbcejVhGl5P+PiIjIoYfZ/uhEZVW4mSg86clA3EMaiY61z9ME91Hv+cZ Jy6hp5VPOk1WicCZqQv6o6ViWJChlVTxlASU5rQKY5YAjTas0y8cFAOl8j0+ B/Z0Ep8ZklE3AhdR8vZJ0Ti5TMKvfOwvhbgRVFDecl/hzWsifpbWH9zJh3CD Y99cd04RkXk29qT3fCjWuFIg2kIB3rnO3XhZAra+Lu8piWcBxTfPwILRRIyK 5daUMWSg6NZkm3YwCaY3lDU6ePOgOjbCyMptBBmkN1Fs5fjQZxESqm7xjuCv RM+sqWfD+Ucns5y2zxMnpqPlGjp5sFbnlxiNFSp0/nLX6NrvfDC/2370cLks PAk/pJSgw8IxrsfbHuoI0cmfJC91iJLwxLRNvra1AKlraOn3xE6glBsai8Yb ZHGYnXS5Fv0Lkl8cJHk8W0TPkm95++yThV/OKdwxfcHE8u4G34/IkSE1qvhe veMKsTO/vyKmlwIj+xyMV4xFYUMjmG4soMHx/K4G5wxp+GAYHXLqCxvylIS5 u/x4WD1lIrvnIx9O9Q8+6TPvQkekg7XvVfFw1uP3NSWzqajvZzebuWkuTr9T nWgbSoWsRKvhBxosXCS61XV6koJVt3cOWc9Q8cel2esd6kKUZKHem3eVgnV0 D319kJFKdNcsaqirSuGNRrXs7AAm5Ab35r51E8URQXXO9fIU3DVnsIeWLYY3 vl4VseT0nbjLerzxebQINsmIjXvtKwXWunBbz0KI9i8JfAZcWHD0YP8fNqeH 0HLzp/rSJyR8L/n2gtKfH1F4QnXMnOwKir/D3/stbho9HsZ9VFkhUZFzPfhL wleCeH76N5N2JnZvuudx+Mw4MRwSouL7dgYtFmi/DA58TyRqjWZk0cRho2v2 9vC6ZsJNvqyL48MGjbE8Oz/nGcJKMYb0NZyJRWbf2+X/s0I0j2yVKTYMRjGK ZqpuVeKwyu+bw7uhfiLc3v/87nQa2BQxjxWrTyFysFOppgYdmE/VHrt4k+CB IiM8qIsNWdf3fNwQzMGKi/o2ni4McI1LcCF2sLC7TsGjNUscWKg59710Wgz7 HDuZt3qJjxXv54QU1POA+k6WWZDMwFGnNbtN0TIxybz4u3QTA++9Vp926SsX jmh77n6RQ8HGGW8rDl4WEmXev6m1180hhaClfQSaQYcTN8z8qT+NHr3+x6t4 igz3T0brTt7uQqY0lcBlHyGxpb1L08umDlmELt2Z/ONHb7lf0mwqpUGPWlJr +YaM57NSKq/0M8CsqOSMx+gUktH65hjGY4AV7Y32omc5YRj6nuQcRINVYSWc HTu+E6W7ytd33KaDfVZIzvwkE5RjNJYnw/ggPX9+Xd+JH//sESc5voEDj/sp 7SFzsvA/e0InOQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 180-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk41Ov/xm0zGGPMZ9Z+ouioVLJGC/V5Kx1SomgUkZSyRLbTSkeOFKW0 irTIklF0siXLeZ6cQtYkLRrJViPEODLW8e33x33d/9+v67pfut6Ht/soyMnJ 1f7K/3fWj+ATBnYd5I0FUSdTjzABHfTc37KRh4818xUrJgdQT/Nl9rMDCvj0 hcV4ypQGK9HpjifHe0m1Mna1dVUjyVeoFx5p1MA7Eie6Fu4noCSd/H7cdoyM Kn/3Q3nBZ/LgOdtho4sSFK5DeeJmOE0m6jp/W5rNxuIO3qqhPh5U+K6PMhbz 8JPHlvFErgZ41KYEDh0bQe9fnDD3EnLwnG3P+qr2cOEflRxB2upZsjPlt01p hwmMfVJ8VQJY+GzNwHfdf5i4yy4pu9ZbiuKnjGZjtnJBd3Hlpfz7VPx458IR j3QOhCYY9h4d5sHn8KVZ626ywPR4rLC3nQ+ZdqL1Spv4OKru5KxSSA/pExVZ +Np4ApmpvWQcfs2Eo7rtkweFdKBlsF/W1E2iW8TNwdPlbLC30e+RLxehjR/t /LTWEGDpTMtt6+LCo/8y1LaHc3CMpBHJlfNAXXnnR7tnP9BVQ5HO025lvM1F jtZayAKNqpi4w6tGyb7dCj6zW1n41LqYqyuMOHh+qLZQosfFwjcCtytCCu44 dDDK5eMssthiVeBUQ8EfzMjN75p+oIol1xmZiAuqXiv0r9/hQyjv8/ixqRmU UGv6PGGXjNR/lKcU2j1JsqtWXNVSogKn+03vt9Z+1KyyU2l9Gh239Nz5YMlm 4fDuRW4fVVk4Rqs3rXGeMr4O2e6FWxWxkVPy/S+3KHg64Qs/z3YA8bscJxZZ D6GxPnNZ4TALtp4sS/pLkYdbTlkaGRq0o+XbaiwYCyrJdOkt20gLAv9fSE7Q ngwNCLJipV/9RIW2Tl3Bfj0qJonefqOeAfL3FLALy1KFnf+e0igM5cEbk/1h 7i8UIVObVygUf0HTfHbklzkEbuWXljikUuAn2XG2JJ+JicmlD5qe82GRjzyE sJrJ2OT8oaA+Jjz7wEh3YwyT9ak17+VTW1HIW3pLdBcTx+ZWvnxRxMRHNvBH uHosoL6dM5xS8pL0z0h+pbt6EikOXSwp/p0G608c4Jp8o0J52ANt/7NTZHWQ rNNPXgUoza+m7k93oYID/Nh5yWxc1K6w2fK+HE7svNf6LoCLL+wTtUu9qNh/ wDinWOcNCrQxGega5eESXw+/2loCl59R3scy4eMnEdFze5q54Ny6Z9grQQmo grQn26k0PN6T03hxvgLUr34psGSqQ8ysXaxK0699OzfMXGCo4P4S1Myo4sPW W96BhwQqsC9zjaMfwcQxZ46Yxo0OoYX0UpaiG4H5G644bHNig/XdwbTR1QVI 0BTwnW6ngm0Slt2KEargdaSGbUfbAMrcL/h5904GMjepd7MJ60arfw7TFQcU wfTsvMa319Ww1Ll/xnLZENmfZGH4W+YY6dD1+nhK6SDp6v31anmGCmQf+Uqr ZPBgblckkZQ1jHbYZwdEV3Oxh3l6YP1RRTCPFC2UbleFf/WPNsdd5uCe5OW3 T4QqQ8f1xMGMxZ3I7rP+TedoHuwv3act+0TgvxhLv98jCGi80OOWxFfBywfj OxY+ZoO5ae1lifx7UoyMtbrl+ZBSmkmxCubAXpE9yFUygfLHiu7bmTzwebOs LaCPhfcKMhwtA7lwbHdis9LLNkRLD8GzRzm4+Onugn8dFXCq0vF//S0JnKIi Vrz/9DUaGPib612hjFGF2eXsUCouyR/UfnRlmPySX1vi9oODf2q7liXIc+Bx /JpQ8x9SVErzaw1WG0QeN+enFa75iSwciDoVqZSsbwo9Uu7chiYf/L11TyUX 8EblwgO3OsmRr6luzXQGXLAPsvXyZ0Nd9GbjaXMq3Mu5knfGUR1Kp00vye3T AB+hce7rfBo0ZZZUNJ5iw66HSZKyfh4safi61bKSBW65O1yuLuXgKClV+Hqu HGhLxnr1Bpl485tiPMQbIQ3yHmlKR/9CHt1JflO9XHzpWUDwrbxONLXMxikw lIUrFjzZGSgWk4uyvUURc5jwT9a+Xa2TquAa19nVYjSKOJYZ8cbz1KGy7JXn ujvjyL2rx6rFgYuPt1wrdNrOwvPYkofsSgI76gRql4ap4v61JRMNtjwsqwvf 0ihQwTr6Qy9a1tAxvcjz/fQbDl447qKemKiEw5L7jkokHGwg0kIbRUwcUZkz d0+jDNGPhzWZuFCxjifzRZfmCGl0NyQrKn4MCU7lNkirGlHQJzGRVvofsrmm 3785TBWY+Z7Dl8wk6PnkqfK1gRyYq7v+v7TpMRLP+MnC/b+jkoWxRbbBElLN NvT0uVhFcBKJ49+eUYMafTT+afwXP5NDoWPKXBAY2F/JujhMBjv3MVNcWZCp qUu5qsWCzjT7V5ntbPAf9+nStdaArJfPXjUw2DD5/EKUzlo+1Fl5aH6wYeND e6oiDZbIQ453ivSpiItnXMM1i1w4EEdvEn5So2EFCSV1A42NPab8wz47ULCC Pe+kTJMAjy+Lz1v1dKH88sIHc8pUYNu6z3xa1wyqLPpdYNHIhU16sfsD8imw 4PuD+ktjgyhQdu1imxYfzgiEiedKJ8iYZgGEDHAhZLveHTOCDft0JI3JPD4W eO0Moj3i4z36hiONN+Swp5Xtql2JMvStZ5ljXo8iLhBGoX7dFlLuzIxZmzUF g5692Z/vR8mZCM2STHc5XFRVKLKfJwc1wroTToVKuCvLMLWyiALZB3fffjve jQYaDNY8+aYAG9QesWutO8gvTOqVmDPT6HGe7slDsUIyqmLwr7lJ/YhbL17p NFpF3hxn9MSJ+FDsoJo1ajBKXs5196a840NGd3C3URwdeIdEv2OZEuS9/pYc kMAB1chcS2fma1J/3PzrbiUNyD8raTWNo0DZ/Jvxyzq5EPR4X/YBq0nyYZN0 Jkubg6+FeLWmm0nRxaHhI6ErlfHwqHueqVsXmjRgq/u7jKB7MYunbY3UcYD8 Wm3NvWKkOf2NEv50Gq3jsl0sTJiw9NDcG1v+IfC6SCsaJ40GaVeKb9f7zJLP HjfaHUihQ7/DfttZW3ko+NBguvInE7zy2hv8stSgI7efZizjQq629NGGKB4u r+JUBDE5OF9+VcioRBWXhPAdl9ep448z43+2LZKi9dYb3lQvoWMzcxfx/aw0 UmCJM6cTVbGxTS1bGE1AyoSxQpKdIk48V+dXr6mKE0jHxCN3lbDxi3mJMwfG yLuVvgzV7QrYPut60otIZZDk2NIsqieQ40xXRG8gCzwTW+QDOQNI1vypvqyQ gvtXRBt/pYrQpeSaaxPqsyiwWDR7sHIMFXzH3TR1Kbnj3XCetXE/SZb4rrf/ QGDX34oz2bsl5Pfz53Ujm36ivp1zS791fyBTDAeyshmKkLXcSu1RTgsZqlne zon45RNKwJRMKCVdta5RxJcIPJn4ot4oSh6a+1fRi9fFoa9Je7QmPlFgXtR/ +9/29ZDtBLnLaIgJ7vmER/GiEYTFi6dGLQggivQKAk9QYC8etPAe5UL2n3Yf jeI4+ENxisnzxSwISUoOJNeysNaU5vQ6Uz5MvTo0VjaqgFXF1Vb6nix8xVf/ 8xYkI6+2OW4pvMbCm0/VZ/wh5kLU33fd6zzo2DarqXL7MSnZWi0K8oqeRnPP zTiQ6NdPG9yWTLiNoccvHh4tHlEB+g2iY++OL2gLQ/eMLEJK5pUx31KtGpHz hZkbkk18MDu023BJPgMsaKW1gpe/fLTA+avdw18+zi/1Dx8YQWd939kXVhPg ynhpOn2kglxLTSasOpgwL6GUs3btGPn0wudb1sEEeGefz5mUEPBGUCN8MsOD gh7VD+cn1GFjkU5bYBwTV1P0DNbbMsGwUn8O6z4D35Ox9xp18oF6wPm3Eg0Z 0vc4ockr4eJp33v5jFWzKEZurzjCVQ1HL3/aPfxwDMWn6tdWrxhERWpyudbL RlGU6gpiKdDB7zStwdevARVzVj4nHzIw2WMYZzK/AO1bei+q870qfn/ZM9Qs shm1SzYtt9qoBtrFi7wpy3rRQsVVReZiJfBw+9v6Zl8BaWgSHHbGawQRr4Ij iuLkoInZHd7GZOOMXevL/9RXgMuHrXe60lWwvcb3j2veKcDITt+ngo9UmPMj ZL5Lphroswi6W6MSaBmdqpKj0OGPS5ruOrEc8OmwcbrTyYa3or3XaiIZuLDY QND3nANWQw3tVU/FpMt1m0VL2thwI6K4Ln1mkvwfo/geCg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 181-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41H0fxY3MGNuYfUolpFLZUnqU9P9SlqRdo3SHJgmlJKmEKESUSHlI 992CKG3WbPfvl+w0UkkLYca+j2xZn54X5/q8PNd1Xpxz1AWn9x6TlpKSKv+j /1O42nPX2m2txF2NwEuJPnQgdX72WMGXwUGRK/CUgTwYWOj4thV0EgoFrHLT MiEx6P9Qx/U2A++/9Vu0zJkBO7Z39uz+Z4IILPwyIKvxkygVXLf76vILeauR X9vrThNm95fi43kc3NXMNRrs5sLbTXR1K/cR1FDia+iUxsYyxJIM4h8e/Et9 yn+4YY5QGz8/zjRnYXwswZV6gonNIpoyugKZWGQVl1olGEc6yhmaOpE8UF9R HJXxiILbEifJlFoueN3QbT8/xIWB1/m7RJFsMLgYmtbexIO6qe1UhYYptFah lHb6Ax0MID2I+1wZ5JNYpRXVk8g3k3ZcVMsB661abaTCRuRw5pFWvxwLjPfJ P/8u4kB04Tlv2XtcHCwRIqlCLsC2qn6TySF0W7dRLVcsiy/HLhD4prNBuSw4 /LTRCGFv4TIxYMzGAZuDb6/TY2PfjUqeGx14OO0j3z4mjYxVvM0EbvEkvN5m U+buCjLW6VkGWRQJKlp5h5aMOOBqPS/NrlQKtNJfyHiJJ4mEey5NTbZUYIs/ tnfW96J9uQYrOUnK+FPb31+NWUx8THOB/tVBFg5e1P5QqCqL9YqDQsP4ZKy3 O/5Ryz0yfp330ZdjOoh4ol2/l/8h/b2Tc8oAG3ZeKoi7Oo+L2SH9X4SqLUhn T8V6mkYxkfFzfkgfmYUXnHl6yjFJGTyzdtJmzeTge6s631mTgrNi7BlKA4OE RQJYnU2Rg4oDZ2O7X4rQNI/l3zKfgW/m8BZpimRhlGi+9iaDjve4j4a/e8WE vK+0x/a0ISL4puO2D60N6MxnxU9XRHT87BXV4el5JvbZwhvmaDIhqqHE+QSp gnBPiq9U3zCJ/OOOLl4trwRmvi6cNZ0UIIiYqf+enCXKT822upGoUOKiGVc/ 1YYyXXihqvEs/O3oplamQBrfan1Q/+UEBx8IurjOv4CK3fv0n+aofUQpM1g6 L4cCFP7D13sp8ljJO08tSFYGajaU8o3pSrA3mLXjdOWffFq3zETSqHjjL3oV uZiBg0N8DMJHBhGt0CJXV4eFeVtiduzZzYKVHSvsEohsxK890aNoRcX6etJG waYKeDOhbNn8vQ85UHPTKypTkOGaGvutZ8XorZFsqECGAgbXVIWf7yhgxrET voYbJERv3HrdpcljhI9LuOkVjyHCTtBxuzCJCgYuXb0V0wrwTut8XXg0G/tf txe/65aD5ju3+pNWtCLrAYs8vSYmCCPb7ON4VOyXtS1V9S0HDA2qoiWkBuKK U76eXggTyOfWie8nc6FaEfHiO9j4CD9pl7EHB7Qrk76/vdOE5B+fwXPn2Til Ob6vfJMMTpS5+M7dmIHDum0b8i5+RH19rziCIllMJ3uuka+l4jcZ/YvTY4YI 43NdRe3qPDy62K7gBokNS9THZoO8JlG+vFu9p0I/0m5ctcfSZxyt38Gopo6P E/ranKCo+U1o8smrnY7FHGC8jxd5nRMTwx2J9nWKNEid8D2/+BwHqq9s1582 pIBOxAU+34AO+dMGUVJHlcEqVHjrcZAS1Ca/KRIGsKBHbExc28bFgeOUtA8L pcC6psS1KYuJt3/MwYPcYWLBu6FBS1ooOiyOc5tq52CR5VRu+nUxmlq9dbeH FxObuxrnyV/rJZanChr95tPBLduyeGeOItiFt4o+6Y0g7BqdyuLRobig0mHz 3xMo4pXPK9cIHr74KTZr914mvotOqq95wMK71DwW55+Vw4YDHvNbDZSxYrZD w/RHNr7Qef+bST4Fn43vPi+RsPHBOA1po0dM7Ff8dKGjcBbtsGo2dnxOxWoO 9BKRyjAxtusZOHdPIH7A8/fjZUJkvjluUvh+FG2N1erdflYOekyvO72S/oXe TgYUmniwYf9o21+hx38TeMZt1tu9B93LseuoMv9FKFh6BYWFzgPvI0vxV3ca VGihiR8TbHCrNB8y2MwDvrZ1TMrNIWLrtJ/NGXM2JKuok28vYsK+UUbwlREO uE8cE6mbKgNu6AjqVubA5NvIQDUTHsSlmFQ92s7BJx3L/LVXksBLs9VzSaUi lpaQE7fIs/CiZA/OuQhZLG3NvTSrwoDWve3rfra0oYzCrCfzC6hQdHCXxOaq FC7OtuCvF/7xGbLdcGdSFjR6ntREjfUj8WrSpNd+aeywydLo4K1Z5P4f/nGr aTLOTAtEveqfiL8uNu7QCZDFoGm99nLDCDFCjuqms6VxdllWo7WqFDgaVH/F rRQsStFNLM4mg845g403mB2o7732xted0hC4RbIy3byVaKFTYoJDptFA4il2 qmE6EVjUf3VhXC+azix/Y+tQSfx3gtYW3siD+mcfnmjZjBHRzw8JyF94kNCU OuIbrgzck40WeFYGThkKq0pyuCDn/9x4H/0D8arNNSl/KQMyrknqDcLJ0EIj TWw25uLYM071j9eOo57de46EpsrhoZFDLwzsRejJ27UXek1H0IPgFdOWekr4 cUCXrJ+kB6lMd5K9c6cRIc4irW5nwKqTC+/a/MvAqvd/CuROKcHDmJz7Ncfm iMpSVBaYqAy9O5wt5yxJ4Bm9ilJZxASnF03v3VIUoFm4s+qRNhdnkIzOjEjk 8Nja9rKnPnT8bWbi8vfl42j/inY9eTVlvNbQtutRykOi9k6Gua2pItbfWsVK u8KA4YKRiLJdZHwrrNqtRkUOR6VHh2dXUbB+ieqtGZcxYlVV3wlrQgZbp9yJ K/GXhbmW23dN/afRrhmRX7sHE1T+aT7tSR1Es3U/agqyyDhWUnfW//dPFBVf EftbaQ4NbrYr0l7xG2X2YLG80jixxKZxyFxxgCDeuJpZf2Xg5HRDsY/eL6In IkLdv3YUWYtjnBSu/CASdPtSUmnzoHTpu0PahfWEl0phE9uPBb2HaDOqKyYJ u0Wx5K4oBnaTHAZHu3lQ12ukmLM5HEk2B7wJ0qKCauAv58/dbYRbp6NQNZcJ hzIYh3OWDyPvpd61nhQWMLI1Mz18yaA4Ebn2Fp0NZ+LiPQgTJk6gU8df2rBx jKvWTxs0SzDGAx9PhLHx9oCapHNdHFA6FKAeelAZW6bUFu+9ME4sbfyqORI0 hxaGzewg0Ciy7Dg51pQ1gV6WPDufM0yFBUYFLppKImRDUw+Z9RsnBl48/peS /QHti5y5K9nGg4yiMP2dY3RYL59fxS+l4uqOeWv6H/7Zp4x8d+++YbRknskW txQW2NFKDaZ9iog880BOQDITVG/ks01MxojAnZnLS8xZIEiNeDopYUB+BCkt zYKJy8ma2maWdNirUi3v3k/HD2ZZR/RaeVByuL7jeqIU1jrsq8J9w8GmA8Ne 24GEg6WOdPnZKeD2X2/KD9B+o+uJWlXl6/pR49/PBy2tx1Cg3DrGKlCEElNr jyT4gHLY/3lLPKPhame9bIpGNjq66kFga4Mcvr1hfiTT9hNqkmzT2WSuAOM3 NlZLnDvRsnlG2YZdMqA74fA5h5RD6K7xPBviNIzkIsM+T1hIQy1d7P2dzsI3 7n+vEDBkIPq06QE7RSr2Crp39GidDAwfcM3lf6NAJeeaIPUGDbSYDEV7oQyw 9Ip+OY/T4FyUyiG1UDaELi//1T7Bgc+NR2Ir/GnY2exwZfmf37hp8H1TWW4X 4Xe1e+7JEAfu+uVUP56ZJKKl3z0eVGfjyAiTSI1LHHxdlnd52TE2HmmXnry5 fAil2Vcr8f/0ukXcrM5HS0UQ/CjfkitgYV/6lhNZNcrwU8HWIS2Si0cjWtR1 lyhBtnj+9R/JLOwX863f+iUPNJSrJjuaabj4pcrIYlsmlAS/v/OapoCFi6WK pjJo+Kvu04Q5bxmMk7cl9NZMI+/oM2bJDrI4eGGqeXegNGjt3zqXmUDFf3ku uOG6kQbsMu7fylYkvCjcve6uPgOnur9YGnNvCkWvS7XKu/wFGekfcVonnkHL ghr94uhcCJb3UdwdIUYvS08+IYWMIj9164wNGZVoo1n0/eBLZAgbPDQXkkyC yGuKChP/UGAjumCT90gRAkXfD66PpWDBAwqZoScHS989rCs92kvw292Pe4Uo w+GbRItzlCxAs4aVEuZC5qU1vUkaPPgfaNb8Kw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 182-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1PsXx20zxgxj9ikj15bkZi2uFJ93kS2kutmpi8p6KUWhUiGi0MLV pVvWpLKU5Yr7fhMijIiSyJYlS4x9GdPX94fzOH/Aeb2e56ngHnDkpIiQkFDN xvx/i0z22T2QGcKSFSPC0oIpwCHANbvwIh5djd+G1nSI4KW1y7ERg3GM9Jr+ dl89F0tlV3LS/ejoWOLK4FZPKjhd7t9jqLeGRVR+/CGu+BU7LzETondmAZ6T xxU5afCxNvEW4+mERfipNlT3RB4DyWLqXUMHmQidfOBF8KWhAJt99E1BDDRo nvLknfsS1KSaUtRLWUDnYnTecC8bxGe+bE6tFcCdpDpywHsK4AvUWxYjqICY Ra9raFqF+77gEqKITLDnKPF59yAT9D2MZNm/mYV3NXrky4bEUZDc6Bv2ZxaQ ro+MDdCfx0bDmwxKXVjoslHk3V2aDOTtb8zHgkSRntXel7YNONToZjsj2zYL q7bfJ2dDJphS60jojxEBqs9eiJ0dWsWuX4pyWBwiAsZQ+/Bo5wRceZo3wg+j og/fHnbtodPQ1TKxMUBgoUjZ4cdcOXFkEOcdQLgvjjRtUzP6/8ah1B9lzuYH eJA9eGhFZd80XPdsd9utyAY2Ya9Trouy0PbrS7iO9wNQ/XCDHlmxBlOOd1Hd jGeizWee/nk8Sxr0k7LrFSZIoHtAwc5TGY8sMp3Te7J4mOkDYB6UIwGeeoaF EXO/QT6bfql/ExX17laCv54kggWs70Z5MQWdO7nosJbLAP92kTOdyDNYhEi2 cqtnNzzTIfnh2iAFKVBH+vq9GCjYmD3LVKaBYrEMo6ob7zCfrNRGhd2r0OwU 3U9UkgL2h55iao/iASd1IrO3VQi8/VMw4C1MABMln243aY3Cl6fY0XKpdGQB p8lih8VQ4sCjzo++TCQ+++rpiWMk5DOp9bRUvh2a8/01jGUkAN7ucdERPBEF ZZi21CriQfPuOrs9FCmQ3HTeZtMKC9gMGK/Hkwkoaq6hUeERHUVGBevEzk9D nCDePlybidjGd6wP29JBXIMJuSisDNq1+o5LmhNQ/omR7Y6/kJERJm3W1z0J V9tHPX7XzIO62s1OJkFD0Hv6yq+/HiMAnRty3I77JGS++oM3RZjDJlL0NJSy F7HDBlJO3G2zmL37yN3KLAI4432t89APMnijGtIWm8RAeyJmq89kSoK++4lT Wds27nZb+zb9MwNw4785pbAJyMTyY35bCAPgzu8aSs9mgad1B8yPbmajP+yy Du3xZ4LknqbprY79kJh5Bv0MYSAPkRqhHFc8ShO7+MZnDxXtVM3p2ebbAScn C5nuVeLIsaOKwPchofLiqS3P7sxgd3+Jv5xksA4riN6dgaQpyGu0HV6cWoF6 1tQmwtIShlNR+WOJ3g9XcwttjtcwwajBDl2nq8PY7EiaU5skGZxOOoY6Stmg 6dpBLb4uHhwPPGnjPUIFFXydBCEPadB0bIwnbkMBrdnlVdzLdLDqsTvj+jMG OtheiqZZsxjjtroL50QMdB1K8V4bZqIiCxTV+tcwXPvVxNb/LA1VHzFP0vT7 gak8ce8J30QBYv9YZTm8lgb2sQODHzTn4alyo2fmDVRQ87rRzejhMkwVEI1S CpnokLz/loogCdT7THvmT0Mqkixx+8RvZ6CHn03eqMhJoKDU7yE8HgNVupXp jqUwUHjNU85xrgBG4gPS6g+QkLwbpXZQZhYruOqWzIlZg3aXn7cs1XPhyvFG g+5Ny9DknurEwSAJsOTTPhklsgCrVy9XGvozgF55yvOrdD6G1r0F53zGofP0 rHyB1QJGMjt7NSZaFLSH/TU3zKWABlW4/GWZAYZttt7TP80C2TIKuLuyNKB8 TF+cb8oGq9XxEfKGbCCQDbJaj2Ejv+P1l3ZsFwZ5CpQRpffSSISHSzMm0pH6 w8qvbjgiErFkhQlkqOBCUbKSgDYKiytf5W56TQCv5N/DIUwE1ZSY2ulxmeCI nvuURgQRKI7nNicsTkE1h0pAMRZDbnvN9B0TBdCopPS7nhUBvcyLgBMKHzDO jF1M0aIEAsqWO698mscu0Gs6WlZFUUn9qx5LOSHw441iYpuFBBrM0UirKcEB tlPHoQ+eY3CyZYdB0agI+I1jofuKNYT1U/B3IqP4kEayTlRTL8Aiqqauc1Im oOu/EvccJJqxv5bJ32J72EAlgfL6UtYylvTc2R33kQ30tmMvLPypgOXXY4oE YmDatbdBi7fBlRu8Tp1YHNh1P63S3lkSzcw7v9BxGoSK++fGjnoswkeR2/hm mlJoj845g5H6KSjDH8WdK+PDs58PgpV6OlDz4yRb/UdFnLftyzrGFPD4Tml6 88mf2Jkd+s+aQ6hgwtrT7KeZMIhx4fgeL2WAEy96W7xzSMDaZCFwSpuGPq8v X+lWWYKPhqK/4nZu9Ez397GMnMeYf2NPLsVAGmmZvKPnXaOC9G6764m3xFFi TJN3s4wESuA5tjlqSSCtWrnE9VOLWPWXKJrfCTyyzLmfUntJHMSFFgccDP8J D60Phg/704BPDd9ybSsPCtq+NL9+hUPek1pJ5VsGYEJqw70VqZ+QkQKueTSv wZfjaIgotYR5tjf4ZD6YwbByr/2WXVTUeslmQXjXAjYeF6dwqXUB4sy3FuWd +oo90JjMeUIWBZl5vp0uuC7srExlLyOcDraVjb4Do3zMXvYebiyBivY6qDbI nsCBtgl9yVKjWCh1827vdDERyEXMeXZ8/4aJVUZVCxcwgHMx1bVUZRZqm190 ycczAbVE+aV/KA5Qosvr3u5ggTMpqf6YIQ1d45hYGwSw0B0v1a9WUIBZwn2k 7iIWOni5Oev8GBOsj98qaDxCRWY5rTVHLixhCmkn5+W9hREnZt0agwuwf/y6 krTNGiyozQ8pnSWAwnTShMrcELQiK0QJwpcww54Mz67gdng0fj2ZZ8EGl5Ld ndf/owE9YsU7u7oNnlv9Ff5ny8Y/KK7wOTc5C5UyxduDy5jAnlynww+uwgh5 u/2j/2YAuVsVDEPDReyj10BerhUTuD+Je7rK28ih176Och0GeotT3rHfjAKC K3Q/bC+hoUcC+h+aA2ywoh17uNFZBKm6hsqwyploMnpHYQ1FFEUK/TEWbk9C 9Bp71lzhGryZpvru7a4p+GVU9ZxPxjKMkNhFVQOSYNrH957+YhssZfxWjeWT 0f1bsRxh5zLoofYoYuCTBOozum0a4tIJe3kW6nsPkIB7HLuA2/0dbhXVL9Ed EwN9Jyvhb0fKMQ3twKCoExse8t/QUcpOMdBKGTrXTaEjDwvjq4XqeJAUsM/B XpKATg/kxwwKi4NZB68yu8944LxdzlNxkAJUaVRJJ64YoI4FsRJlqeB8goyz fDQDDHnkz61iLBQfZxivGMZEi7X7XfffZKH5YZHV2yozkNP2zEl7KxuZpgjU 280kgW3Fom6OHxOFUox9XzVLg12ratrdpUwUfufzlGUBG9gGPuy+J01FNQUy 81t+p4G7TclaGqNSiLtFqGqtmIz0hvtN3v6NRyjb4sFEMx8Gte2I6/oggSI5 Tw58jxABtIWOSmVtEnIJ3HzLy4AM/nUznbffLIpkY33akrWo6Mcv3MK+awKY tOuJ+b9XPkKFXLE63nUhtPVqT3gKhQUOLxWIR6YOw4I6v1zhqAV4gW5rQznV DA32J6VHhuHAl23RRRkRoiD+hiRp+R88ELw//P1ltjSIGOx21LuHR3NVtvtl O0lA6c3jtjqPCSw98iZH2pcKXG9j/Z4J4oB/mDDsG8pA8Z3V/8w7UpCX328u 69009F2pRf+VExU9yjxtL1MmhpJ2vqiwT8cDzztHemJ+n4aVgVnUs0osJEj8 Ghz2+SNcXx5XK90pAiragh8+DO2DjAsRpVlfmKDZUHtENHAGy79W29d7cRHr d0xXu5IzghVT6QntMUSw/PVyFDFjFbszc4DHzGehUK6Q5uTuVUytuspAFE9C 3LSgAgJlw0endUzFuGtYM0Wuw8ZPCpTjU0OgmhR6z+Pc9yNQgLXtFfuv78WR 8KEN/9pLBvKsCmfGP0TU5VT7fqCLAWaecULV/DZ8+G6USMdzFgjs/Wn2zl0I /Q9El9l8 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 183-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk81Pv/xYUZY2aMGbOJcpG6UgiXq9DnlbIkSiou7ZLKUl1UN1TTJkoZ El9p05VQKWTJ0vtNRLKELFmSLdlu9hFj/Pz+OI/z73k8zuM8j4b7CafD0lJS UmhB/+82csNofEkvEaMpCLp3mgkvHwfG1DRS8MXw3/GsIRUst/+XsmRuiKDl s8s2vK8mjkkLrsec4eJdwl9dyz1Y4BT4lehWkhCCgsb/5DS/EkXinPQrGSIU oE5Kd9MTE3m//U/t8M9p1FQSaHwghYOLDXoNrML4GB++e5TirYR5QzWnn8fx cJdtbHKFuwjd5D8tOC+1CBvRShknPjFhFJT1zP5iAzWRXVr+cQaRH42MkTfw wWwH9UVLFxe84s/RLxdMoNt6beo53XLYfVkef+g8CZvYm2c6lpOw4yrfnPyP E6hw5R3GE8SFvEM3zn4PkgXt52myft0zxHph/6mJHAXgdNf19jUMogzqYYd8 Jzau73nQbMZWwh8ubaVMKFKxvmPc42/xJKwiv7PXijeO+F3bfq3Y8BN93+WS cv5VN9LdXm7C0CwmNB9V+C8z5+PFf6ce35+oCPeDO49UtTCgpVPD2UOLjDeX 2Qn6LowT1nfB1j9JHgqELue59d+RmM8+902ZhbVDV6/8vEoBJomOa7kZTNy+ RPj8t888eNPM+NeNMUJo7zzS4ruqHf39mV5/qYuJ9d6dMHW/xcOnN/LHuFpK 8H5Psx/FqYrwSoz7oLF2BsV4bY9kFLDAMtCTa9BHhmvhH79ejJaGsuOSzmOL KBAZau6xOqEfZXryQ9Ti2LghEf+UDiBjYeejhkZvLn5xVM7V3piBvYbWpGar 1yHVDdr2am9pQHZOSHciUzF/3OgCOk2ByrWlzmZMBchx37k55BUXX7l62jBs 4ieCQm4Fz4eP+RujHLY7suGTTN2NsfE3yLnGe4BuS8H2fR3Vuk+YeD2haNPR MoREtE+8Iw3PkLFBpdsm/2608c5U2ZYeKhheU6v+fIeGw2TfXvKWnyQGY030 lj2ZIp7LSOEHzAnCxf377YJEChyx6LK8wWfBO+0ztWGRHBw8q1Z6IUkROu4I hxN/70TdUcvSD1L5UB3e4xbLp+CIDEvr3gc8IJ36o/v+Ex403c5pdWB1Ieq/ f+P5Mxw8kPVlsjaHgu/Jnn3nZcbClhkrI74LG9HQ0Cuue6EcjrOzCNB1YODc jOGlz6NGiKlMsU7xCimcRz3WcJI2jJ4zt3zmJouRiQPrI0UkItrN3FObSzrR zNNXW/cXc2GYf2zWraSPGPt+z62WzgA/vWqyazkb8sSGEVKHFIFDexEqS1KC mie5hdXn2XDgDXdO4wsPb6nLxj95Y0RqnE6T+8h1tLc79thsLxfrHI/vtPna h2ZXbXL09VPCMw+/e/xbM0KsSHZvC1ZmQqSXzqemUBa4hHV21etPoBSVeELh KRuK8z/sW/9gGg2sGW2ImObjbeq+S/P85fHjK0OacQpsTM/a1ySu4+B83Q93 vIpp2D+u/8zoKAfP6O15u7uYh4OLU1X3V0vQ4LkyM4YWA6vvY5Z0qYwRX4XB ant9Jcj5/Isq0ftq1JTt+ONxwgzaFK09uMVfHk7VnpnWNxWhopnzBRa+HDAv AFcfuXkCzx2TBHgNoGctN9uXXxcRNBu/i6EhMvC4wkjj5G0lKNdG063THHBn cPbtimZh6VHSvY1UNq4Ll50dL6JjaTtekESFBbF5B6PNBf0oo+D1U+V8ChC/ rxWar5LFxVnWzibVXFhaSnuQtlkBNAeeVkZMDaOvB5YFxXqQ8T5zG1NXoQRt 3yPj59lCxZkpAjSoUU8YK84F5qfTMWjZGV1omiCoJQbCfA4ZZ71/3WanJgWf NYdZL8ZouCtJ715xFgn6vbUD4yYH0FDV6nXpfdJQUN6bmKjcS3xjkqOuXBUj qw9DY9br0glB4fBl1dhBpK58/Z2BuJr43zSjJ6yNDxVBoYumzGaJyBe73UmN fPCWm7QPtmQDz6fNGktkwf6JyEj/Jwcyro02GIaRwHafUPDJWRGPTOxOM3Tr Qm17GsuU306jR1d+F9voK2D5XZeTHQJGkIq4jxSQI0Y7tAwv+7dyQcdHNcb+ LQsPBqAh2i8WJERl3688PE/st7i+VWUrGwYdPGzmbRaBlnaekVwPDw6ktVcd S6JBlTbZpVqVg7/MTV9oWSFClytjy/jSbGxkvPPH46QEQtez2f/IBhZes6mC nXKJBeYHl1Ay5ahYGPrxWKWKPB7l/vbvtUYaXlOiJpzznCIOnHXN6sqjYLuk O7El5+SgNeCCt5TnIrxtriu411cJcqw+8tLGx5CktrUy/zUJfw03F4UPdKGI uPLoXwrzSNs0yLs+V4IyB3A3VUFEKHuWRqa5jhFE7lFLu+aFHCtF274dFxED N25onKuZRCtbaWoxld+Iu3pDSckMGQh8EF2lHN5C+KkUtHOC2dD05u7Zk6Pz hMuSaNKPCBZ2OSUT9+ChHNQOmtKz14ehasYg5f1FBVATjHt87u8hcrLk1na3 8mB3Bmtv9ooxFJYClFJzPrCytDJ9A0nQ2Z5Ub7icjW2Saoqd/hERh8ot4rot ZLBq6JwDgSZRFENYbqwrQS9Lnp3JHqOAoLQ/0Zr+HdkzNK5KgkVEShK3dfrI Z7QjfC5mdDMfjs9V6b7O4YAJNa/CuZSC/wlV2b/7PQ/UbuZxLCymiFyDD/FL r/PBPflG6swoCwT/PeaEOvFwGUlrtaUNE369ZPKan3PwIwn7oH4nHywDqv5k 2cli7b2BKrxcLvaJleGzlUj4itTBH8EuNNwaU2omuCtB1+9pV5T9MYy2OyW3 pK6dRQL5P1g6QIfY2VBJ7Zd6lM35s4h4xsCa9SGhdTVv0CGdR4LOJnns38Ef j4lvQu2jm3XNrWiwuOhtc3/UEFouY5pl/EMWsp9F8eQ78wg9g5P+Vw+Mocjs +PIfTmSoYXYHtDDZmL1DZl3tpYXfOrHhLxc6BTtpe7jt9JWHsb+O5jh/IcPd 1eqBGclKoK3EortVy4LLz5rNVv1KcCpCZbd6CAeKclYIz77g40DmRu/XlYqw 6dO5fUHzfBwc9WXY7uXCvpLo4UMtSrj4pcrE0p1KID1ibqgVwsTVS6UKZzMY WNfafz5ITMH4yea7g5VidFy0daPpDTq+opps1S+QBuPNjm2gwMB7Ti6+eXQd A2TlS/6OUCXhJWFetTFrWPiWVHrH6jYpHPlHsu2bC42oZbttfxxI4+UX24Jj mTyYYQfvV+zoQy9LfZ4uujqJ7pa9qkxxr0HrLCPvXwkiQc3ZhjU5N0kQfo1O m35IhiENGq8reKHXrhZXk2gyHtM6Lj5dzIBl7xJqSw8NEpYbbXNJwIa9t4hv HhFysJafLixN4OHwhqKHE65MfFzFkJ7UyMH9y6pMX7uxcESLxYeGHjKONErL c7lPhvUc2x45x1FUcDKR5beMh8vnfK+9gC9obnpAJ9tIGp6SyYHsw52I848g O3GBIznxKwJv64wRzy6VdLSfnSLCizuCd1L6iQwWO6IulAq3fc9+XHxijoga sRrlPuPhxfc0DSliMaFTVLhOhkzD2TPxPQVVdOD8NLSWrZ4lJgMqvNdbMiGX HHcG6SjgH7cK+PxcFjg4XnD5+kkOz4VYuppmMUGdl7eb85CKjXNDcnUW/n3k uWqgjg8Hr9sYUlfzWAmvb9qSsCF3EXj0xmVOupMxk+iN7dTngM6Jq7+aNUXo Vlb61aJSGUzXXxvs6fELGRipDh+hF6L8Ar0/u/dOo3ZiRHen4QCqe6hWa6o8 i6IN3U2Mal4Rwe91xYP7mxB47PJ+XVJL7GqnMLL1paBvt1etnycHnGxztVMT aDA3VXj0fDgNW2j99Y8MSQ609u09ObapE9UcljlhX0aCFLRDhXu0hkjPuN5g ly0LCe98Cq3mJ4jOUUP/jDQZiJKwF19a4OdvmpPKSq1M0N0iCE0rIuEklSM+ Nq5seCidKUeSUPGKWp2ZWhM+PLHW2ub9fhzNmp6zyVZZ4INpquOfiz4R/wcS rsRO "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 184-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/FPgfxx0zZhjGjLki2XTIWiFXd593p6JDhI1NEkJlFZsOampzbTZH JEcbJZJSuXPs50N0ucuRUDGEwebKPXz7/vB8vP6C5+up6fy7lauMlJRU0Q/+ v9ofhIddbXrQzSXCC4lnWLChvTQtyodBLoetIDOGChDw4Yx3FWUIMYo4rza/ rEGMrQL3iOcCYhMx1bnchQ0HwUDd4h8pEBY3/Udb8gnd+bJhxV8G09h3MfWZ vd4scnQO5P97fQY3l583cUrnktykEQRvZYgRo4L5ex0L2pvvNSkf4YFCCqfi deU0vhFC0awTj+Mbem2L80U0kn0w/kRGKY2Y7t6QbfmaSvrLvyTenRnHJT/H MO9jHkREhI0fuycH2o8yKadF08hi/vRNxgkWcEXvunsa+/FAR0zXjD2PvO/6 58N6jgpp4HmwU6sVib5l3N0vCVTiqedQoLPgOxZ07pvS2vwNh5Y4PE8o68Yr 9782ZS4pQ5dCn3q8UGTDxw5NW5dlcoQ32WrZG/Yd7YiHnT6p8kD0l25PWNuH ZwWcgC8L2MQxLIZzW4MF39Hn4IIsFqnefTjcReMLPtWg+P5KJ4vUrokOf25U hzxT4t5orp3GDu8vjoTGcWDLeTfeqh45uGfY2EtCKPDKa67DQ5oOQV4jDaut B3C2myBII45DUpT+loTU0UlER1Jj03EeeZNqLNr7jEU8Bwwe5i1+h3tv8eeU 0pkgZ5v8zEpOgVxbwlrlLs+AqrUVtutZSlBqlrcgYFJArgaeMQwd+4bFbrbF WZnF2Lb2uFhxJ53otvb/e8BVhWxCymafPw7g3OpXzLdlmdhkVZX9Nh8RNp+J 7bAqUALDYI2ahhgGCZGJ2VSLJlB/rKne0vvjqMv1Vmuz7jiyc/56oziFDj0b umyei1TghbZffWgkl5CArcVWAWz4HBMxmLKiA/8ypelFJkRY4d4pMu/HJcFm ghSr/QySSDn3wnM9m0TZyfieGfqABwae8pxLaKQgJOur8F8WKcgaXPQoaghZ FIlcbrdIk0IFj0ZvxiA2OzlSmZQxj033sCvpExPozvBkDtwT4em0p3sPl/Fg a5z8M9gmRiNfE+3rFZlwa7J+52QbDwpnDcOljirDgfwGc10xB2rvF5TUXOQA JeZY25OKv/EhUazHTDePnPvpfFyPkxjP/LLN8uRpFfLOu1y4OXoEaT1wbvNf wIL0sASrIScO2IV2dL7XH8M2TVeUdAt4UFb0xnHTP5N4i5+CazSTRxRzHZtn 33HJguWx89WPmcQnrs9veJhLMhX2571KY5HFjqzyTrURdOtbCdW8TorYXnxc PfGyBoc33N6Z5iXB26K1+y185KF6qek7u/QpXDp9sXjjSS44dhpEHl8uDUTi MefrKcZBQZluA7LTiGF2+nJIkCzY20Y4RQVz4bU2nmyd5EIXx2TTvZMcIjNM TdyqwCFH7PPdVr9WJjLm/AtzamyIPqq8sV5vAGcV56QtKKKDjBVv5xZzOVKW u8PWtIYH7aMN+ur6LFgiTqsKHx/EcbK3nS5iOnHcYLbmYMQcHusrUj/6WIlk pwtxv+Z71KpWudI8T5nAMnOjS81jqObNffsNx+gk92VOm7mGFNwJaalbKmKS zlS9xLJcKrCLvfxOVw7igWrddc96ZGCRWRHctexBX1hyUVcDZ/G6Gm97dYVs JCwZ/HNhbD++vClEa/VP9ejWJLMrtE0APQlwxER1DkU+dnCmNgkgetrYn7aL B/wTbTvIHAV+Kf0cWbdEAFnBw42GoVRQfnvN1Xw/mwyNOWQa2ndipYlW3y2/ zuCkqytmzfSVSNm+bU8t9Uew2mwP1Td/Fv+Rp+E03MaB5Ki821Wu8yiYGG3/ ZMOD/j0uZvNm0lB0LSDBeC2ftEgmL33UmsA3X93f3i7NI0YmB3rvpiaj4Ltj 12fZHGKw7S0n/Qobxih7moPKFUlESKVHlZo8CQouiaaXM4lBuUaExG0c6SwZ 6889wCDmqTGx5QE0eNk59MlrnSzZJ+n07z6pAqvPbf7r2/AYnqtvrSrKoRId a83kDz1dODzudfSU0jw+yWikS6akSLaYiBSUJlCbEaeuxGwMoQL3LeYf2GR0 9mzs6+4pJL52TTOg9jvu35jI7ozoRPF6A6kPmLIQkr17V4ttOzqtVtzO9eeA 5W8mg0Wp0mCnHk3tDWeTRJcHa9MWKkB9/xrFvE2hOCN3RqK2lwUawlGXhr4u 9Cip9GK6No+YpdaWWZ2dQPqKNbTRrVSyMESyB+HvWG3Zx+dNj6TIk/IMv7wR OjS+snghOtSLdzM1A+f8J9CJhTeajvzdhK3DJDeHdwmg+/B01aVuPpgqFL61 raCTgX05Vpda+CRpjnNEv0MAig+vy9qckCPah86r8Qt4BAW5Nh7eRSNXpY70 +tsxiM8pscn6PinyV6L221fGg5hzkHH+EX8OC+WN2TqgCJ3/eeWbDTXiPO7q UpTBJBoqTaovg4rxUZ0kYUezPDnQNKFuJPiI24d3rdywnQFK9PCqddHf8HLZ NbkmvRRQ7+i5UZBTgvRWefsEOo1gqsQlfjSDDrUske9HFoc0us1/+pfPgMjf N/9qp0gn2UlHRvpVFWHkV/d82xY5SLToU2Xf4YK2ClvRvoYCtFVq57y+cuGP cDWHxUFcEEvs/W40cUnZE7WxRQdUYE9vtD9tqwqpWSRVMpPFJLSvvk4mtxmE 3N8V3181i4/BOLPwmjK5uvDB9j6hDDgq32TpJbDIb96qf7uvY0J+eGR0qzWN qId61t80YJN7O+MD1e/KkEjjBzufX2rCVidXdlJ1KWT55Tb/WBYfpOKOq5Qf EeMnFSfSpAO/472Uv2Kb7Orxui2Rt69eoMJLnFBHeUeDsGBFxuQdOQhz2B1b YM0BYefHg6bRcsQqrj7Kcp4FS18k11cc7UfqRv/F7N3Bg0PX0ReXcBqkWNTX Z9EEpG9p9ZocezYZtHp7bu0eeRJplFlod/tH94XCWq0lo7jYO4V9eimfVF4r mIjqbcWSSbFOnpEM2Mi2UD3WijD3rDAvpZUH8UWevpmcMZRxpfxz+7lx5Kof WLv7YT/KYnPC34UowAfeO+GbrVIQNbR9mJfBJxrMqHQjihTolJask5VjkNX8 /viNjcrA/Wa4g1Izg1QS/dMkE2wokIvzwzpKpEXn6qMVMRzYY3nJ7lMdjdh/ q9RV9lOBxfxCB+4dBeK8/4ok/BaXbGq2SN5cIA2bEjofPC2hExbqju3Q50Lo 854dZZFT+Hrus8DSClniFWL6WIk1i1cZLRw8pliCjeeab/w3OI3b0dDKA4Zi LHDfP547LMHRhs6mRrVPkf75jIebG1swuNgczymvR8FaS62uiKShx8Gz/rQb F442WrxMCGWCZLzE/WIYg0Su2xH0xlseljke8h7Z1oF/s3Zxf8CmQzq2VuO5 16JEsdB3SCQHyS9OlGyfH0MGX9oX3CFUiJrjqF758VfmyX1SXUkqsNJCGJJZ SiXjxmyLNc48uCOTTaPOKRBBcoZgfvUPP9c8tFwtXYd8Tl1POiYrIFq5171a ZkYwY6/qKZ8qLunL/Wyml5+LYN9K6eLdKmTY1+nquJsK+UT2G0abs0j8xwsx zOUUsE6S6K5vYxKtiqz9Nv4CEPx0dI3JHhrB4VPTpd+lyNrRfce6n49jk3zB onOrnqDHxRGeGxbLkvVqZ/GhylEUwFr+SbdjDOvarVj/uvaHR7tGnYlpBv7l /gXx5dBRpLqy4Z9PYSL8ZmJEy/cCH04umy2d+dCDiHWoWWuvMsl5cpdvwW1D FLdlxWoVfBAbOGCv8GlEvTEy16DOBvlX+nnS9Am08EyC9a5bfBjuTpHbuFMW 1H8OLR0ykCc3Fx3VXJRJgapFWwoLM2XIpHHIr9WyKjDDZv5ZeLYfBW//fR// Fgs8vOOXW3g3ot8GRiMl1gL4rqoR6hPBhP8But210g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 185-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVGk4FGoDHWNmMDPG7FOka0+UNSq53pdsFW1cipIkF6kULW6SCtFmTyqh snTdaysl0fvaVbIU6UbZspPd2Ofr+3Ge8/M85zznHEW3k3uPEgkEAv6F//PO t0GPk98OgDtKwRcenGVCHR33nVkODHz55hq8oEeFB7JKHXnPxwHtNafatKoO lKru+7vwIBEGF3/+KaH0HdBH864/HV9E/grkPCetRRBalA7z/ZdRS8VfBq5P udg2YqOFWgUJ69MqGScbmHDUbMIwK0UAqU84lTXv59F0oE1lk90citVqU3jZ LYF9isfrrE2p2NDG+NnuGjL+tLld08djDpWsjWekIR4MyZ9jDJKkoPo/2aTT 3fNA9WyRhY4aG3K7P/b0NQ8hiRWilMlEAf704+GXLRw2PrpP+7BKswzW3p34 qOM+GVf/ELskt1uIBF275tRMR1Fsef2JAHo/Wr+nxpChVAa+OG/cUt/Chl87 FR3cVShY8ueEtkKjEFjeg9Z+6VJQ1Mi1LesYQosCzsWOFSz80tKXmNTAgtOg /VphPhPjcmGUS0MnOtVE/3Sli4lnt54dGe9rBN5PEt8qbp5HRmsoo8ZPedDs Lw+ebh8FvnmU5/8gjwKrTyx3eolJwrslyd+abUfRMw9B2OpEDi5cqyd47EPD UZ0pzZ+P8fDoTNqR4tNs7D2s8/cLhY/oscFmouU4E1IcUvP2Uqg46TfvMw6d 0rB2c6XDFqY0TF6sHhzNR8ih/tgg3VoSf7Bqf5hkz8UmQMaq/eswEurcfhok ykUGurVO5n7dyNzLpRz4MKHetdV1TfE0XFc8vqsibw4MJRhqKafNAE3jW7Wd l2eBo1tvbPETSZh1oVDLtoMLy9XPNUZEczGp/QzfwJ4D2+OjRp6s6USHcmki Z1Yvoj4+hUXnfulqt6k16jDwA1JAufcWFi6ZmtUbjmxFw8O5PLcSCSynPZm1 5zIbF+aPyP8TMwZCwkXxG4rEcRHVq9mXNoLETKk26sFi2NCW9V5SKATpRTkm c8960HxG7s5DZTzonvLy82mJETDR+8Cpkc6AR2zfQSciH9anFZbUBXHgzamM Q4/8otDB7gSvhR4ePhvnrSG/ZgQtaJrvPv4r10cv56sCwqeAWqZbW+AKJrye R/XJ8eZBx4jOrk/aU0i7ZS/1qoUA0wtcWhY/cvHR3/OneiaZ2C9x4Nz4OBf/ Z0LI2eDJxgouzIou2QngFpuVPhdHxA5B/34QVtUhoXnr5utbCdg8Tn1oh58U BDJ3DMCBRVQ6H1T8+3EuVAzQMJGZJEK85LXs7z2I3MxybznhRUCzOn05PEwc bkuIkd2Zy4c16mi2dZYLnXWSTQrP8zBxnPxgK5WD2/zIflORLEzczr+wLMuC YVc2Gd1XHUX5xc8zVryWhMIZdX33R5K4rMDSwbCOB91W/WP+pYsFlQYzaiNn RlCvmEPmh/007GJstWl/1DLq6H+XvsGDiZ89DUZDip/Afpr4VXoYC0OV7fqX WqbAVaWTHltnqbig6nnb9tUEWEJxbHVhsXBXutaDsgIyfBXYLGo4O4aGP6wz yusjQj+bE7YHKgZAB5MSExK6iD43SfW+ohaA4JKRq3IJQyjat7JOf/gjuDvL +BHRJoBdU5Nb36YSYPS/zm7kzwIod4vZIBcmgHyfNku8TIIjHTJGN5Q5eGzK OVvPqQsd8nErvrBpGaWErFm00pbGDRIlZkMrppDsYh/Z/+UicmyMVHw9yYOp MS+Sao+KwKmxDAubOAEcsnW3ElmJwfjqupgzGwVY38C+/1F6KpAJrxce5/Cw jvk7ztMrLJhiLrol814GR4W/96qVlcJlKnoXtQgsrFOxOmrJYwYcI65Pi9zA wNvT4xMqLkrA3oFdpoqQjHctdQX2HGdDGXPLpa+qQrTc2Fr7+jkZ0yckTj2X 7UORiTVxc9IiZEnVOChTTsTPBnE3VVoInpw8s1zmNQNAoafZ9i8sPDk5tJWW vAgGb9xQvFg/jczvB99AIT/APa3h9EyGOLzI937rZtgBTssWf+MGcmALvWnj 3GVx6Lgqjtz/qxf7Xt01j/tKh41Dm+gvTCLQ++yY+JVkNlwdPOneNPAD6Ihn uDq4CbBVen3Z3vNC4FrCSwgK/rXL8CVbgKbRN4OinvfHiTinIuvciwlJSDHW 0h0dGUQ2DMXQ5UAh2MtNJcQOf0F2N5fujG8TQMkDDrvoNZJY/eBfsvxCHqbO N3g7FEvhEMLh/kBHGs5dx3O9nkvE1x+ov6veMIJaxn/kuqUQcLDUBpYGpEPH lTmykyZf0AvuxlKQxcD8CF+XhjCEjmikBHe2SGFldrV1ZnMb+ja+bb2xBQ1u Ch3bbeQ3jlTFNxUY9JNg3rEaPTNvDLR0ff1CXSfQVGB68QZzGqxndvt/ZXKw LcFxK3dMGkafNN3nSJfE9Q0T9lcZMnBin+dLh/8oUNOv3cPiHR+qs1l0pzoS vOylqqWyUgDPRMo6K4Rx4W/a+dYPJQS4LEd2St6eDaeMWE3Ptbi4Tp5QspDP wMdlf4jnhDAwTtt2b6h2EfWYHQi4doKFQ+QyLQaCiXDk3Ot3Vk5sfMB35S1P IwZMEYV5D1dL4VUR3o13dFjY0zm/+W0CCUdvyLR+dekzMmm0r1LYQcGql9sC E5h8iFR2fmKqj6CcSp8MsdBpdO7aeVSt8QkZmUUnhVwgQ3/Tw4ed7Kjw5jU6 bTaZAkNzZxs5B3gwuOvrfsM4Cq7S1N45UcOGyuWpjZVHhoD6wqOHK68K4MHb oMM9UgKGp77J9p2h4Wj97CLHJAqcZh7y26E6jYp9n7BOK/NxqNV0+VzLd7Q0 O6jxQv+Xn1RKl8ikB3HPB7940sqDO+23LW7WmQFZVyravwXMgCOhhaNqsT9B PosT+TGcCi09Nbfnz4nBmDGLcV4WHx+Ksg/yeSYGNUpLjMQpNKymXNGplsCC 3FE9S1LdAvistTa7qpUDCymJ55CGNPa5viXV/QkP2u6+5Pi9QQJf59geMPDk QgV+kTM3mYrzMk9o8sr52KRlR6ppoRj0VDl5uP5X75igJ6FTmwvnjg3napkt otsFeaGlleI4jGDsel9chHT15Ub+pJegaxaSq+fKltA3MLbeXm8QPfX92DJ9 g4Dj9NwM9etzwQiO9qi+2Yag+x/Hnlc0AvEPKn3KleKwz9m78bQHF2oqWcf2 tDPh0kyJZ9BNGrYg/Wn4Rp4OVVwO+k6Yd6LH5UTXnEQqfIrsZHme9YBSkkgx tpGCqeU+JRaiKVCmfNHGiioJY5Y5K6/8+p/o3m2nfe9w4fodweHZpWSs9Jz+ 30SqACYTn0mQl6l4Y69nxvFFPh4oaLfSelkAfKsM005s5uJxf9eQGQ82tv1j a4u+GBvf+3ohnqFKgke7dcNvSbOwWmX+nj8CBbCn6hgpFkthFDk3XzpNwEOu 9aRK+Tlk8FIgH6CbA9YJRQHrlcl4i+x5dPD9JOAsrGH+wRGidY5rttTUc+E/ FlXf/TjZSDPtwuDliElgYCcbany/B70VTqj5X+DDc7JD/9GdBwG2i7Bq7ZfB 6uuqZ7dLtgOSh0qxbCUfupzJIEY4LQFy7MRy0yoWnHU+5LzCfw7Inb1vt+0u H742KVl5ZBcZrlobUTqmI4Wr2hZu9X6lwFp5s6KibCKeIzu4NvVz4AKLcbXo /BCYfRVb0ebAhl6+91R3+DaDKF7s3YrrMlhvYEuYZxkTv3EOmcmkMXFukM/k azsp7HP8VqLDMBMn5b4L4he0AH5Cq8ebe2zMrM9MfriHBaP+1mWM59DxveXv CsZO84i8hxZxcs0Uqum6pNiiz8XlgdMGbieWUKnWTzFrRwGMsHsTecT/HfD0 dFH5V0kIbM708EUriFA7VTPFKTYPHDwlFn10oxQckVvYH/lKgO2AVL/PahI0 5XbHhQXPA6WrlNbyYXF4ZGYgvPMmHwanGh3WNZSGvIDRJHm+ALM5pKB0dxYs +5mW+7B3CVTviS70u82FZtZJjvz4PuTunKEdI8aH3OXmRbWdBGiWR/Wn3RbA lIL8aR6LC/8HNLDFBA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 186-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk8FGrDxscyYxmm2adsj/1IskZKzn1bUlSPNkaWTtGCVMJpQZFUnJRd CyqFOI4la4fx3LdBiywRJZItO9nHzuv9cP2ur9eX6//7K7lePHxamEAg/G89 /9+7/e3UR4NGQYJycEDSZSpUp6s9QZVUfDPiN7ykLwljKk2lS6OmAbmM8c7s bT3Qe2aYuW2/KAzmffklpvwD8Fx9/CeX15CfIvG1o/YySAuI2s9tJuCvVf6G JzKZWIcdsAinSdiAXE25+IkKrZzd28tXllCs9nfFkl4xrHtQjrRFVBob7d9V cPA9EQddHK63pi+j8s3xlDTEgi0pjLN30slQ458cUZ/eRSD00EW+hcKEzN6m voGWESQhfWhy40Ma1jn4+EVXIhFr+0i5vKtcQJwe2wV1s3GUPD3aNhM7jLYe em9EUeaD+d4P+5Q/M2Fbt5L9KVUSPi7hXOxyeBFYPYF7fdMl4Lmn9/62b/iF ljmM610babhYybbVLI8BZ0Hn3Tf5VJwBZ78t5/aiS81Sn0N6qNj80rNFyZrP wDP18QelHYso0E426uIEB5r7n2HpDZBgXbCGUDJTAr67sNrtISQOhdK6DY/u n0QFZzh3FB4z8PVDAoKQLQVHdT9v+XKOhUusj2hdcGNiz1Hdv4sVm5Cpv3v+ +X/pkGSf8vowSRJ/NT6QPRRChbU7qu1NqNIw3oRvpx9agewbzg1L7RXHDgGU cytX2Ph3sGFPZ9sommso91L7kI8M9WodLX17kcd+93EPdTrUv6tQ3xxPxula GsEPTi+DkYdG2ippArCmddqymLUEuK79sbxUcfhRNabVhc6BlRpXGsOjmTg7 Qtoj2ZkFO+OjxlJ/60aSVsWLN90GkeTLS3jtChPL84oEzTlUnCR6rdLThIbT 4lo1CZd/oNHRPJZruRjW3pPIjvBl4jf5Y/L/xEwA9ZZCJreOiEslPVq8yWMI nH8xa88VwUYHaB/F5+YAv7Pt1/7lAbT4Ku+/f/BZ0LnfPjtEcgJM9Sc5NkpR YBff4kWsdgxy6X3osdTHwsJC0fLCchNoaYvlwfM+dEzW6Gg98FoA1DNcvwdu pELJdMu+A1kcyA3v7vmsM4OevDQ+eJRHx76Ph65MTjJx0ubNszVcJlY8Tq3q kZkCZT9eWe8OF8X2N7Lr5t7WI7fMe05eC0LYMk5jZJ+vBKwvfHf4E3cNVSze 4JmeZ8Lwn0VLYFIU4hWPVT/PYRQ0azDi83YNkPf43Ay7IwJfSv0n7lMpBwtP EpMsJBlYe67pYq07AwvbsANWZWiQoLjVbpPRJMrnFb7aWCYOXVOVJl7uIGN+ kZW9UT0LcvlZgrNVDKg8/Ko2UjCGst4Sg3R3UvDxXXuMj0WtolvMd3K8/9Bx QWYwGlH6DHp62mq+uTAwVLUxCPo6AxgHJTeeqpfGRW8Lv9soEGCK6FhJ/3c6 7knXTuIXEWFd0//yOPpTaLROa+frAWEYUTciJ+s/CrqopJjQ28vIRv3YAjQr AcHlY7dkH44gp+3FgqyhZvBonvIz/DsHXnuk+D3upDCMznZyJX7hwO4+C4cW dRaemHHK0XfsQbyMTZdpBQT8PPS35T060phjpVIvYiRAMssDRL+SZSSUNKjb acPBupY1jMwQGnzjsPDpTjQNR4V99KiVkcANzs6RAx/oWLdKIWrljADcoa4k 9edRsU16/MOq62Kwy8lwaXegGLZd6QnsO0+HqgwHK1b8AlptbK8tKyTi3Zl/ 3uaHDaHIx+/jFqTX0IX3nW8NeKK4YBj3SkrPgQRJcY5h9TwAb9zNbVpp+OZU U/2LlDUwfO+e0vWGWXSjx91SJ7sfPNEeTc+giMDosoa3PcPdwEeG18EMZMCA fp1yvUgi5MrFEQcjaVih6GTJhd4NsHHEWKr493BEeR3wwGKYARWCp081D/0E VxeltpstSGDZsJUDAM0io9Ps/HkXUZxblXWleEoctrf8Ub/AH0P7KUq3VwPn wNOMw5Tn99rRkYiVhElrDnQatxg0cyNjDRd/GfYbFnZyOrXN9JIUDiWcHAzk krGae5wW75Uo/itJo+bdtjEUNdcXI35CGAdLbKNpQiko5ycbVv6xDRUzt1eA LAo+mXMw7tO5CuSm+Ty4+6sEFp4fh6sdnahj0nrrrt1kqGaY/EPKehqpiRgX GQ6Kwhglrw4jVT7Q1vP2vX1iCp3+Jb7xsDIFNlB7/dqoDHz+egVpwz0qjL5o 5sCVEsfJtMgg+800OOXgXmL/jQSzqA0Czn/ZuF6eUL6UT8E9rJ99Wh1UjNOs n4zULiMlU4vQdgsGDpXN2D0ULAx3FT9TPbuXiZ29N91330mBB3LHVMg3pLBc uGdjgi4NWwUxtu7kk3D0toy9/wZ9QVcd+BzHl+JY7eb3wIdUNmyoVeSHrfMh t9rrldDtWTTfbsdr1m5BO82jk0MDiPAoz5auslEaRtyVIs8/I8GdlxlrGokc GNzTdswojoSbkjoMivhMqFKZ0ljtNgIyb/Gq9w9QcLRBTik3mQS9r9/MTj4+ h3jeqTQfFTaObYp+YEDuRivzw5rFBsKwJShFlxQwgJhXg4tT21lQdTVd9Nnt eZAVUtXZcU0Adt22fbmlbwLk0xiRTWGSMMHDwjSzQwTGTOyeZGWx8bJxtPda pAjUrCjfKUIiY7/H1S+xNwMyx/WtROuXgE1cIvHSFAu+IT2+gjSlccKr7E/M EQ48cDCI++OTGE44JZGVep8NFdmlTsxnkpiQEHF/eTsFU0Hfw24dJqRt6ZIS NllDD4pe366oFsGcKx8LbVWEsJ6B7NhZqXL0Uc79d2UfAu4AE1uP6g+jgqzE uj+thXGcvquRQUMeyI10NfS934ngKbtzhVWNwCRqoc7rGxEOOHk2+pxhwkqr Cc8d6XS4Iih3vxFBxrVqDwJ49A1Q9biL95RlNzrqu/Z3x2lpmImOyLDcG4Dm QmmswywZplR6le9emwFkb4OEu9HrXrLK2BSyzod/Xs7/ycNsuHVfcFhOBRGf cM2InDrGxpN+J0IFZ+j42Tut7pk+Bn7SFhBPUROF543vJua00rF6df4hu0AO DLMP7hz5UwqjyIXFilkCHnL7ErVasYQMSzjy1/RyQbrnSr6Vsxg2kbmKXD5O g7HMqhdJwQtIi/ubyfsGJvQh7jFMfJqHtqQFDN8MnwYc/l+6gq4B9GFuSt0v gA1zPMdqUhXHAD4Svqd9cAN+Ulj8uF+tG4ieUeXJVLNhq91dcy9jAiTGTq02 y9Gg1bn7cmeUloHs5cQj1o/YEMRnJCrfF4Nym8MrJnQl8B/2etW/m0vAWnnz 0tIcYWzN+aD5g8CGSzTKrdKrIyDZNJzz3JIJPbyfqO3zbgFJxPcta+dpWH/I 5I47n4olps0e/V1Gw3k3vKbLjqzztIPkuVBAx8l5NTfYRV9Bn9WcQ1okE1Mb Mp49PUSDCnr+f9kWru9e/aG4y3ERaVuHjFKsBOh9T5DSVwMm3m6XTTllQcAV 2r+E9nLX+e9p9D5tVx1wdz+umq08B3acSMWQIAp1UrY8d4x9Df5Su8w+9IMM x2SXjkX+y8GKodsLNu0iQTNmb9yd4EUwVqSWuJ1Igm6CobDuCDaM8xnZxlWl Qta18WR5NgdTo00iJ4wZkP8rLe9p/wpYsYrKGyxhQ/O9yVx2/ADqay+2ML1H x/29OwzrQr6gW7kuxePfRXCX3/Q9w51d4EJN3diBbyK4wE7BLbKGAMXDZzwd GeL4Vq6z+i0bEryTV7/5mKkQ3vbtnH6vLQv2z105VbjcjOqXrvZ9kGdghtUF rmZUOSqcuRviNUnHjKzQk3LJbUjfz25rb7UwDLz+4N/Gnjag4HzN99XPWdD/ aG5OPXgZmJ9xu1zZsv5nf2+hpMNkmDpYGlMbs4iyYz/ztVSIsCwH2afE0qDK l71x+2bp8NHk4MqxcTbO6a3+NZPLgScq4+FeHRIelp4pcBhnwBbHsz5RrStI MN073CHOgS4XxG6Nu26AZda+gq3rvpoS663Z2sSG/weE7ssx "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 187-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81GsDhjFmLMOYYeY/lhLKErJGJfU8FRWdt7RR2rzpCG1CImJCIYoW R0RahFJCZKvzPLay70slsmQbZCfDjNf74f7d3+/7w3Wpnr504G8RISGh8uX8 v2EKqWpLwBj4R43jG+9Fh1saJ6NXhsjiGxGaeMFIEjJu7a8MSJwB1EK5L9s+ 14KGY/riWRcpkPOx9beYWicYExqwZr8Vxp4q5Ex7vUVwrfOnqGesCG4rvWbi 8IqJq7QrfmqdkMDG1DLapXo6fEkqCD05JkAP9H6o5PaK4bSO0tgscTo2/cv8 vU05Gf8M6nwrR1lCn9ZG014iFuQ/Pt7Fu0uDWm/SRd17eWBfBo/VqU1AZm9j 30DLMHL2oJhnuslhfZvY512PyXjQQJbj5bOI2D375jW2jSFah/Vo6KlRtG5/ uSlNrRgMrM9zqyex4fduVdszayh46V5qC5XNBzvj4G6PZAnoYJaRf4EygRbZ cte75Bk4quaF/5FiFpwBP0PysuhYmSG0Q6q4D11ulmoK7KHjxrsMbltnC3BN iq1Q3cRD81oOlK5cKvxyUdDtIiwOr03NXpFRnkLvndi3lGPl8O1yzR1BiI6j up+2tJ5j4ZarO1qPhxLYdcTg9QeVRmSYfafybiYTUmyfZR6gSOKS+CRJLyAL qzeV2W6mS8Pdf7411xwrQbZ157hSu8VxodXR7tHibGRiWG1v4dGLboDwNqYM ExqFKNc2R1OxEsGxUDy9BIZjTPVWv5wF1lv/bRn7zQd2p/sffEwSh7XDsbSi x2z4MzpqNEmzG2mElr9eM81Fki8u46WrTByoEl61dEkWx4v6lLhuZuB90k+b ZVq60MhIBuv0JzF8YDztrW4cgfOyRle+uT8OBt89zz0sL44LJF1a3KijSGFA 94mcAxmb/odRJT43BwSHdPqYgVzES8nYe2p5V2Mi6sTfBRNgsj/evkGKBq3I izGK8g/Rid4Yl4U+FmY/JYYKaybQgo6FzQV3WRxzhKq2kzkPNFJP//CTp0Ph GsfAkmwm9ogdujoxwcRF+OIeji+BVU7SS3sUJ0FFyvMivSwKtvV/WzP3uRaR 6mumjnWQsMVDreE9HhLQQkWqpG2/MC7i+X/ccoEJ51KGZuXVxSDmuwg8XbmI FRLpyrsrDKm73G+E3iLBqOoRjVMeLCxiTfgKFBlQlXyV4U+eQlkfs1PkC8Wh YZJucxJBw8U5O21Na1mw/fWwfMJXFlTjplRHzo6iJI53rUg2HZ8037XxaJQA xVXRjd6LMfH7Vxw0rNoErk9uxZZnWRiusTYOaJsGCmGxly5703HO5+wf1spC sG61xc/ir0zck6wXX5xDhvQAmiRfaRqN1OiaZQ6IwGHTNZr13mOgi065H3xz EcVbnFQ48T4fcD6NBinFDKMyF85k3oo28OgP7VfYDzbsLe8r97YRhffeHjtN bmVD1pcqvo0DG49PH0s3su9BTiJb7NM9RfDTYM3FXfrSOP5KSrpoxB+kuDhA 9sxdRO/bhFeFucrhqNAql2pFCVziuwGWljCxQalyFN9pFhxunle3Wv7NOjk6 pvS6GDyupzLzz7QE3sfv8eu7IAuzFM4ZtFsuIkFDe3VhNhkb7TZONd84giJj yx/OSy8hCfpYkDeXgt9zca+k9Bxw9U8wUXZYACDPebv1VwZ27FSvfH5NGHLD w1Wv180gxzPfkvNkhkCc3khyKo0E+00HF6xreoG74scOpp8cPNLdr5vSJAbt VjwkD0YycGGiv5/gCQM2DG+U+rA1DGVX1cx6iBBQmTN1pnnoFxhTVVsVlS2F lUL5/wFoBjk4bXY8FEjB70rTrn6YFIeP0unP1NzH0V801ZsCvzng62F6AF7u RAcj+P9MWLGh+N61Vi8saFjrxDVFIo+FH3CjOaRLMjhY6L+DfnZU3FH5o/1b EwXfjteq/LJ+FJ0ir20s3iuKORLrGdpQCuZMbgnTT+hAH5gbikAaDYeuGUls hyXIUfspp7tNArca+UvxH3ejjgmrdeaWVNjxqKF2t80MUidtzDEZFIV/rz3z IlmqFOgZunncdJhEZ4qvWzUm02EdvdfzO10ON98MzfHaLQvvXdp2xE5KHOfs S052nJOFk0ecc22/UaC56H+9N7yQxfilVdxw9SKiK917EW7NwsFKqZZDHBHI dd+j4u9K4ONuCneczWjQ2uCKnvZ1GbwizLXhHwMGJo2nsnkaEvje+tTd+QGt aGsKO/O9GRWr3/jhF0MnYDHn0web2gn0rux8ivDNGaQUQ0WaLm3IbPu9hGBf MgxMenq5UI4OI0KkqH8SKZAX/Yv9aoKAq0ueNZQ5DoP6VQq2aXIMfM84vcAu gQJnvm/XqW+aRx/dkhjuqwnsu6vRltXag/h/uNofjEVgZMqGCJOpIcT05nxI amfBnw0XtL4qLIC0wNKfHT6zwJzj4yP9ZhJkMeQiG0MloeGfu4dvTZPh/XHL CVYagYcEOhGZT8hQu+iTGYlCxWszFG6s9WNB5pjRTtHaBRDwZWld1TIn6KAv plufCauPh30d2SaM7+Zk3iwqI2Fu07u4gnERbGisNHpW6hPyJiu3c3VFcAcY X3fIiIusBl5b15uI4odGp02N6zKAwdfXO3wvdSN45vC57NIGcCcvsi5DXRwO HHNtcHdiQta4o9fheCbkz35y9o+g4lVBeqNpOgy45uQJt0mLbrTw66Lyu610 +AodVGQ51wGhOjMTdj8NPis5/8lyaRqo+BN7vx+XhvcFcgqBgQw4Em69P5PP wnHffaNp6qJQQ8VMW6GZiTXKsvYf9mND8saj5gaeMhhFzvOKZoSwiOv1RNu3 AmSSy17pY/gOSHxpNTBrkMCbFb3RiaopEB2g7bhZfxHp2mluLq9jQk/B+ZOM k1lI56Uv90bYFNiZ5Ux0OnJRxdykhqcvAYPjfzddlB8H+GDYrvZBGZxPLJnF TPUAUac1HxXLCLju1yrm6lFhSH4wKWhewYAW1bj+M7EElLweH7R6tOwFU6fu bRKThCvWhhWNG0jgcXj21F4uFVav3F5QkC6CCw5FntzvREAXtzj1PW4toLW7 LN5yhxw2Gtp8y7mYjkNYlVeUljmd4X9+qvCgBN7wbCk1JI2JEzIq/YmcNrA6 8MEVs3wC0+tSE5/sZ0ArG9qd6WAGjhN0qpjb89B+DSZGCX9QeU+AapsxEyf3 5ulun1/mi95v4d12bMiV59kOatYDZ+eTa96qzQHKq1iDIkUK1H+m89T+QSYg BuC7F9U0OKq0cDQyn41L3Kdc/70vDrcxex/e4vCAblDsK8JWHDrODoV2RxDQ jnbj8EQrA7J8xhJWEmycO1dVeG0rCxb/fpnxpJ8P0l79Wxboz8T9vZtMagJb kbPVwz35U2Tc5TkVbmLWBfRuFeXnjJHx+8PKjpGVQvBXDRaLfCyJg94d1wiy psCHO5plb0iT8Ppv54x697HgqMuh+iLDNlS74N1XsVIOf3mgMk+zxSh7OiTw /IQstgz5dyLZpQMZeR5e11smApWZFxUyP3QA5eM+Him/ZgCoa67wD1gC250c vUpaJGHbn3HNLUY0mDRYcL/6Pg/p2NwZtDwuBgvTke2zBwxoqZkfmDfFhI8m BvlHxwh8dF50miFOwBb7s+5RX/mI/83n5vZlj3j2wE37ayMBT+snHlA+y8Z6 4x/iqQ49qL1ihVOivRyeTDjRFLOyBtxP6ugvJZi4V4VkU2gnCT+Trg3mEHQs +bIK393EB/rfUVN3pSxuHddaManAA5TXAcBtQhpnRjUcKhlb9oMhOZec21K4 idoybH45HxmIe05elSFjrwO3NxfN0WHq+ZC0dRwxvOrCKmWd1XKwk1FYnash hIt1plx03ywiMY2YTJ+thcgxMb0+rVyAnqwSDa8hBhClylpCsFcK5mbW7WU7 ZYDfz29/jh4lsNnGqoQ37g3Awu7EzO1lb6Cf+6hz7lQXqEva0lBjRILP62tE HcBzoJY+3KfnQIcalurtDGcecJwQDv/rIx/0T0+mOPYLwMBKxZfDLlS49OxU N3uPMMzdvY71t5Y0bFGRzGitpsBvvGZt4UY2NgjiBlspiELSkYb1XbcZeKHg V/awsSxU1jJp7Khk4RB+uogeiQFNMtJDrjzioQhDurCNCwF59GvOeunSOGm/ L+VUEQE7E6kV9sNc9KOiIjgZs+HjF3e67JrnQDDhNladyIJe4pkMPRsS/B8h ARne "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 188-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlPc/Fez/x3HO4XCMc5wlK5VKFDIqo66roVBKC3WnfKiQ3DJSRpLIahBS WipUd1klJXS9yc5ISQmFk6zsvb99f3g+Xv/A8/VcZO+255iIkJBQ5V/+f9Wj XUweOA6iG4sD/e54M/HmWFXWiA8HLlxeDtM6Ethx6751z9vHESOXXbqxpBqd I3tGn1TQcWBefZ/Y4h/IccHevPkwCnip0DIPas6gGIHDunVXqfC1yFff7ikH DFZ6K0nRJUGXUSzt9pGJfbW1GlTkhCFGs0nltUAMHty77HP0DQvW7DB+aVlG g+CftxRSVYUhf0WcdDLh4nu6RW7NbUys9jyN6iGYQlmyN3zl/LmgZXnrYctt GlxPblwrf3ae8Nt2TS7b2E8OlKiGahkNkFW7y9ZILy5EJwU1qovYQnhrAjb1 TBHHL79Jzld/HCIzfPa5FjkW2CZ3tn5ndBL3OsnPQW1MGBcS+Zqq8Q2dSLpV vshgiqR9q05c/lAal/471+osTMfPlNBwscooeXmcf0n5FhsOCE7ruQXJQlRr 4pd6Fy5coRkMZP3gYVGrB5l7RCUgZ6bA8r06B1caFFsZMaXwQ5uuIpFjxcSq xqVb0pQOGT0JXR2D2UR/deXBLZ4C8u+2/ouqGjysE6pcXRfHgPH8/PWh1sK4 J36N5pLkMeQdLnBzjRDC1va/Y/KS6Ngu7o5HfXkvkXjkDvNnOGDjfLPd0Y4D d6g+708YseB9MGUSJbSRP38yuPb5YqAxaOrFfCABbyWcv5xi9JK4IxZnY++L wRoL1gf6+Dh6EXvxVen2XjL1OGPnkUIuXjfpTs+KH0ZDv+8crJWUxsfWqgYo 6d8gtoJ45+l2LtCiDI3YqcNkWmOLpauHLFh+Ok8LfD2Nlj2xb/KXY2JFw58T qI0Hnre6zgwOcoCzTyZzA1ccrAJSq8ZLqol/8IYe7REabIlV69nuKY7ZV3W9 l6tSoGAqIG+9Kwer84frN8SKY5h1nvM60U2SWniKbxwpmLHN40LYJQp+N7zr fEcWH0TMeX5z8iw8cT9d7j5tlLzIy3osl0vHoiLu3ocTmVD4aqvVmmoudg2a YOecloXDxtvWHYiaI2cechbPLObBy6eBpGfRZ3TUe9wq7DEfsKq57vmvI8hX p6JboCsLr0qymsyVhTB/vCuELsGHthTNO4WvaPhSTZSBk8EY+VO10jCzQwR7 ynO62UcHUQtT9HpwyAyRzPD03OOYhwLzey8qxPcQ7olHh2cjGtDNCelf4U18 fIc/RHH2FMXRqf/Y0+r5OKn1QlDsMSokBi+f2aYlBfumA6S7VaaJ/EwHzev1 DCG/UhPMT3MhKuyDc6W8OEzatybXDfFAu0g5avb4GKLZ9tf02XPAPCUuvuic GH7SvmuzU7ok7Jpt8293lcX/gYI3C82TudrGytwsGij1Vm6kaveTa7fKYiel 5snTKo0Bz73i8LIbBBJS40jdgMvS2DiH0BunTebfWPBApLbCeDcFd0dGLjpX M0q+qj2ePPOiByVo/kl5Ik3BS4dDjru1tSMP+bxmjj8bLz0alK+2XwJbK8bS Oq+xIDSR2Lv4sHFtzzrJ7A3hhN07L+aSIwMKYbMWiIwSiwN5A/+00CG96NmZ 7CE6Zi48aNazcojskF4UMuc/jpr98ybcPrWQvZdnbwya8XHZW8PGshwmqNn6 yvPecOHUWsHTp4dZECz0v05/awY8utFm4mUoDhF31CpK9XqJ/mTMbLC7KASK 67HUsSQ+xdxZim1bSDZnbQF6Jg0f9x2WNdpWTBzUEwNbv4rD+bQ+iQXeAtI8 aLbK2ISBG5r8fVWujpOllHWv9Dup2PWK5aiXWgnSXH3KM8RuiKyRc/ZY6iiL a5gCr+9MNsj7Dttm63FwtNtGG2tJOlRNLRujj3HwkI3Ta6sGUTwrNRIucosD kGyW0FM5Q7S50+VloXwIVnhi0hUogpc0tQX6HWeBYviJ2hvaLBjf/jFUo5IB 0XpPTHPO15M006IVtXxpWHqhyT+eycMRUQbpr//+Mb345GPhkFFCDjeJev9s IIabou8G+9Hwy7YKpxtFLHw5VJIxcV8U71j6nuf+UxaiddPeWt/966G6DEUr cobknUpieSzhQW/D9iGD2l9kdqJbPVtXBAei9hetqX8I52xgdlIjF68ZU58J HJ5Fz4KKfjb7jKFnR/71KHk4gl6w2Nc+hUngJnRu/NFmOr4+YDLIfcYD5Kdt WvZLDKsX5BtSRBmwc7tLyL13fMzp19lKrZ5GKSn7U+28ZIGJ2uNbtTh47HXK 9DVZClx9lRlSUEyBZVS/m8/7qLBaV6HXUTKfpG7Lad7Co0IzGli1T6ebyO/M LxvaLwqxOvZrdGsykNG3x2OdWwQEH93vklVUi+S0GUs+p0vgjn9O1Hoc5+Aj 6p6auJSHZ8fynQIuM8D+tGnX+KQsVj1se2poSyupGPUMkh5h4adkrzzXqQbJ JFzaKsRm4QfvT+abzI+g3P8i5LMMmPj6HHtBUBAL+6Z+MGml8mFZ8Yvd+/35 eFpMIzPkfywg1yanCkaFoOe99tyjYSHQf81X8lmdjuSOXHXaGyYJRvJnie2H YfSMVIcyl82TldbLjcpqOLjTKvnnjR1ZRCPZr/tC+DA675l50kG9l5SPDy3z 8uNhqSCfQ2Xlgwj2hm9r7JQB30NxZvWDvxD1uGqefDEPUweetpbWUDAtZmiu TpGFxxmO/h2rhLGC9+29Zjd52POyRYJQkSRWXBFeMKAtDp9CfhQJGqRxpdKm t2/TRGDSjz/RbsYFnS6jS06FTFjed+Nz4RMuZAScHM7924kB+fKLjG88uJtR EcB79RUtaLRwSDrEhoS5HyrGB6fI/aTngUF606Ss7fyir7ocEFm5af+q5r99 1+wTNrXm46yAKxFt32uRk9Nh1dTF40j1u6vSL1c61nqgkXgwJhP1vz30q5/K wr0K0weu5fDhLTFstlFj4I0cQeylwCnUu8tJwrJdAjuMdYW1XubhDTXxsfg1 G3N9+u8q8fjgKWpK8/Tl48K+5Ix7v2fR44+mkeYpPPgtMNCvCqonipv4tgWb 6NDiNRypb9iCopBxzu4NdHi5X9nhWoUQfqXfVNTvKAUX0w8tu2guij0MHlb5 SNNAr8FFR7CLi/OPm0UbP2wg1dNn28uV2JBzbKpEIFVIskZCg04OykLB4qB3 JbiF6HjtXyUoFsFp7jE9Ni4tSPmQj+fjX6NITTROs9hRGG867uD9/osErsb/ KtxLZ+KkzrfXK69PEVMzxd0GteI4N41YPYhhYVuzo5S65Xx8c7Bz9kA/D4yl BO5ZDlwYumv7OV6pChXK1159pMsDgQrFMtdaAjcWSDBbS1kgkfwBrhrMornw vPpvRRyoH1BTHFowhTrqbHfXRDIhM6p23/t+DraUyXRfESkDnxlfeozdc8iX 9G+XAraKgfeeCKOCcSbGCz+VdUyIw0LXhcoaS9jY7Ypff3SDMBRqDDuvfD5D xLn2/TMK74jD/bSPz8rmyPomm2iP4C4i+sFcfG6nJD5OqWm+vfAF6nsYURLX y4M3I9E7Tpl+RlusbUcjspjQMh3XbSTXhmqS1tdW6VBwsL75xmfqSWhxWk+7 ph0TX7PP3EPXmkUOg8KRO/Jm0dLO2BB1tjDuUJJP7nFmYP+lZxszFSn4tekq 7jE1KbzHwdIiS0ccN0zVqQt/4oPK0f4JlzWimGJTq9cSwQJl7joTEWUOVlbT /9RcwYXN652q1lbJYv2MtNDTN6fIy6His8K/+dibnsnStKTgKKeHtzKa+JC7 xOIov7ODtDmb+dSlc+G6w+dIEQUm7g/Ttpq4LAs0k9yUqNwhsk+0bqutqyzE 3+azCt14mBHiuCQumgof/rPVtTvBhU+JZ8vn9ouD23KblY/dGlFRvaJ96QEq PI/zsavkSWIJt4QhtdQZ4rcrQN5Omw+Vjy7tjDMQgZZHF7eIGDChcqdlj9u1 WTJTXU6IBwXfm58wfrNkjCQ+p4j5FkhheQWqGeP7R1I755qjZyIDV/tUWh9k 15KBO3O+ZSXioHck5ma86ifimfgnbOkgFeanL8C9+ylEffOltM8ODJzoJT6h vvo7CV+UucKmnor1G6d1ZrkC4nNXMPAbONj3rp2v7+0PSPqK7tUNFjJYqz/S wGu+BwVEr/Qf6+Di01emVk5sEMKrVFZl/46RAcOQjEVSw3OoM3tjdnNUI6pD 9+u3nhDDPyKul8mOCYPm+k6L9kAWrv3v0PChCia86/LT/SrDxpvKxEZzz0jC +fLkxJTfsjhw0uxcNk0K/x8xATVA "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 189-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVV3k41GsDHTOGYRYzZrvXTonIvlxb/V7iCql7JdpIxI2SlBaRLMlaQpJw I1kqKbsMva8QF9mXFpUlWmQbWybL1/fHec7/53nOpuju5+CJx+Fw3b/wfz5W Zp5oajaH3VIKDco4RwdRJqlK5tkcFBavgn7qigMxXiJf0luAkXnMJvOX7Zju 05dDG73IILSmf0pU6QOW7RR1bOEWEQUoEIsPaK5gR3znpvIqRdBAw0UDtwcs ZLR65FC9gIb0yI00v046aG/VKXD9hEfJmoMKlaOiqKThuc6lFCYy3GlW+lcz EVE4JciMj0e1m1NouZAN0jprdcIeSALVwiLh06MCLEHmSlnccy7S+ivt3lA6 EcUaUtyeeAgh7sju5U3m07AwA9Roz8xCjb+bDWlKLzBjvu7IRL0Q+PMO2HEm TwzQPxYke7bOwxUu89LQbwx0VwtkWyV/g/69lJ7wEToqT/c76V/xFvO5n/af orEAfoK42bOTdNB0cm3YW4gENuyQ9/93/xIs9eJelUtjol3Bz/OaAljoxnBW X/9xNupc/de6xoYD2owbnUzpVHBXqjqelNsEnTqOf6PsIKFO4dbiRwefQQOd tgOWZ0ahT/og4ZQaAUykGmpuyF3EIkazFRqs8cDZfTy55j4JzP8z5DB5dgaK 5/ij9fMsFPVeWpEYyUEZwoH1PqYMdE0/KOf3hE/w+/enbPdaUaR22O0E8SQV VYt7950iT8KnzZakDGlxZGjPaCUtLWHVbek/LbVnoCD/6a7DL9hAfHjgjkH+ AsYfzzjQRaGBlYzliyJxt6HLaKr3zzE2GpjuMex9vgB/qlv+5XtaEvUI2UXX Zq9hmwrcB4N/o4MA99DKpCoycgp5/GrpZTs0vBqYaLWdhCxvqk7YnREDxnnu hHAVIqoThNRs9WWBLMcg3SlLCkCr3msBPt8gUBTUa5wmArL16bDoqwTQFhuU kGG6BEtqyvJ/45FAZzl5nOAmiV6U/+lk2M4Go8UzO3heLORqZm20/8YatGg7 +mBZloXKX5YN2srhQP+yrl9Dwg/4/dUWk+LPeLCem5m0y2gOG6KLJF2JXIHF 8ycmqEchFlo7GSGdOgEvU5VulJoMYrd/0D7FDHJBDCtj+EMHCSQ+PuhO7OcC O1l5Wm2sCMq6orJirUVFnvWhpn//XIVSK5+JAZUr8Grvq3silVx0I7rVu01K DF2Y7Wd1RnGQbV5KasMlUbArN+tQVakE2r06EjzmKwnieckG6pZCaK3rXRuv jIjM/CxX35jOwoS05pvL1HU4uVu832GVjEq/oVFx6hLGEy8Q/1CJA1jVMQvb 1wz0u9ycyt79RPAtLk7xUscClOt+K6qZMYXd0fyeV0AjgNBAAj5P6wt2Wqrm PSuYCezufaYpSVGBs8xN4pcEBlqppKTVRrJB14QRpWJbDHQ4wqU2RTGQdPSq PQYX4Le4zWyFEDJ60vDofAWfBLTotfusOPNwJ00xci14CcPNqAbsTx2Be+JX b83acEGfx5FkqWBJpOpyUYpTxUbbbe9EOugy0RXckS/BzmSkFFYrUzJMRrEZ qi1N+pPQLTdwrukVCYWK6TPUAAVoqvb9McAegRWsP+qwRzT0VTZHQv5KE/RQ ywodHhBDxW84A4zwMfh+1kbDzIoMHiWEbnQgCaAywajc4IswsHpgPUy61Ixp 6pw6E+nGh6V2gzp3nViggz4a8JbORE3aQgY8Rw5I9DPf50whoaKa7kZ3NS7g 7ztW6fRGBERGz9cn13MQyrW5M9G2AuVsc8cWTZhIJsan65Y2A70Pq49PqaKh RP2CHc8u98O/zOxPCGfTkXLYYHAqnQMyPl1ZjPml25PGE/lCkQvwmbR9GO32 IDSxSMy8EkQENJL2+aV7TBAfRSH/uCsCUl2v3E98x0KJekXVzpkioLu2sf9J 3DqsOXWfcXoDBznMWsEyoc9w9cc3tQo9PNDk76khlUxD1oXQivvv2GDNnRYy F48Dj8IbPr4PXMRieyTSXNsXsRIGM6E7WhzMF97O/94pDpJmrGbZjzgoPdSR xD0mDtTqak0IImTktVTzYJsnC9GxsdRhLRY4XGU9TmcR0fXy4si6RgLKoYeY ACVRpKMnPfkPpRbq/kmU4OiJoPfYjIaj7je429/Id/cTErqp626o1/EUa8lv OFVuNwbB0b3Hyxq6MIPrZyP2hlDB54M+Xae9WIBZfuHByA8W2OjqcopvOQyv TeIzfQeY4AHcI8U+1oExWKliZR8kQXb9iVqr9XnMJMTF69oUAyStMX8PD2eA CMf+mCADJoIJy4K6BRw64WnvQ67BI4NKrmygzhMs88ddm6hoCWQqdQG6tM5h MXeHlQ8YCqEtziqmzR0sIDFUgOT8KqB6btC3sJg57IjJtj1dsjPwvyX+poAg DpjX/mpXXjCHoT0x1u++SCDy+a1cqPwZE/baWCPVyAEvW4wttcaIgJjMX+uV YYD2pZQUvxU8kD6XvsfmNgdcFn2lG9QiAWQ2x9TNaIuhooS1XRYUBmiTtaiu LsIjp7+pJYwoLtL9anr12As60mnkZH6Z5qKnISfmeHvE0ICFS/u0JxvdWfug YHZAAG3Htm5fpq/B5pHLigN6LKQlHe25OvcrPzWnhHY4c0Hgst5SOq8HO3bM deNjpSWsoP/tvn/XxYFWtnrWgeRizE3p1rpqhySYlP65P+EZFxm2dqtEE2jA nDV682qoALtQoxdx+hkVeCx+jR6O5wBlKnaD2cIG7MDpTFkOF2XNaxvxO8TR UMBcnIHJELZx2/2N5FZxVLpXziOhBQdipq+QezE6inhyaFOErQjw2R+Z72kl ivTfHNcd3c0GAnHX/KOOg7D954Wx/2SZKPGd0yXBXD0sm48KPzErif4png1y XRyGugF7NUYb8eB5bnevj/IIJnco8Ez+pwWM5MgCHmYEYOHlca6+TxzoCr/i fjglCe5/qU5qSxLArZY7/R2iKYBXBJ2ykxkgLUEguJXDRfxMl55U2VfYHuHe 2jt5TCSe24quG69i5DatPSLzHNQ/oyrD/12A3SIfMLazkUTFN7oc66dZ4NyH 2YQ/TjJQD7lvwsz/GXQo1E1UeSaGzjnEmtYt0YF63m82GmUUJO8rL6e+gQlm iOzvKtUE9EJ9zntL4QqMlg2Jc8hB0ONuUeej5jVYeDwi7YLedyjSaiu2tosC 6qfv1SaIlmFT92JfpkxyEPD3fpW+uw+zdHZZiC2jo1HJXQzv9VGs4/7Wrle6 BMCxNFrPtsnDlIomxjTd6GBbcq+NuwIOeMwKxe2sWcUuJ2ZXj3zAg8+yUrkT 3mQQ9HIqabs8EVTu0GB7qlIBs8ooWPENGbwR9KoJdXNRVddg2/l4EiDs69If imWgm+c6XueYcoCcqkH3+xY2ShtTLPNtYgGDp0VRZ28LYMSbHSlVS1yU5NET h5emg7Iv7v4nQlmIaMXLu8Hjw6XO3adCXFgoNZ3LeOHHAdH2Mp6uPBHU+tBF z82HjdSP31NSwlGQn8q+Lfl+77AXBwp0Si6JoMKUQLc2DgW8HvCKMyteh0G7 Q6TctLlo4CfL0XKjMBrKibDEG9ORUULfx/y9OLTS/h+EpwkgtdQ6tu38D5hV SBC9WEcFcl+pqXV3u2HXmu8zfSsJFLZ6FYtL7oEzGWsXm1+KoeFuocsMai88 k/U9WnlWGMnJK1jwcA+g2varRT0eZDBBYNkf5A/CGMXizfv6hYF39C6Pt9wx GJg5OjOOWIBVVZzZGN6O0a7pXd9mLwFe6nURts9OYSGJW4IXP7NBhV0kODwv BDQUNCrGkyUQ1aStYrOUEPhSYV7x/sY7rM1j/s/SITHwITapWXJRCB18yBtQ 2ccEXQ8PzR1qoaPI8eQ+GoMNLJpFF3jnKShJwdQ6ZpQFQpdtLlUQqSD8Hr+U 2sFBrxsUL9IyGEBbTL0lsJ+CIo18hR995aDpJzuv12pKIOXXOapiHCFAcLfN fNxCQ8E2qhYf9dcwtXwFYz8vBhouFCwn59IAa9Vo6JouA501cjN+rsECu/6N n9yYR0KHgtTHtwkEkGV79dDc34twvDkPLN7ogwH7+VOxXQuwZHjLzQEeBcjZ H2ygMnCo4vEGfUcZUXD4Yol3uu409C9+62+qwkZO1Vh9a/kY/FER1Gguj0fy 34m3jV1fwAM5XcG2nr92topWf8qR17DkQfjnbJEVOH1+ruDtm2EM7ytvaetK Bo2LT98/nZvBxh9+lSivlAR0e/PHlwrxAFf0sbRFn41OejiEDD1axbL5Mtu1 VhagO7q39IKHA53NS/kVv3pW7lNd26ijCDhqnjkUWkdGG9CmeucBEth0sDOY qdwPZTUCcZxfPp4lRJ3l/voZWlYfq6M06CCUnZ/yxokEjjBvblL7yAV4kSxm 1uA83DY5VePczwb3TbkPT8V2wP8BGZNZjQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 190-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk71HsfhzGGYRgzzFJIyJbQglKW74dIpLQoIuVwVMRRUVpUlhTqZE+L TpRQSilblvN5WyPZt0L2fW0I2eY8PT/c1+sPuK/rdd0Kzl4HXQX4+Phaf/P/ XV3td1rOZJa4r+h/Nf4iHdUrL3srbVohqPlSn4zLa4ioldCFRnMa8i9omRRW 7CTyg0r69DuEwUeenGGvtUwMlLjKW8qIQGvpFV2nl0zQcHFP8pBjgDa1jOZV R0f6Nsn9pB5BiNbqkM/pE4Z3EjylkiQWbLUy+LC/ggw2h2kOtj8EoXB9LO0F ZiGDdIXw2adMpPY6XfB83yKhJerv07WNBJxe6wUV4ylctWsNqDbOYM0DFVtp isVE156f/PrPSGjXI7TbO1kElawddtu5NIeXOVLXulcxwJQ5YPbp+AQ+1yTW GNhLh5HgCEpy8HfCPelhpcL2RTxV+nlha5Yk+vQXr8eNn4KuhFBdLWsW8IeT nFtyD6XAzWvGM/QxGyJ6EppbzrDAPlqG/FzhMz5Se2ZUbDcFsHka+bRQAdbd /MXe1LsP807ZFnprkdFY3FatdS/miDWJQfxcbUFk6zwYXZBEQZSuIYbs5mks +vwc/OfLhJn+dsmE3EE8Pv6O5VwoDG9e76jYtJMOeaJuzWepE9ic2TZwu00M tu5lVFHm54ntiZIW8v1cvJjybt+JYhYaUrV/unlynpgejLevF6Mh/W2q1+rX PsaOfXFuSwMs6C8pVrOi/MJLG0z3e56XhBRRiQP6E3xIJdW5w28VHeU8XpGd eEaDI9ffVM+X1+AVGbLNzTpRMI1RG9vjLYLslOwaJP4QhqLF6wWGnkwkWXUo jGokgWDFjefjPoq3LhXxYj8II6r5+YCQWyQkrXvgkfybBfy+IDNlVT4Fzbzs SS7cx4TirF1Httaw0MnOC00Cd9lw3MBc72gED8tN6Bx+pM+GrPLMDks5PpQ4 sQHTlJfweLXGjowhAeTa8CTnk+Es0U0XiroZvIwJ5WWPx3ZFhH/hRJBM3Bju nD8ZWrili3jwi9Yf2sFBY9LmnKEzVBT5xsGZ3MJBny7f5E8ZoUDCTdVl843i EEKp/WIayQfSy0Nkn5xlLMJbEEi8yQDrlV6/AU9JVGaSDaIsEvDq27/kZ5Lh 6nq+x9+oMzj8YUXMgvh/uGiuHg1P0uDDKPSJis8T18YqlZYvCyAi97SJ5VcG aIgZeck/EEajd+4oXKudxaO+1By10R/EI63x5FQaCUEAx7spb5Q4L13wnekn hbgvS2qamXRkKxtDHg5ngNbopL9OJQfVj+mJZRuFYo3Aoq7iE1IgE7Kyl8Cz OJLq+NXGmQZvS9N8s6cp6LWX8gO29hy2oikE8/zmCe/iHcIDd/rxobsr97kW HPTxuWFMhScT1ByvSLNzWaBptz9EfRsLbvL9MexnSwXC3/DtiToahMWrff6k M4Hv76wbjHOjgr+IDkMdiSF/FffJkuU+nM3cVkSk0aDNyMh950oldlFP8O9p FYF1KqcmlMuG8HeuhaaBGRU1E+/fbS1bxsokvSzdYUH0yPH0qD29itDafNY7 2Gkaa9S48OteYaNaep9PG10KMvyqY3MQC2RD3evvb2JA01Ohr20LdIjUSd39 8UYLflSrtT/fSRKUAzr84uhstKu9lswS+YXflnmk8AfP4hDrmpmRh114h0nk k5tXychw5t3u1A8sdPe2GPXXUyG0zVW9T1GcA5Ha6Xm2T4TQcCBqCviLHwrO JjHOr2MD7dhQiYLnCF75NaqerS2AGns5ge+DuJh5yT87qZ2FlHkUhXuWAigt sLTr++U5wsRsk5erzgLxniEV3hAiinSfjm8ZfSaOon6YcVlpbBhqlRGlbRRH 6kWFO0hCVLBd9tM8HsYGOjEQ17ORifZMJZtE7xGGe1kZwUVlJDhlpHdxdaQI bNaWmTglVoitPJyZFSEU+E780LTZMopPX1FdGTWnQswW563ate+IC/cdJhih Qxj9efhMZmk9oZtU4aljRUdDDu71508ykb3GmW2hmhykdNzx7LRpD5aTutn/ bIKFXuJD0qzTtYRv7vEsaGOixBKPQrP/fhJplif32dVLoSie1OrAQAYyemH9 LHUHC3D4wmLRLB8YFthMn88UBN0czprLm98S0jU3KCUeDNCXvoQdq2YIq3Lq +zIyCTRsVfUraplIn+dqqVCVize8uDoaEDpDzJfJtOTXcnHl/LSKz1U2+rcx IJMvb5aAQ6Hm7cMSAC/feM/FjBCCJ5UKpMvYqGUG977dQkHk6GlekywDKVcf LotfEkQyFx8fsnjARkem9Vp0IhlIdn1o0Y9NImAQffcuapVEX9aY5OWlC4Cf 3Yu/aMkceMTrlDewX8TK1/KPGjzhg4reGwqt2kyYunU/QWwnBYq0Jvl323LQ 2hnBPf01zcTp08eV3ijOE7ruFyWDW8TRxsQNCfbRGcTEVMam6EommpBZOhr+ kQM6Qh9aa2LpyJjZF3PLf5GY792R2elBRy5zIyE9d9mIpfndozlRHLp9Zu7o 7ugmhM2mj7rHi8OHw3Iu4Z/5UBfWNTo4y4Cgt8dUgiyF0NWv+arcHBHQ+XZm S581C7nIxtspWnfhmqVLA5VrpGCfbUvIJvFynPnzdqAHVxJcc/m+L33rw1t8 Dmv2lQkgVZvx8UXxfkLu2GXvlP5Z4qfxHRNLEzIyOelysaRZFJ0jpqMc/2Ci pOG8qC9RizgcH9O7FSKB8tPxkcRoBjpSVe7/JocFoi+q4N72FSJL7JJ+oi4T MiLqbUqmmOih20HtoJ1S0EhtHjM49xFPWs2k5HqKwcWDYfpF83S08mj8y0qu BKz1XCu3YZ0UOlPWzLKoJkPxhhk3jdfLmEdJijV3KcYuT9Pr0ip4eHPm/V6s PoWFqixFePvE0BEHH4VmxWxi8llYeewEGxziFa3/+LuVMLV1nA3LpINv91Rz w+pBojbJsL56Cwl15fq7fkhMJRTTxwa0nOjIv/p0X2QDP3Lh8t+xKlghqmcl 9/9sE0RDa6RfjLlRUc1JrseMrTDK2a3JclUTR7Vmv3yGy2no22KTOn8DB/Lp 87vcFKiIZFev0x3GAKlbdzK659hI91367QsPFvFgTEb2qVQ2kM3ykyPyp3HE qj1m1QFsiHvMYRR7sdG1wMsprmtFoOqVo7aT+++u2Z6sTZqmgZeqnUaKVzux NHmCZ9BOgdexl52+sMWQs2BimnEQP1y1vi7ttIkDLeHPXe+ZCEH38yBTge10 OJDnCefEBWC5phLj8yR0PpYbEim6hBNek4SvFImjk9923d4Y24TreZ4fdcwk INtAoDP+WTP+Ec+7UlEuAo1aSgJjai3YO2E8RJkrCEmmvx8uMQ2r77yV3uhC Rf5ZgXNZK104VCFjvV2LIOoaTvpYbD2ELz/p+zEITGRZleQv11FH0P7Wvme0 VwL1fZyN1FjNJa5HavjNDbFQb27wt/JWEtKU18wejJaAhne+e/8ZFEDD2cbZ 3yPaCT6jFZbnQzHUGRZVITnHD3GTSb6LTixU/+rYzLHPdCAMHXTQbg4yqRCe zfcVg3r2bQqXxUH+CxbXssniyCtGsXigUwKC9TwF00bY4PylwFtZnwHKX5+r ibD50d99UT5tJAb4WaiZdOnwCHMr40MjO6Sg5/XiQvQLGmqve6IezS8FF/Sc tv+ryUTzNyYyKw2pcOzqhkGjxUV8P6riRP+rX3iwIhnNRTRjnQmhj4uyv/D7 Ho2Y1nwxtHOK9TShiB+y36zTsZEVRm0VoWd3G3LxuYy2c/qqLNir2BS0nzeE f2VfLTNeKwALD+z0S6xKsf3zej9L15+4dLVNpeB0G37/MnAoUWgZw/Mj1pfy +ggBz7WmlsepqE407sXqgmli8NWIRFaOJPJ1mDpn8lwQ8aV3ffiswwKRqRDS CdffHTQtu3Pj8izW2wajFtcFUF3FfEr2gw6sVH+Quy6dgv40ftLtX0SFOrVi lfU+VKTiUOcnpdyCU3eRN7ZhScQl3b7AiZWCWPFtu1b3MJA/KyX22xEKumyg bizyVQrCGEmnnsqIw5LY2wXP/SzoY04HKERIwj2XRa/SKiacMIyP0/jt/8v+ EQ3ZZ5IQwz/ydF0BB9IL2os/3aCBommUbGSmJBRdEGTf3ywJV+AG/0EZHiFR c1S9yIAB8s3t7oOposhN+LrKaAUDVEwX9OaahZCTdEXZmSQR6L8rp2xBFwGa 2zhNXpMCyvjnxcXCAcxdd8vtzhwPw+ruQ0b2ZGiKlh8SoI7hf5pMxw53CEK9 a5mNr2oTnu8Y+XdAiR8OaxzNi1j/A1skBD9oaFghoJF75Yx3D572YdQ1Kkgi HmPVmyciPKLxU/2tUzUN2H56P9f8Hx7xSnBlcPMBDvIzZpPO9gqjrM6wxUs8 Fqz7s7RWQ0YIrc/vZgQQ3VjPL7M/NZ+MDpDCXssQpQT5Qae/ahcduZPfrwmf FoT/TvQzDgZIopiI9MoOEEAmdndNKO/YaPjzovp3PTo4upq8DlpmIrGMUocm iZ/4fzv5j9c= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 191-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk41GsDhpkxBjOYfU6WkMietYX0e2WJihZK2RKlKJX1JESWsnUUKkkL EacsKWvofW2lLEWhDk6YY+yyL4Px9f3xXM//z309163gdunIGZyAgED37/y/ y071FF65tojd2xQenB5IAUR/j/3r8gKAVEn/YPK+FXOuuauUUEkB4VWdk8RN /2Lqs2ohWS5iyF+eUOSgtYrNf0gdBJCEuuqvGrj+zUBjjzwXbMdoSI/UIHHp CwVkp1i/30InomStHvkyDhEZ/ZQ3Dx1jo20Hdr051EhAueLiP9mbiaha9a5E NmQC+3hRjkkTC6jkFQj5cnhYxabHwweMCYg9cHBZ2eQXvOPoyx8Znoeahxu3 SWyqxQQmcLjvrwnAIg1Y+j0XBd2xjfM4j2W4yqaH9v1BRZZLYVH1hlPQ5xv5 a8QABR0RP62BHerDvLIefFTYyYPqtaWPuXkM8OEiv99TUAQYWFUmMKJX4RsP 9o2ND+hol6TBbp3+Znjs8/lRsqUI0rrTvGVm6R000Gl2MPPjwFs3XCKrzhHB 2P1tWorZC1jquie731YY2Ltxk6uyREDuzudzXKk5KPbMB63/yUDeznXBzjIj cHz8FdOtmojqxXWviy5T0Vsxz47LpAmYdu4e6RRHEm2zpjaJLC5iXn+ZhbQ3 zEJeziubk7VMsLVsU0OoLw+b4aY7tJElwHtq621p3iPozLnvuTLIRC4N0bL2 iTy4om52yNuXhqowQe2FYhxQznXrCfmDAqbAIypngoKOXctvWXzfCpO+hnAD M8WRWYrK2H4/URDEYqtGdYqiGt61KmNvBtDy0wxKM6UCtObJ9/cahYvunjrl OmKAtNf3eswNPDAOmOzzdl2Fr6uKc/6oFAEe/6RYhPmwUG2JxbFtrUxgc3Uq aHB9DY63aBgWDeGAoi1ha37QItZHEU6K+r3zMt3ZLkO9DguvnoiUvj8Gm4fc bByN+7HUJYn/YnvYwE3A3UjHRgLcyXd0I3SywajyEcczMST0NGrL6t6t4igm va3A9iAOSa0OEfzLVmHECpFi6URHB9cGQga9aWBprMK7lUVA/Lbu5spiAhqN zGzJJs/DxAeNKcvi69Bhq3vITzYVvRlFHDHxRcxednCDz3khgJWf27PvOxUJ R1TanqSLgdH4eIXQz/PwleJYz+2iGSxNa/x5rgQe9D2oVgyLm8B8pap6GSF0 0K2180prAxXYy6QQhhOpqC5F0tzNk4mkY9asMTgPL/NYLjqfKKiw/uWfpTMi IPAhO78xZgkekFCI5ocsYous1yrMEi60TVi7N23FBr4vJNZakllIxfmqFKuc iY4myY45+7JRlMCp4RB7EpruGlYVIFJRXLrKpw/6E7BvcaD32X4JFC6qT1UD ZNDH4QdzWVxYytheg72UQHTtNVt+eTN0V3sa3t8liqI0GSvy5qOwd9pKc5c5 CZQRSENtTetQCb+jxGBYCNhNSx8VGmnBtHQu+0W7zsBv1mkbx0PYSCbWq+2e NhWd7dmTPFJLQ3f0cy0rwjoh3dvQMeYgAyld7wm5T2EB8fQkKYPbPFjYcCFH MHoeKrvuveAS2A8N99x5FBVMAALx3ZdnV9gg4SaZtPREGGTBir0dpnhUdTmL 6qvIQr3Xw8SLN4zDtaVRtVI9HHhhFxIMHGch40p4aVY3E0jJRG8Q3i4EXkbU /+wNWsAimZ80BLpXsNdUemJ7jBhwFqzbft6VApKmzKeZL1noevmEzxl5ClCr qTbEC5NQXVfmhoZ3ouivkqLomgY8cuuYk/U3ISMdPemJs+RqqCqzan1MloR6 sSlNO91R+KuIY3lBWQKl6Lpt0/v8Cgv1eeVXiRuF4PTR88X1bdhHN9Mf6zga GHL0avP1YACdyQqeEZkNMuouVJuvz2G9NSdaRrhMkMSnb4iIoAJssUDcMJCN YOIyr2ZeANUv2Exx+4WRQRlbNkinEGPm8kOHTOjISOoKdG6axSSbEsEkgYA0 7LcYNX5mgLbT5WIvPCqhenbw6PXYWSxZePu6ZeEs/Lg4o+wfzAI1cLBkAbeE IdvYvd3DkmjEz3FThfk4JuSxuUqqgQV4bSly2u/EACF5hv9NhgrCxONggjYR SAc+tLVKZYHi/ZLRWl50IKMaWzOlLYoAK+VhVDsDNMvuefu2AIc4q4SLt5xw qHEgTKFLj4Ey7lE9zL+IoRqtSUFLezZ47BdfTZb6jp0757I5f9MixlAsdPgV QgFbM9SfOiQXYTPnTixhyywwIb1yIrGCjYJ2v/llb0cDJgxOyo1wHpZaeOv+ hi004L4wEtOfwAIujzst2k9SUJ//bLyBYR/W2F7b/NWJgt4c3eie+EkAnAOc 01+/01FkoZNy5D5hYPyV+ODUBTLS/3Fel3OQCVZHWqdJ1v2wdeXK4EdZOqqf TT3MdWmExXM3Iy5M09DH49mLAVODUNf/qCanAQcapuwWx1W52EanIL+c/+ax sl9nlf6+RgR7PNwD6zrEQHMnLptxgwWyht8mNSfxoNedMJ/aC1RQWQCPZSRT QagPr+HdURYqut1mV/eLARZK2kXU9jHRV1LH2C6fChiQzjeWPy+JAo/EGdUs UoCYkVRR3E0qkvOW26iuSAcme2cxiz9EUK36rKdG3ip0TSMfOnGkHro/Kfjy spEPS4+SuFM7pqFw0z5Rvg0ZaPOvlbcFlmOTmXHv706wUPIwjXuN+A9mZu88 H1dMQVabJUp6Lgxjn7OM21p08eBXq+Jo346X2KaCsUGt3z/pw588e/41HrhP C8YfqFrDuqsd8QFkIhiSlcoe8yQBA4Nvgb7NoqDMUpN5RkUccAZS5BoEqeAH 75uaYDsb7T3N/ta7Ig7wx9v0++Ko6BH/Hb6pjoSaXjjruXox0TMz67p7G6jo 0pbjGjmXurGERB3TP6+QUN7dINdmFhn8OP6loc4Bj4IPXpNy1WYjhqLWZN8D EdT3LNIMt5OCfPti3UNm8Wi19SOEvngQkUhkPBlYg0/z8MSrNeIgoMPj2wnY Cdv43hX65pLoMeuIiuxIF5xK519tfC+KBoxqDsSHfod+T8djlKaFUIdyUuPP 2AKoZnqj4Ks7CexNb+2PzO+HsQpFqsc7hYDhfUWzM3UjMOgRZ4qLGOBWHimf nNmOSdzS+2u3tST4EmMcd2NwBrt2RyNkYYgJqi22RBEmCUBTXrOUmyyJ5nIC GeEcITBcalLae7sbS7ROcvF+KAn+jUtqpC0IoudpianJT9mg7YXTrNNvL3RF 6s6HpFNR9A5voZcjLFRot0KjkehI6fszFVGWIPDDVN0WWmgoxEplz099Pnau W/BeLmCi/jzecnK2BDjN2Vm6T5CJAna47nynyQBm1xpMDaUlkFOwOnc3jwd5 3oWrIqYrkNv4HCzc7oDueocjdZ/z4Ot+jZSuyt++GIldKXqCR6X5ivp2MkSg KxeaelF8FvoU/eNjtIWJTpjGv7GJGoVLpcENJnI41GM2kH/w0nvo8KwtZN+Z Odj131b30A+98PXfEUMZwqtQz09lOqNlEMN5y5ntcyEBMmMpP6J4DuO+GJEs KaMBVi4nY6hVGAgU/HzzSZ+JVkaVcF824kDGjIzp1tV5eIdYCXUvC4EvjYs5 pak90GmHMO6pBQmcNnnUF15DQpmChzIO20sAZccvIXSlTjh8a9wwt5wBpvE3 A9h36UhBNWA+qJYOwpk5d38cEwHL92SHbCaZKI6adfaJtDhiGdklWP3FRhzG zHWF2zQU/DByd94KC500Tr+v8Zuvz2F5v4/3GShFcOSJYhUbpUQdMP3zHwra ZJYkc6eYhiaFtzR7SzPQVRQmeESajy1VBLJ+kOlIvqPbi5srBhyML5XAHDpS NlvesdAhDGYT3me2HiOj/xI2KllRRJGF73KCWLkYUoJzgbzqQVik4NnPlhFE aEOf7W4HArJLm3eV4UzAx9/Mxo72CKGodu0ktkUnXOwZeTe4WRCZnPp4s6xn Glo9jU5tb1/DHq9xtplaceCMP/XLVwUaAIfIEeoPBMDXD203zra2Qyz/39nD YwLghdAaV+cwG6SxSjLCzoiBkn/jeFf4TOR4SVPC8aIIUK3so17H+uBLm7zr TUIi4DA+Lk8aq8eC79Mdz2bTgBfhtWzijBAqVjC/meDHACm3Cz72IBywHH4x Ga/DBuSiesdvknNw+Gfz53tyLOSdnIpX9CcDtR0naE8+MxAhWJN+9AcDbPvk t5+/SxI5zaW/Jm/NhI7Tvo/Onaag44emFgZbhEGUxsrJzNNUFPBh9D9PRALh Io4biCI0ZFknoP4jgg7ePGwfkAolIc2onSRtXRo6YLZ7sUeZiFC3h/RVXQIq Lr9oMzMnhh5rz1aFyAijfZUfPqMoERSQscv/4OMReLM2T/Z77DvY0vcgWZMt jPLLiYE+7BH4fHhKpCviGdxjveB8iBoN5+zc0qItufDioQGr7RrTMOG4XlPM 2zWsiRW+b2Z+BKqcmEnVINNA+mcLZ++t9djgj5xfGXLLUO3Z9qTBnhVsffxF XpmnAJrkl2bGHxYBezTPBMhJJcGstydEx37RwCu7rqeLo12YTXPyW4VVOtjj M6AbObUKb+tv344/ywKsoTgRrTU2+B99Aa1p "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 192-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVk/k/1GsDQA1mGGPG7OMqyl4Y2ZOW70Mq2mjDleIShVwVkswtS4hWUUob WqiEEBXu8yhEsidZYjKMvQyNsXvv+8P5nH/gHHXPwL3e0lJSUl3/8X+blzLb ZSUz2C2NiPB7p6lA6x+DY1gLDpBKGB+tq+qxWWf9/eRzdBBR+vWnnEY3pm+Y qH5fi4yCV+JfuRrOYwNNV3QdnlNQW8VZc49nTHQZh+ILB5nIlFRJCWykAp+D x5P9IogoybBrZbFADg15GrzWSCKistU3KU8gC8Rs8grWDpNDnF6HGR3rX7Cl YZbQYDENuXuqLSga7zGlb9qbyXNyYGsqsAt6SgQmU1oXW2nzcJ7D+IevTEPl Ov+cefdLBE9+UWyJ6qWi3tFTgaFyvZjf4zs16utmYfHaLM9r7Wzw8e/FH744 eRB7XpksurAEC3w4sWp3GOggiGkuG26ATg3+w4p28kivMf+Zv2o5NDf+7Gob JIDO9+fPLnUTwUiKhaHmkylsm0sygfBSHjh7CpNKH8uDheMq/WaWU1Dh0Um0 FMpE1i5WVifRCBwdzWN5lskhm4xjBT+7GOidgm/rCdIYXM299nPqAQ1Z7KLV ykskWIEwD3E7xHA2M2+3+3sW4PWJmi9bLWATwnuuTYoUoGX2cvDO9TR4SJDi O9fPQkr1V/r+dl2Ac/q2jgGn6Cg5XwP/MFsW6GR5dvGUqaCyLCY59zUdOZ17 WSepqofdIcci9T2oyDZ51ciOICLQiy2v0r+qiMpnz5VuDGCCd5qjn/yYDIAW fBeD/Ybh1cJKZ8mEIiBtOxV5MVYGnOdevx3otgTzSwszlUvkgc6f6dc/J0mh 0ToDq1cD0iAzbBP2RjSD8amEGxdi5qHmQyOsck0lFlE2Fr0sZQSGtgiCo8kC 7PY0pS++iwMyUg4HUSEVJL486In/ygFhsUGPcwIoKO2C7vy2NWRkdlVt5c4N skhlfgAfXDwPO//4szLem4UcFnp5/QF0UK7Rn5i6Ww4tNnV+LinEI/Yu9xMe myXw2p3q5BnyEqxpJPqz++ioYBgJFMgSbOuCUujaRALA3hyz2f6NhtK+kv0D mhTB8KVL6v80iGGPDdrSnfUbSzUcfZpFkQEtz3/Pju4dx06plH5n8hjgr4Eg F8fHDOC8PBk/eI2G6HVJhd+fcdCyiwu7MCiGa99Udm64Ske5FS9CiybkQVyB UOKkOgd3UtRjFnkS7I0O2ShIeQjuu7xwS2TPARMVRl9ONNFRwr1Vnz6ajUGb WmXfzDIqiiCa0fSAIrhenvs03XcQFjHXlmMvKOi6A5bq+G8D9NJLi/jRRkQO J0KL/eTH4HeRPXfDFhKYbnO2mEjEIW0Zy9fmg7KANpkqtyquETM0PhEU4zEB 5UtwMgqlTJRolmX39vxXeNr/3E73U2ykHdnFS6GywQ7iYasjBxdgbuXxTFyM GMb0qF6N2SmAVjaJ9y+E48HZOy/ghe14VHriMe2UJhvVVH24sYXyCy5MD+sV mUqD2XpxmM8RMWSeiSh63MkCVcdrDOydCeBFVEXP97ApDD6pPTdTvYjl0xjX mi8qgLx1Cz1Of9DBjfEtItYLNkoR/3K/2UwDeuVlVjIEEipwMPAYC1JEV1+/ iimvlEGOQRHtplZKyNh02dhRxTL49x13vUMSMvqOjXP3mwzDHf4hd9nPqCjZ xNPCtCEPs+HVJBDhKARHDvgXVjRhmTKOtqIBBhg46Nd0yocJ7o2sezZnT0Tm xRzVMONczMD4A8HLjoXWq5yBh2onsaVQN+Lv9XLIwFl3fXUDE0SeD9pz1O5f qP8kfDgyfhLzHHYJ31IuhjWSCZ3gcDZICMlUOhU/i6F98ds6B5VQKkptHdn0 C5P10SpVqWQDos42C/OrZIBPmlj8spwGdrqYTgnTiGDZ6bv77G+zAcfsaJgw mAWWr44vHzciIvBwQk9DhgM+q9q8e5cjjX7FO/8e2i6LqnvPq7eZMtHkzw2u xhlkVG74E2fnzAHchiO54owO7Nixw1ovNSSY7eJCZYclHaxJ109zTXqFpQW5 n2yzZgJrpiA5NmIW6xLLzXxVYgKvqaGLPy6zwV6tPe0vlemIHzx5ydyKj+3G 1b8/zPrvnwNqXtc+SQGLW8a7DH+xUHSum070dgL44pOl8sRXCZm1+5sIHFhg 890dcR1qAlg/d6a/RpWBdhtX48i/PsHC33FRx0V01KX70kQHG4QmwQe4gkpp oGz/8lDWuUFMzS0sKLNPjEl1GPhYSYjAxsfr9IdWBdA0uLxNaM0AJTnQKT2J BkxLDo64xXFQC6l1ZMPJtzAfxeRHu9HQ6b0J68slVNBa91wvwp2BVgSsUNPX ZABTka7bUpoCeq8/6WuQPQ8NtUpW80KqoNfDnMYX1Ytw+V+auhnyk5BQu524 uFsR9KupR/GIJdjPjISqm2NslH77gc2uii7M1vmQOKGQikT6xiB8cRhreLyx qc5EBvh0FTyvY+VgGjkj/YYeVFCD19haWoEHXiLcpZ2lC9h+42dhMmFEMKCq 8mTElwQUbNfPKUQrgmI7Lst7FRnUh3eLs2rpoH32ix6umYPOrrT650YiFci4 NJnxE2io9/vWc/tyKaj2+SFTDz8Wen90vG+un44CdV0MMgM7sVbz4qcMNwrK vhnm8ZmtCJ5tCXnS5YVH4Q7nVDyMOEhkSgxbb0RC/EfRttLrqMiRw2c/USSg +foaCE/JgDKu9JaH0VIoLVtG7mw5GeBaep0+a7bDpsWAt2ZblBA+6d51/vEO OH5v8Wx1FRG9EGXjRqidMCht9KK2SBYFiK2cSfw8qLc5NqfFiwTGrB+/D40X wHj1V6tdvsqCm2yeskLYKAy7LxgXIiZwlW05+CblC0a5Ynp10y4l0BqwSri9 9zd2LtGANzXAAtaSn5TgDfKAu5JbJExSQhUbMruFLDkwWGRd9P16J7a+I4Nn FkoD3Qk3qulTOOTvqez19DQDxVgGyL4YYqPDEG2rIbGQ9rdHq4hsHNjjRNoP qpmIZ7/KpsdsEfshnk7o5HHQj+zZmaQnFJBtHHinxYKDQiw91v3LZYKln4Je YQYVuYXrCzfNzkK9Q43NBPVFKKx+Cqaut8LXBFHuq6AFmP/DILmtRBEEXzn6 ViEPj4peaprtXy4H7hfOenpTxPDkq46T63VZ6EKG+cmNu8fgdFF4pfUKaUT4 Y4etc201dH3UxNvu/Rv6nDhqkh7Mh/nPogbSCfNQ1d0xNEt5EJMOWGG7/TAJ UOsK90//mMKEz4eUXhfTgXSoM3/ejAikcnoKPpmxUHGa4eYcgixIn1i+ec28 GEoOXzYIu0UAjdWSzKLbXbB6V9S5RS0KOGJ9nx9RTkKORo+illVQgc7BRh5D +ytsvdZz4YqQDUQycSGcmwzEKtqkGf6VBSJYmTfbneSB5t0UuO49GyXjhh5q lnKQ6/HYXss0OtKwvbE8sZCOPLYdGKqxZKOz6Dxu77JFrKBxUBuRWWhla6ef MEsBzOFW24nesJCO7YzlVCsB2KtetK/bo4T6Lqtp21OJqKV4jbZfHBlpw9+n Z8v6ISu5/wQalEboD/6+Ta54FJweGt0XPQ4ffLEdOdAli04RLzvV3P8GJV1D //Zr4VDeyrVYRtkktE+Lud3cvIDJaTXzLzj2w4lgWmOLOh3keE+qKblIg5aP TbFH65th3r2dB9vzpcFz2QWh8R4OeB+4qdvIgAxedyfMnllkoeOKY7XqUiSw uoRPi8T48MECYdWZSwpgj0xC9jKsAlPV6tkdcJcJ/PD5qtcmZJGO2ho9biob JF/PqelC0oAVVv345xIb4cO5jAPtTFCwx+gVfjMNuf2+l6+4JgOGWca+gqp0 5OI4PtVfRwACjov0qCUDhXwc7vNFJNAdKSs8P8ZAdh+k9NujGOCsSTrX7C8K 4l5YRzIyoSMeo8PD5BYRoU6fZWdN8MjWCCt4+4mMHhhNlvKWE1CgbVVSrzIJ haRvCHZ4MASLN/rj5PgI1vHvJHE5BNRlOJUrVTICnw6Oy7dFPYLRM/GTF+3i 4O/9nqkxdkIonOn9lTg7AS+7mNZefLeAWdxs0hzMG4Wr/py4baBIB8RbSwuC 3VVYf3vmr/QVM5DrPjROq13ElkafZxf7SqEbnWfyt/MVgA3XO2SFyg3Ic+WY fBxjgrz9bWmS4TbMoafGzJTNBjYne02ix+chEyj7lIcwkKeP5Ey+Jgl81j12 KEfAQHcD57OHT9JAWGrKIWcNJlKjDMsrTjCB+0bNkJZqOeSQKu5wdJjFPonc 1SNsxHBo7O0tnRUMNM2K+iyan4YamqfzfMNYYG193t433wZgZHFQWvBWNlJX 6dOOHBdBNkH8oOe/rj4WmywyvAWwvOXuidX2fJhToX7FIGkCnr5yTCW3ohdr c+q7Hcaqg3p7z5/pEeOAyaBkWbz3IHSdrXSYrycDsn5nNAMnwpZbFtEE5vlQ zVYvsXLzBNb04fJ0H16CkYKhFvDlY+hrXeQypAgEf+UklJyXBT4rI+6v3akE jvBuDRXxKcBC791eB1c6+M6as1jxlAJc1919Y55HB7o7DoeL42jg9EjLUm+c EmhLoSu5fGcB7ob02BgNFtqQnPlAdokDBrxp0XvX0ND/AHzAsxI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 193-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk01G0Dhm0zmBnMPmUfIoVQ9Erl9xBFC5LUSyJFUV7JvlSWlJCKoj0S yp61Qs9jjShbSFLCWEYLYxkx+Pr+uM/9932d65yb7ept6yYiJCTE+Zv/N/mb xA1WkQBLVgkPfRBABhF+Y5qaxaKAWEF7a9LwAUtpPdj025sOwiu7f4mrfMXq lfd4p8qSkZ8y7oXDBgH2GnMP4U+RUU9diIHLczrCh2gGZMmx0CZivbR3GxkQ NRZlxHRIKGnDF+XyIXH0+d6HDSU7SKhq3W3pDMgAzmZK21WmJBFr0PqPuslv KEc9uP1NzQLU3t+4WVqlBstTZaQUhxPAznvAwjdTEky9v6iVhFuBAhbt/MAq CopPMSRldExDn4+kzshBMoomB675/mMI83x6t4m9ZQESXt1Pe+spjIrdWZcV 79LQ9qaiIIn0dmjfeppLspBA/E81BENuDTTQa3Ew8x2C5smVfnEpJDCRsnmD asYcJullizthTgSHXEeSKp9KgKhu08azCfOQkO6DVgLpiBx8PuJxzi/440ch w7VKHGm86dZ6Oc1ArwkeXWeJP6HOsdOSx4NpaPM+SrMEn48RvhyQvqw+Dxey Cq2caxhgz1WbZKguBHgjDxzaSdJAeuQtJcXqCXQaSvFY5DDQKtJQp5OhEFrU NLPxOkdFqSJDJqAXD9SfuX4JW0UGfidujp3OoyP7C3nv+Q0fYNBL0wDyaioy u6UxscdXEnBVcsSXEmRQ9cKFyu1edGD96dlTBSYDoCWPZT9PLhRqSjzmuiwD iLvORcRcFgVZTiKP3eyEUVFlSdaqCglgEzyaqGQrgn681zJ6MSoCPtqdstyW K8AGyPjES9EC2P1C/q6e51ssvOpnlFzKBLSn3PUNk+Zgd+alh69+YYFvgVH7 JyOo4GaeoyuumwXSzj+iBLaRUeqltYJdOlKob5W6joITHskKRnF+5QK46OCf /TCDhayXBsM4XlRg46s0rVAjiZbb+1oqSnBodbdjfGnpH3j9buOtP1IrsH2t kHTJAB0Vc9EQQYqPZZ2nd7VOSgDs5SnT3Z8oaHLscuD+XhnAjYtjn2+dhT7W VUGyXXPYvQ0/Mp9Ji4Ih8xFHLwIPOydb2U8PowFF29PeaqUMcEj+Fm7sOgXp XbVZ1RlBRwV1OYFlPAkgPL5n1Im/BPdKs6OXw/iYTeb0JYXKCXggfil5ypIF /HQMzqxqoaPYBxrv3ur/hDVuBVbHwqkoXFKfsh6QgBvl6ObxBS4so/9TjeVI o4TyvObQ2HZ4fH1q+PceSZRa9zCTSJyE/VOW2tv+ejc591/biqcoUhM1LDUY EwNng9ML1M06sA16Z32jXXhwZJzouJvLRDf1n1m8utgNm2wC3Th/fSmoP5Ml HD0LbfLS+Ip2HGhkevPhpVAc6PdR1K6+Io4qzz6lnFNlIoP8Xhf9dVNwaZ67 vmyTCEhkE944PuVDelB42dM+BuDWlnU2FUqAnMi6b/3Bc1hz3WjAuIgwKKLQ rnfEEMD806K6NCE6SJw0n2LkMJFt1mYT7yIaWF9dZSSKJ6KazCiSwEcGJZS+ iK6uF0XXh86OhJj85bpJ7udJUhWsczoSx7hORv3YpLbdRi7MfdHQkulBRbc2 um7e1FqIeexiBy/X/YbgxMHTJXXtGOeIktbQCgOMOnq2n3Ong88Sfnf6eERk UM5SCNYrwAxb66Xdo1loq2wQdGqexgyatuyMyJNEWofWbm1spYPFkH+y+isQ 1MwI5UZcncbuGHfprBDmYROfp+4XygSIbsGeOLCEoQNXd/WNyaDpOqEzTLMp TMx9TaVsPRNQ2Przf+zIAJfEW/4oTwG1w4uMCVsSkAu4f8DyDhMsymX9SSlj Afl1V6sndSXRoX6/ODMvPGocvMju2URHS0OSNJwLGVVv+CVscYgFXLxyXiqc 7cdOnTq6Jk+Fjx072a4VoEoHOmmaqQ5JL7BZQ4P67ceZwIQ+dOty+AIW8Fud vKjJBMfnxmO+xzOByz0D/sgKDQ34TccZGA1gG9rHmowFNFR8UPH49XdC4FPd lG6RIwXp957eOGTNAJL1oa6ZbA78sBjEaVKgIbwPDhrUvYclM1ciz0xRUeQ+ u4XZZi7c6HdQe6heBATGYRLq1AlM8Uiwb9bwLBYu3VRlW0QCpu7HA2q7COCM o52VqwUDVORD+7QkCvDMp5fzdGgowDZ2azWfDEJiZuNWeTCQkpeSoqYqDby8 JhzD85JCNZrTHlq5AnhHsmh+XUcjPP44vy2ncRnuOGAPWZKzEN+8W3LZigTu 1xkxvb5XYb+exDbc/slEPTeGp1vffcPMDjnNxpaQUeVHgfOOrp9Y69Pt7e83 ioIa72to9HEhppI/wdngQgb+2UbbO6UlwPEp4bi9lUuYSN5QRpc6CYwqyGZM eBAB6cfg48JIGVBuoc1w05ACq+LNuSX1dNC78HG9cAcLaf08EvvcmgpED7fr D8RS0KCSs07VDBk1ZzttcvFkIBH2m+SWQTryXntYK8u7D7ON102sbCCj3NvB Li1MEjhPCvKoTRdHodYXZF10Wahn9VoyRpJGA+lRZiJbyGhXg5vy3qMSSPCh CcJzomDHkEylMRBBqbmi4iHVUiDIr8boWWMfbF/2eqVvLoMq8LsuHtbvh5MP lkMaGyTRuWiHmPTxfuib+iNGbUoMNfs8sT+eWQTX77ic33mcCK6lsqghKRx4 lf1i3eFuMdBbKnXmSeBvGPxwaHIE0cHcNg5HvaYbk762KcF4nwyQKNDXvknn YxduaoXNjTKAnmXL9sVGAtBW1i4bSZJBh75UPPKNkgRjZSZl/Tf6sHvPYxXO 7aOBr7GJjdQ5YXQs97xEfiQDRRt6ieWMM9HqhKDyM6YspPYpXUOSKQxe/bcj qInPRGGWGqbf9JexTTsvXGpzpaIjoZojxgsLsHFuYqtcphAaacwEcze64Ha1 BosDO4VQ0XetWz0VJKCRnhg7wxdHZXmq+nby4iA54NAqa3M+9Hnx2WfrWgYy 6v80l6o3CefLQutNlEQQRj5xl+PeDB3S28N2u83AophJXJ7OICx6HjmahhfA PVORE6fTuJiIl5LZ7qNEoKtKHJLe/QcbyR6XKS2ngq+2OrFZfUQglP+t+J0+ A+njztX0sfEgjSe/Q0cwC2d2y1Ifz0mAtkZ+VtmdLzD5AiFk7zMyOGHycCC8 moiW9sxoRF2hAnXHtjCaWjfMMH9jV3ybjlTMEuVvllDRat/yoDtmLKTc1ec5 8owAxDTjraOtKGg4XlHNkiyJfs9fExjuJyM1OBOwUMWBgL2U1ccRQ2j1wAFj Bxy6bSluFgd48NFHs4mDX8RQqOc69jX9Psj/Mv6Gs0YYme8Wl2K3z0LL1Og7 HR1LWIWa/YBrwijk+VHaOtlUMFj8JJtnLgY637ZfPvmhA1qd3GptmS0GssWW RvT2s8CKlopVmyIZlH6NXQhaZiDG+4zDzB4psK5igBKBDcCqC7dL19pLgf2i sblyWB3WBgMeYA1M4IkrUrjOE0P2/+o4NdBo6MjMgyKSzhP4rneHVQSOjg7b TM5x3uOBvK1bib8xA/m/5Q57ICJQr/U4I45nIotaIc3eSBoIdn71+WYTGWlf 2kLU3UhFT0x6zJm7SAj1ucuFbPy7/9zzYc8AMnqkO10ZJo9HD43PJPrwpJB/ 2jY/60fjsIPA9D2aWQPfD9xN0mbhkaKgLfJBxi+YOTYp0ROZDtWICrs9Kq7C GTvXe9EWI1DDvmY4/s8MjD+8qTnm9RI2Mief6lL6G2r8y7ujRaIC0kT+i8is RozTm/U7TekPPN18hUMREwYrP7Jzyz2EUKf/soBTLAVMtd38lWQTYU8lVmzK ZoFCu55UPrcHm5U3myuMYCBXd35QkSoR4PUJsdqLDHTfW5DL9aGAsBbdZC/A RIrSXAkSjw7Q1xeX9CwJyPre7Gcb6wXsH6mWguELfDj+81WyuhINHbW2Six/ uAhVVAMKPYIZoJ0mfqDGgQsjyn1T/XYyEdO79lF45zRk4mcffYuahJBqmGDq zYHVnffPrrMcgKr5tUW7rszAgGunZAvqBrEfC8rjptQ2uN72YtC3WWEQtZV/ wnWOCx0W6q0FH6RAjpVo/vA7HiZvWEYZMiiCp3QpY5d1ZrD22vj5YRwfu546 fXe16iCGut9HyCES0JkqNHiahQfuyuEP/9krA4SUdarFyRSwef1rW2sHKrj8 7J1q1m8ycNhy/6VBIRWkP1bSnXOmgYCJzpXBKzIg1/2tYcpXJko+/fEq+9Mw 1iS8JtFMhYk8FaMC4/JJAJ/crGvJZqJIxy0Zyz8YgFVY+zAgionYF+zCskPp YLN7CXg2L4WYv7DA3jfLsEXBfK9CijQq0HZ38+kng2yj6Gzte0Q0vUv3oMOk DLrTeytVrkkU4fztCoTf4ND88pPHh94R0SEhXor2PjwqGZtOQtdxSHG/ZuxI nTDAbon+p9QljkrW7i80yCKBoejducIePFhVGaEPjAegbClu1ur7JGy1Xuts 2NoAHyYF3EjYWgz9U79fn3edgt65zn4x6bnw51WF2H9PfcEqJ4yF85t52N+f mLwbR0C9MSEdAR/eYd7b4vLtjQnIy09QfL9pGCuYKCeEXPgIk6d4FimCaazD abNy+2MJECIocrtHX8GIzgKnz0dEQa3ec2d5ByJY8ldLOrpAREYuC7FzTCJ4 vbA/oUteBDR1fhzLHBQHzw9W4HONKGDSwvtU+28G0E2E3bsmmGizeX4XN4EB 4l61n02N4GEdrbKjfDwTNOxIKNVJlAIMVZOT0Rw6OJpk7Z8+yQT/Aw4S+O8= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 194-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1O37hg2GMYNZzCIpa5S1bBXqfRPtEYVI8iXb41EKJWQryZaiLKEo USFLooT75rFVliyRomRfy9iXMT6+P5yv6x84rvM8ZBwumTvx8vDwjG7k/6+N lPJsfsk6liAb7J96lQJu/arTvleLB6QPYvUGdc3Ymtd7JfUEJggu7/wjKPsT i6t+JqDdSEXe0vhCGzUOVm1U1rGrjIa6avy07V/SUaf/3/9r30ZG8Wo90qUD gugSSTu4QJ+MKnY8FH0OGaA1/mxQQo4wYvWbLisY/IUV8MLyvvg1qGrWoCMq W40JyYfrGRwVAQcfgcNeWUKAs50r7iyPQxyW2I0+cSp6/j4qynp0Hl7uEG4P 7acglaQ2jhV+GPsnM/mjzN4V6O4ZWFaC8aE3zqzbW5PFkL1npmL/jXZo2eI+ LnyYgCTHH3X5jdRA7V2NNkZeAzCtkMC0TiaDiUQdNbnnC5gswA5myIkCK4fh +PJMAohm3j6fKLcKic8uo/VrdKQuTbYunJmGk5MFDIcKQaQY/deuOIyBdE5Q PxMWFzELefMvlQUrcCW7wOR8NQME1X+IfNSNAzPDqTatwqLg7auBWX+9THhu INFtdYiBBFbHpMWmcGhV2eikxxUauvLEiPwvEAIKLxx6AsQp4IGxXKHsdyay DMxrWqxrhsvf1GdP8dCR0YPtE8e8hADTZb33tCcVVa0Elu/zoAPW7rs7u06w AFpz43r/Mw6pXEH5gTwqIB26EnLnNh9QVwtlrijwoaLy4mzxDwQwaZVn4ojx o8kmFd3CEV5Q1uLC1SlYx/ooAnG3wjhwIv1Ef0rfRyy4Yurm5sQJGHg9IMnV eARLWhIdjOhhgTSVCHc9bzq4n3fWAd/JAqaMlovKD2ko/ZYi55C6CJIZvod0 SwlIgjOC9y7lQC0LI6v0a8KI2/qj8UMxHjmd5PaNuXFgbHLDg2WRdcjxuBvR QmOhN+NogCiyiJXne7FN7pEA9s7V8Og3KtpW51rskkwF41FRMjda5mHAEn9q p94y9khtMuuFKB/YaRdQozA9i12RKO+lB4iB739T8pLWWMBK8gF+NJaKDD// Zsy9ZKL8mpxrJTME4NFqNseI5UHHRWXCuAGLmNODmONdWX/gqei1BPYRFjhm yiYLcZgoMnX7p3qtKTi+1HE59AodBQtpUZWAMNgf0Kpl1joFS+i7q7AcUTTD E3sTObRDR6X04N9dQqi6O7+SU8aGvewjqvrGJKDuadbQ5INH2/j2vNUe5Qf8 WsHGM+odmNouT68w+xmIKkLnXmzwkF/7bzYubB7O2WHsc3EjUNfwftotfzyo ldE0PoQjonLPTOoVOSb6XCkyu29xBq4tjSuVaPICzsv9CwPSK5DuG1yS+YMB dqunqMccIYGc0JpfvdcXsHSjHOHJRl5QRBWLbbtDBEUBcq4qm5kgbtqYzchh oqXKzeGohgGUqip0+QRIqPSJ/p8T9lR0921hWFUtH7qUpihCo4mhXZqbp1yE K+B7rZiUseM01ItNq57WGIcxx36sO1rT0QMNBx3NlgIsL34sVeUuG4ILFu7F Na0YI4Jf32pAFGmXsrZc35WPccR9Sr7ZCyMVK0W9hhY68FrYHegSWA2Vn/uP h0TMYo+3Zreax63Aj4szCt7+TIC7SMBqtHgAOhVx6McoGWmIv2iYpc9i/M7y 5RK1TODaSb1bKEwD+PgZbockFdSKNRJCTpDB5qspp44kMYGOrwmB8ZGAGvqD ZLo06eiridrakDgNVan9wR22YoHOY/YK1kZ9mKurnXye7CJWEewS+8qACdQz lNNt4gsx04t75s9JMFGf92yUtm4fZpkZZn6KyURvLLY6xn7iAYJuLSokdTGk 1e2uMWDKAA4BoTcSbEZg86rv0MctYsjqV+/+1itfYPFceOi/bBrCU3qHPNKm oIa3hepALS/wP3AgZ318Cttqe90re3Aea1SVsGaXkIGhs+PV/74SAWbNNnQK Y4EPr6FlRjwVOFjYNEVqMdBV80i9qkUKSOLG6Ua/ZCEpD6mtynJiQDPznZXC AQqqVp51U8nlwOC0ZzjPi5+h45PXX3IauBBvPZdzBVuEAp+PCnFNhIG/b6jR QijC/jyNrHs4xURtbhIFjvd/Y0ZW5+Yjiykoxz0+aV/ANNaSua+1SYMPWJYQ BoLPF2GyryeG1OwpIFM5YTomgQgc2bio4+VrmCvzTFGDJBmMbJF4PuFGAuye FxIRblRQeliV4bRdBJg/5olenmOC7pUOJVwbC12weMebo08HfGdatfoiqUjo Q66qYQUNfX51TtP+HwYqGm0Jkmaw0CXFMyrZl35gs7s6cO6RNJT78Lp9I1MY TDrvTtGTJiJ/00AJ+50s1I9RU588oqC+ZzeNePdSUMFMyC2HP0TEaf4I4RU+ UFcstzVDmR+l5/IJ+lWJAOVvIsVvin/CVq7Hey1jMtoT5D9uJtcHp1O5fg11 QqgoNWclKLwPeqVP3tnG5kcKLeeXb6YWQ6UDt1+3O5KAXXXDreaeERghU7jj TCc/4BnMUfNwZMPraQPTw4gOdjBj2gYVujHRGM27+ze4VAqv5y6HLGOB91UC FkYYgBCH+yP7SASoSquWDMeTEUFStt1OQxiMlhiU9N77gWVv7XGUt2CAn5Fx DbQFHBKj/Apvq2WhsD0e/DljTHS63PnZVzM6svVXHt6/sgJ7QyflzzrzouGG LLBw7yss3ZvjGszBoaLfKg+6PggDtpt/0KEbRFSSJ6d1WlIQyBBP634rXYaX C79f1lNkoK2TB3vTh9hwqcS/1kCKFxUFniK9PNwMbZ61Bhx1moPO3asnzTYN wqKXoSMZAhxoXtIU9s/FKYzXQ8roqB0JnKUKd0/PrGLDr8bIb0tp4HvmNp+i j6KA5/WvN582uDXMWGdX+BBAxozkAXXOPLQbv5lUlkACXxoWs0uSeuDO7v1u 9a40cMEgrS+4ioSck0fNL/jRgcLZLwFi2zrhneQy7wnIRLJGcZL3i2mosrP5 nr+0GBqM3rrtCEVoY/8VQqIINLQNzl1dqRiC9+pKJ0PEBRHa1Hdqvw0erfI2 vplXnoOPO4wmLHr4kZnrUyE89Sdc7BmrHNrwjnf1NsVhkkvwSHpYUlvbGnZS JfxOCmEcznhTv7TL0AAfaTSm3kUAtNe33nZpboO2bLv8nE4B8Ip/bXiXGQsc bTFI//qFCt7+jFzx5TLQsQjPDOwGBez40EcNwfqgWmdqJo8OBZjxReZuxmow tUf9Ey4MBrKdSy0SVn8KRW+JK8RKM9GZk9MLQ00CYOat/1UPPxbyqR8fdEMk kFxVcj86hoZUb+0l7dSgIb07T/M8ABmhH86b/TTwqEi+vDNrFw093jlbHiAp gPiMBkPPRVOQT4a+t+njMbi7+OT1wNQa2NSXHK/KEkCOdxYm7P5Ow6zRaUJX 6DOYYHg3fLdnNJw77fAo7PAwbA8rPGustgijz2h+vlO2hkUH/PSJCmPD7dYz SSobvXvwXpHlcewzNtSd/TdDahkaKNq+0GzmBeuTr3JL3XhQ4rRmZZMbBRiq OvlIScRBPRb+W1kNCzk4L/oWyZHAs6Ls3FFhEWT6aP77SdMVDPe8TitgcRmO Tb1PUJASQxcStEb3h3GhrNzVArfrDDCMD/Qwl56CIaVe6d4HmajQuUn7+Ng8 ZArMP/51cxp+leTq2BaMwKr2FM8dR/rg6aff41fzF+DVGFeJ/Jp+zBc8PblQ 3QqVzIN8f83jADc3/+bJxilos1JrymkWAZs2Raz/qJnDJPeUUAe0i2Dwn8fy PKYLWOt/0UuD+EXsCZ+YiTtpEEOdTSGbkTAwebHZMklICDhLB6ftPk4GT3qV 77j/oAEdpTJzUxsaaBJU0Hi28Qc2e1PeaRfQQAOBu/LIjQGuTrSv94eTgTb/ w6DGWApi/sGudVdyYewKXtF2hILyVZ2dLvdSwHvZsXcWIaJo9tBOC5tpMmJk 3bZp6cUjvM/pfFwlHq1crLt4r0QUWfHMJKqeEEC5oR5Cxh2CaKuZcuRwDQ4c oTTda7AkomJFswLtbGGgD41v5p2ZgxXlIVpgfx8k96h/aciegS2miuf3tNRB ofREh/MGb6FP+u/YJQc2TNJI2ZuclQ+nIrZEWrv2YKG2GkFltXNY1ybF6eSo jd7l/6ylkd6EXdKPem25n4h6u5hOR5aHsfyJUqJfYAc0t/wr85a5gLWd05Fu fUIABfqX+YtVcIB0nnPuuy0fcDv2+ka4rihY89kWb7dCQnKNOp/MpkVA2YrZ 3a+SvOCAbtCJcicieGnxQSBXlwr6JbtazrSzQNT7Vs/0kBlssVQ9WVacBezi TX2eTTOBfeaxqFNuDHSl+nfakjUFmBAzG4+JUZGriLeN+HEiWrvrcjHSgoZM SBPyZ1QHsLfeGkO3DxAReOd1i5w5BwuIVfVZbYKoTUXtxW25BczP9tcDH5ow Gr1v3DX1mgb+/fHAXoaKQ8W+k6dkHtJR1mBPfU0aD9rNox/+8gYNSTSE7x3v XoKOfaGVIJ+I9iT3HS/N5MDtq8am66w1jJJkAqcur8MmqQnC9hwmaDn6qd3v DQ7Rvw8qqiawABHYrOoODMKJxMM6kXY4kKfQbM02n4TbpEZikg7wgygH/YgL uoNY+LL+fyZjQsDT4qF3U/UyFlZkWXkueA32fr+2W6WBi9n7GtKbybxIP5RT 86qRByQqHDC2SBIBXZFpRC1tAXAoU4QsZiEImp+Lakhu+OLVzljRExQx8LRf +eyWl3jAit0u55PLBOk3BAXOPxcBFTtq9/1a78akfZsEX2vSwAELPjVCIh2E JLo4tL9igNGTSfvEYnjQJ8zd5OelDa+jKFZ0ag1hHpsGwuVFmeB2S1zJDnUG +B+3zwtB "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 195-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnc41e/jxh2bs3dRSREJ2avxfgqVskqnpJSQSFp0MguFUCqUaJGQkZWV 6HlsfSqz+BZyEGVUx17n8Ov3x33d/7+u+7rul6Lz+QOnREVERPr+5f+bmmaB zMJx4MG64IDHXAqIUhFyK8nSAP+W3rCjvgkTFU6ZuGTTkc9aiQIHTQHm1hx5 +3QhA3XW+us7ZTKQYMHwqJEBFcVpdq8tHZBCdcdsi77tpKLKjfdJaZAJQj1i aq7lkRG732Z+w46/8EVKgEL1YRGksb/RgLSuGkuusdDz2kwBu5LAHu90GfBG YLzrz7goErDpQbwVVJRnN++82WAOXvxMaA/tp6C1d99zTQ79ws68SHyvaLwA y/MmLGbNJdBrN3b4mkQ6Qq2nEnKivsBDzZ4jhD3SaEgqs8tSrgHqa390MPMe gM6xXxxIXCoYTTDQXJ82g1U+qQqOzqCAw85DcRUvpMFN8fZnu5aEUDb1Ilq+ wkDxd713LJdPwLGxfKZzpRSyqXW1VnvPRgZW1A/Ss7PYHqC5eOSaEC5k5Fuf qGaCWBniee1yMTAx9NihlUAC2cdfnzU8lg4dBxI8FgeZiJMlvqOkWQwtbjKz 9bpEQ1pbeHF7f+HBhpfO3YErKIDfyj3dIcdCZvGqo/u8ZcDQG875r+Z0VLVw tWKbFwOodu2Q6IukA/zuSyE3w8UAVh6cmqwmgQorijJWvJUGaQt74yKcJNHY J3WTgp+ioDhVTakgFAd4FMnYG2ECKP9SwtYu8SMWXPn7unzCKCyJjfacKh3G Hs6RfkR2s8HLdC3vP0kscO/VUWeJDjaw2xZjFRjJQMk3VAS7NxPRaZ3SiGxb PJIT/JTwKRVA05tXHtG4ZLTU2vXxbZEE2vQjZHLEbRneSWyMnycuw8f+8zu9 uCSAlbnv3Ps/Kqp5lb52uzcdjERHKwY1T0OiPavMeGARS9IcS39JEgNm/taF 09Iz2CW5ih5GIB00GclTRixFkSVJMWwpcBZjr/b9TuDzod0t4YNxCzYgNdSt kEpkoWAZPaoaIICYdGNXsj8fljAMq7BsEtp164Fv/tkv0EUtObivUwalHzTn HH04CXvGLTS2muPBSPbHxwmlUkhZzKhY/5c4UH3U+Jlr04Fpal/wDnOagM3s 0I6jLWIor+5sBi5sGg4Nh9XjiCPQZOe9JzcCJIBN6Ea9c5UEVHHhBfXSehZK uWxk1Ts9BYVzI2oluqIgdotQ7DhPABm+wSUvupjApr+ea6L6bxehtb09fjNY 4UtXwcoGcVBIpd9puykL5kXWCNfp0VFMcUFYVZ0Yaj6eWxZGZyJtXfnfpwmV cF22Kz7FmIF6ML7GQZ0ReCWdetQsiIXidZwNdJvzMe7551mf3SYhcOV4FtW2 Yln+q80DqFSkX8pe7aedhy0qcDIHj5GR+mGVLY3NDFBGK7phd6EWbkoLGAmJ nMSEsj4j5Y5C+H52YoNPAAtQIpKfrRjGAWQXubvrFxl9yLlAKGZNY+JuShVy dSzwSGtuPmOCDiTiJpY+r6KCemqJnbIlFchzH9lZPGQBpuIdXzdXPGrsv6bY qctAJOs4UWURBqrS/IPbc5gNPCUI5P0LfZi7+3GlV+tmsRcbVIajdJlI76un zoANEyhk2kUdax6GTYu+g+9X05HQsNwyR6MNFk1FhJ4dp6EKhwATF0c+1PHh aAzUiYJwV5I9uMnH1hzz8874MY3V1dMH3MOpYKebC7fmiyy4JpYRdeU8G3EP RG2pmqWAA7Sns8I5KqreNOmhniOAhLaTfku2TdDlWW5LduMS3EscFjleMA8l P+yVWbImAHeLdtkbWDX253lU/f3fLPTHPtfW+cwAZnbYcTqqiILyRsrsWEYT WPOLba2fdMRA4WtDvIZ1EbYud3RQ04kCPK/9Hj/tTAQu47hoywohZvHp9D5j bSr4uVoubdQDD2pM8K8PbaeD0j0azFOqRDDxvQcf7sgCYvaterwoKnLaS3H9 r5iBPmQ56jqdYaIp6rhbUhAD5dz3c/rIIoCju0mTqb0EFGBzVc5Ji410Dd47 ZB2hIV7qdTNRYwq6uLQS86shIkHTewgviYEtQ5YeBXslUXKOmJR/FRGc0JV+ VTzLg61LXm/0zMlIP+Z6fMuXPsh/vOTfWC+DzouI9ESY9UPv5LGbyuPiKFRl sca7oQSqmYbntrvgwTr+81u7TozASMWCjfYd4qCmR8X6geEk9HsywB9CDCCn iyczPnZhpNu6MdutyOD83e1BlVoC7Oo99cCZn0wQpNTpfu8oBWis1SgZiiMj jSBt7s2NZPCrZEdJz90urNukrPNqHBt8j4ptpM3gEMfySMyIDwsdC9g0tH1h AW57ovEUcsTRUGM6mLn7Bdp1GvdX88RQYZ96fOdbAhi5vlXEbxcRlbxar3dw lRRwWZtC3HVWAC8WfLu4RYWJdJsaQgMaJuFcSUDdDgVRlB7dP4araIEOqa2B e09NQVpQepKPwRAszAz9mSIpgJ9vFme4m/IxUS8Fs73H8SCn4++bcwNL2FDW MLm4lAaEby5n24hRgUhu7+v/9JjovkfS7X3SeJAyscp0s2AaxugeaggLIoGW xtmMkofd0OhM92ovewZw3fGEF1yFR9of3upUprDAhqMtgXTlDli9cdjUez0T /bi1RtmCIoOCZzNNaH/oSBlOcRcqB+GFJc/PB8NlEFrJs9vuIIGQ5pVB0r4Z +PSz2SinWxz1Buzt3fmEB2e7h98NKuFQxyxNqyBtAVokhz1saxNiMe1KzRF1 Y3DCh9rSrkgD/MT1u8VrpEF7Q2v46aY2eGVblljsNhmQJS4c0t7PBlavfM4E 59NB8feoBd8lJqofYF3VNaaBjW951BCMB++Pbt3HHaGC/WJROfJYLWZB2XCU ZMVGx6YeFxI2P4fD0/2mlBAG0rhhjNfSoSEP3rnkUTMqQl1u8v46EsiWPWoT LM9AT7UmKwJXSaIXejtP/LKgocspW31sng5D20h2gldDPfzES4zTYEui8ap8 F7vSCZj+iy/dGZoKYzwcK/u97sCpg85JYXuGIPbfZSPnp/Pwlr3uh5vlQuzu yWH1fY6TUPXIxEN1Ag0kid5MHVzVhA1+zfibojAPX2WGE240ioPlsaycUg8R pBbtRS9ZTwM7NU5dVpCLhXveiK+IIFKQTdL0N1ubBYzTYun3qFAAh3+/ebBB gY6WCFkegT0iaN16br6HHxNkOnnZ7ljBhyGl3sk+u1gIdzIvdovhHGRJTj/t vc6H/apa8SqaI7Cq/dGFjRY8CPVuWbTQ5iH3trtcXm0/5mKyNn1TSjtUO3DN t3caB/JtlV7vu8KHDgt1NoImIvA5WdMmMzWDrTIqoQ7oF8KP7XfLUzLmsNaa W3M/JGax4rJS1xUqQxjq+BQijwjgs9qRosJsPHBbG/zE0JIM5IacmxQ6GcBA rfyAjQMNfMl8Q43PYwAH40dl+vk08Nb3xMlVWWzAHW1f7o8gg8iG+E+vrWiI 9Qe78vXdEmzkPfjjm0tDeRpupy72UMApYsomuy4KmtytxXHgk9G5VnvPSDVp JHH5YB7unQQaxWWxK+co6LDIRIKGlSSaHd+h18mRRWv2b4oaqsWBNaj+yW95 IipS2Z+vn0EAWvsWcv0DZ2BlRYge2M6D/lcTv5OeTsFmG5UTRs31cCP1OEwL KoWXk/vuzDmPw4DVRwROQQXwd+TqqCPu3VhJ7FjZ8j8+nStV+InRsmh+98XM keMt2Pmt0bmHtsuiRp/ot+0uw1jeaKms/9XPsNr7xEpPjzmszdFgbeszaVCf faZBflEU4E8IHL8d++d5ycM8nSIKEF5Wjju+gEdRby5LakdTQPnC/pgvq0SB dnb4qLc6EWRy3krmmFBB57PD5z5lstGl6r4nc0cooNKfHSLVS0PuRB+HFZay aPgITV3NlIGs8aNK9hoDWNphfmCaJBGBMu8b5BdTsHDl9pPEg7KoTV3zZfj6 GaxqYgvRTJKMft0z7/ydSwNLL7n1z7tFUZHvmJ3ifQayn3TUV3IURYYiWyMy g2hoKfLud5Eri9CFF/oO5Mmi2ANiMT8zlqHqornNMluI4WGW1C4nHPqkMCqt ms0Cw/ETu8l3xRDj2w8VjQdscNql50YS8yccTdhjEHUcB3CHvs9FWP2Fygo/ bz80FQdDWdsPih4dwiLmt9ZYD8uAC+eVbJx9BVhY4aF3jsFCePZYk5SvKA44 +e5kNJFF0ansRt7cXVGQsMHUnPOQCIx7tSgK0dJg9wsimc6RArUzKxMqVUiA 23GHZEWhg3P/Pc6y5EsB9h3V9ZdzWEDE1a+w/uQ/jhvrtvUuf8V+GMbJv1vN AKYcMU3pBAb4kphVrTXBBr9sH26j3xZB+w9rfJV/wALeFJXKDr1BLFw/MJYa yEQHcFF9DSw2yjiiy1nz71/jc6vv6FuzUAOVYzz6kYkeh367jk8bh2ocdSfe Yxra/4lccCNSAtyO0urNNJRAud7m92R1cCj3km/K/IEFaJB6/9ks4y+0Tz0X Y8pZhgwjqcQ3tXw4Vaj8QwQ3CSdPYtGxt/sxtvJ7Ra3Ucni4fnXIBVsasA5b 9wT+jw/TM/bdKTjFBDKblsZV1buwtk2QENq3iG3LkZvIl/iOvfUMuKiQxAAN wwsn7S7gwO2xnf3ujmRgtCBU4djLAtJ/u5Ue/fOoTr13Mi0TksDQcV2oWjQe mZUEPpw3oIB6/b/qY68FELRZbSDLM0GNhPezigoh/D+8fcc2 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 196-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnc81f0fvcZF5t3XI5KVeVVWNHw/iWjaDYWiQtJTCKWBEC0ts4jISqRk hD5vRfEUMgql7BGXuNkZv35/nNf59/06r3PO+yi4/GtzlJ9EIg3+xf85X6md x3YSQDGKQYEP/CjowIF7H2/FiiKxUvr7ze/qCPNH5VVTZUzwXUnOd9CeJ26+ N76U1sGClspz+oeyGFCRJrw/mUyHu9rtK4t6hEGudehrDJ0O5erRko8xE0V6 3erZEUIFdrfl7KrNv/APK7hfKcUPHOtqA0nFN0RLh2fd2h4q2pqALHzSl6H4 QxkPSWOCMM+mX+iUpkL6ad16iTdz+HSzeFNINwVGi5Uf+vcNEcfT4msUjOZw h3+LckmIMLw4xg5fEU8HDRTmmFnXgvfUew6JW4hA97StrFVEDdZf+9HB1KcH v2yLF+fspKPhWANtpcdTROLgYWWeGw3tdem/W5YmgnjV3TYDd0ggmnoalvwZ QGv+GLP9xQTmcp8xXcqFweRs7MHKnSSYy3i22/kNE3VY9MbZ1pIRr/+BQ4O4 JFryY2puKszEjj2xHn/6mLBe7U/18j4y/NE0tfLypsGjBd1XWS2SaFWmS/t5 aQrihN9YjXcyoWLuYtkmLwba6uLlMhrLRGLm3sER4QKIUDpzKuSIMDwvK8iQ LhVBVjcTZPhKRYBbq7U+f4AfLV5hiik7CKBOitCd0LB5PJG4OGV1v54IKh+5 vDx2GMf/OmB49ASXiJuR7I1sZ6PeQL2bns9ZkByqOm++WgJWVW/wl14jCTLz A2TfonkslORgfMuFCosN3z6WFpDh2fg5tzUOfBAVX31vVmIJK/f1Se/8TEFE sbvJ9lYqaJ67tmzoIhMNXbumcKF+EifIEoGUxkUiQZubnikpgE7SrcKMHGYI b5my74zzdOSt/uZ6ipEg7JRUCFs8P02shpAUejEP215fiBnfxkY0A4/jT/V5 uJCxroJ4IgnjmWVjoU9bsKtGclBXyzKwExAMGs2YxN/Ht3E2mokhb3tujoqB KKgIGL7UHxREGTHrR5UzWwnttad8wg7xcHHtg+rGv/rnVZ3I4AubxBHudZeO /MfF601uJ4YGktHxPPX2dW+loOxUGtVbiQVpw1NlehrTeGFmSKNQlx/d4cru bv65hBkBQYVp35hIt1eXxMqmoCchlR3fz04RyqYHtEKnhNBzKj2qMUIURUqT 2zSNmHDzZX5YRZUAOFlanp7dzoa1ustH3MTLcYtLlYmGAwu+E2McO50hDI50 d53TkxgdsfcsqGwg6PXPVgh9p4F+EVvu7No84sStde3pdlTQ2qu6obqegQbj agMSY95hzceBQ8GRv4k1D2cM16wnQc00b5VvIAuRwiDF6oMAAttI82+DUsDd 4RN+cfc0IXhMuUymioUUXzfYvxJjIfJd3mKzLBXV7qxM/SZHR8v97ttui2Oh XVzHpH4zSajuvqTQosuApTmJK49kWFChPcpnsZeNmv1vF+/70UO4uzspP1Wc JviV+8oOnmSDXpunTo8lE1FPXY7cEs7FdX8C+mrk6GCVPfhMht2MCyauhJwY p0FX8bD5ApOHdXztOT1V/EiQM+V90IxHrDh41iejd5Lwt+XvJpzoyOSYq9/b z6JIb5Pu7652OrzR/O2hlTOPFRW6mx7AJ+z6MPfTk+pFvD8s5qTc0b++/bB9 2eJucXTc+2lHo0YlMfro6rvoERbcLf5cKn+mjzDd6zh5tYACJbcM6ImKE0R9 2qaGWh0BtO7kt9SOU4WEYu5wn/YhCqpPcsut2khBruN813aWLRD/WtMqZUh0 NCAn83jYQwz9AtJGb1MmKrLgMI+qSaCOt7uCXHpY8CHbUffQcSasVdYt2/aY BTnRZw99ZIkjto9PttBPKQi0vChzaA0bavo6VErMGdCZetmU34gCnPqNYh7e FJivq8HYWwCNm7sLdjwSgeQcAeFzFRKo2Gci+yp044ZFrxI9MykQZcee5Svs wWMPFs9Vv1sGms5Zjx3X9GKfZG6EyvjfXH3qiACtEqyxJTy3yVUMPaCQN1up jOBIhXz1fV8EUYXlPHV+4yQ+m9gz1g8MROLx0gKLfxCSN3RvGu+SQv1ZOptK VZeIi7e1zk8NMJGX2ojfHJ2GOCs5hf13peDzUmmtqSEVDRZuLvx+6xuR965k aNNZIeivTkdTtz5jnoO79+9pMjzv0rrXUiqOPh7z0trDoUDhUyU9O1lh5Myo yQ73WMKn87+e3qDKhMMzgecE2ifxTGFg1WZ5fnijdzEi6mIjdkhtOL/96ASG qnSH4OuD+HlWyECK0Dwe7H5tYj47TvB7yZtudxJDxq5dKILKh/qzf0q9LKIh F95xkmMtDZFyO178p8eE2Y/Hu5d3SqAUnuyW1fOT2Gq+rnNdGwV9qp7OKIxr x6MgFaJ7noWObE7sDKoQg8z9dk13D7Kh9/oKlW2UZXDBv1k5S4gFKnjCb668 D2P7rbdv6IsD/NNpa+xABhH0Ys/W1Bmc1Gw6bN8uCBo3ZtPvHezG0+0/X/cp 80Hy5fdvFH0W8LbksLjGxgXiRNJElObHX5jnS/3UpEBDaqXuHs8dxVDT+4Zw t7pGPGJQCEp9YihbcKF/rTUbzS56PU78+2de/rg6F7DIhNUbbhu1KjGQemkn NZjoxIeiCXrTRzqyFrias5yoJL5fHngrm8UCTqiR2BodGswkPXDrYNIBvh1b fk6HDOcfRTv/MGRB0prfZedlhSBs/5HB3QYMOJOy0dcy6ScW2LsysUSrBtd2 xt/lsIVgMtGyc0PeBE4fHBNpCUnFiq62e0SdbuMJO5eEMIt+LBgdcVXRah5f 36f7IeLVAvFm1lg589gkVtvPi9MSpyH3EXlWU+onoq8t41eK/Cxu+RBtxZgR Qkvc7JwiDxII75MzlBZnIBPO0TPyMnfw3LYv/KXlVLBMmPxqZTlHxPrPlW4u WsI/R0piVsnTgWFybX9UKj8oKvk98zjLRFnkO1IxNeM4uMgn2XcrC0IWL+oa vJ3DLKHJpI7LYziOp/pW6BcXVzTdP6W+rRNb2+Z86375B/vdcJfJq+wmYm18 VHLyP2MNm0sBHZN8KHf+/o6HOjzsMFdlOV8ngVRailuFnGYJWcNCao/+c1ym lBt1kvhDNLy9PtNLniaOOLfGXAkcJOBLbfByEEfMlHrf5/ck0bGVQYnrdkqh rnQ9FyMRNjLQeGVj6UBD8caR3NB2FnIwul+s/4yGqo9bBAetZwBrlPBve72I r78fFfN5zIA8zrGjp79TkHVE7LBmCg1+m6+xdxiTgpGNTwy1X4oC+YxdHt9r MrQKHKt6WkGDvSReLGeXELyS7PzRLSMBK6w1r/ZX8qH3U4XQxKRAgar1M/0M cRR5ubGkt20Gl5cF6yHjThwtVSioVjOF6y1VnQ3r3+H+V559y6dK8JnkrqgZ l3HMXSNFNrN7gUci5a7ud28nDhW432c5zxIt/6iOxV8ThfCu+Z9P2Y3Evxuv 5e4xFoXKhM5LnlJcIm+4SPTcxWbscbzxZ87cHNHoaLCy4aEIenXNbr3KnCAS c553/HpQABlvztcbPUNDC2dU7jrNiUGrSqLFAwsaejVnffOzLD+KM/A8MLmC grLsS4Vy1lNR0AXZCdlvDHCX8HWQ3ikKK12r5AuOsGC32LDyPk4PUSm5RYcq SoG/xRkqlTaBpfgv9w1KS0CjlnZmuNIUMeQ0+Pm9MhUGb5u1jOTSEPUCtca/ VRAKAri2CtEMUAGD2Fs7BGEdaeOVrAs0ML2g2nPGYRG7doa8RnmisDr/8fV/ LvKB2h8zyyX2AuFGcjWR0ROAWvlhEbUnLPTohJTk2yQyML72qnJi2MijcQLJ X/6Jh2MtDK468aHCX4Ma6jvHsYr8wI24LYIo2ch+00DBIHFlduPb3T+XoS7c NDfot0SEPd/z2jFoAT+0CMo7+ZEfHQowYdT93c3b/hUpbw0VRLGrtpjZx0mg rPanFlx5MWSeJiFFtxdGFiF2S5+yKMjvS5TkLgodcVXsgxp8RRE7Sk3pTA4L nfRe1f9FhobK1as2dSy1EaNZM5f3bWChLfYC2iKxDHTHzo8W+poNNnxXu96z 2MDpW9iX1s2Ce7lvovR3s6AO88pJdxhgXSuVHxpJRu2hC+lD3sKQ62N2W1SH D+xTnq4qZi9gg9Toh9OMX/jUFTeJf634gGEoHF9SOYbbDutLZZEm8e/DxLU7 N7qJZ9Phvk6nyvHed3LBp6xoyNtSls82iYfTM3ZE5R9loqoF85HXwj+IRk0s HtL1h6A5t9qQYjuJUs/A0/IJDGRdPvChxUwA3eCadLs7SqHFppyhVDkJJPmf ufJ9XSZEfjaVzDm4DK1zVAzRuCYGO5S+ekUOU9E7/V9a3BfzOOegy3+7bNno LdnnYVnZAj4pp/c7s5IFZMwzj3xKBYd3U06NiA4pYusDShPoKCHONKzrAAUU jsnetVCnAPPF1mB+Pgloc9O+JOTPw0YyJlSPZXRwFYnHJ51ICLkXKQ4AFQqY nOt1AyLImNHe/WlUABgbnMJsVCVhnrvi3eduIeiaEF203jCBrXWGSg5vbCY2 eYac8rhJBmXJyMNBK14QpZx0m+vxQqD35ofxLZsB4g71QPAz0e/EefXmhQ3B JBS28t6iUgEddO2PnjD7Z46YvJf2iPT3DotkMV2KpDAKc7YtDK+cwYez+9q9 nggitwCbDUUZdHR8b/GuSg06ulHwr0JYwBg2CLqr86GXglKZSdISf/svZP/q oio5JtLYs5WiSprGw3J7XDIPM9CXKTNPJ7VhYlxCyaX9LB39YFd3n5D4RLT+ DgvQLKOjipHghNdmZHRBeoowdGMjtQedTWptQsjZK/q5qB0dZSeoC8bYsdH/ ABRyBXc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 197-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVnk41GsDNcYYjGHGbCjLUCHGtRQi/d5ElhZZi1JdItqLXEuEoiSp7Nps kVJKlmR5X4W0WBM3ce072Y1lhq/vj/Ocv885z3POYbuet3UXFBAQ6PyD//On BvNLt04SQIJSSOBDXwqQ6nAlRriRAamU9mlnTT2mv8dnqYrAQLGaHYrFfUSU pRVySpfBQOVq8RJPIQMEnPuhXOBEQ6xe66VNOyfhRZBRT17AI45NrZ6E0gdM j6ow9qWKBnanAAvvLFFA23RV6J0yEfFYtKBuaSoi7JHhB9znw4st4t/DeimI N6lr9rhkAjuVmfyZvW0ZqibsrCleEUVvPVgR8sk0NHOm2S/Duh06NpweFbcQ QU5JaeYV+t/gVu1vzqbefbDv+6hSuR0DjCXqaSo/XcAOTq6eCj1IBwddB2PL MkWAv6PiNiUbQSSWcRGt/UNHAU/7Tj3pXoDj468ZruVEpHK9bewxXhAtZ7/e f+wDA8xsIP5nIy0CZgYfOjeJS4BSvZysWOsX0KUv0WtlgIE4i3znFB0RtKJu euDsJSkUGNdiTSRRwaZnrh1XpCnAyfFjiv4tFqpcDi4zPksHrs+DxK07WYBk fin0ZgQexPjEp9i1i6L8soJs6VIRQPxy71qbPQmN12kYvhkSBGeD9OQ13Aig myJ8/3o4D9rGXGvZ8E8TFlI+cW1d4hjceoGpkOM1iSUtSvRHdrCACe7l8LlX FCTLGyL4FPPgIdVEhXQ9Glpt+vWttICAvI2oTcc5eBSTXBu3RF6D7U8jY8JS pAD2ztPE6l8qiveK3JRTyQKjUVHsoIZ52HGj1HaSiAMpmuNZzyTwoD65cFfv yDJ2Sbask36FBm6SrZo3OwujvRLs8NUrXGyr16oD5fUctLvNT5i2ZIHPPfYW swpzsIiuX4m9kEB67Sda8ert0G1zakhPmyjSWkta4P/mws5pS852MxJY0+wT 6eCKo414g8Ktw0Lgfd/zxDXsF6apfcE7/PgMTKtISz6hK4Lyqs9k48LnYaKs k2pU0yQ0NLn36HogATwrLT6hHU1FZRcyqZeUmYhq7KDan7wE+Yujm4t0BYGx 8wX3G+k4RPcLKcr8xQAmprnkylNS4EVYVVen/wJ2acZ4+ONxUZBPpcU03xQD Nyk6BvE+LHSn8E14ZTUe5dgFbwnJ50JwwuF0QVUT5pHjHzvwLx1tLWbJ+Wvn YWVhmX+ZqNCQxkEVo9oGOshZOmf6aaEWqj8NHA2NnMUOOMjEMidx6DN3ZpNP IBNovCr/hHUTALKLNP81LIkGIz/Or1YuYUIeG8pkq5lgY5lM7m1FBljn+8DO MokJjldfjQh8T0G1vVfZbbp0xA7Us7SYH8A8PY9ueKnExRredY9gEZOwfsVv 4LMcDRnJnfIU3NIKC+ZuhJ2ZlkKduHe8Cd4s1PFx4PRV//GjJDvOQnsOkz/i 753dP4+N/pKIKzr5xxcPN9+PP8TAv0n2jOezDPRBfdZLI5cHF59wT2dda4Zu T141vqhdhc1ib/c/+nsNCn+1El3dLw6krQRj6ixrsN/pt2riJ5hoaGXerK1o CDM96DJ/q4CCXFyPpb8HC1hDpnFTnQ4etP+wd6PWvcOUXo0NaB6ngJ+ciaTp aSpwm8ZF7S3jY/kJd0uer9HBkJzs0zEvEtCyjVInhbJAsQWH4a5KBmkTlR8Y 6VQUaB0se1yLhWoSplvKvZioO+OaqeA2Coq9lCSzjSOFePWfIbyEB4uujFx1 QxJKzcUTAyrJYJ9hjdXpkn7YtHq2ZIuZJBpIFRjNrx2AUw9XA2prRBFxvWvA hPUg9E4dv7lxWgiZGZhkRDeXws27Il59dyOBIxnsM/h1UzCS/UbtUKsQ+Lv8 kvw3Py70f9Q3NYjooEK/NurbUjcmEa17Z8c+SfBupGvKTB8Hgu9pXFkYYgAr pE0oXKYBjiKnaDBWEsktp8/2EWlguGhnUefdX1ig9NCXA60iaLA2Cyzc/QED 7UPtzpqLoPwejbi2UnEQ5BMR2ttNRUUvlbfYryeC3F0tx9IO49DFN+0XjVQY SLllUDNadREuFgVW71QQRA76iiVXL7RA54ymK1buc/An7tFPb/YYzM8JG0oT 5kGD3JPzOp2zmOBZBVOroyTQvz3Wj94pCAafj0gWFkuBt3V5jQmf6EDgVdfb L1sYSEqN9NMojALSZtbv+os3D6tz14bbHkuBxlpudlFSB3TKN+0X50giJNNt t8OZgJyc7DofGa7Axy2mYw4dQkhhU9jstFU/5HaMVAxswCFWvNJ+od0CyDI1 PKm5mY/FnVr9oHx/Gs74UBu/s6WAz/JlevAOCfD9U1PEyfpmKNtqIa7ZIgGe C/EHtW1YoLecMM40YQK10m5qKNYNjT9rd472MIAN/lbuOqwKk1vxvVjCYiD0 y2NdgA4BCZQMFAU7MtHltO0+1o9HYPKP0v7w5q+wrjs5lsMSRh3lTr7KHQsw a3hKpC0sA6p+1S9I146Fc/auKeEWg1DSUebOWas1ePuQ7teb7/nYfKaxWnsW F6o6zSRpiEuB27nrk3+4NWMDP7Mn0xSW4NVDtexgV1GwNv48t9hLAAU78v3b VJjAhON+WUH2PnTn23i7PaAh65T59gPWy9jHgG3W8RE4NDJRkrBJgYYkHxTn uCULISVl39de/gwQJ1taEPRsFoYWe6f67GYi3fvHoj/E8iFTeP5x17UpWJoF y4nLk7Dy+4MLapbdUPHtndG5J6vQN9pTNq+qFyuHhwYrl9rgZturfl3zOGDI Hh26v34OOi9XW/PqycDWveu8oCgPW29QRO3bmg/JWZmuJLlVrOnj7cV+AhcL DAoRfSMxhqHWutB1SBwE0yK0hAcpwEMx5JH+XklwxldiG/swEzF/Y//8rFiF Jz61atk1MVEex8P9YicFGHptn4AJdDRrruXgPCWJcoO+fwXXyYhw2T4PV0FA 3SVhq7nv6eigwEwiZ58weljm4gwYFCRvo35rsAoHas/aKwzVUFGBis3rrdni YCGo/suy7wosLwvdAnZ0Q9KNmeB0zSXYYK1yzKChBjbu0LFgvimDl1N7YhZd p6Fkq6xu3pFCOBEpd8vJswNzdD72SVOMh7XJqEwlR4khqgNZ5dvqd+z89qhX jjvEkOPLiU3DgpNY3lixWEBwCwxdc7wj0cTHml30FJueiACz1tDCCU0iIB3j ubQfwYMfE5ICCx50wL+8MfboMgmJ/feyv2sLHbxftrnzY70g8DgoH7vaSAU5 DqXCuYZUQNIhT6SJs5An2cdZeq8YQoMnpodKqAi8874umTkHLZttP6jSKahZ Q/NZhPICRpmRsHKekULD98zaJl5JgdceT28VihJRgd+4HTuejqapdQW8s8JI X2D7jZwgKZRz9/fvtmoB5NYdVgHy/uip0W+kOOCR6oqZ9RqLj4VFN+gqbSOg OoUxEdUXf/ZG42Lar34iorf3q3ASWKDpv2vJOJ1xOJZooXfrKA68UJPv75Kb hRsVhqKTdgmBDedfesjsH8NuLG3/uH9EFNzY510g7IYD4fmOFS4hfPhUdv58 TI0QOO5nQq+XFESf/G5K73kpDBI37TJzSCKDIiHRKoNlMjDPJEvSHIigW2vx i8+fffZtjZHYR6EBI57tFgVjMmDFqCpfzmWCnhBDTStBOihXqzbuWvuJJUzp HvhRykQ2dZJvrkcSwETEs0JsVBS98ja7J6aDQ5N+wi4hNAGklxH/hEufhO+3 DzUmKeER3YCYXFI1Bftk2mYV9bhw9m8s6n50L9Zz7ib/iimCB2vkQi8ckALt Aw6HU2LnYFb2npg37gxQ+URxSSmpG2tWh+JhPSuYf8hQTI5DL1Z6OvCiQgod EHNjjpfvJYDocZNeTxdJEBAXNlvNpACJL+YbHugyUJuOi/o1ojjQd1EK2xxF QouSkRvx9TRQs3VSY/wtD1bdTfigZc5AaSRDv9IUGnAO2CFgR5dCbI/1sRZq FJTnr/59VpiCfp7UvCr8zwyMSQWxs6IM5CaSDM8dFQAc+Uxe/2MaKmBwbtcP iYCHDTXtgURhRDc6Gm6rIoE+E/9+hN8jinrmxFZtjObg+HvI2urSihmfDrvg dYeAdgt1jpmwC7FSTpbt7WRhNGBdiAXXjGD3qYdDX4t1YsN+K5sfGAuCcMW4 VeUCGgq0tHWcaeNh83GZ6QKiNHS5Qnj4c4AoCD9mVxRRtQirf73ATbYJg5N+ tkbF2TSAmeP7GzUZILrgPDvcbwr62nv3pr+QAhmMx9LkP/1jGp1wcp8jC2x2 3E1REeDCLJH7ticjmKB1wez0UdUxLFn8Q4BhBAP8x6rtPUNuxDINjNrDGv7k MhGaUmFGANS2rphzRxjgeYqaUII9C0zJRErfTqag3NXOMe0ABoogUfZmlggg 9fLIbKIMAxkP6HY9rJiFna5nuDO/27GyHvX4FXcuTNUbWqGbMsAVgw0Pgy0/ Q/mY0FHyWxaqI4Mv81nT8KmT1okqJAr2c0Nj9Mu6sZbwx+e+rgmiwdOKJLn8 Key4vbddLXsEyr9OanQKEgdpK4ePmv35e7qS/m89OUKAfGqniRxXCly2fK76 so8C7AJ2nnfvJSHH1MRlmwkq2GbWNfTXlTn4Jq+Uz35LB56CFB21ERbicfDr ln7TwcN/GK6hBVLofyAZt7Y= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 198-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl3c41e8bx8+xHcfBmSg7ZEaioXweKyplpxSJlFlkjwo5ipKKzIayGkKI inqeCqFvdkREZBNH9jo/vz/u6/3/fb2v1/26ZZwvWLly4HC4jo35f0b/pRm2 5fGCZNmIsPuBwsBr6USVyz5hIFBB+aJf04A1853wqNFloET1bunyAV50UlLK ps2Mgd4r3SPlQBqIULjlW+RMQ4x+8yUF/SmoQ5fPDRPiQWqWtTok2U9YTm5G AKGTBvanA1O/XH7QG9RX/eYuP1plUC71iYogv95Ap6N2OOTbRmyN6hdGyfzk P/Ne05hHdlqdzO5lyHXZgW1aTkQlZxkxkmkUlCRRpMFH7YFHGz3HiKZ8qO2c T17wtkaorfmfvZHfAIwrtWxg3WGA8RQddbmceaw37DD3tjA6sHMeSqzM5gNi 1tD8kB4XImT5InYQFTH1eorvmC7BiYkimvN7XvTbdz/58QgnWs4rOnLqEw1U y3FrER8TwMzQfftmIgmIeQjEDKgXQIeBFPeVQRrKfyRvI/qBgFZUjCy8L5JR Rdwlrz/fyUDhqXN3uKgwwBf9aDh9l4iKK0vzRCv4AO7BrurSHSQ08U11z6th DhCy39MSl8UL+oR57kYzV6E8au50OtyKRbyfvLopZRx6l+A9S0+wsNRF0p/Y bgYoC2rEJ1wgI/HVYW7/8lUY3emq9VeXhtabf/5XUcqNfD/Wl5VocqOEtNqk JUE21HhzRcclgQqwN24GB3+IoLWerC0hLRwgXX0i9ymJE7wbCWi68mENuyhe 2UMNp4B1lrfgUgkfMiPJMNfDF7BjbD0jUs88tL65lsw6wAA33lHk6vbNwzLq zo/YCxJiE1ajbo13QxflzIjfHfxosBCXfspvGfawDqjtNRYA4Mmk2yBeGMlz 7nqtPcIFRNq0Sl5I/MLUNX38mE4z8DVtqWNhY3+F1V55eOYcNB8xHdx0jwX3 GNx5EB3GDUQXxrmgKwVV+mSLXJSjo0XmmRiVQ6twbXFMuUyLAzgPNwdZX+JE 1OCIsuyfNHC5iTKdYU8FL6KqentC5jGed+d38xOJoFiEktBynQAaPslrMjWW IThj61la1Yx5wbA+dQIDaZczJEI0CzG3xH2W08o0pGqnqFvbSAVstwKx4eSv UCUnbCwy9h+GE50ZmWrmRHULMwr+G72KuhUcravGB5B1rMnPESFUI/JK9HLQ KsZ1dkuleDUdENOlZU8dZ4BNgRnWB1LpwN+Mwd8XTka1/VdkOrSoSBxfaRNq NIK5uTlueSm7gKXI0F5GeLJgw0rwYJ0EBU2oWFl9i/0BS2evRXmxyGi6U3CW ypiH2/1t1QaqOcAlLenNLIt5TPJkiF/enznMSyCaj/spAxicdQn8/J0ALDCQ JRXYBl0eFTS9qF2H477ZGgZ2eMTz9SD/+hEiuG9/yHTgcS3290lczb1JOrKR 3SdlqT2GGdk5zMWVCiONxS3LP1MWscbsfc3ftnMCuzZ/iwa3Cky2YHxQ3UkY HBkVbWJ8pwAXFv6GWeUa9u5RRzevNgMMS4jnjLsLgA4Dxu/v4RQUZn5Z3Elj gxvDxkcz6FS02lAH4UVOoP0mrX0Pg4Qy8zl5Qz8KAsVzNZtdh4dg87r32x3G QqjeojR9B2UETt9fD62t4UeEV/V8T5+OQL/MievyLC50e6fCqyz4ASobxhS0 uggAhfYT55/8x4KxMq+UjrVzASNf2lU4vQRDHgxMDyEqyM/wqO/81I+R4rVu 6R0WAl4hwQfqeTjB5Tuq4fPDNPBRlbYlk0oHatJqZUOJQsiqUTXWmI8GRsr0 y3pu/8TKnjnF8PgJoKHaXDB/+zsknXOb3/SdgIp/qyZ1VBCB7+z28/s+UVDZ S7kdNpt5AVMsNGVRnRP5vury1VWkIY1WGLtavAwXy8Kq9aU4kKlxmklDcju0 z2oOP+g6C2mC6zGjK5Ow+FnU8GOeVbjlksVDztk5jMNbyuigowCw+nXIZ+4H Fxh6Pir0upwMelhL0qQFOsAV9JbU76ChR9fA39d6ZPB4ZrPhttU5aLDYqKuW RAVNtQt5Zand8NIU5qizRwQhsT5rPXtulC0ZJPCWsQ4fthmN23ZzoVdTWa6H vYfgQvfoh8EteJS8+kBKaRWPDmQyU1ta1rCDf2ySdDz/wRl/kaZWGTKY00yM cSkTBq1fmmPONbTA3NOa98T5RcBzrrUhTUsGMNS9bfbQnIHQz7ObQrdzI2HR H/wZsAF+60tLVGPwIPsUIc4Hhkswd2SaryMqCyq2m0a76dyDszbO6UzTIWhA WlK7eBCPbh7T+nr93Ro24UqJyZFbhluPz6SqEslAPVdl57xVGzbYmTf1WGoJ euKs51iCRMCeeJ5f7o5DJcdt95q+oCHz9LkuC/NlbLjn3bKPIycanXybrCBF Qa4T2pvYn3mQrFxgkXsIDQiyHhp9fjsHI8v9Mv3309Hp/l3OAsdwiM4z97D3 6jS8GlSpE/aCBT+2ZvgoHeiDgdUmbL0JHAqMdxMvrOrHJLyb3I2vdEFlqyvB vXN40O/k2iW4Zx7aL1ebrzYIgobe0fCWlXVs864ykQHtYrg4ZToynIUDzZ9v Lv7hXsCidkinqQ1PYqj9W+QmRATO2sp4dj4ZnJWOeLDTTAjwnmw1o36ko38m Grb200KIf380CjEXRtwBNoX4D9xIdarwce0IHdnhZlLUDvOggh6vXUY1IkjS UiVuqAoPOPF1V2NyKKhU0bJIO48IFlJqVC7Yr8P3lZE7gF4f5Jh/LvGkbQU2 miue2tVYA0u5Pn9JfA1hQObvhEVnFlR2+DTYllEOJ2Ml4o67dWNy7Pcekmvr WIeY4nTaDQJKfx/oIy/Wjl3Ye6PgqB4B5Ws8y5+QZWGF4+WE0Mtt8FPK9Vtj ITjQ4qAj3fyID6wc/2i8+RE/EDi16tB1khMctvN8Y3iTDtYC5BMdlwUQ61WN 2KgNHbxbtrz1fTMHCNBsfPGyiAKe2Vbw5O8RAQqThe5KKRQE3vhFC2XPQm+F 57uEqkVQi6r60xi5ecwrUpwdNE1FI3eMOyYLyIAjqYtrOYAflQZPWMvco6Lq E4sJfXV8aCdu77Vnl8joepSd9flYDuTSF/UBFBJQRNt27LYDN9q6YmzOZqxh cZ86EuL8edE3qXG+rS/owOQ400PVjYCoXX8U1ZIZIOib+kUZpSk4nmKqE+eI B8WL2U53pOegvNRwfKohF5hsDZXVV/uLXVva+/nIKD/I0n8uIL+TEzCLj35w iFiDD/TzBcfneIBTsAG1QYgDmZ28daZDiB+kKBga26YKAsLV4aZnt4WBSbag EMWWFzQYKj412bh3ge0JpMPCFOA9FOKqslUYMBK2ygXk00HzEx9/vAQdvFeq 3tfL7sToPWtpy1lEVOBnfIewHY+sXlMlbavwSCfr3qMF6hRkniH61slzI+ou 3rS3VdPwsLGJk0jeEvx3GrtxN74fy25rqAxe/gjtaiQifSzI4MKvfM709/Mw N+9QwivXDX5q3P4ydrQfa1GBxKjfK5gKt0CqmeEfrMIzzFcqnQpupjzK0I7j BfETBv1uDkKglMb1deaLCCDVm2zJ0KIhi3GjEeVlEtjpIBulfEMApQ/sHtsz QAM12lOqEyWr0ML3UxIlmoEeC+wJrkinAHa03i/6CgXJnN2caKokjMbSRMoC y0RQ5zn1KzxBMzCHB953BQzkwpcGzzvigL9hqfLWQhoqpandbBjmA/eai6dS jvEhqq4j00qRhPq26Zqz/wmg37OEdUvdWShVhNOxLf+B7fOM8nG/xY185Ebf bbUvxyrUcq1upvGgEl7p0MDwCeyuyInIIkIP9szLKKJsKxdgSiety5VSUPKx S6PMPjY2l5T9BMdPQd6SWO/XrUTAPGVdFlO1CFPPrR9d0OMH54KtdMvzKAAr CA6Qc2eA+NILMszgaXhAtDfL4gkVZNEeigpu8KOzZSL6Qx0D/GLU9nsJNmF8 zXTT+AwGeJ6uxJVswwBVHi49IcfIKH+9Z1wzlIYc7AJUZ8I4kMr72DxeMRoa //qFT6dlDvY4ey3M/O3C1kLueMz+XIKZOsMrVCMa+C+IHmI58xVKJkSOCZYw 0KOd8yq7o/7BnOMaZ6oQP3BTjK+rv9yPtTEfnv/K5kB+S026mX4zmJONn3Wt zCgc8/y542y4EHi8csLReMOHRutzRp6a8QBBD30DiQUyqH9++PPZ52RgHap/ wbVfAHFrm5etNFLAbuPe4W3hszCji3TjYh8duHEIb1ca3fg7vN1rk2QZ4H4Q zTmylIzkVSW5dN9S0amJH4SOVg6U6lzVmX1yBe4YnkBZGx4d1W1GsbRrh1qy 3pN2LsLoLQqkPjv0DzupcyT8mpgg6M62jPdyXML0z0efbuenAaPr7qMMMSJ4 mfyS+1CAAIrRXYO5TDL4+yLjqXgQGdRkjicOXiMDN5mups25wqBDyKPlZgED kPo2hRC86EgyjaPVu4EOLkqNdV2bZsFyOHer9i8FfJ8waupzHYWRODcb2TgG 6ELHTJJT2Nj/ANcwfoQ= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 199-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41OsbxhkGM2P2TVKyZAstSor6voqT6pSsZYtTiFKRNbQQKnSklUpZ JhQJSYV630pFHTSIsmTNOpaxDgY/vz+e6/73ua7nue/PrXLktLUHTkJCgr80 /9e3ZT6CN+pEcEf1YtiDIBp4lKVumTpGB6RS5hfTz9XYROrp9OB0LuJ2Ws5o mI7A9b7/LDv9jxzSs6owpKh+wDo8HJZjO+WRmMs8165AR6VqVZf3UXHIr16+ LrKThj5fdrTdqDmGHeclV6psmYUxtnDDyTIqeuHJjVmZzERqKV4fgujt0L7m xIC8hRySc6V2xBvz4ab1/zma+XfBB+Q6FWtXGUTM8EOLwSy0N/9X4l7hHBQI 8tlH3soimczx4McSMmg2K3+/6wc2UA259lriFBmM9Txw5MtTQLd0kFv5s3zo 0nXXe+4PG63OMRhQ/JeM5taYHTh5hoF+nM37LcVnAY3sIy3hCjSAqznuy7tJ RYVlRVkKpXLgnFblqrl8GhJU6W4t6MUB290RC0eViaCdJnMjKloMXyqoO9Dt fmAX3w5dWn53EA7O3eCR145jSSJK99UWLvhwZi026MpCiuJefMArMbSqxVrS grlogd/8X2kRHmFNBWIbH1mUkFxxa4a8CHUMow4LX3MA9tprx56fdKTiGHvV pEoa3NMXZGZTpECtUYHLk9MS4IxiWSsrnAkuHAcajH0k9DdFJXohfBq721ce mWo2A23i5+8Id3OBGLUZ378lgsWsze+xHAo6mFnP3TDVBo/qpF7saCQgv30k rxjjedgq3K1nYk4ChJID2u35dLRayujlpj5pMPwkPhLw2jH99b7+0W5jUDKv a4SeQEbPP/lkSUZPQi1zi+zzp8bh1h2JKVFhePC62uba4mk2KvPl0c+ocZC3 2anWUbNFOC8a0Ck2wIEEDq+FEotHrJCLxbxmNuD7Ny5LOc8BOZHlba1np7B6 j5j3OosUUEhnJtReIYIsQ1kqTyiGwN3uRFE5H9OW6jnf5M5Fugc1jStqlu4m vYL06lw1XPM4bCDi6jj25e5ax8RePKqcHtMICOOAt8fq/mi9JgJkc3VXcx8V 7c2VKxcELmLSnuplip844FS8ZXX6KRaq6Lyg0mjAQv0HRDd/8QcwL6/D6s9U p7EY/M5tl8A4rJ4L+VO5gokaSImU4JXNsGjicqSPkIG+dBxarPcWwQ0Bdnpd n3Ag/ILF1OcnImyl81n/rO5JLGU4NQ2f0gCPPsr7nlOxAG39Hr9Q05FCMt/2 EBb2ywPHFGEse8s3bDg99vPtIQ7yuMRQF04JMLODLpOxRTQUYFanKaE/h9Xw tvGrNkgBp/4y8GnPO0w1b/CPvhsN6KNEI8ogGxwVSsb9XTaPGZ4j0qKuslGY 5XlFt3Vc1Jqt/ijQgIPE1ZUQnpEC83toTgWpNJSaKyUb+p4Mokvqy8gH+iF/ 4eSbjeZU9FODZupxfwCOPlgIrfhMQAwlXtB1MAj9UwVXVgul0dhXr1k0j6DO zpi8uqMkkLZdWqMlZxxeVSnQPtQgDRgSh921c8TwbErXaA9igVUo7LaotBuj XDP4d/s+KoiI5ACKLB6cT9QNn+plAzTvfih2Oxf0FZsWt15vxpwHdX1p9hTU U5EJpq7/gHMJLnqxWWRU2KF7q7FUHthP2203amCj4mdqG22VZEGNG8EtyACP /Aqa/Iw12WgP2YdUHzEPRcVhn0yVcajYJV17fuondMzgh+/xmIAhCsLJpMRR WPgksjdNRgxZ8vKRzJ0iDHdS2WzPYRLYZDfsBYiyoOdpP/XlKwZoUsFLjGiz QNqY0s614kl463i/rck7DvheMZ1VnNQCB0cCfhKITISWtdtsd8QjNaHcsulU CfSw3mzQrkUaXS28UL+ysg9Ot/S/+6MuiZoGlU8caZdCu1Ojk2pr57FyjQ5L YtAkHAugf69TYQCTaBbfIYQB6r7wY45V10KtjLK2j3UM8FR6vme9FRcQthhq lM1/h1XtyTf1uDJoY55JAH9wDmb2jco1RmZAb4fTtZf97sIJ2yP3oi164Cih omR2uRSKP2Tw7UrJPLaYtr7Cu0sMtRzGknTlGaDY62y0dlAD9udX1kia8gw0 3Crq+kuSChYFT3NfeUugjrScnoIxLrK8N9l0wHIWa8PWNwqO4VH/0Js7GspM ZGrllj2sRUCqakH53mfZYLnyn5pCnAhGvPJPDfiLg24nCG+waTjEkZl82HZp FLoq86yNLo/D93X3fbV3t8M94w22bS9wKOial+Lz8k6sztrpVq5FK9SxvhDS NikJHrBcwsKui6Dj7CdLcTUZ4GWVg3HKkkDJqJjetakQ2n09fkNwFAf4H+NF 3fhpbLO/VbtazCiGGqoiliN58MbJwpWfwQKeqy6mbP6bCm4adRinyDAQPtD2 ueQ7PNJ7NhZay2OilVZrYnvKJUE2lrslvJiNijSt8jdlyQM/Sr1R/ScJ9LYs YiPY3g7D1V0kRt8vwBpLTVejms/wwqf06qzo9zAwtSNBdEQId9bkvQrmlsCh qytiHbxaMBl7n843S/s2LtMcTY4jomhhgsIKn5/YaZO4PPvtRPTora/2vtEx 7PngK2Lo+XqIYV9fRG3CgVoXw1X8R3IATvdojh6QByRXsUuTsxRwLtnypGaJ c0/sSmVyt9KBi/VazweZbARe+0dReROwquTTXHgGE9Xq6mfHqE1h1x+5CI3V uagv0bxxKI8BCqyJJ0PV5FFRiMBG5TYLeeyU8trlQUKbJUwuPznHQOyY36sv hUujo+2R78BzIvKpdD5d9UAWac2ZWy5y5zH2SydnkoCAqpQH5bRyOGBdoEzu 6rVkxGrq1tS7wwUr7hd3koyEcPCuhWHsYUnAJdEPujtMw9XKvdeSdkqDBdwP idbcUezyjMnH/f0EoLt/tPu8CR5EF9q/c7k4D0sNFvMU3QjALWQHq3qpR2w0 8hxJLiSBuxo7ze2SlvJK6b5H9n4G2MUjU5l2smCX9IcJbIkfQQ0JlH00JnB3 PvNAt5kOuAlaaoG5HDAUESXJzaKiPH/zROIGSbS1bpXl83QpZJhx+9E0awTO bdMZ0HKVRSwj2eQ35aPwZw4pstRBDMf/weJuXOvEJJuUeVG/P8KDn1dE+B5g ACkLe49WlRmYmbU3ocCDDZpyWEnPzbqx2jVQPrJjDjOvKNdvcu/BSk+E+Snf Y4HH6X7f5qWI4JpgR6eXCxW4Xl9jn5fJBJSvu9TvG7DRFj15T4WVdLDZRTVS J46E+N7Xd8mzOUjFU+mmhTYNzQbvveh0k4l+HdO/IBM8BrU2XtOcneKiIrZe fHWvHJB3lvzA6iMilvHhaGtNClr3uT41uZuCOiaIC1bGS/8QGFddcaAZ23Yi 0tf7XzyKUdrk2VX9BivVy7SOT5ZBt4bXzBwPG8Fu0J0i8omtmLpekXnILhkQ verWgloRE3HHeYNHUiTB5C1eugSBiYoOBr4dX0kF0a42xTHlIpiVczs7r4cE joVYG7/KYgL6+Tn3lioOyGA/VCAv+VUnOzjd6y8Wyl1oHVwfykaSiQrD909K ozVvr2bJLmOj1HWx/FcrRLD1iM/02HAThhtZFaR/SwxTDXvnWGZsUPR469N3 ndVwZULEAPkFF9kXHfYJSZiEjx3WuZcjAriZP7n2vW83Vh/98NS3RRz6qpAt 9nafwNxs/W0qVPrhb1H3JqonHaTNOR02X+J/edO3YNJjOUA+brpjxTQDeFfG mo+nsoBNqOlpj04SanP/L87rDxtsMW/rXRs+AY2sFN6t7eUgV8FPYmMdDp07 56Rru20BbuwVoIwMWWD1kZZUm/8TGqieHDp4lIZcXDz3rrGZxJwN94dfXkYG zNUfG84QxJjpqah/GghsUGJisJhEpoJnd57h9waSUKT/hhq7EBYYzrmfrRjM ACm4LC4/lAW8VJq+K2XSgM6RFZlnZDngh8Dse7tHPyQHvO72nWKiDaKLUkmv KejtoenUx41M5I4txlffHIXTuqbfpEbZyEI3WUelgY/B/V7eSH+pv98MPlzz UoyZgfUiHXMy6svrEo5EimFlMGP37WYGgl1uoXUdCMbKxzV4H2cgH3zBhYcO JHDcPOhsJ42J6mOUnCQEdKBa0iegJUqj+GlFDrmZg/JW/WJQZwnI2Uh9BiOw gK2Ih9/q+AV6/Ml5v7J5GPISnxgxAoZg2je3r4H7hqERq/fX9cYvUGivmE3O FWJplEHV8vNd2Id9nSW/Gzgozpc6O3C2HRsqtI8dyB7DYldv6jlk9hvLtuKv CivjAuq9S1YHK6ex0Kf3nw+zmGgidKZ9G0YA7VeCWv7uXYCTvwqVWiso4EdU suUdVQKiaktpzalRwJrEOK0vDcOYLV3rwlZlKlBp3G72Gk5gHMeIoZmlHPO1 vmx9VIEE/gf07VbR "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 200-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk41Osfxs1YxxhmH0nWihNRWZPj94iUUxFSqURSttIiJVTI2LKklBSy Ew4pSwueJ8lSUfaynCwhDNnHOvP3f3Ff3zf39X31ua+PotNF67N4AQGBb2v5 /xV0kMee/pIAj5QC/BKvkcEwWXfoexsNEN/Rao1rGrEMUujkjylxtNWqTldS qQqrzX0mq2kohVZYtJu90hQ0WPhcO2JOEF1ulWgJ6icjpabLobNSs5h7RkK9 4s4lWFV/Iu1SOAW9OscKkUugoa+zlXn0qj545KvHqMQ+MTSePOQeTGyBOtu/ HDf1GoBtc1Ub8t6IIfH0y4h/nY7ChY5vTOrjQQ7nBcOpQhStH/vtTbASQ0vZ Lywcqhjg1i1BTQ0TMpgeSjzeJCEJtvEM3jR7voT2A/Fuy4MM1INTvTR2mIyW 1UwPXbhCRe6e17g+OBbYnOPU7S9NBri+Rf3hKxT0srw4W/qdGFAWkW12WOtx GtQNiobxwMDb+HnJfxKglyxyP5i9AsW0iO1uDzqwgIrxO+vjx6DrEDMzSmsO e7wg+Su8mwX6O7NO+QUzkczKsPDVshX4NFsgh9tPQDEJdXGLJD6sjM0Y2r8q Ap5ocLJyJAVB0eCsu+YWPLgiU95D96eB1g8VGnLqkuiApCKb58/F9PgpRpOc ZWgTufpoypwFFOaWWl22LMNSut57LE8SDZ+OrT35vA+e2ZIS0NdBQK/3lwaY qwigninzrYZ7iCB6svq2RhQNbRLUL9H5LQR+tfIDLZz7MY3tl7zYjtPwHf/0 pJctGRV+PJ+NY8/BlG99Fbk35qDB7tikYD9hsOfgSerWIhYqv5RBuaLMRDG+ P7lue3FodWF0S6kWHqjoj+OXGkQR3SegNKOLASL3dTzrUqCAlxRaTHOYODhb pOIxtsKHwNnWo7i6CdOUWlK2+fENqmX6jQaGz2C5AUFK1jpiqJ47vfmqHxNo 2kgX3g0lAWQTvrfrtxSyC6619XPCAaFzG8tlPjJBDydxC4xjorr+24odWnR0 Mr+KNJk+jrm6ntr4rxIXa51nHfphNgcbl30G6zfQ0J3PW60TF3pg8Wxo0Pkp KtJWXJpWXF6CO67abh34iAea1U3RDcbLmNzJG17Zv+awAs2W3q7V7/DMs4Jv eXU8KLfod05eQxiJfP6HwLOQALmv48JFmY3YRFpEzcNxJvqguD35DG4SMz1q PxdRTEa9n6m5tQQe9jXj76aGHYJgU3uvn3oFwpQKxgY1HMmAoF6f6NjAQn6W t2Qct7FQR5N3kIMjFaXkC4r6vieB98bGirGLY7CJd+GN9h4plLjIT3zvMg4n E3m+dTUEdNP6UP1+uQnolcIJ2zQlhM5MSH/Ur62CW0xCClrOEEFvn7S7f8Uc DFcs+utYuxDYLKK2TbSQD28kDUwOIToIDY6S1RsdwiSjtKKNDkqBRF6v9Y6/ RcGtWHX/+WEGeD2lL+L+gYyG6rLA/L02WOEXdX3RiYxe9qnHdbyTAE2FF4hm nqLoclHn5V0qDBQXdrZcyUIALZT6fTSWx6Mkk1PJSvFd8Hh6k/8/Z2dhcxT1 1QvLafjyedBwqsgKdPCbwB38toThL8ib/nOKCKyzeTcfXCOAodwRqZIyKmg5 FZ3WtI8JUqdlTTRX5mBwspZJpjgDoXW9NkbHhZGuaMmjfEc8Sm41HbPtFkLv Lqsduuw8BrndI5WDG3FI9vG69jCuMDJPYT9ubl7F8JjOnc4yLpy+SvnWokgF yvdf1aS50UFLbVOIS2MzbNZ5IpHbSAe5QqtD261YIGmW46RV2wwbehMebGWJ oGxV9r2YLh7M+j0p1hGUDgP150fLfifA2cNOT9j7hqBvWJXmDTlhFHlM63PY 21UspyiavmOcD1Xtph+rS1CBkqBO8Ejzd2zwR/afVPlF+OqLubSIEgXwObn5 ZW4CyNlLGWecI4pGxt882ixPQ7lRKRWHG4lISfnaC7cbDFBAvi+sEr4EA8u8 Uq6aMdH3w2/NXeYFEVNkLvnnnUl4zy5Bhhc3B9+3PL30l3kvrB/Y0O6eJ4Su RbnKFFb3Y2X4iqQojV64xfq2z885HGiMf078sWkZHl/6aLnSSALaajfuLo7h gax+KWVA5yWcWf8iVspGCDR9iFz4JczF0tIalEVNpjHU3hC4HkmAj4dbHrG/ MsE5hYAkvQNSIJpQs/hnjIaEvQ8X4iqF0S2nVOOSEgaSs1KLGKrGgfIOSTaN z0LFKlYvdLIlAC3z0E73cDyqKA/UBka9UA9orQjzBdBXSxUH/a81cP9egYfu 9h+gd0pfzILTFExQuGU021YOx8M3RNi5dmOvA9YbV3PwoGOdymTCXXG0sFc7 KHu1E7toeLfgiJE4Sv/2LVNrYhYrHCsT973VCheUTu2rkRcCzfa6Ck3PxMDb dONPh/ZLAaLDin3nSUEQMSV7IGychcBrr2CpjFm4bEX/vquYgZrVNXJClOcx tQ68LG2dFCr24dgoPqQjs1aOzk8zSaQnYBj6/CYVLTvJbGBkiKAzvUGVoFAc 2bkl6EVIiyPV5T2WfNYqtplu8Hg+UwI1yI+JqeYxAclEJPCKAhnRO3+pbH3E ArlfRkmZojNwLH6fbsQpHEjrzdMQb1yEm+SHox6bCAGNLyPtzRemsdBFww8W IwSgaCRaY+wjCtgvj1TaB6xCXw+StgVRAjj67KY3SuGRfOWxSJtESRC/2WSP 7WMSCDUoao7eRQd7M0hSNFtRwDU6Xz/+jgZYMarK3vlrO0s9bZF1k4IKvPbE iu/AIRO6d8SxV2s7S3/4jEv/A/V1I4nurQRE1xdNeFM9CWuJThwxWz6cOY3d vR/VjwnZPfnlM/cRHq3ZEHjpEBUEnE7UYtcsw6zs/TFFZxlA26Ay2OncENas BiWC+pYxo7Sa9XXwN/bOw++y/BM6OLYv8eOFNa6iOLv7Xe2lgIdMkeqHMgaQ /LR341MtBgpvHOiaH6UCPXuloC13ichi2FPKNY2Bfrho3Ba5Pg05cQrVgeUk RN91im2tIol+akV6bKVSUN+sOM9q1yw88V6/S3/bf9jfHkGX3KKFUXKoYlMF uxx7tzXLOjJBBDnGwjPBZ6ew+5QTgS/EezCO3oK05RonbIU4nnIxDbmoRIdn XBcEc3EZaQIEGqqLHRA4v4MC2A42pSHVC/AJCvDvb5MELj7Wu8qyaQBXbDtu 7spE+byese2+DOT/99HMxAciSK0iPFt0HQNZOvBvCWYvwR6n89zpiU6sLsfu bupDPkzRHV6mmzLAZ1sPARVKE5SLCRwlvWKhjYu2B+ZauDDTbptzNSIAD/3r T5nxQ1grO9nzMx+PnoozN3qFz2OOh71s6hRH4E5HAb3bBjSQunzi1J41f1I1 9DLvGxIByd149wYuFRyMObrv+BcmsPE1vni2n4jMe179riwRQNrDHJSevuaB BeGRR+ZdUEvpwvjRM2Q02z+UeiiWi53UtfAPXUcClwoZpRYrPMzYM/h0O4EB bLKk8W2qFPDvo3+F93sTkayzmeX1Z0wwkfc0R+Y6FZCM/7jopDGBq2LnN9ks MnDeeFVlRIqJdiwECD5+LYnWjyZ96R1nIGeMH9n4YBIaKJbFJ6mT0e+Cgak/ QSuQ8P3KzMEOOoIDjr4tfQjmXayL3HWcjs4LF91OtiOCkM/RerpUBmoNkT0h wKGAXfXTZl/eiqBIrgyT1MVERwrdU71KJNBJ/Y2LGIEOrgdNu8031sOzg3nv 5bomIM6yLzXMbBKmfnb85H1wArowqN/97D7BqSMyOaT8KaznmqtV1t1BrOpg /9v/2pmouttTg63Tj42/PBIxmjONleysrX72phfLsWpS8CtngSy2G/hgvoT5 5j4tnKDT0IhzRdLK0JqXw651HxjmQbardu0PPAW0BSdYPlIioCHtZLWKbDJQ i72rWts+gSVbGss8WONLscPI9DWcxY6IteDvGFIQNPHUbeIOYo0s1dcX1v7m 5mZvv/KqAPPqc8O9YYqj9zA/dr3lQ4x7Ni+q05OAzpNUd4fEM8Gfi0IHjknP w8xcvOmoLw2Z/hvbM0PiwvQPMZ2kY+Loc4bLpFzMDKyeDNGYMMCBSsMsy7ep XNgwWDD67oQQ4F6+J1FHWID2zRH6JpN04Gkv/Ymh3I4Z5EeD+lIccpa1iJ3O LMWseH7ov3VUEF15QNWjYQSr0j8g1UOkgswBCa3k4m7MbCep7cheGljg673P /NWNsTdFjM+3MUHlrfzA7aUrmHn6ZNeQJB1d1XwsPdMmBLI9JYadpljoIMdS sv6OGBDvvicQ4EMFs1sMzThvBIHA+I00Bws6+DSgoE2+IgTsNJyfMnWZgDcT P69SRQH2CuYnUtQoyK1MbS71Igu0bQdxkoMURM2vpmSeYIJrKhqeujup4H+W m13A "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 201-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVWk81GsDnWHMmDFjmTXZIkVZKiTR7f9kuVLZbypluUkhSlGJFtvIVlKI tBAhyZarLHkeZU2ULbss2XdhZH17P5zf+XY+nHN+58ievmjhyIfD4Vr+4P98 kv0kPWBSBMTI+fo8uSoKLBQPP+0fYwGhIkblgYo67Jpq+7pxJQ2pmFdpCst9 xK4I52k81BVDKxzGzZ4NYmjbyILGqDARXWqiNvr3iaKx97RiCeUFzCU5rlp2 7xKc22e+J+5fBnp7lhMkHcdAVSVXgFpCP7T6en6UelAQBW2iZxtSm+HuXV+s 9T364c50uQgbSyFESbqE1q8xkcfI5aUgUTwaH89mnf5AQvdHupoKf1DQUmq2 id1HFqgpJ7wg/hYDs4NPrOupwuDkm8VjEnZ50Kb/kfPyAAt50atuJVLpaFlJ 38ztMh3ZGOaTcg4yUG5xXuqGIkHgn3Crm+TAROO1yto5Q3zAfzPZfH1IBPSI Eh8Ecldg3KnLXduE2zHfDxMBEo/G4N98imV2F3hY7KLwz5BODpjwEvCbjKei iLiqqN+0dSh0v1lV14kMHquOp6QJ8wOMJtqNMQjg8sbiLuYNBji7201rX4Yo OiIsy127wcNStc8Efulcg5bhqzEzRhxwzvpVeJ3AGsxn7inFXgujCe2ctp7A fuiwPcG3t4WMbllYLai141HXjJHKPgMh8InrWBUVz0Jb+LX+2z1MAE1uTfU+ lj8x1V3uHlz7Wbj6XcZai0ZHWeWuqXjuPNzOIMZ0FvGgtm7k00AfAZARpNiX sIEfrS6Obs9X5wPBt4ZK+kwoiOnlm5/cwQIV4h1XCZN0kCvGiGgIpoA168wZ xhs8AmeOns8rq8cCFbYyF541QKWXPqN+Ib+wmxZpB8VLKaiaN7vV04cNogpw 3MPmogBZhhh2DIugJzkvCGGa/IBwVr54YzkbUHGE8WX7aczJyVb+jRwPY52L nMkN4MG6Za+BaikGCm6UGC+P6IF5c3f8XWfoaOpWyGBE/SpU8zyq0l/OB5zl nbXSZdYw6VPXPVJ/zmNnWquOFD7rgA7PM7+9rlqDWopVxnZOJESsOUReM6EC Z926aFLCN2zyRWhF9AQbtUl2FJhlz2D6x2zmQ/NE0bhU5X+6cTjwNfmv+lo1 fhAeXBnSdvsjJpc5NqBqLwqYjXUDcqZMlJDBT/IupYHNvj9cSkcnYf2aW4GG gQhyqSGGF2LTcPrJmndVBRnZWAsuxCZPQ4+E8eAtMwT0PjTfrBaVwe16QZmN DkJgIDJF/RtxEYbI5mw7/p0AvPgO6JH98ej60/7pQcQEhWohr5UsRzDhu+r3 9huLgMhsbXJvJhncilS+sTDEAobKv/AwiI4Gq1LAwv1mmNX1fHKbJB3l9ipH tRRRAa/KbIP0ABldymm/pKPAQnOO5C1yAnxoMd+n/IAMH+JaVlcs3uyG1kn1 Nw45zsE0/dGJ3H1zMPeV/1AicQWmdm0o2/tiFeNzk9E/ZCsEPkYfoMjLU8Fg +ojIf+/oYNghb2XbAQ5C4j2W+60FkGRYF8vLlICeNemPHe0koKVM76ezBpOQ 1zlSMiCPR8sqLb68vwWRUQI3tqFhFauRzHp6UXMJznqKfWuUpQNnjS8BWhFs 0FhZH3SurgGG9Ui2/1hjg3TC6uAucw7oqCg0r0RNsLYn7qEKh4jelZrmqdLw KGV4WrDFPwlmtb1fN3rxBM79c/ox9+Ag9On6gBjHSCj8uHpNcOEqllZbHueQ jEeKJ2Zjlal00MZ8k6J3sQMbaEudSpT5DRd/YpYmU3SwPp6e8c4ZhyIUdDaq baGgkYmCmK0yDHT9LX1msVAYyW2+mu18nQVeSXWoxVquQr93Hgmef7ORAtkx tFuEiNjE+Wc/AqbhxuMKaSLtPFjaGO++zagHbmM5vRprIaKrd502ZpX1YR16 Lu+1+3rhdovbXj/m8cC9lE4rx61B66Vy05U6GlDSuBJyfoQAJLXyxfp350K3 BXs/g6tEUP8pfPGnAA+TLcj2yFOdw9D3Wj8JRAWE4hJ3YwIbCVz5JwtfIoB0 vIkJe9Y4SNpcKXSwDA8qVp2e3rpBQB+K/TTA/h4oYDX+43kVH/pqqmCn9bUC pop3THw+Ww6vJPRGLJ6egXurnY9ZdEM4ESIVesKpE9NY/3z/8CgBtIgrTMeF UdA78uXTJ5q6sIv7wjKt9lOQf8bz+4WyPCxr7B3F+1YTfIm3P/voLyJosNHc VP9cEBzR9C2ZOiQGhOxWbNpP8YO2ndLcmBUOalBWTQvavIC9k+CPVN4hhvK8 xi1lo5loTb7mJ6FIFO3B7bvz6iYdhVSeOf9KgIwcevxLQBYFzbSw3Te3UJHi soHpOmcVE37R7HrwlQiqlRkTVHzNBqa7EuuSGsQQs/2ngkoMB3z+jUg4wXk4 9uigZqjtH78HA6NrA1fgFpmhu7F6BECqsrHD2c5hd37v+2QyQgZaSUVPtk6T ATfXqsTGdxVO6H0XPbUmDOy9dJl1Iv/37aH7X6Oi4NFWPYOjsTQgJXhp8fAp NjBMpokwjpJAY51N5v6vLMCJUNx8JYMNDFafXo78h4EyPQwiKWp41Km5wyx+ mYQ0k6Kf85hTMMZxk1hbGBUxtUhxBWXTUPSLWKqJGR79+hcLe3C3D9t+fEUq W78KHquQ8nM3owMciSN1LHcNpqQejshxZAEPl6G866XDWIMSpPr3LmNTypii jPUYVnTe55LMYybICHBTCK4QAXfHdfucbEQAx+ZOsvEwE+yxkfPfHiaEejcZ fuwb5qC2c6q3iddm4c6c0sCIC6KIqWPLtVAQRvwTj/A1XXTUO0dZM9eZg0YU 6UbfzB7sr/P+7s73BFD0wz2HMrgQK1JJsQiPI6L/eAK1A3t/YQ/ETvplU7qw +7LHW3U0hQB3U9Ta5jwG2lypMloRIADmo5Jf4MgMFB9iWuSGZwCunWV+UNki jB2MQkIUMXDOy0LnXSoDOL++4XvllyBS+hCSShJnoU+eOimxnquw67Qrb3ay HbNICgjHeeJRgubQMlOfBeZlNpNedTZA6Qi/UdpbDjqs4sm6fXQJvjyx80wZ IoMgldMMY94w1sR9dqFmnQ81xEie1R5exOz/8bCskh2BhP1dZuqABRKXT9oa /Pkvmp/0zT5xYUBzOaArxaODu+bp/UnX+JDG0DhKSiKBZqXJ/QaK3VBdzm3i mIMocjvVKtsqtISd0jS5cUecBhIdViQMZfDgwIXAf7+TWSBgsDG0aYEO3sS8 ETh8RQjdLFMPYPeIoeHM/pkp/xXYGpX2r6sgB8F+e+/GXgS7fF0fqt1iI1eB nNvPTgiBCdGtqUFGHNQUJHkSNy4GBF8bKJVJk1E4byOb1sFGUS5vrp0tFEGn tOR/Y2QmaN/hUtzA/QIdB16XSndMwojHJnZFKzMwscb+8xXjSfjb9+ibEela OGO1MY2WMYPJPE88Wvx1CPto3FfY/Z2NbKkZjRUyP7GJXKvQ0bRZ7DFG2zHh 04elmddv8inmgAYB9Q8htFXMOz0+a5LJQJDwIFnruzDoCb7aeWRoDWa0MvLb v9BBc2CcaYwcGQ2begtuc6IDpcgwxcrvkxhp3XYm9k/+si379d/DOaxozM8x ivpHR++CZj1vAHu9nt2zic1C6empuy6/zcRe56YdkW2molKYESlhGo15yJjv iJegIleaom7QIzagbJ86rn1+Eb5M59Mf9Wag3R1tsenev2HSp4h22nEK0jOs di94Og/LpoNUJ7XxQL/jXt6y1BKsHcgcLTpJABXSDvNL95egTUOolt40E+w8 nkIWv9aKaWfcA9X5eCQ01qpXQCrAzNd8ULc4HUQr01ulAsexj1pHRLqE6IDs +u25d8EP7O+9tGYrQwYY1LtpFjH5A+NuCZ1YaGYDa6O/zLWK1jGjpOmOQWEm uj+UT50gkkDqBerQ6RkOmi/6/OkbRwhQOu/jfL3ogN9YaDupVgDgJq6/sDNh Ap34+pbgWCI4oXomnq3JBsKK5+4ZJjCAzSajkwlKYugsnCWnOTLR3SH2nAh5 ELNzlj+TZcZE6cvdLiER9ViLvpeOnRMDjUi+7ztcRAPc/br1u+dE0Mujvf0m VkwkF6tWGS7HQE/tuZRLXH60dNNB099NAI0pHo9OsWQhvfziT8rV/Giwr23o 3p9dj355kIAS5+AX1/4H72eZSKxk6/dvs3Nwvv52fDxrCna+uYF/24pHbdDS Kp66iD0Q8owUPMGDN0KtOnSMV7GKrTG8kg8tcCZZ/UWLJx9oYFw+md4wDg9L OBigUgKoz+7cdzJzBl702SXUPEoHtjmO8dXyU5CpViAetoMBzieewzU2tGBi DNzQb5lmTGL9671v6ksYJbj3pca8ALrpt5Wb9n4Z21Vf2GGeOAHvCY92+86u Y2ZNhJyQmjnsydX8Tw8X+ED3Y5fUGAcWOOO85ccWTSJI3F2YiXWuwGcaX6pl zFiA9bDRRwKXBiV3vvQcsvvT+/Patu7dU1ANP6xR1ckCYVKXLCMsxjGPQGOT txcZ4FaZMsekVAz8DxFQkNM= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 202-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/FFoDxodhmDGD2S9uRIqSNktCzrmWSkUhShGRIirSIlqQJVtSiBa7 lIQkkuocoasrZEvWLCH7zmDw9v7wfL5/wPN5FnmH8+ZOggQCofmP/s/EkxWK sul0GKvg6/P4siRs9nRcDrooiVXNKjTFFT6BnYn7v+9mMjGfy7ze+Rcd28Kj NtX2otijgVrv3y2JR7pJv+h+PHAmLf6L/I4F5DG2zDzjysavT3GDZOOZOMkp 7GZcbi+yqnEdpO4RxZbJPRd5+k1IY+vXo4aePchBsF6SqSaOKakeeOUKC4/X H1rDaxXEw8O5bIcPIrjEgL+06zUNL2Tkmtp9YsOSpIGgoTYmnOx7fLSWKg6V DuyoiLlVgGx7Hrgs9rKxx9/7tGMnmXhRxfDg2QsM/NI9yKTnABvnvc/P+KtY FK7okD4PBXPwcNVG7Vf9gjCk6qduQDIddkqS7gUE8tHDhlH0orIN+H4YuSXz YAipMt4GaffOgzie+K+QNi50yeDrbUuQwJHxFdHztBVU/Z8GMGNR4cNNw0+f iRPhDmBZijaT4AXp9+2sa0x4af7nGvmzDLxfXD5w+doc2LWb1NxOE8AW4Uux E8ZcKF1VmSn5gIALWNtLwAtxXMFTijt9rxc5bkjy7Woi45WaE93N74i4fcJY VddIDO6P5xUe7uLitUStNxq/hWAADSl9uNwHNm119wy0n0TvYwyndKeYOKfc LUMgcAbZrYcP27UXkLZ+1JMAH2Gobp8nWy4tjJd4gxsK1ARhflSvshqThlle vgVprWwYmKfn+XKIBfPozMi62xQY3TApyr9NxPCkpWt+WS2YXGE9MY1uQCrp PoN+IVPATfTnB7coGv4yN7nuog8H/g6/z08UZUBsEbK79bcE/uA4kNmgIwyF Tim+ly7nQIO2hapZqUng7Hxc8aXCHLhzP7u5kj+Pqhe9er+sYuK1/DMRWSbd KH862N9tgoFVN7aIbPMm4G0XLVV7ygWhN6sj/mg6AcraXPXM+DUDJjxOddoE dSDHxOxvLyqW0a+ilitxHWRMqtxLXjalwmwdy+FUuzowmhL6OWaEgxlrdPmR 4VPA8LDtTGi+JE4jHS9VPiIIa9J21lZtI0L3UkOfYY8yoJA91LvJXhLq1Lup jHlwcFIWUcS7hAZPubtujmZPoNrls0XqRhJ4OXGerjkzgcYfL3tXfCZjnaMH Ye7JSeSZNHx77YQQjurwXYgY+4w2GARl1zuKQaPx4G2vIxZQiPyr9Ue+C8GP 4tD/jDURX33SM96HWbBmZd+i4NIQEI9Qu6NnIgHfyWh42TpQ4Y2ojddm+9mQ IIJCw66ycF/FUzh7txEpbUUdmMjCeV0bo5uKqbBKVrPRNIGKPV61eOgosXG6 24KQySAR8wp8yv+RE8Su5iSPK82d6Ghq7bW9TtNo+3+LVXdsZ1Hec//+ZBIf VZMri8j2BCh4Vs5w73ExKKrfGVktJQH7Mgck3hQyoP/Fh2YmF0g4ocFwyLJN CMvoW6z3fzeO5toGPvYqCmADhj+Kb6Bg46TAuLq6JWCmEVaiyuOjyYv0b/Xy DHj+wkHT4LHvqKoz/r4ql4QPXWLXGP0QxE9/j4s2+aei8x2Jh3ekJ6LpQw4P A/f0oRxGoKFPJRmHH1GrvP1uCXifsi05cZOIla0n4zZSGbBph6blb7MO0Nuc MZYsN4+kEooJ0iMsuDKcmVXoQsBjVXGSq3upeGCkKHadHBMTo57nblyUxApr Lue6XGXDwrvOrrHqBOxX6Jl0cRcHf+pcf7LthCjmkGYSft4aR+LrGkt22iyg kvpH7uuNO5FReVbalB4ZX45wls4p6wY8xZm2otIetMH8ptfPGQF4vmFUZk80 AR9dKD/Ar6ZB+afubzz+FoF/axXQezTykPxuN2fRelFYWxrO+yU8B0blhO5w TWcB/l7lJ4OpMGYsTloyjYQ/vPdTh3qdKPhjjfTRT0K45oCSnVbNZ8S/pJFD yPgXXUrqiuQ5TKBv6Q4xKo9L0EjIqlBr5zZQ+vrKfpdVIrBJSmk8PoyCKcY3 TN/7dILzumHZVnoU3Le64mPg3XmQM1RI8b7RgHLb+/RPRovCOlvN1bWJovDq FbebgX8zoZgd37bFhgjXSom0fF9i4HyvYQv5GBY+bd3afOU6A28n6AY//0PQ /rTHOkMMO3b6f4Q5FFw3lACSf0pg5UWjAyvcJdDeVBnSdoOOq+SGRJVfcOCe n97qN/OYmNXyS0k1lgs9iVYhO/Xm0NCDPZqhxwXgdLhWYkrAClor1x8RZyAE ucftOm38Z0HwvG6p6QAZdvfpOvtmUv/0lNVHW98ldF1GwsVlNR3ae+mzqiUE 8etVOZ8yXjHgg3UGRpZxNHhEsceHaMvG2Z5GUZRtApjd8Dz6oB8Fa6bGJM6x xlC3hPZn13AJzNISiS8qG0fUDj3BSwpEPHUChN2L6AaTn45x2HX/ocOfV/m5 H2TAuwe+3js9S8BPM/ZFvnJiQyLlyrHlY0OgTgVR/bsWQcD1r9Gh2qOg2NXH Q+4hC2a3L6wlRdJhxLB+t7OtBDTXT/ioIcOF220V/DeEieEtmYyROWUGZukc DzRXEsc+6/eroGYW7pqmLJvpTCPzJF5dyvlusNPV393ljjCWrzTatNm1BBSr PjUPjyfh+zcVPoeAGXCPfswvl9IOYlbbCXUxxGHg6ujlNflM/LTw+rTovyJw JjothUBm4tMU8mF5gT89b2dREFTGQ8EmB52rGxjwtJe5TmEGEzoEGHbr3BfD Kh9CMkSk2HhGW3qgbhcBtzu4zU2OtoAnjhsm+42JOEmzf5FlyIZBPx2Lb/xo QLKRfoO011z80zH7mp/0Ekq33nKyDJNhpO3eQe8HQ6AhMOFc5YogNrjp5VwX tAjsD3laVMgPoKzL3uPW17gwefHYcaM/exGb+2pIOUUS0s78o79qjgF5l18U NjsLYfX+YZyaKgIFrRrnZTI7kZrC2ZHDjpI44To/VOYLH9homl4LlqJBD5Eb zkbDgvCfcwEnvpPZMPqVadWZGRZ8GftSeN8lMdyi/2jxWAkT/87umRjz56NL uSVhf5WK4fA5aQ6tlYOD+4qXzG7TsY2W4jwgs+DlJ9cOlgbWIKfeFyWyraNI +kUUTahrCiVX2v93yWQUoUQzgjf3G5qwkn5Gy5oAP2LSPBoODoJPJt3vOr5z cKMvVShuZx8YybMKHXw2Cc55SZ2LPfsLPDOrXe3zngvdTDlSnTQC9M58lDPK YuKtjzxsdCh//sjty237+5fRrhT3OtK/LNgYEH8gVoGMk/xmWR8Ps6BKVJjy v99HgUGe719mf/yUb9IzfIumwde5IJ2LNDZGBuc0a+d6QRM3q7TFhIszMzO2 XnidDU6FZ5Bd2iVwCcqKkjkQA8RNzw3bSUpgN5qyftADDhRVK+vK4i+g9ExB w0FvJg46DXc9V+aj1NLIFtoRCt4ivsIu6JlDZeNBm0a1BWD5qOw1pXY+qurN Hiw+JgS7Uzb+0rNZQrZ1oVoG4ywo/MZscyW5FWhn3YFfCgQw6UaRW/LzYmC2 7IM7pBjQbSDZufPWGPiktV+iXYwBi8z35dQEd4FdO2iNVruZkK71O04xvQsE rg0dmW3kwC3K1Ony2wLQOHW8tU+chdOmZx/0XSDDjHPUfocJLjbIPTGrP0GD lLa7BF8vBkxdb+a0xBWFhJGrKXamLBhppa7bxxOF1ptOPuJocmAXu5qUm8uG tquNjyWp0PHZxJqUulAOjujnTEuQ+wDxSItNuicHZy52nAmJrAVdbPvLfRfY eODvt937immwPOBOr8EzOk637OoxtWLhx3U5Cu/XsvET+0CKR+CfnBifzHfL FsFDykdinlqwcbsme193uzDu627uv7OXDs9dMY3SrZpFX9167r2dZOGZjSsL 9evm0EztzUeP2GNoKn4xbGsRETcjC6tHVB4Yfqj5Ka1qHl0LtWrVMVkCVh91 0aRuC5pIU0tpuigIrcuycE7LGNon42iES4Rgsd2+EqfQKXTeZ6tY4yADdp3o upmuMYFY24qkwjYzoc/SHWO9Qy2AziT0z8s1gukWQ7k9M3xAud2Vrj4jjMdm vmoKpy6DrbXvWs2SR5Ds7roL5hkC8GCD0KuQymngcj1bc82MEOx4eCYj1pEN 5eryLDaEi8JkjXfZoI2P1GKOrpmK4EL2/XofGcIzxCMp/VjxZsMbZRu5piV0 mBvllF+ey8a8HTslNM91A5OBpcKKNjredfXhxIOKPqD+fppgZCGOFSlqS92y kyDseZJEwW9JPC3JNv7ayoIBfP1bL3WJ+IvdD0VlrjhuMJpytbYk46ADkx5v WvpB10orr5pDwlr1Y+Fzjcvgl+DdqhEVIn7Hmqn2OEHF3VuFn7Dy55D7S9r6 rB8iONJsWmk7dQplCugPyluKY2Gy4HYHp17wleK1JVuAAqte4TWZ4YtAdxvd b5OxAKTfejt4evMc6HMKZwROMeE3IyG2TIQY9K5LcN5CoMDVLPW3es50WMvj n7SVHUeEzD6NXCE2lLAon2+qnUBXBjuIqTZsmFQ6orrGQRL+DwrYr7s= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 203-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81PsXxs3Yh2H2SbcsUUnRYklR3w+pLhUhSrKknVKoru0WaihrhISs WW6JFi2Iz1EpLaqxli37VmQsGfvP74/ndf57/nne55xHxeWs1TGyiIhI54L+ P3+bGw+sDWCi+GUBfskXaah5kC57Yy0DNC0r9eSWvSI8Utw4zSw2zHCZ/7Yt okP1Nf4udQEFPGpla4I6aICrNlz6ypomXO/efq+yaQq/sS3UWpLHhSfHucGK t5mgk+W/JVrYi22/uA3I/i0FN+z0/jN++h3rrv900MSrEytFXrZgPaQBJdMD 5v9hwcaXpdolDWLw69dDtkupJIz9tui4cIoGUzkPzZ1esVGgWde9wlE2GulJ PsiXlUNjV3ftxe0vsEPnrVPT3WzY+m3ni2wZDkyvNtl7xpMBebR4s4cRXHj8 sjBnUYkUIpVoUXX9maiNJhFzlTeDGb1x38aqfxABpYNX/rr1EyvnGBi7p8wQ CUK5ruvNXHTuZI72S286RN2ujJ2kzuNJ2e1lllLyKFHrV3aunCjyLfz+m8uT Qp6LX7awFnx9q42mDBxYsFtOhTfnP0FEpu91kvxOBuvw2XiBKRfVZ7KSS2zI 8Iy1sZy4Lwf8R7O+2g29+IhGWkB7gzR8p4S9pn4WhxaBqabhdhlUlNuRE17T R2itP+fFcx7B6sepU46yHCioOJ1D4o3j3a6mJObsDN5sHH3nqp84Iq/VmJq2 koRZ4YDGM20yCr+yS4JEpwHLO+DZ3SY2op/YcXxYkYse05lR1dcoyH/FVUtB vDigozZuhW/4RHhTjvHhsnq8OstvIPD6KHHyhBGl3JYG7ydGVpz346CyT2Et 6kNMBNbXdzb1yYO0QfNd3j+SSOy42svFFRxk98Um2Io0Rpw86aj2YNkEYe4/ tMT3xQz+PO3d/X4pE3DtxiDvzV24cCwk6LSAAQH7zz+q0SXDhvM2mp0VZBSv 9g8KPkZGiod8vHK6xomp3WZei1vb8JHU/K/3K+ewwmflZIVbsiDx0Ux6zlwW rbSSSrU2ryWGMkLfxg1yoGJ5VWJ34jhhst9hPLSQBg6McyT5HWLoy90t/KoN oki2eZ3n4YS3xLL8n91azjTke8PPPqJ9BPPnzhTpbJeH7H/bthV+G8XDyXO+ lW+lYc+HdXW91mPYK+3XteUCMZjpr7Rn2L3HGtuC82uOyKCE4I9fUg7M4usq j1YdqBdDKr+4DCcXcfC50zncAyyUnpAnemNoiJCL0I7cukceZe5u23PTUR5d il7j/6d3gec1s3eq0jjQU5mN/tyowwNfSBGpihx43L4mtqFEFn2IyIuoTpMH j0eNHgYr2aAUkXr6ElkChM/8KoyUyIDeDa1RTO3ABzP5/mbHxrCGQbb1i+dC /Pi/oN50iRlc2lyk8nMRGZHPKJmYOcqgpTdOrohdS0c99/rlnz5noMcZHLus z1KQUmvy06ZZDNIrbJ17/UfwRHN/WbcaCW7GJJpMZVPBNI2XUF09Sxz+RxDN IIvAyHn61xoVBvoevWOYYvcdV7XdvqnJlQDTkVcHsmrEILtvWKohKBNHrh5J SPFPx2P7XBJ5f/fgQ+8uvp8MlIXwA9ofrxXPEsoVXy/vCxcHdbuRhDWyDFTX bSalWN5GdH/P+Z2uNInPfus0u6LMRfO/7uU9PyUC/zbLnuf8lof+waL4FUpM WJE6M+r4hgHLVC8+POXDRvV/a05195Eg8LlX2vkdHNjq3FJkNUIBjsR4yo8r w7izLb58XGUWl9cknVtl2oZ1Yktj7vXIwMWIk4sL3nQQlpdlCpsburGG1WXv H+MkxCnwXZJrRYaDUxUWM5+pqD/GJzE/VBot0X9G79R9jC0M48uPnZVB/Nfh wi7xCWJR5JcHadlCAuqrAv8CWYTPkzoyxaWh9GWgDtrahvcaPXQ1EUjAF4uV Tvpf3uKSjPdrvqp+wBfS2qOELgL86tqW0N0XX+PB60tD7U42E35PIgwgTBo1 KKwcvh1GgbV3zbxCNnYQZw3D8m23UsC77mbrVzRDFPx8TvG9VIunhz8wVmvI oGoHPWV+qhR610gOZyixkYzTjEPjIVGkdI5avWqWBYXev6xV4liwV5QXb3Z2 4e6KGIb89y8D1I6NJnZFycGRtqAyVEABx5G+qK5kOqhPb7eY584SFySzzPts mFCl9FNK/T4H0Wu/rqx+wwZWY9dKzXgu6p7RtZd6OIl/3vpbL9SRhJJaWsyS XUmwXKk3ImGbGAqnxlsfaxMSIZOGr837pVF6kPaZ3fnyiPfYtswhYBa/UCVt CR5kIGdvY9ZneTJspG2PmchloVsrtm23SaAiiYLMlvXJXMj32h5N2UACYktH yZAZFfQy41InWL9xQ/3hB/3udGDpS94uejOMn2hat6YvF4fRw0RYTEQHcWux buf6u1V4/9ulgef2MlCFVsYpBUyG7JxdUY+OsZHn+3bNZMMhono1lg1qnyY2 93y7pVM4TJS4+XkoJbJQXGoNo+IEE0X8Mu446SCPlN0V7vTSWcAycORZrZQD MdPig0oyXGgfo8xZGozhWAsdDZJzF7HFLejcqUhxIF06jVah10SJZrZV+G0J yD1SHpPiN0HE0O0DH1JaiLBVNT9MU2iIpxw7p1rIhLs25z7q7aSg8di7GSLS TMgrsm/L0uMinpP1s+A3Qiwjvu3O1y8sdMLbyuB5DhNtbmULc33kYHXp9RxJ BTaYymleoM6SoMXl9MTIUCMxwg//udlSHNL0eqdZJmzkorHBqFS6AStGBQ5Q n3DBTLU1lMIWgSy7dUffgDRSi8i1PXhpiKjlpbh/nCdDfeA3S4HbHOG8z8u6 UqUfi2c9jZk7zEBUVyPjpRMMxAW5vQcjJUCn9xdkZkqi62rX8965dmDtZWcG 9x+hAcq1S1D6Ok8c0jP3D1GgIvoXkcO4XwwZuV89XC/NRnYlxVNPVnHRg/gH 4rsuyAAfvrGJOjb05XcKfgfN4A92W4wi8+UgfGIxh9rEgQT3tWcOOTPhkL7a JCHNQluD9zUZuPHxse775YpNQ7hYKcTHQDiO0z86f7iwZwinGvvwiyr5WGC7 OJeaJyA2dalttGMPEq/2dBS31nPgyOm6saOxfcTgY9vQgdwRoqB3Mjb+Zg+R a8lX9nvJRTGRH5yXlpGQ772kgiEWE0B0Rly0joHarl1s3t07hxsfdc26/+Gg uqu3LeKXScNiZgzNc+Fvro4OU39XP0Qot8TnNC7kp9Kw1eQFHiO06CdiTEy4 gLe56/Enugl75bKb95LoUI7zov+yiCNyoxSbHDTocJqqbhx8i4OiDY87mtTM 4qx7ZJMBXyYk9S4KqlKcx5mvoxqpByigfadHpO/4Qg8bDtYa2kxCqjLpJjt7 5nFVd/5Aib0YIqZmNjluEgGH6lD9bcMsdK2htft1ewuxOS8SvX9GgmTH7IJT MWWE5ZwftCow0J7qPVPrXAXEK/3d8i0yDBQmLHX/5NRJ7NhErbPdyUQeW71p GwM6Cd7y0ME/dRxUmb4uvtlZFJlmDjf1yLHghE3hWpayLMpxl+11EXDhYJHm rmdhNERpviES4M1APSD2LT+NgkQGfTKczFkoSSSBS9yWQXZaR5M4ehzkrjC7 6b6QixyUTe3TVtMBKx1Y6lLIhf4lLzp2lVARdXzw5L0rTMiyae80t2XBkwmS 7mInLtxx5lE8eKJg0SUYFl1DgZ/qB+KyrdlQ8LLWLkVDCno6vvdGmtGRZlxx j5r2JP50ujPmxQgLgi80eKnHT+Jx/uWkJPZvPJLu8kn/kzh8x9a2SbJCgj90 8JLD1RnsH2rbZLBnlvB/fgA5zzdjwV3tjIbzZORpgHasShTgXX8d2Q7lYihx tIcdmDCOz/qtl6kbYKBx/UDqnNgoZm0oUghby0Q7t0VNKyq0EHSmSO+kUh1x PFC83FtEBFGutWfpjIuDVCfvyPCgCFrPL26yTB/E0pflYlKDRNHeWrFH1z+O EYzn+i1HV0mi1kTXnPgjbFRbO5jDVJFB6brF+UTzDJYUt4u0KeWiS2/WcM3L 6WjwjOHa10IuCDdtkddz7yA0s70Mn5YyYYdPouBWZQ9hncIraC2ngRpFe7ZD cYR4q3pQf6KAAWM0tumnJhYKsVphk2wsDu+dvqmpc+XgammTs9u8DARbjHg8 bewlmnzrskNOSYF+ze/wibo5QnhfJ19hnTgUs8Y/exyWhUjjFhWTDVP43APq qrxvkhDlZrWeSh3H90jGAyo2cmDbaT/hkdVLfKJ4r8snUZDEvnr7455zhOEG eqCWKQl1LnOzzUydJHqOhTN4o0zkLV+1ptNTbqF3p5xcJ0JB+o1Ho/sNmYgv nDnqoDiMDWJ3hsVu5iJ564rJBr4AL520RO+SuCjt9aCmqgsNPYyat9WcYsNx 6V3XPBf2Qljgg+gLPLlKuU0G54kAI/zVoz+PWDAaxLjVViwkfpAvFnpd4YDz 46KIXGUaMmzJtshSocE9iUAj1U9s2Bm/vPuGkAH8QLNRWTkSKiv1cdVplYOz +5Lj9qsykX+FVtS6x5O4IzlNMzuXBRkZcVSrm0KcETdZqGtFQodCwocpybPY ecmH3UNTdPS2j778wZU+LKAn69ad6sCuTpLSZ9hDuCyf43k/WAzd1U3F5jZ7 sIPtqm3TIUx0iRH/xhtPEf+e95kvWd1JZPBpAa9rxdAdhQ+MMfkewu7wgN/T GAkE2dPdUjpktOsti123nIE8Dz1PTl3BgFoBLyq6kYoGKg/c3vmDBjvGjJbq 9NPRVWte5tv9A8T/AMYj7SE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 204-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVV2k0FOwfHQzDMGP2id5IWqQoO+XtebJUlLJEG5LSQpvSIhRCUVIiKkoh 2lTSQvH8SkpF2XpLKEuWxjZjz1j+/T/cc7/cD/fcc+4952p573P2kaVQKA1/ 8X8+aPzKzTyWjy/NCA1KOczCEfuylhmo8UDPqdSUOeM1iu2uqTi4SghjQm5I 4xQ2zBE53ot+ywD/GpXq8GYWlATPbZV0jyPfjMvvtSxGyZ4lQw8HQkTE7bOf SGWFImyNCxH77qonJgZlG20OthDL/vUFXv4coKf7w+QRHsQW9Wm2KtKgq+sh 37uQBvztyqNrtTkwmvVw9ebXfLyXXyxz+8QL4tGStEvaygefq8rOVaf5uJGl EB8ROUbUJQolLYlNKLSw++TUpE6yIbPbbjBtEiWPMH9F1wvxzMYJBe01XIi7 XJrwhzFJBAHmLqJZbHxFv+tWNlMOF8YmNlipKeMD6i8beMFcLPfze+XJMAGs YmpFTgQPI3mLAzZBNVRwOTt+SWInxBGzPaO8rKnwlGf2Ct1lgme9xSXeBhHZ qpsW2vRVCXYVSFM01RShQWKnZ2mrjLOK7LqH93UifYP9ByO9+ki8WtuUd1QK LLK6kBoRJI8VDFtWDr5VgvERke5TI1nsobEtOv4VG3hHQ59m1PGxWeVNT7N6 GuBtrn55byoR/czztPwZtWReZpAoLLofUVXXBmczOfB+uG92QJAAz1uhO/e1 ggCDS/Tyug5V6NfZlevWq4Sp22e+VC8R4NAE/9e9U4fQzp2eM+/PGEYSr1U7 iwonySfp0db307jQ+WFo+5RNbSRv4FT4bgkHAjcVJ0ybTgXDAFe9lhJZ7L28 zrVmLRVruAcezPo1iOKLeuSXZDSTrddzKu6WTpCQNCubumRVUPhorzSxWgW/ PlOsRff/D/XcjHmb2C0AXvkNzUuNw8hmncdgTB4LFLsf/2zboYA/Z/xbWW4o hz+cvv22YKQUzcjpbNX3YuE2W4XCtoYBUjmxJ9/YVhXmOpS1K/cOEnHKxLHS v7kFDuZEGB8ZIgfTuk7PklBh6WBL6mm5MqJrHZVTvVUZf/ui7u1hRoForUdz 1/9HxXUlWXnTbtIgMLVF3AY8bLQs/0WOUIKYsUbnljioYsluu2UJrmx8/ML8 4KF2Pg50iHiy4Bgb/B999188hw9cHxcdnosijDwNKlmqKQtGT+vajyX8IhvT K4PtfQaIsW+zo6mTlOTeDm+/oTBGdryYkatLoWLZPZo29p7KmOK3Yq3dBAe3 3fmt+uQZB5/fbp141lcZrtXYdLrWU8Gkobfrzt4BMlz/u6h1pgx81WuW3PZm gV1aZHJV1Tg6d62Ew3kkA30B7IpqLQ6Ob1XeHCpXT8obL1/UEyqA447UZVuo NLjVIVb8Gp5OagRHbPe6pJOBtd5XIle0EWOdx7nhYapwdr3Rx9MF4+j3s6HK 4Aoa6GzoS56vwsHm9nsMTCKaUWttVu8NzT/k/t1TS/dlsuF3d/6l2ZpcaNQ7 kn2rkAcztA8/3BXIx/NznmZP+SgHYc8OpgUsE4DHhGlI9TsGCBQGr/08KSYM eROFuWoUeFV9df9cu0ZSkXJnpOELEw7H7lR/8KYZlYj5mUPaHUTX+cTRn4My eCFto/EoosLG0ZI1Y58YuL145TH3RSr4H/On7BaTXMLK8B9nODNxZfHZkV/y wyj3k94x5yVSBP+Vh00FFXxSy7DEJUsZCl+GGeMljUQ/+Er10EYl+Lxmzmbz z2/J7BVJE8ktZeRQWlPciLeEqIhtquzDS0h39LSYDTvrkSE/tDlmsQr+qjZH fPkMHQapifqTWr/QPsszOW5L6PBqE3X/CYtJ9KDzGf3Y8Rqyf22Izxl5Jq7y MJ1eeV0RpzYF/Vu4ToiVN495fHeXwzab3sVaGwoh72iXi1YiD6ZpzEo+migA M4rlqdshHOgLDknybGHB1sbwIvyADobVFi1TjnBBR2q7ZlI4jlJzR7cf9+RD uWanos5dAU6fefh7+tYx0pm0wjTGUwZXH+uoiUJyMEuzPTbZmorDI34c0j0u Raf+WBav/q2E36WqqN4MY+PIXLcij9BxUh4t6tPq5GGvo1a8T6qywBrK2W36 RYCTZlvbuiYz8PhXDV75AhaYpideH+b1krtJK1RW2HCBZ067nP9GTJpEUr1x Txr0b0Fn4mObEdfS2XX6lgqy7u20sP2OHOz9ZnhB9TMq3MpaGffIh48/JZT8 u+GJGFXNIyrhTVIUffHMVPGhPvTCL8hf8woPz+UaCS0P8HFsl1XzTg9V7P/e zMFa/+9OLPaMdJ7DhD41lZSLEW3oX7/w/bvOyYO2xEd8aFkJeqF3y/nsZQVY 1xLf19D/B8WzN4U9pDeg6oLZq555cHDk9IQJ7TwuSH4fz35OZ+DBhIybFCUu zOu84DOLIsQ7jjovfpbFxY+1+wP5X1kwrzA6i6bGB2+86o1nkxw0eO8e7uv5 jnLuX1eZH0eDNNN2Kc+Gj8/76CbIHq4lGnFhIsZjIbw2yAPFtzKQuWHhtjeg hLe75a67XytGNZHX9n6clAW/gsnx0M8U7LX2oEup1m/SX6mZ2u3IwwzfpVbT hjn4lW99fGa3Ihi3d0F6Og1v5oTapm/8RYxm7Olet5UFTR3fxp0TZLC76erg U2oMvDnQxfPTPzS8dG/Elv+U+Lh4ZZaB4wALzg6rCxh1AsjqyR1R9uWDu/nM P0iJh/07q03NcDXxab37SqOuhzjWK/e+XD5Cbnz0+nDIoYdc38dwjcmqJhI3 9WzGPQkaCpJKF3LE6LVDc8GP/wSwXZtTN0+3E3XnusWIsvtQ/pRTFXv7O1C2 U+X0oJdCTP1oqVtxVQ4fu3P1QQ+PC/lfzxbTK3i48fTh+lXtE8Ri2o6mwkNc eEXuXZi6JhEpnHifFzXCgd0MHauoJAG2lzliph1Egcw7sjaiY1x4lDKlyc1Q BtKL474z1tOhuV57FtEbJ2/EUfo9i/7uA2sj90KaDJS35ohebKLibJrlcf0e GfCoijG3FvNwXJXRvNknG9Gie+fw+6cyoDZ/VLv4FyCniSD4ocbBaXMsLFmo H702X6XaoMzBocoPanfvakXLLBhf3JZzsaXfi6U4thVFzorpHvrbC8rOTymX feWxXbq4ro3Jg9r6c+ud+Ko4a69Ku7dECH8c/C4ssONgev15SuhRDm5ZzDl7 eQ8DU7oDb25e/dfPxfvM1aFMvEF/21WBqQDnRbUEsy7wIdO1qWW1Gw/Ulb+d vN2lAp066xNvufDB4e6TjbZP6NDWXNt+zp6NM/Z49aTWSknZ7pb45308MC95 sVp5+RgZrDxx9Sq/l4wWnHRREypCLXFxu6oygnIV5xbNjpgkwTFudYsdxlFu R9ZzFYVGIskwuvk1QBZPda9X5QX0k5VTt9rCKyo+RPVbIGkYJvuCDJS/iDjY +jr7Glt+kPAM89XOLOBin02Nt5fxGhGbS2n/o/kF3RSp6jg8kMH0002ZxoPy 0L06xaHoiSw2qCyoc7rRTZpPoEu/4+SxYw31UfTHAQR5D3wnkpXwjyu+WZe2 8nHGrs9GJ6QMfMOkIAfVj5GGmeU000o+LAu8IkkqbUNJIUhIj+TATLrReLNG H7pQ4RKjlsWDARbfrqyOh8u2PauVO0GD95u/zdQRMkH00dPCQsKEqDV9/k++ tyOPoMbDZaN0MK/uPTv8ZQK5uhypOedLgwLe4Cf/LSqQuZIpE98/RvbfZ8y9 940G9U8ePq6yHiZ3ZKxEWq5M0Iv9FSCcIUJl9KMLc2ToWK2csp9TTcGWhuww fTsZPDKsuzfSaQy1+ZzlRPZz8eVFC3auq2bhY1XXdi6k0HF9ScbjH1Z8XDky ts1DQ0zuHfpmvuM8H3wV/f5E3aOAr+evN3N+CqA/nJPUWDCCqkyym4aq2XBH IWypdhkf2EW2La7DPKgMs+9XYcrg4Bl+zzOYbNi3NiVxnTYX15V+1lLYPkaa U9L0bmXzYIdVB21MR0puJv7JM3GWwecDjHnX3Sng9c+HVT2jbLx21dOeR8JO ImGnmHzZ1UyiHJ30cq+LSVGO4MDdKCp2HNAePW3iSDzc5lpLT3ExVf3N7rS4 cRQSEDj5Yl4LKlVHUanyNJyq9oEzoNqGnNY50Q73KWK4JW1VNJbFZhtiXPcz efiA+7OU67M5oP5wpfr8EywsKl1/eflPFtzIl8ru+8jFES6R6W/XiZB00U+/ 5OsCEDPHq1V6+ZjDmF+ZdkcR3M596zrVxoPJzmm67m8VYNL11b7BR2VoO0o/ l0EooPskuf9pGwcWdeg0cBdVEP9M+277GjYoho9ees5qIA9vD6zdO8iB7Ic/ Qg3VGpHU7LzBzwQu7Pa5uDjf6wEC1QuwLIYP/+zgHJaTSBGlfnhCXNJHRBq2 Q0K5UdTiV1rpYfgNFQRsPW+cI0WKhvm976L/6h6XNryxGUE5ZvaxpZvHUJCO 8dfX5lS8O9XAvDi4G+lwfe4ZLOTioSMXN/usVIQ9knKdnGQmvhcz57CbEQWP LH48/YgGF5/x6pREuI+jUXX1lbd/cnDPy5Fx3W10rNwz9Hn2ew52S1MLbHLn 4D3eB1dHB/39YR00494aHs4ae3yg0kSADaryDsUFKIBTbYLT1Dt8LHKM6bCo ouLSK49zLnYJcfvF76JP1Tz8P95YucM= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 205-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FOz7xWfGPoYZs/4QUpJIb5ak9XkSvVGUkqXIlpLKkhbiLURZk5KU NUskKSVR8TwkUSpjS1JZQtFgJtOMYnz9/riv8/e5rnM+99H2CtjlQyIQCAPz 9//6ebgoO4TLgWmLIsIyT9Fg+EpfQ3szNja0bzJTXlQPXi94FKl2goaDOijt UQM0nJTD0eiPI0C/ghvN2mv+IJceh6Pm//KQ4/sjo5St8jh1qUr5/oNf0Sqj lr2WwYMoW/WegOfJxOT8IDx3moknFr0pY5xUwD9/PmB51chhH/WT30sVmfhP 0QM793oWrDpaYCl3oBa5DV4//HeIhY2f2hpmtnBgH032SnTMDDrjKU7eFzAI Imp459WvjyGjq+9GLM4QYbpY+VtcLwf+LeR1kJxYOPlGU+q00hyqCA50yPhF hzdX/LxdrCwFVwlLZz4JlOBxteefmeEMmFLWXW4rI4d3J86m8a05sM5fYjR5 QBZXMlfXgbvKWGCQcPa0Jg956+dG9H9QwJ/Sj12buEXGn/nWhuutFOGPw8aJ 93eNgxVGgcExHgKkVqkXQK0g4rUWKVnRYTLw8P8Ny/0Jp+BZ8ah+pQkJPvmP 4ZeXw8DMkIjKgk8sKC/v/F/OfjKGB/YcqWjggvj23bkhrz4hg8Kw0ci4X6Cg gfS2fYqBm0UC3RNhbCiYU8q9eYcCpQ/qPFd7yYZK/Noo4wAx8PXdr3NvkQi0 X1w2rR9PxO/+hgw1azDwKM8pb67iO6qYuhh1lE/HpycN+kUbZLHxiT2Ggy9J 0NnkyeCaEFmo6RoaXPRNCFRfVVXp3PyGvHPKWu82SVBP9IqOppMqWPaNjYLE jgKfkMSm8G03GM+Lb7zGY+Pxbwnfg73/AEsnN2F8BQ2vK1n+TfeFPHxfsIH7 1lgKBusl61BvvAGLysaGVnjQ4E3r482VVBHiSo5Vm1pRccvujZS0DWI0mSk5 09SogAMmSZdpHWIUnPszdglfGh9mDux4KXyH9DdfKGv3VoS79O5XisaIOE67 fJlzlzT85RmeeFiTjEOzBieHMRMeqYlJ6BsUAOUkk0sbbakw07glZaseA55N WR7+e4QFNUrXZtTsZOCg8p6gdUtZ2MAQRMz0k7G4MuzlJi0SPvEqYOWV2mG0 N58bbuMzhXh7lveUr5Sgh3eiRm7JziD6542txWqykHRMy9JmvyI8aRjqWDzL hMMlP6iPn9BhoTNz68Ptyji7w3JsT680tj6fsqQp9TcS9f6oHdIh4rHSMcU2 dTq2zo1Jb2ubBcy69Ds+SVJYcEKltV2bDo8sSFv6XPgFve27cdWQI4t1C0qs 2IEK+Pb3SfkPUfno5Nqnf+r2FaIpB6+bMVuHkdP1lM0Dvio40dnkTezTWaCh 3qB3x56M9VwE6cspdNj9L+tQzalvYOhj0cQtrWnkFtdzKS6CgX/wqtN0tRiY vP/sQfpPNl60+NSDw6EsOLa7YozYJ4MjnwTnntjCxo9COPWt8/1nywqzv56f RFunbi9Ke03Ede0Zgcus+1C16sAmBbIKPpXkq3a/YQBIFgSFjd4bRfq7zoV8 FRLhaOx9pxWesnjvn5c7Zt4pwXW1UhZuxlS4wLxSZXDVQ6QwPdFmXEeD3BeJ 4m8yIrCjMfYoV10CcNfbSHVMgbFN6MPnZGVc8zzSFG7sQxLOx6kcGQp+v2Op u/n7RrRxYOOeg7z36GRuf7LYi488/+GLDrx8hXhxGvEuvr2gYFI35K4JFX5Q XTp5I4GMNfaZLaHAYRCwPqHMcSMZN89cWcXZRIT3x56Qz5ztQK0OBZfG0miw zc1sITdHHuqWvRunltCxd19ULbxPxuuqD11dfp6F9f5a7ZjjzIKF9/LyOrI4 +K3WmLzeXTY8vbRGesZ9Do1d32oWv58Ig9+07K23ksFLtEaS0jdLwxh6lr2H lwRcnF7/wu6HAlyS2XNc7MyAMQ8da90iZpG6FWWtoyYHeoRYMN9RSViXnvQi Y1AFm+VfyxExJ9DOrOJrUttYmGkud6O6YRJdKe55vKZDAf/yBAlXkgZAscFn hpZaG3Jq1IgM3EmHl02S6HlDsvh20bbkch8W9FQqjjU5LQBtBogS1f8X7Cru URcfnALPjoQFad1kQq92zfbCRxyY9NNiwNeNCm14e0s/DHwHG45EBR6+JIO5 vhrGVudfgWeGt3cl3pDFzRo1LRllM+CKyr7IB+TP4IlL3hKT7UwYszBVsriC gQ9mq+TbU2hQmFqQR1BgYFbjL3J4Jh0b1MQVyamyME0psDpHLIM/ex0VCcZ7 wJz+uY+hCmScazbyl2nJgodevRs7v7gXaSZHjio94uBq2Qf1lwukcKHLygMN WAHmsNc8d8kRgI6YbP83cySctTLwjHoqCXo4BO9u0v6BGHWq2qPB85z022Sh IaJDkoxcyPtERWw68hPn58vBlLfT5oVnh5HJomM8J28aXixKzs49JgVdzezC L6oqwQ+P1UmsBAW4yT/as0uBBRcMRVY3P6fjRJEaW+kTG5fMmW+6UcLBruY6 00CBCTsL+3fFbOlEPkN36zQ/jSMHob8guPMPuvXG4/VJ23FEXXzWobKqE/Ed 1YqVSvkgpP9qyEA9H9TbDjz90sXGS1cd3ZIoMw54Dx3jR4sFIIAwGGl6dQwU 23MXhj3nwKNhb73wXRl4piTj/jiTgTWiT93xIcz/x9hTvdtHJIgv7qbfi2Th OlSaor7jGrDnpuXaiJj4qJKexYXrbKhBfrTxixkJF5aQLEfPMHDZPQdvR6IU zn+R3KPkTMbdgY+8S7UIuGHyworxtURYJ3G31wuTwm+Hykaf7ZOG+X5Xj0y0 SmG3tnjzzZNMmEG6+qMKDIC1pZdgcyURaxK/0G7erQf2kjD8RZUOf+evswFW QlBvvp36WZEOO/Ts/H7cGQFb1ih1Ov7LgGfqFL0juSMgZkk873cnG5qYeb1Z dVcOWudPfhpWZmLfFzoLVA1VYJE/ZcSLz8G6gvGSqFVMSO69TIgIocPsbb0G QgsaJPBC89ztmPCXCzu0rocGXVYcyGCbsWGOV6NVVScHF+7pH7RzZOJRTad2 PxEVj+k5X7u9m4Vbz5a77o1WwsMDH0cu2ajAE9bvJUGvJKjl6OCVKgEThw/6 X/aEc0jIPZeRwZpAHjufNj/MIeOPaLdjBkUMZhofdDn5EXF4vOOndbaz4PiC evvTj/sRv8Ak78MJEtyrc/BM1zkh2qbubYXrpOHeg5mNFz3+oIAwI8XOUTqc 8KgyIawTIaZxtWrCPwy4PPG59cqX/UCFQRiZ1uoEPLuSBUEJUpAc219oKpTB iJmxIvyeNDTiPv1kf4uH7HK79h3vkIM7O6TL495MgQADzWxDGwr8ctOvKM2b Be92bTDZn0KDt1Y9LQO9M2go4mZp8fwO0yGbzA5oznOg30VTt52Np2gs65ZP TLgPpBVkixRws3u3jh5HGXtOL1u6VFUFX9ghCHrcMwLW5j49YsRVwubtE4mi TgmQUFkfSP0K+ClT+C7Ik4IbLSg7lebmUOA9pWWl3XK4KIHWYVI5jUqIFqPa e5TxL13p3vL+n6CFHLKyjEiGyb+5s5R0ElxvrBK5wpo476usQbhtDgz7JNJj fjGgW5armUs6HZ5py/ZdSSDDhYuuGNue40CueOaAm+Yk8pc9ZTrbwcF+8kem L5QSsKXNnUnhIwYukY3ctLiFhe18UyrbDDiYG2nzi6JMhI9pSXqDH+k4wCHz mtNiBjxnxwrL9ppDA5m5hreLmfhSycPw9dISlHdtumLVLiK8FeV6TodFwh4L Xm8f/6MCh3NfDi/k8xBfJXNV5+EBlExUi7ByF6DaMvbxuxekYekaIxvBD3vk 5rhs89+LDJhZGnevfg8B/ncidO6ZwSAQpA29Cg5SgFmqr+lT1GEg1m+J176i CPHtv0PypiQ4Z/2iwl+fDY+7PsnM0aXj9SU69bvX0eFok/ONf7/S8Osnrns9 +1gwendMfqPTKNCzUNhVa6GIHS91/7w4zMTZNVUuCQYKeG5PXYCwvAVskv1J SI0iYf3H6b8qh+d956+xEo1zUVChDc+mQwVvGrDwzqP2oQd3phz8hXSMR51z c1/3g7+rLxt9TWVg/aBDTg2O5QBTU/CWeBbe+Y9OsG2/BBB6RZLJlwL0ZUf2 ywA0AwaPNHHdjLvB8WnYfvq6BMgbV0+8ivsLxK62fIO2P6BstU1Sk/sMGFBN eWDqIguPZhmZvwjngW17ajxbTVnw9+mr7j7b5DH/WP6dNd9psDR+6SlHEwLM H9t73lybBRM8xvjRrrMAB3Pq38/ndPy5eFb/ABkevOywbqKeCR1zVUP7Xenw cE6Dyo7VdBj9Xc50ooMJv3qqOfrwOXB0Z/z3NW3S8HzpqdTUDXRcl9QpHFpN wkWKnBb391R8xwJuxmN8IBahqO4vFNxUG9kV4kSA5Tc8orfPKeLyKkk+0+Mj cp4i2LoXSpDZcvswSzUWNNINx+kTJNyqHfu+SJ8D7S6caO6amUBpjp83jgRw 8LO4sPShSD4i+lt1ldFJ2Oo/hyi1tmF0kbemzdhJDFJrqdQnSRfAQumFVbCD jGO1G+oj1ASAdchUXRhExAfG/WSeDfWBqtVkmcWNBGj66NDi3a+6AWu7JQMZ MmBD8sm6f3LJ8IHPaapSCgv77xisK3gjC9sfbF00LiJAfXA+bryRDKXPJpZ7 zu/Bj60t1dnznKuqeBSYtUAI+kO1bUO3suEKHndtkyURp1y+2tdpyoTPsvuz NGjj6H/66u9e "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 206-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl2k8FOz3xmcYjDFjmfVBlDYqerKkkrrvispSWkmLrZSnVPyobBUiWSKl skSKKJWtSKXuoxDRYk2UNWQ3lqyjv/+L8zkvz4vrc32v66g5nN7lKEahUPpn 5//3pSu+i//5lw2u1cwq/1Z5+Hnik8ySLWL4eHJMqdqaSbI5RGOUaA0Syy8n uplb6UA+93e1WreQldrl+43c2oiffbXu88t8YCS5wt9zXNDTOPfTez4Tensz eQ5vpMBgeE6LnTofJlMzt9u+42GhXJC/WhmQQ223/5tq58Ez1by2BK925Pum 75Ly7R7SINtdWblDHEePy/4K/iHAXpNrYyNuCiAipiRqgvWXaI4ofqoXcnHs 8t6Uh7LiWNvn2o7oMHn8P6X8n1wfDlYLWx6u7CoNu8NEt4QmArwmUnSimdAh l7uqAD2WhWOGZ5oMBIPk8NJE35Zv0lD7kCIxfYoFP4UmWobGMnh7x4hSWMEg Wq7t4hZoN0Qu7bYNeHZNHAw2RsYHeEvghJtm1tPeciAa716aqyuGL08aBkxk 8IDr4Zub3MDDyoHozu2FLMBH9p54XliBJiK9lx151kiWPfDu9gseRu8c3sTP k+VD6djQYndvPi574+y1/akcph1dmK9UxMfpl/275ahTyMnJZuHT+WNo2vuu +jEHcfg85dFeqsIBOWPvg3rbe8jzkSB/ZyEblBaYtX2OooOO+16ttiIxHJo5 eVy7ho5VD3q6pf4aRQbbSr2rCzvI4bvpXx+XzJD365n6zWYckCwzlZ7ZzsTD 5GY39b8G1H8/pPhmHx/WqSQq9C8RISOrQ6Mhz+XBWs0mre6QDP6SvK7ik444 viHPXKTo+xnNT+9pX24nj4OerhHe8ZkgFTMnX+oZy8F2hZ+v136cJIN3ZrxK iqXh2oED2cEuU8QtsffKIiENjv01c0tTriBLN11Orzosgw9e16af/ywOwWpZ S/bV0vBbt+3NiT+Z4BnfNtgBXNyiCoEezSNI9qpu+PptcjhJ8q0ZW5OHL0Rq +vzp5OGRvPO3S/bxwDWr3nWtOg/crRyPF+WwYDzXu2jDXDHoLzmWPjC/i+xP qvAxdRwhqQM3Hr9Pp0D2I//Oe5LTxGZLkWbpSToWOznXyNRGBmuIAuy+6Ahw R1qXXM4LNm4VedcavpWHhGqjnr0/aBCTE+EHI+Nk7EfX2/aFVOhxrnljK84F k8TA6MpKEboQPEkq4iRgyF3ha5UaG+ve1bV5oNxCPjXH3NASSMLaqgfK43OY kPJ7kP7NP4l4U/uaPsemkpE9DrGBW2d1oossEtZxIGyfbtmVVyIULyowMeKz QMN6KFqTycb5vTfGnsV3oPbvqQP35k6QxndNTnFXedDV9/LW4rkciH8gXDym SQe/F26J7pv5MH/Bx8iWWX/zJUcTmi4Nkkm3OTnRj8ShoCrOZYlJM4m0ck0p q2bD2atOShmFrehemLT3Gp8+snTXRY+mUSreljDj9PI1HfZPFllMf2ZhQbIe f/E6BTxnda5C28pskhHjq24ewMYV78PGf0mMoZT4vOMGSRQMtZ/8lIGJ552p r9/fJg9v8v308PpmMv9BXRN3XBa+WKjbrv5STOJ6xC75JleQM4ktEeMOQnIB jb84avyR9AWrhFg7/UB7HQ4XNs7e+6aoPhgTyoD1RrGLlG//RqcNQ9Mt1zMg 3Pxjc5KCOM7oecHwulBNjjwziL6+l40rD+nPq7hLx8ZrN1jcSOTC4Wb/tziD AY41pfY2xQLQmDK2+CsQoZ7gZbEHLGd1vL1VP8SGir+W+SVf8JeCRXM7r0Zv omGT/Nc5qz5ScNCE4fvtXdLY+Mhq8RZ7Hg7Mtnx7yFdEbt+WlMBFHNBPunl3 jDtAjjaesd52RQDc1VIxLwsHSVQ4NyUplAnD9ij0+tVWdCz5qfxFajWxKlbx c9nBxlmxG5DydmlISTWLyHLkYd1VX8MOOY2gymWE6d8yhbpWPpPdHPYHvT7h 7To3lou1PrzMbPTtQetO+Lv8Fy4B/1DH7++aLkWvtVJ2hcVIwqUbRkdrs/+i 6woH/DIZP1HjmPmBzFN8HDgvambBcw6ElCwSc8xXwKNRyfcp0rM8uXO4ITKS C8veBKdKKfLgkeavvGWznP/p4Dw21F+Pdj0XXDhfzIRE/c4prhEP89J3JKko NhHVCL9u1jMBnKFcTHTOkYAH1iuOFII03ui7OC8/agRVByacKvsrBmol2cTi Cg3b7XHbXaLWRcQnaXci/icLep29kJQkhQsnYqNNfvwmuvNP9lkdlgePoLZ9 OR4S+KD+dp8gRRbO1mSlfjJg4g2nAuxrpXnYm1VtZJzDhbAxJT6rgQ9X1BXU LS99I47tjwtUG/rJjuyjJ3pSReRemd3HM9v6iXzZYEIwtY4ILZUesp4IES8y IYN3b5bD21pfNdbyYat9LrP31iDqy7YM6X44hEQDGdWJnv3o4c6Ked75Alx6 NypTf1gKe6XFZfRzObA5rCs0t1AABeRJpLLFTXStKseoeJkAnFkaGy/f5uNr rVFLjdRo8CBNzKjbiwMZJsqhUlQJSHofUc/ax4C1Sc0NJRVUKBy8vLzfgIoL 5Tx2PwqSgE/t6d2vD9Bwwo7FbWc6JOBQZcjqTYNcrEeOG7KW/UIGT8JxaS4V NE9GT26+X4h2znhDoyIbz6fvL+/zG0PvVpvL/ZRh4wOeH5ZIqXejzWtYNZZb OPhxRd/C0l3dKHBRSN+fGj5W+aHkc1aDgU2SBhs6ZLnAzdvvGzrFxqmnmJ0O QgGsORc0c2cvHzN+XKP4esz6CLfc/TCugCl9nvdtt3PxPOaejpBENrZefiSO r8/HHud/X5dOU4AejX03U3bzIM9TpSXIQh46Wr93hpsqYPfYW/MUxKhQ7tx2 PW+IC0su7Rj4ZUSF0YqLcXG8AbK85PyUvzMLvpPdlnHMcZT/IVtrLRIHnxDL hrXbRMivSs9ow/U2IkzWvf/NXQy/ezpxNv3dGDFTPmwMBTTsJK++4dliETnt rS1T083GoqPl5W5PJghX56Vi6L8cTPFwC72X1IYUOJTOibk1qHGOdfjDGAnM uNLyQG9UAtZvbHyqVy+JtSteNey810esAzpNpS0ZeEc1LSu4bARRPrSiuk1y uDH2eOqtwzx8MSUCTluw8b2Vr9LRj2lyrGLt2IsEPixk6IpaVYeQTu/8oIJs JpTa1i3UEMhCWeu3UN92Nly2GHLNqe9E9DKxSpGnPKyuGggbq5lBdfaYVhTD hFfc0c+u9kwgnLboDelUcHnKWvKkTgrurbvvcub4NEmjbuxW2ysLjnpuHWY9 A6ic4bEincrAsrvGTj0Oo2FDHQW/5SZUbNaxosvUjIo7HMPYgcMcPPpQ+fHf MC72qkxwWkFh4J63xttcinmQJum3YUE5DyqkYpaequHC6T13blot4ODSX43m X62o0HonUSvl4Sw3v5tf0LlFgfs3J56v3EXFBmrWR2emxMFuzkfz/kkF7KCU 6JUUOkiECndW1vzXSnrDXAx7to2Qt+n8/z2+TMN+WYvPbijfTQ5ZLtk0FcTB 19JKbCNYYvi8u+ff18va0OD4H1svVSaOV/zIHpHrQOZfu/tdPGQxpEy10/XE 8LT4ttfai7m4u2RfzJam2Rw2f2n+fJ4sWIbX9QZ1cKHx36x3qypk4O/egtOj WeUoXi5g16A7DZbmRA/ndrDhylCM9aeKKuL6wLTPtFoBVjlsZshBC8l8NLLn 1CgbOqykdyY/akNTq65pN0VxIHGnU3n0kmcI5CJhcwgPZP6TFu6Xp2LKj7GZ waIhcrKs3/V00V/UdqKk4pBOHepzfasV3knBdJ2XAx+Cp1Czjw7bLFmE0leZ Xi2xnUZjWd30rmw6do7XXv3epw/N2efgUnhagP+cu2HraEYHsBC8OZnBxk9C 1M9a6lLw5OUpGZX9Ahxq1yMMOChCmyLnBh9jCXB//rho6REGfngib02XkI8t ExU9Ww6ysWlaQT2ocXHAbym9gWouNvxQuSpDgwsFV2tG21eJgdMLHWrXDQV4 tBFvgh4hmin8Ur3otxyUvPWr9bCi4CaGSEUglIWsvJkkrt13cifmm2DdAAX0 NXd6GynxcKfnoY3OfTT4qnblS+pSAd7vbhZGfyoktyx/ru88LQAriv0/m6yH CfWUcW06WwymX6W3Ba7uIkF9ayp1rMbRVdC8IOy9gubR5uXhagZohp8QdVNH EO+YnvKoKxVWP4geevykFeWtYkgsKKbgJ79rzc44NCCeuRGHaHFwztVKAesk C2c6npNjRfJgYauNjoO2NK7K3Dq/f4yCxd1zGU23WZh2ISzLfrYfSQYfG102 h4Pznj9ziZ8ziv5RpdIb9/Dx64SWeBX5foI2Wtqu7uLAdMod3egBLmQ9yc92 +TSbIweKd2UnSsHpjf1OpU0c+Hd6WDiiKoHD35Y77fjFhAwlZPWCwYPif2Yk a+ezgK56YZ3dzSki+UIzxlzAgvc/mCsl+d9JgP/C7EA5FkgvKP/Ym9qD8pO/ 2bwukYRTUULxuMF61B/5cMu/eVKwftOC9FscNtabY/N+2cMpMjp4Q3nFLx4E TF4b7d/6hzC+R+yoCpWEOou25afsx8hcm+zrJaZSELvqqOSak1SQ/vqh/MW9 WCI7bpjulTlF3PeWRd6srEQpB9MD+75MkY+Z5/bT2uWxzwE7QWdeIzE5z7Mn lUycY4cSHVAzCh3195zukwKd9qVhI+c7UIr6A/1NuX/IikXmSlG2bWiOtnuu gTEXr8me7DDSGEYR0gfk5FQEOO1C9DeTNBH66lEcqN4ogNgxlZQ2mz8oVTGw Oj1i9k96E12o85KCr50eu6Hv2ULM/Z7JWEhTsf5F+ust0ww8+edbhEQuDXN4 +XHPDYfJ+g1RWhK6UviYpfIl/tB7ItOkOqIZL4E7jxtsPnn8D6LtfemgJaDj 5Zyz7fUVCrjO0I++8zENU2Y+/QpwVsC06wPfXzDkcUallO0ZBz5E6v/8UvSF j80VNfblU+Xg/wDNEkqO "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 207-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk8FOofxcdYhpnB7JOl0HILkS1cLc9z0UKbbqEUEm6iwk1d0q0olS3t khZblMrSFRV5flKSJbtsWUNhZBtLlv79X5zPeXNens85X4393n+6UykUSv8v /d81xiTfPZnHA99aZk1wJwsevt12d52hFPZMivmg8fsP4u2mdsi+Y5jYVXj1 MTfKQnHSpB5Dp4us1C9zsDzaRay//Fc0JVSEgYEM/v7XNFhj/sx+fdQb4tgV fXC6mw8LuYVefXm96Mxr0VmV6H6SpjdNb98ljW9NKnwJbRHiswlyrLdLhPi2 7kDyQwVJfKxy0V5Naw7+WznvM+8kF6tndLXOW8CEHRGzN4ethNhK1kfSzIEB 2TyTAvRYAdaueyblVzxMXLXiznR8koPoBD3mSwsWfB620lm9joGPnWXVpZ0b Qbr6PkdD9o0Q7UHby/73pcHM/Mrdc4HS+C8eJ6fWnQ2zk31a2YZUrMe5EtIx IQSe/5nspGY+rnCy2X9XmQXYzdYr620V6pqqs5gZbyfaDwL7gkJHUeYiei4/ iI2l/lqcp/xOgFPW+5yd3zCLPDycFj9dOIGij5x6uuWQNHyc9u/+MJ8LPYuW DjrpDJKssQvBh4Y5kHF58lucFgMM/Gx1ut5RMTsCiYp9GXjB3oCjKV/E6H7a xX+bNL8R1/tplY+L50g995aJxw4+yJRay81tZeJ7GR6L56xb0WBCWNENkQCK ah/5X55PwZb2juKwLBZMRzvsebhWAVckrakqN5DELo7y65OaKtHCtP5u3X0s 7GkwSqvUmiFVc4dfGq1ThLm37IUhsbNk6M7cieIiOWCUBSba7JgjR+MGLi4Z loJdTX2hG75WEy2L82k1rgyce5Fxv6BLGkI1MjV31UthGdpPr/IeRQi42zXU Azw8eV4PIjkTSCHS8NLaLYp42cTzSeW/hPjUleUnx3v52Mv5BT8kWgi+mU2+ q5byQc25O7XekwWT2YHv/lCjgpPPqH3W+37ikFh10tp9jHzv2ps+4E2FZ4+C e+NlZsiRna1Xz/ykY+phNUtrJwaeO2ByVCaIA/dqLfttW6RgvaZj1qPr02Si 5Vt+92IJcDSjrTRaIACruJBb1dWziJMXpRTbQYMRP3ZljQYHn5t16vnjaycp b4+5piOUgVgHfngHWxGSvw7JfgpOJKKhqu12glQytnP/7ZCNPeQzL8ov2YIP EbsMSy++mkWvh2Xan3FYsGz3yK3lTA5OtVO6cGfuK+puTPkerzZFSkQaqj1V QvgmennzNzUuBDx5YP85hw5BOUfj/NYL4FqTuXO4Eg8EMuJ7bWeHSPodK9rM K2koqIn10bRqJ5ccl14pr+DB8UgP5fS3nUir+ZQ0fdMQ0frztH+bWAK7jS83 SrRlgMOPd9tmPsrj1qLT9zfKc7GqaTa7a+UzUlkjX1h/nIerCiMmv0hPIKcb 9XXLXakY6suDVICJO9yiyhmpHHidF2SE17aTsBWweViVDRXbljqbVhSRGJ5z ftDpGnIsriNqcv8wKT/8qSlHtpyIQueH7fZoQbueTb7kKXDxJ6WlQzHhdNjT Ka+grdOPvFeHp9mtpUN/xM1xBlcap/fn0E+cqiW/H07XN7Tg4WpHY/Wq+7LY wcbdbKhUAK7twfk4nQ5K0Z0tizUloT96o3GYkwTWLmhY8M+0HCxR6428ZSGF RyNzWy0uUfGFqdWFW7/JYePEDa5X44U45JldvuOZWaLcZ9Me3sgH48Qb9yd4 34ljwnieXoQijLqg8KuRnej4T6aUhmo9sS+aH+Rjw8FRmdUGnhMMSE7ZFJXp zsf0j9uFVZHjqFqbMIM7ptGuqt27dvdPolyvQF+12zxMonbvdXQfRGu8gn0O XpIGz50KZmM5ZShXJ/nPiBgZWBV34rfF5yTwVfaeoAz6Z7TPMeHEtxguFl9P SqDIcUFF3uitQ64AtF+HptCU+GC0d9JlsI4On/cfmhgZbEJvlihwVpUrQpxx 7zTPko/lG0v+MljRQRZEBfXJ/yeEowE/9vTO0uDBbj23tyCHD/Uv6mvKH0e1 IfeOlP6kwnOHRje1TBm8b+fRHcUa3wjSazDTrGGBUe8AJCbSsGdtvXpcQD8x XHhYZO/KAs+EgX3lr2h4r/HWkxeU5DEEt9g2GSjiP46cc6mX4+MfUQP7KjoF EDGhLJBvFoAmq3qn+0wjce9+XLCgeZC4pxsYrXClQHzpvpJjWwbJDqZUbOuF JjJsp/xQ/skw0ou++Olaphi92dL5qrVeAGUpNkuu2Y4g0TO7sL6HIygt8p8Z 1qch9HB7lXpgnhCvjmHOyPnT8YnU2PRBHheYt3b+vQbJwINUqmXfCS4sWubt FGpMg8TCqCb5XXRY5+C8KjJTEt4OndcdNJPAUhz26I5SGpR3p/Xl7pHCtzUv Ns8zkgXH6jBTiyEetn1UOCtv3YPMnlzCH7IloPaYWnlVeRHaPhcIrUocXGYu ZH76MYXemG5W/MzgYLPaOP/fegfQ+t/l6+w2cPHyHM1rwUIRClkSJhqvE+C/ 26UP5n1lYqvEoeYeBR4s3pj1LO4HD6ccYfbuHxaCwMThy4MWLqaIAhKct/Jw R37mpPxNHt6t6xYrMBbgXZpTZfdDuNC/bNeN5F87n1db3/BEhgM9nY29l6zZ OMQwXzxTSoWyQ11XX4z8+u3ydmoDXxLEVadjY/nfyUzr5TV7zFnQSHbYxTIn UdG8l/lH1knDyTC75lVbZtHFYx+X6cV3k+Ekw4RPflR8rK1i3gHzH2STius6 KJDCbppjN96rUMA7UJ9R18fBr6K+9aQ5zxCewUul8BVcPEU5YOmW1Y3YXErv lFodKvvZ9tKkjYbpFzseGImlwTmUonfiDzmsX/WqeXu8iOBDQjNlFXlsUyuV GVo6hno4gz0f17Nx623PlJuufBzrRF/itZqH41e+SkMtMyReae0HrxxF+ODc sHiZUAF2JKZYWnby4Py2Ed/nTb1IO3rPbMxKDpjWfI+YqJtDB0zMIz7GKsIr nvijrwsTjuiXHLQKkwSfp/KaTxpokEx7qBdy4CdJlTDv07BVAJUymVG7xGFU RvfXS5Og4+OrQj2Hnsvg1QbsIF0rCexx2PSPPlVJ3OMewQkZ5WItJB+8JVuA T1Tf89Cj/MonGi1ykBGC9847N+wXcbGOqdQb0JKEzjtxOskPeXCnvZZdtJMK CTemslb+KYFd+/s0mQIZ2KdasnnwBxtfeq1YrGw1QobZd1bWHewkSpJP8276 jJP8NMHfj89LYY06+hrrDlviaKdpMX2Bi4ONfNXvjkrif/0CfuZqdyHj60u9 I7iK+K5SCWdMsQe1aLxnHqxnYUie7pY1ouKSO9cy0i0FuK94V8yGNhakJrrG ix6wwO5Sw8CFHh6ILXeka+YrwE/bAm9xZhm6SbdyyY6VAa3nt0azezjAcL+j 79VbR3wfWIusa9nQxjusO363i2Q8Gtt5RMyBA/+eaZPN7UbTJpf1265zIUzn CPu8znMEildgfRgfol9v9H/fTMWUlom5oXcj5KPqgKzXJQnc5VVc5WjQgFzh jWlGGhXLGrz8/j50GvkHbjTWdaHgNBPryGLnGWRXRjnfvYmBD93VNy08KUKG nhExQck8/CRs6XE7QwrumieL3iMBPveVZvS9lodXBsaZ+mwQQEFknbjbhAp0 YWmg9mEuPDLHFtA/jAKM14bExLOhOD+o3t+egh9v3bmVp8SGzBdzibx9jaQx 7vpPnRwqGC/fHmipzMfqki8MW9VpUKlxsSJF6xefPhb5fr84Sm7afV7b6y2E bIs15wz3i4nEkXX1aRwqBKDTJKqtn1wQ/V5tYD+JwuVGa2QjwpG6lPoLXEuH DY+Pm99SHUf8A0YqYl8JyFxeeetY4hf0woQuvaiIgrOeFOgVWLQi/mZLLtHh 4toG8aUUcxbOcP9HUf4KH1S0Taoff2LgmoyNCwcnKNjlVOWkjQMLS52KyHT5 xRcPlS2i0xfw8Yus/3zuqopRQphC2mYJAcwk3zG89Z0HK1tKctvG+bBiZnR4 bIE0vnbCVaw3qAjpysg+h84HcPEbTVJigeyCU2v23Zgmkf0NIksuCwpbmCtl BI0kdYTxYVKBBXKLykoGUvpRBz/bU0tXDo5cH5aMHWpCT5lrNpUb02GtxaK0 m1wOhhq3S2WX54h46JqK3hc+bKiY1BfFTRJ6Y5RNTbgMrAl3ODpQP0XUnJ5d LbamQanNqu6D5pIgV/m+LCf+NvHQbtWcjpkjfralV25UV6MIY/0XeXlzpCTj HwepbhY25Xj30360E6t/+S6kmomfjiZ9qx3rQOHi4IAZEQ2OF9Dtzzd/RclL HxhbZI+T1Oy4W7oHu5Gqvl+22ToeflrShxSWi1GU3B5FxflCXNvaseWUGwVX +heFLG0VwrYF0VL6LydRilJIbVqUJGh77s3yC6Tiy94T14wDOoh20ebm2Roq Nj4tm7thho5pR/O6E7tkMJefF5u1epRc3x7XG58ohw/YqZwVjBSSys5XVcpd NNzrabb+sOc4SqVJiovv07Eu93h3UxUbc6K4Syo+yWDKXPmXc4fYODGDoR73 io3Tq2nOx/YLgHa30PPrX3y4Xnjg0GHVGlLzorU5IksAfmP3r00tC0MrErc1 vvnAAco3Y+m9TlTMXFX/YXA7HRS1Ti+b7mdB+T3vCV8kCeUrTvuv2iYJVJ7j jIjMEqeWcIWuUDbcM2e4d/83TjwaSw++TKJB2+vW9fnt1SRaNqrScI4Cs7uT Az7KjqB7Hj9gHZlCY9yVJj/16Xjxsri9aff4QM3m3n6O6dj9+mi2yTIqMCYY Z42O0fCpMrrNmjwqKHw7O6J+Sgprb8/ilpF2hD9T805LyOGac5pv35yqR8Gm 9f9OiBnY8+tVw5O/euzzyFZp0ygbP06qRT5r+5DHM7JlRiDA0o4a8pkpHPw/ dXkkyQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 208-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl/k/1Gsfh2cY2zDD7EcSKsdSZImk8r0LLbQS2ogkayhCkQ5RoZKQpCLZ CoOOqMj9KRJFspdQGVu2rCHiOc8P79f1J1zXW+mYl4WTEIlEGvxv/+eGFp3S Mj0unGqSagztkoFWsaKcFZaiyC0tsVpp/W/8eMo2o+z1BLaucx+Q2i4Ogl1s WSvtHqynXXPIxEeAXyRz5GI0GTA0lM859lIMQjzq42dCK7CtIMF1rocDiTTf RrGNA8Q/L4cvyiUMYpZAmZycIIZuz9C7I9p5SMTkz4tb+mx0eklpBzuIhSw8 enMUWdJgefXPrbEdPMS8EUBkGdKhiL3uFZFNh1+0RtVNmRPYUT3ln++tElCt 91M2ZZYBHWM7NDaaSqLNWssbjf0nCU1tb59w+3HM2nrfMK1HDAy3xNwLCxRB FWTjGCNDFvyZGVAv0hVCN5dcytSuYQA6buVeWFFPDPyqefUSd+FV6YEDIRET xNMB/hHbAyxEObGydMkbLnq4RoFef56EXFzsVuYunyZ09sY/4+WKwYe5gJ5q eRa0Tr/xH84ZxYWTl0M9xpjwLt3+AU2UDjq+VhqCN0Ioz2+pd8F+Olp25KxP ZvcU8SKs3/Fg3SB2TOZ/zK5awJWQMRkbwwPR92YSC7ul0DLf2s/mL78RI6mR lfHDXChKXKfqW0dGJja2U5GFMlAypSw4VySD6tI21dfqCKOSsaXZbikNxHL+ YI+mvQxqcd6gpam0iOsXTj5fayoNO8/lrrA6QoLRuwvnqiolIDthVr7nFQl8 UoauKI9RoHZGnWXd04TVjS/xGx0lUes70Wo5bXGIUCpQO9BCQSJM77VfUhhw 9p5gtBfYKMjvxhG4MEvQr+leN9oljYYfdbW3rWTCTFHgm80KQrConqic8e8I PvSwPsjMaRJ/vePz1sKeAk8ehfY9EJ3HRW4d6sdbaEjopIKJmZ0kwiPJkwY+ bLjfZDJo1U4B2t/xJpsCF/B0+4+ynpVkOK9ZbRl3nArjvoyPjUpM9NycaNjT 041rvyXGavBEQTTg7pjOKgZk9I+Kt4Y+xDvrk5IKm3Lw5P5jd8K392JJnTtT av/w4OoB3fdXXvwh/tCEKKfLGaB6cPz2aikmklMI14pOHiR6Pmf+fKAwi/0u 8TUNLtMgpNgnxXcrFxpPvsSF+lzgik7d/3pxFNtt5/hJUcThVWOSt9qOb/hQ o5vYchIP/K65LMmr6CJUuoJkisjjWN3iQsDXKTJ6dXjoe7weHQ79frNn/gMN OVR1u26gc9BSgyKGQO8JtrtG/113j4vqy6/OdItMEwO45fEGCwqCltoQOZBC zt8/ll1PYcPL0pC1yOgb3vHO43n+DybU7VE5alBXidW3WAv8rzbjMynfo2eO jWFvFmePvuRHPBwhH3nQpZ0wTrg9t1Sag1plVUYTo6hglbxDrV18hPDaGMW3 NqLC+s2x30+biaG8wWLqueAmzBzZ8VfZcS5qsNVXrE8WR5El/7wW0RCBwYTt +pF2ZOQeaxhFLpYCZYW+a7eNKcj/0Z1PbSEUdHl2Y/nuHxIo1VCYXu3JgAkH IurmtS7i7Zvg3y5en7BNpXyI914m4p98dtm+nw4ZmebRBU4clHzp9RBteIZo WIWlQr/PEeaZNg6mkXNEiXvgKYU7bOT3WN+/8/0osck91Nv1ugjQdndeVH9Z R5RoZFhcTRSFL9sOMcsOC6ObjMMh+dQO4mnFxosZjzhoKi4tlSTBgphIwxen s2jQccxjenykjdClm1U/v8mAFP2+ObYJB9GWbt7X8acLL4sOGaD9ywPryI6A totUSD+odbwCJJDk1jRJtGKWaAq/7/l+UQikzmm8Y7IlkP1+H8sqpR84u/i1 xt+3mbC2bwgePhRDWU/y4bDtCNZdfnLYxlEG4ktYnQXrqeiI/u6gy7I0tNu0 X9d9EwNt9gxzaJHgoKDAwlbxZ+3YqSf71bIvI9jfI8XCaakQPHhv/+7MrhH8 ZdeAqYZFBx6zXpJFyxkjYt4whDJnp4nXu7pedLZw4Wv5gTpd40li+Il15EDW OPE7dz/X/+44kbWvXjGwlIdu1a8/wUc0dO5xUt4ImwUz9qMF+rfEIf2xkMnA ORbY312sCMuUgIfl0W20A1QwGvUsrSwXgYrRS5ojhmQUKc88OmVOhdoe/kDJ YQpKdmRLY0wF24ZIA+NRNqKQHnuop/YThjnXUXURGXbfkO2v1q0m9i0EQqcs E93a1/pwb9E88dpgp3SHJBOpsv9yshz7SWxdT2u23sZC97KJ8mOsUSJcOXL4 VzMX7dhmKcyekEY7Ho5+6aWzQWvwnprfGh7K9JTqOzbGgxXjwU+dJziINHw2 9ehuNjK5Lv1gD3DRQc3jSVx9Llpps/muYSwHBlUPxGdYcmBD7V8byEMs6O36 3HfdjIFWH9wGjEoK1HgIbj4bZ8N4hMHWAp4ITNVfSEri/MSuJ7VC5GcY8Blb WidJzRAZczabloeKQVCk9ZcNu/4QgwwbZmRfHx5L001t9RVCe0vZJ51F/mBz OUdTeEVBW7M8DQJryeAVqC3ZPMBEji6lV+4eXsRsneeyUWtYKDxcWL98vo9g sEh9swrNxHrD5MxRByqiXvmevnZKBE47+Muf+SGJtOtffNn3YBjb3F49ZseR QXubKAUR7yeJ1ZufhEzxWKjzjlvmLUcOMvg714+w5aIHei/4RPs8Pl94PCrn EgOqj35aqcqjQ0TnmdYINg8u7Rk/9bStj2B/DvvQocAGg8afV6ebF4gTmnlr 3PwZ8II99eGUgxToyKi8drgtAt65NLWcT2KgZ3QiNfwQGR6TtwwoWdHhdkNh m0HwBFFDDdDik6ko4ZnPeSdZCbRRhxGiuYOMNobJ94UoiKBep6vM8AkWstZy mq3RFIGuuykaGVlseG25RW3fFgqkxs8W6lmQ0VvXwUP5LuJgv/TdzpHfDER2 efSvu94kHmPc1Wt27cL6F2jpUDODy/jc09mXKGi5X/f+Y5oHsK21mvHcZRZS /rjWtFpKFJ33PbtYskpArLc60bJsNQPdk33HnJTuJfYXuAa+TGIiyJjrEV8r hN5bCZepnmCC9fVPQ5d72ZC0J09odF4GFq1eeU0V1BBU6ZVWrvPioP709kRR LxMEL4sWVfQ+4VPpZsNmTQxgiBoaK/J7cP6jyf2eU0yw4n/IXkLpJ+bW3dD+ GscCBSpXtMi5mADpGNgayQF5C1u38FYKIrVPL4y+GceJHZwMWWdhJHCvqrfV +URErzdWyU+nIHGd5z/fRswRgghJB80lQoi/zuxa1dF5grn34mi9Oh153NM2 KA8aJuRVynWCG7goJ1LFz1qXhPYlNAt0AzjwaAsyhsExIowffXNnEAuqykJa AmxIaPxabLF7DxMKni08ZNt/xvWJe64y8yigv3pfoMkSDmIGP9e9GS0BH5Wu 1GWq8xD3XKGL4NYUvmXdYdTnxQP3s5axww+mMdnTtIXPFIKq9hNfhT+M4MvD 6xt0bGaIR2rqFwpPXScUKYrPUBMVWlLdS4a8ZgiO81q5qVNkgOEcDcW6XuLZ OqrIikoScg6u+Gn+/BvB2WnCwhosdMzt4OdTMwyU7+QvTYvhwG/6pWDzN3TU mL99+cg0CfXZh1neZjIRJfhqgcN/vh529f+2x4aHnhX+631v6RRxpqrCezSN AXlLCJtiKgdCJAZ4Cu8ZIL4seJN9/Byutfvbk1XBgPJ2KT1R7mfsbnEw3hIz QGJFzbuhzEFC+cNuZ/kmSfCMGxNOGm0jmAXLtsfPSIGR8Qr+LRYTBZaaVHQK SDA1Giun1c0BScH1CyIGc5j6OXpvY5QoTDZTqcnX57GC3ZObVWZiMJsXrDyx XQQkPr6tKX5wB0sWJ+SO9ZPA1+p9THxDA+FxKdr673kSvMv3P0TpkUHFyg9c 5Mq78I7zHAfcIIX2Lm7r3f5JQERNhZ6dHxYDoXjCuipgkMhQSdc3LvqFE3yW 30t71Ecs1fYtMjRlI8GTrBDuiWkiWuKwtLQ8D13eHfC4VV4IfQyoDFfp5MGT ZRXJLRZzRKZseBM/WhgSRXqNGScp6IbXdKz+2e94qqlRaeADBelfEC/ZNk9F OzvvuvWZSyAWpzSpcOMEZtfGRfy0+q9DrOUucsfLsbaCgvPGE1TU52a49aTb LwL7ZgQmedCQJsuvp62egfzGoxWbjCQQaaG2O8yDgUK3rZueTGChvAaxo2eO ccGxO15LKZMHceXOHieXNuK2mfLcpHI2kH7oixyxE0KKEyGbYrg0kFa/oDo3 KAM1PtHm2aYiULvmQsCGPcJwqHOx0MebBHbtUXRBBAOW3XXzX8GbxS6f37s+ TxODmjnlH+SOJpwgHv1Rd4EEOZVkdGRkgrjv8htM8Swhn1jebDohhVaqphzh 3+eA1epuqyvCNOQUN1G0TlUIZLU2r3k7JIGCa6h7N5UKwQ3LKs/OdFG0al8h qwZ/I9bFiCpCqiRqDFOreB3cQghkfzRX9tKRW/9N3aBlHCSRUpgR38JC2WlN hLfRAOF5/2c40cWBDzreDltrhEGnfvbf7XNs6KIu+LxIJKOoXaplRyrZcNbh ahwzlYeivmWZofUM0ClUkn51lgoB7LNzm0ekoLBt3iLOggRmElpJMzYyQGTk 9gzPiqKLekZ5t4qYEPJn4mFcCQMdKbZ78o+0NKhc8xKQt9PRjae59Y5LGJA7 EWthvY2HfnWu6QqwEYf8ONOviuqLhOaI5trl/YuYesJrXr7xvz8nOjTwo6EN P6a75YsncUB41aBkwUA/5ndEWz5784Uo5Sef6W6sx3WCFnaRLg/d2111XtXz F3HadsL7eBAPLDagGvN3Uui5GvNGYOg3rLRuciI9XAahYU0EchJQlnUNRLzo aHYVN3bFDSkk8LDjpA3yUMB05MRNVyb6wH4Zk5DMQ0ctw2bU9tPQ/wAo2BNg "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 209-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01P//xc0YM4xldlNJ0WZLJUup9HolKrRJplLKWqJC1IdIEZWlqKgk fUVRKVQSofdTSsq+RLIUQtkyGIxBv35/3HP/fJ5zzz2P51V38tzlSpaSkur7 p/9399vMLIOnstj9QfwndeNJgvFoK+Njg4gQVHn0KmyRBWVdU88+jx7CUK/c zsynk7AXX6DrTLOhvz+L51RIAx27zxdXp5cQ9p23jkq6eLBmCt05MNOPzhcO XFC51UecU+vaUs2m49sTSj/DW/g4um0Nv1KgjE/OKWjlBnLw9GSyZacOC2yi pm8KLfg42eTjpFk2E3K4q4pQuhLoqR0mO+aKCGftpPPtjXJQblayIK6VA61C C9115vLYRGFd6JZ7Y2iZnpdPmMMwoVp0dS79KB3WmF5LDA2QwTmF19v6EA+m J3q1c/TJuITMCj6UzgHsYuuR/b4GCYzS6i/n/iR0Hgb0BoePoCn98ERDRx6m HF5UMOeDMvbXyTaqNyZjN7eDi54tGEd9L27MitSmQ6XEr+uTKgdsyhbJdR0f JrJHL4UcE7LBx+9jmP4tJqz0tdXt/EDGj91YrEfvmHjeAX+ftJ8ixMiMp8wu GCSc/5dRnV46Q8RmJy6YOteBBpMjSuIGlEHmuGmJOEMam+2xF0X8y4H4kJzs 48fGVQ9MaipWSuMjxtHOvXH1aEFGX9cyByau3r5oTZo+CWpmjucZmDPgbcic 0louGYbuzpwpLZGDoAx3fVYYGXyS+i8vFlKAdypu9yC/kdDeeDGjzlkei1+N hnkX0CFc/bnW3gYKzo14a3ImgAP+iZ1D3cDFIVZ2w5uXTSGlK/pX129j4LCR oPL9ilyYyAn4sGE+GerMvHLUxocIu5SaQEvXUWKWr/DzQCgVXjwO6blPnSIO 6Q/otAYyMfn4fDPLg/J4b6F3RXW8MtyrN+uzbaHATIxj52ijFIy3/H7btYgE 5IvyNUt1FGHYl1Vdp87GugvKXXv4PUTFj/gbunwq7PM9YnBSzIbUX0OyjSEp hF3eYgthSyYxutvpTtiWbsLZgLUr+z4HNPcN316qwMZz5OMXbLk0iLqa0v7c ny8mGnReOahaMyH4tU+S7yZl+EMrpTyMoENRXYKXlsUPwsAUVYZ2jxDau875 fReRcFzktbD/njPBbvLDjqlKRfx62u+lmjkfz12dw+o0fEHIvBNY7z9FxdBQ EawCCjjPgL28r0wZCguCDfD6HwQnxsqwq5sLVTs0Dq2uKiGENJ/xlOpG4lRS e/SEk5Bosv7Tp5NfQwyEq0bsc2tBfb/2zMzexMeNszWG4iPpUNC8JRZuDyHP dZEZgvV0qO7d7nKxUA5n9r2mnwmqJ5bmTtI1j9Cg79YWo4iDJCw+VrVmXgED Fs/vuXJ7IwW7nXZLm3pMxZfE64q3/5bD84tuzSw048CII4q8fqUDBV7836Kt pGZiT4lqsNdONk5J2v56I5cFqWlW0c9dedi1WfWHRpQE1eoQCiHtEpRx44FG kecMyvcI8J5/h4tPm8bx+THDyMQjxOvoVRnYYxpm0RReg/J1U3dFxVPhp/6U mdBFBl9n7Q/OoreihoHu9T+H+FgU+yBZSo4DT1hRE/7OTGh1OjY+PPgN2dir OLR4cCDJqEfCNeNhvco0yYrpn8S86OBexZd8CDC/Iy7YpggP961weQ9yWLTO fYliqQTVh907UfaXDMUnF2za/FoeO+z2sSlV/008TD1r9jGKCwY9/ZCSQsNe 7VXt3h+HCP0Fxwf2/Lu7/vtk4UeJAj5gtD3w0mxFrLOFSY5T5OANJ0IdG+R4 +ErU4g0bCr8Trl3pRfOaB4mFs3eFkCkUuF/m8PnUtkFiRcbCzgr9H4RQMOeR 4lMhmt6R8Fjj3CR6t63jTVuDMsBuXPrWZQwNvBBE9D4aRodvcp2jro2iR9Y1 agEFfOyCa38t0GbiM08SMge5HHAxnIxetlQeHj4hm/We4cDOsJOya+0UIKU4 +pviXjos3vHmR7GiLLwfurhscA0J2yTyxWMMRajoyujN30/BZkfuzRmMVgT7 2ojVG4e4eKq8YLaLcR9a8/Qq/pRDAlVJgf3ub2XIeiYA2maz8d4/yXl2+X/R u9VbGa3ybPzGPLMlPVWINhkrfhFs5uCkikg3g/dCFLY4YmDsizL2M91clJLG whYpQ83dSlww3Kj/dO5XPvRp7o1LteFB5/EHIQ4UZejuaOq5asnCkmMKSxxE VCg/1nk9d5gLoXsGzON20EBUcy4hgfeHWG/h2v67mQNNhI0gQWECmao3/WVK 5CAwQtC8dts00pq8z1zo0UsIH+gnN/qSMaN4ubejnBRYqTibQxEFL+dm5pc9 lQbPAD35L71sHJtWOT1kQwLuyrzZkcs5ePR29d1bIb2IxZHqEc//gvyCTHim moqYfrn9oYFIBtwnIh6PfFXCejVvmq3vDxDv/Suph0tYeGc95Xl42Sja1njj NW0OD7fdcU+76czD6/T60iIOcuDToa+LNPlK8PKwretzE2VYXfcnavzLDOpc 6Hj62TYOvOGKKr0dFSDWiRFd2UoDr2eKWk+/0qCw6CWZ0JWGJyTTXnVbJfgw /MBBIVKEyul+KzJIdNwP7pZahfJ43UpW8DILEhYF4B2r99Jwt2sUO2yEgz1J o+rzj9Kg426SbuojLpg5FVm+d6ZCcpw423AXCZ9nHbrYJqaDw9zPWwcnWfi0 Qeq9C7ZjhJB11/DL0Q5CULTnl6+bhHiboXwy/SIFF0i38zzz7Ah7gdZGySUO PmzcPNf3oCw+6+v/N1+nE8WuFfw6PcnGibM/s0cZ3ej8WZMNRAwXQ6qkS9aA jM/syP59yZYLgqtf+y/945zgNSq0LmHDX9siT9HzcqTwKIFQS5QH7Ve3R3K6 2bBD0wd64Rvh/dBywLKeBcYbpC80iHqIrMeju0+I2EDVzC/IjuhFklUxet9j OaArKY1ubc1DwLgGmyJ4MC7tmfFYloalWsZnhj4MEw1TCSlB3jK406O0xn7l V/TddijvZg0Vy67M+/MxXIKs7gQORZMoOGOV5ZXSQ1PI88iLpNB0Jj6WqLe6 OHAAXY1v2rb+DR8em+KN0CdEkmcvdvZf5kHp2+AGvz1S2ObRTaTbwYXnuTMp XIcmIkXav1TUTAWjpdYBZv96UZ26+VUxUoBq9ctVadp8fDo3SEqzZZy4KWhd 3+PJh6yC0wcM5k0SpBPmDRlsMgw2WV94ISMkLg0Y167cM4H6ehc5ZdXGIDWK Wi6up0N6/FhuK0mCeEcMVETeJDB2MHZaa/gb5a6iyywskcImUeOXYwI6EG+r GYfQ5eCbFsdmbW7h4CzX/xiK13hQK6sy8EOKheuytiwYHJfCvVaKKbpiDqYE RT13/PcPL7u8PTJ9jgOZc9Ce13QeaMavZ614wgHZeUEmDnESgps3K+dwMgeK WxQMqcpNRMWk+sySRA7ILSz/3J/Wh4ICi2zsi5TgRKxQOmHoG5Kfb11iRf7H 0Y0LM25y2FjjMv9W4hMyiIZuqKz4yYPqe6crv3FnCHpT9M66SCpcqXLxCIz+ S8w/+OJ6qSUNRu5sE8hcpIFc9cfy1/fvEJenp1SMs8jga1t2La62FqXb9jSf /ECGz1n/2VG6mLhpneOcDQU/CYuzPEeiVgHjpSzTuMEuFCkK8Z8aoMH5C8vN jh8YRKkaD4025owRUvxVavlLetFcPd+cNeZcnPVHqMNuEaNouf0Mhiof27H1 KhJkKLjaryRMo40PbyT3hWdXzqC02WH1GdHS8ElY7Cp9g4pjPMdvGPm3E+m3 1z1b8peKjc7J5m+eomODX4Usyag85vAKErLXjRCmRFZew04GPiJQuaA8XEw8 YigHkXQVcY/7mk3H3cdQhYnfRzdTJl7GOd31rYaFP32f9fZStzyWmqn4GXqM hfd/mXfgbBoPZ9bSDp1yUgbJXU5V2rAySP02kjlwkIwLw2tdW9lMYGif05T0 MeEMx0PTNYQGFcvP+a3dIQ2zDsnTGTpkONgSqdQZzgLZrWNnnryREG5NZUfz HtDgzruX/XlKjcQt2ehq/RkpWJ1dPTpJHUP33CbBnBAjR8c2tbwZBl6kmXQg 4x4Prsdee7lXloldY0dyVmmSAaXJLy1JVcBB5fSdJgVkKMup+ZJMk8M61tmc cuIHKio7K66MUMJ1oVrv3wU1IMnvRTaOHBZ2/3VdP3AeD+OvL1Zl9/Nw+oN6 5LW+F+WFGTUsX8GHDvqMz5t4Eq4L9KK+FCmDv2NULDuZjye5MZ1iWQ6szFZn FPnTYeFub7xMzIDsb1O7YndJwf6Tn2ukmGxAqc+6BsRUXOoRaO2RwYXg6ZGU 2HwWdr4gF9yhxQKNK56dpC1KuPzqytC2fxx6NnJjl2AzHx8KH73Q2E2HrFjz 72raf9GPzrTQW/dJQD/sOaVaR4Od/NNKqg9biSdK7lmyCTw46q3lEhneR2S0 RtvkfmhGul+v3Gt/WUdUdTZwc/T5WGA4Mcr8PIFO2o94uQTy4cR9na+eNQyc p8WOCQj5QWik2I0HmLIxHliGQUUOrJyuPzGoYWKxjvKNhTEKuJM0Vcw24wFF rz3p+18laPFsMVnOU4bJvMEjVLVxwjkpT835KB9kn84FuZJRlGs2YWlXzYUE NTld2x4mvvuJo+HcxgAm/ZXY6xUXxqzyFedsYELqwRPjmf+x8dX4qou/z8hC 8qonzxGXBjd3dazZu+MvsbQtcymapwjLI85WhUb9Itg+Fst7rBqItd9kICz5 CxFRqjV92FCEIspzuW4q0jjHryxKlMuECfnMcQ9rKt70vaMrnC8DQbvlwldZ UXBdY875yM1K+EB4zutxMxYW5dklJyzjgfZg4rWxbiWsGtZdYSGrBCcfjfUe 7/m3O8ruzttQTQUFrxeZXv84tXZjwT7GWSloiGrbLkxnYQHHfsZddRr9H/cE Jxo= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 210-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1vk/1PsXwPEZBjOD2ZeQJdUtlEKlqD7vLiraCWkRqW5kKypbWaJCpUSb 5ZIilKUkUd5H0qobWcpWWYYsI7uxf31/OI/zF5zzfM075GF5RIpEIv2Znf9v p8r7GQGm8sjl/p0P89aMY+50/MdSTQm2+XK8S2EzFXYu26ge2tKJV+qV7zX1 asXTciV9xyd50NOTwz/0Sg7u+uUoX1H8gA+03nKeEPFB89od47MyfUTQK/F5 lVvd2KppfPeXCgV0W8JoC28UIp3LB5VWjnPA6vLUzX5zIZKIO1ZKneZAPs+w hMhkQDTt6RYdsgQ7aScFNX+jQX3y36qeQ3xo6jdfutZMHvWrlOSgGQmhq+fp FeYwgDMT/mQpL1cEo7+vJ4T6yyDSw5hxeoAQpiRd2vkGUmjA9mLawEs+oMPW x/PeVBLJ/5yucWlvxzoP/LuCwweJpyf7RqqThIhydMFL5TIBGjgxWBe+gIKO HbNf8FhzlGgIcqLRuhXgvwkf0QdVLkTUBPvz7Idw3tDFENd+DtQ39mu0WHNA 39t6aWuZFCrfUpj6O4yD1Pb7eqW1DRMOietbPk30Yad/syoy30/j3m7NVM7J NqL3XsTbWLEA7lUQPWKQQaa2B4Yj8lgQ2Oy0Azvz0Jf76yo/60ujx+czbRdD LaGZ1S3SdWChdD/1uR+lpKFy2u3FCjMmPNWZFtyfkIa++Gm/929poJYPl3LO UMArqefSwn4KRCvcwrlhdVjb5EJWlZM8ur0x6P6my4oQPi9Xa08tBWn+ljRK X+KDb0JrXzvwUJDZwwDphTME44rB1fXbmGjKxk6wTksAknz/sg3qUrBLNFeu HQ/gvSmVARZHhvCxtFQr41YqPEkP6UiWncT8kJzHb1dzkJSbuqmFvTyyj5Id OpkgBaONncWiBWRgB8BdpMaCAW92RdU8Dpo4nc/KCOvEn3/dubFUKAvZZc/a tkt4kPq7j/otJAXTxy/fPBaXi4d2H7obtrkdb7PYssjkCR8W2w3cXqLAQYqp 7zzjf/QRorq0P8nqY9gzXTLlSuVA8HOvJO+NAohmFBxYb60IJVVxnlrmv/Dm YlWnndPDWNsy0OfnMBlVhtG2dp7kwN7xsh2T/ykiJc6SWzJfqQhqPwergAJC xzX/SVMSwpcdiw6u/vIWmx/ZfKp6Vz0+ldQcJTnUj8Pm/wyKul2FxeGqEXbH Ggmzf04P3rYdIDzWRmbZrKeDlp3MX1dOKqDs7ud0v3PVeCvvlQ9qokH3rc2r IuzJ6OpBqxnTcDYsVO+4ctuEgjov03qXKdDQxbG1pds7acitzuxVgwUfBh2J yOgrLQQztEXZ4XsTtn2rGuy5k4O8pePOKf3iQGralqjcI3yUI545XHtimviq gxVCmieId24+a+IrSajouP8J9bs8pPNcatXP80PEuuMhns5XZWDHNlaXwqEq omhpquXlO7LwoLZQY/i+HIpm7wvOoTcR44pug8/ncqDpkOvoQG898d+Gd+El p/mQtKpjgmfKR5/W+wRs0e/AalHBXYpPhZB5on7UTo8FD+yWH34DNCRYkbiZ mjdNVIclun+akQLKwr4v55IZyGG3l9X7eZ3Y3KtzCTNfACs6eiAlRQ4FuLw7 bBA5gA003cS2TiwwTPxbnkVhof2rtgdcVFJEozFyNVEMPtrgHupYS+MjXU5i tSi8GR8RZZaoNfRi4S6HOb/VZCH5k8PHU9t6cb0kxZ76uxn32yg/VHzUT3zR tM6M3DxFvN7WUvijVgDteTKV6VhCiJ/YRHQ9HCCQlG3h7qIR4uGuSg3/l0L0 grqBZ9fERn4Zcdm9PC5cqIpWKpNjwIMMKdMuPy6Qh5UbYq2ZkFIaVa+4hw4+ fRT6oVg6vOm7oNtrREbt5SccDZks+CzK6iraR0E7g+PuiK1ZcOBrxGqTPh4i XJMs7AW9hNGjq+hDPhmWtBjnGr//j9g17Q8/lDgoPsJz9PslMnq9eiuzSZ6D jP8aP9MRPEhsXKNYY7OJixJ952lH3hskwhZGiEdqBOjXCNVtLISLzFP6GtoZ PNjw7pJO8EEalLu2RhcM8CCaJydjUEqD4crAuDj+H2w1FNVza4APddjKJk5B QizehLOu5StAQIRNg/G2KWJ7mIu6q74Y9983uPfNWwqNLu/KW/iCDFtUnMyg hIJmNqjohRXLgIe/nnxNFwfJnNXX8/1LGnj6L5Qil3GRZUXUkj1bxQSbS+oY U68hzMudJSlzWYh+qfnBimEZKNWVT34lz0Z6lYUNu5LFOOxF6LfR+1y0s5qS G/5piFiewUrTthSiH3dd0m468VFx+XxD2jE+fDj4fcFiIQNUayPGj1jzoZA3 /N8JRwUo060OcnSgg+djRa1H3+Xge6NfhYq+DGSQ/+6aZ80Am7ZsPc6XUaKc 7rM8i0xHeP93w5k0Blqrzw7WNScjkbDkVnE5DbUfucwJG+Si6O63Pq4/adAS n7Q09SEPHtUZjccUU+Fe7FjeSksyyv4x461doQgOcz9u7R1noz13rG5UZ0lw Pzt+ZY1zCzZZ2252yGIaF2cJTmZeoKAGk7OxQ5cO4AM2WiYTF7mzXkQ+u9pL R2e9fWeKdFqJk6rF0h5jPJSg9JEzxGwncGK99MlCAYLUCRF1hRTa0tRlR/IV gM3V7z0X23kQk9DT/hnzYMa6xGM4t5xou5lqeDuUAdrPbg/mt3Ng4PUHuzXX m/CJBxZii2o2RPrN8evz68I56UO73Yc5EN/mAzusxcSE4TW9nzFcOH0Mr95y 8yUBzOuwMYIPK9/XTlZ60xCpcXS6r2wAp+ju9qp+Iodaj7+vPKD/nSjTizAe MqQhqv6LP+/CJwi60Z8kg7myKMvQ4sr7g5NE/OT8dTauHOSaoLe6NEBMRNBq OgrKhfC+OLjWx5aE0p0TjnryhJBbMJ3Cc6jDWYk6F1xMaLBqyS5/U2U++qZR MmK9mgkV8y59SdMWonWtt0Ou2o/jmzZN6zs8hLDU2UXpaNMkJrub1WZxpCA7 d/UcUsUAvihe81XfVkKoWag1J92KJjQoGgWomg45/mMjpLopgv/PCpXhE2SQ tvz3Xk9DN1FgSJeZ/5aEjFqjaMvd2gj+VlMuXspF+9eb908PzP7VI2eYitf5 4C4+U/roIwdV5WzW7B0lIWsj99t/OAJEOXc513HWI2xqFUq6wodsZcL2OZ0P F3wVtqcU8YGqdm6dQ+wEdks02059yofSRoWVsoI6DDn7TI0f84E2v/xjT1o3 8W76a2/eNAvcY/ql4/rqif0Z2GJXLhvWm8zPusnloDli2o9lyRQY7ruhsryN D6Ku7faO/5KAXhe1sypSFlCcpUmcJxnU7Z9Ev7eQg7Jz12H/DA1oFe/Knyff xTdaAvcfSqOAt/Wn67FfvxKh+/bFfiumwMecM3spIhayyP+z4WJXOzY/y3fE XxXQX5vu9HLW/SYih0N8J8Vy8ErCV+p920ekLnqwyiR/BJMd6z2+tvcQc/W8 843MeGjgTfKeHTGTRBRtH5OpOnu3LX/cH2nIogqft2GLfghhpRG5sySbhNKU wqqzoqTBmdOmWT5ARdc8Rm+s8m3GdpFL2ra70NCqQGrRpkk6WmuY3pQtYiAu /2Vc3tpB/EvsyZraxkb/2KicFwyU4r2fL940UWehDhejjW4uI8Sc/rtnlkjY SJd7WlRfyUaLnJDf8xoGIk1/bgt1ZaP+VzVdQb1ClP1V7uCpQwLI0XgklVzK BqZ24OKJbhYcYycM7Z2gwedlgT7GO6ThLaOZbMijgH1jJKN11unfxXZG6x5M 42N1n5xf3JeD+VuOh4b51+Fb1KgKg2kSnKL7BtD2SIjEY+NghscIwaNTXG4W Gy1YnLQ/K5EPkWk9auQCNjoSM5hvuFgKMlNcapZmMNG5cvrOdS+loGnhm1OX 0uWRzq48bjn+RYz9Zb876hcLVYVqvXl9rpbIKp+/Rf0nB7n8jjYIUOMjxu9V eT40PujnzWOW+NIhsiJIVjqTDXn1k5YxliRwuG9st3OEC0TqY5F4TBYVvXsw srZBAMFTgykxRWyk3B3nOD3KgUVXPFrJmxnocUOo/LtWHjwevGFps0mIvBMK Fs8vUoScGLOfGtozxDWvxP0WAdJAP+oxqVo12//BbJN7jr9wBsMlhxrHh4M2 hxMG3XtxVlOUVUFZAxHwprHZ7m0N/tJay8s3ECL3ueqigCMTxMkDg56HZzt9 KK34k0IsG73Q4lzzD/mF9YVu95R1eQiJdRGo0CB2zEMyGctBYzqCG/OvKaDU 8wvTk4OEQNFrTvo5w4D9Q0pXX5GEEKdBW2rdwUKtvj4fVsSzgUV/Nub5jAcN F8rDC0fYkGrvPpp9hoPEF/RspBjycM8wI5fgyQFf/1ye1rZZd39kLyHUFMFF EpJ5Zl435niZL+vYUoudd/2Jk+78hiPea00dXTlMWCnbq35TlUH5Pp8uDxew 4I63z8vtGVS08WeLKFwoAx9VuzffdZNFVd/ygyI3MdCaWtc3PXwuGn6x916c Lh8qz9946s9lI9Ww9s/mVAakxS2/eKSNhwo/xattqJCF4laBucMAFxmbvLRj niVBvVZ0deGsEzbcA9MuqlMEj7loTyXmQquab+ztPAoszj9rvzZOCOOHI9Fr wQxuEgVqdtUJQDS0oJFbIMIffQPtDI5yoZewk/eqlEfn33mwwy+w4Ebwh0XP VWSAIquey7RlweOO0uICNg3MdtvMaY1hAmFiXCLqb8Nnu5Jj9yayoXC0YFlM 4wxRSj3/rceoDEeYSauZWAlBP/CZPN9KjDUyYgQ1K2Rg0+h1U/OEAaxgkO7s 589CCQtr0//27iS+xz9PLl74mSAtPOP0NZGEqA2LKL4qHLAhRz0Q8qRQ9MY7 DaJ4BdiIXhu3zfbrmrPmK1Kz3hCXZOXOUKfoaGKR0a/TIWwgx74sGtRmoluN zJYUFz78XsyyVJ5hoq6Td/2r0qRh5GCZqDKQiVIZLo2Rb+go2MtJ5okGD92r aLqRfXiK+B+L6kW+ "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 211-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01fv3xo+Zcw7OfG40mEqGSkLj7fO+RCS+pjSIlAYhhMqQRInMGULk IlOUFBlSfbZS5jJfMiRj6OgYDnHCr98fez1r7b+e9dpr7eeRP+NmcU6QQCDM /Zn/11trsu9nKEghp6zkOvndS/jA4Y5jiU+WcOvPzhNkQ3Ewmj3U4ZryA9fe 3njigOcQniGvWXJ5Oxt+/ChinnkjBkfVxKi0ogbcdijxIn+ECfZ7O191lUxj N99wbskmTuL8pC1VmV3SKOmX1PDdXjbSnVww3LTIAMuI5fvTRmxkOTogS77A gFLGziqsQAqM8wytroYs4Q6q6Te//ScB6p6xKQfS+djW7e6ewfYzOLZQP7wo R4E9uvce3vYTQfrXGIqLpuO4WrbfRODdWWzRx3Jvj64ocnS0U3qqsIBZeVeE p/Gk4RPfe6RuHR0Ui2fWeAbN4yVzIUEu0zSo9K9ih+sxQNPryJahD4KIpoRl pXkz0PqTPp65wzzsXuLFEakPM7jDv4XNBbUrOMnaPjo8aRSbygz7mMBhgXGL slMaURwdOGrLCyuhwKfNr8jHolnoc9bfLU2aQkihFcUWKXVjCoWTI1vtKUh9 mHQyU1AEWlYuVWjpS0PSWoZNHlMUuKkrvrUfJaDhaUQupImCZ/qP0I3TwjCP F9h1a/Xiqnp3CtscSAjypveMW1LgrvxzlWOdwki+71+B8gY2+Dwc4o4CA/2K 8fH9oC2ApCJ3RO03kUZr/nlk+bJ8Dj/xqOX6oXNz+KZ898+HA0nw4nHQWIbo b/zZot/CKUUGEry04cAhOxKa3/jhdWasMCz0jr8dURKAsmfjn3WaqTDjRW1u k6ehmsbonmatH3jTQHLcFrYoyMyqfR9RZ0POd674f0GPcJsHNgpXrhTjc1Zn HgQbjuJBP1XBcYkNm4/PJKmTacjOPvtJU9YMNtKd+zNjwyJeylkM5HLoEFjm me5lwIJT+y4XB2hToKotxV3FaABfty3m/hXTX7iqRYD3V54Aym9sbPrXgQEn lj787/cnSbSJRig/6PqHS2dToCyQ0Z5swhYvVh9+Jf1b9K8z07jxbkuNzXkd OOfuurDjjr2YRVAVzV1/DnPbF15ovZ8IIdnMmqvu0ujZZBnR90Y7XudxxO1h AhkmEw11wuwE0LWnTsuOp+mwccNYZJKeMOqKKWHFFJJQyOK+96bjEijP+ZCZ fCgbZk9j4bGRg9hDpY39PP8B/OjHdYHuZjRUMOn9zriXATm5xtHPzzHRUZOo wXetBNSqhpODvvExQWeqi9t9QVTp7Hd5wwMGij10zWrnk3nsb+cg94tRIhAl k8wfd+7AKrfkWEQki8KQYIBPpDwRxVJtAouIfdgB/u42W2EG9J1xWZiZ+oK9 TAwlZJezIV1njM84wEQxirkv2jPH8fXRgROSxWzoTyeesxihQvZxjbPVIIFa xbt+Wi8QUHtwmmvDqiB471jO/YtDQfZWnpa18uN43WRt/7Ubc/gOhUucow4U MOrxldMvpqKTOqbXQ9ZIok8l3qv++mz0j+vt050STPTEx6BK5swQfm6koGp9 zxSuWJ3yyddDHDIa7OuvmEzhiw/c3ynWD+HT1jJ5kk+mseBuKye/rQT0zmTw VX8nC6ghbgXLx/kY54V12ETeDGbhcn/xxIZFLM+8Rc7vNRt9XeNeY/WWjnzz U55NMeiwad+87aYkCmTnCx6Y8KVD+mZWSKoZFR69j/4ieYwIdvnfb649LQnV 3Dtbp/YIoEo58vsknApNI4UTlTbCyOzV5Ke3kjSwbQ3bpcdlIIvBAf+d6Vxs z5MoVFcqAHbnQtNuCrZg5it+0L+GhtRu+CdP2wuhd7sOS/eRaOjepwy59dE8 zGC3ZIf1QTqiO/snaxTzsOCNYZz5Dhay+z45dDiGiYwecXtGpRjw4vul8Cwi GRpdhmLLZxhQaPIzotWbDLyWgJQU5k88nVgYkFEpDdfDrHv2mixjNgb/tv2j wMWns3Zk/ucliD5ZbweL+0JgLOugD1XCKM7ocOucmDi4+W0ndUzQ0MnQjm00 VRFgaFasCd9GR3tVxj7Ha3AxKp0wtrihA7tJmKhx/URFxNBv2Vo8EYg0tJt4 2klD21te9ZhncHD5hHUR/S+ZyKxd+PndhjlsSSfgpH0eG+pOdSltZkuBroqx VU0cG14xeJ8unyaDgXD9bOgmSXB/KqnypEsMllOVJWpcxCBfQHdC/ogUyFWc Of+X2RLWSPTWKBQgoinHX6eLuBS0T5MauNVIAAVotK07dYuMRs9F0IJn6ehg F/+7UBIZBlPTt+TkMeCixuzLhmMkyExYLNG2EEDq03lBLj4UsF9bf3hqiYps VRt2ORzk49PUVO2Oi4O4jNTFEt5rArwtZHkU3BFGZ05qqtMt7HFbaxU9fsgf Hu+5zPz3ksjfy2e1Um0II50OslLaykYP19TT5qRHsZawoDTPKRasHqly4z1v xG7F9R+W66OA6suk2dJRGliUNedlWQ/gl7MPcQ61U6HZN2plUI+DFz2es3Ll 0WDLeJbZXW0uxt8Zs/1rPB3akwuOLSTiGEjfA4MwJriag+4OBTIi9C6scP/k ilWtuPGgBhENOde22Gp2YQmPZN5N9ZOQuGbFz5q7fKxvxPaWv5s4Ktx5KLL2 1G8syzHvtc1JBnJ5uH3X++scLIrxLSd5kgQ66uZ+B2SYqEKsvc0D/fElH/o5 V5WN/j7n331baRm/b923f8yNDUXmb65FjK7iAq76nYU0QfDv0J24WT+Hh3B2 t2oe/YWFCSTt1YqIx+SE5cpROxHuvfr8xvQGATEvaMnyLgvA0L8+HSt1U1j5 TqKI4kcCsr2Y5bwxbhRjHj5Ax7fQkUl17fa0agZqKzJUmPrzVzRnjTh7Wtjw TAY7WkZkwkff3Y90+Wx430vWFmV141c23HDqnmODhGJj/Y/cSex75jtjg1oa uMZPC6Vwv2C252VCCiLpsF9PsfA+nYb6Dnejh42iwOPGyWoMM0Hj/S6NH3aC QOyONmsLF4Xjj0P3KRsIwQa7F7G1h8QgQn36L7NKMkg01zSWZTzAMzc9S77a JgpeRxruJbS2YvSS/HMOHFGoL7p2QniEgtaegf23LcdxI3/mabyVjIQp8Z35 dRNYOC/I5zdHDILVp/CMsBksRzlbR690Ht881xg8z/2Jrd3uVbpHn4FatfYN fUhYxaIlbKSl17HRwonPZa5e4qjZ+2Owcj8bZvYOPha5LIhy1wS3F0YLgVdO acnNWBKKcVuI0/H5ho//XaCYwCIjnQDxyoO/iWjvthi1GhoV0ZmvU0r2zeKc NW7Lwxvo6IK17C3WzHvcZCFA/EgLFY057TG45DSPnV/Kc1rqoaOt9KsjX/7s nSi+v2clqIiw0jR824WKnk0J6H7PoIO0asBm/iQFFKyLnAZLydC0LcB77/+E QMSROdKsIQp2veFSQ3epMFzSrqf6kwCO3Q0XK7LEgH6+FUtR6cUTxaObd6wQ YEH+kdW1sSUszXEJ9PFF7MMVw1VmGB0pbU4/WZjGhM1aimelE+joXPxs6c7N gmD6PxtTmwAqutFINPv7tSAQ1g5NmsRKITXzEnojPoAJ6HiI8nJoqO22SvW7 G52YTHXu/p09DOT0PXbH9fVMlJAQ2dKHsUGzRF66yocIyhFvrhffoUPJl98W 8RYEWL7wetsHaRZgOU9HOIuiqO6I+ELxPAOUI92GBAylkBn/k7E2iw1PZ+Ms rA+yUazn7pqmSxQoitf/Kqe6iiXX1H4dDxUB4nm33+vaxCBTSCmnUGYQz5dy KhJPYULPbHKOagsXL+yLtiz/0IPF5RDOpFK68M9DnYzSHWx0VNvISubgCuZh O+t+9jobBG285i+50lGFCi3GL2gA5x8uirxkwkKIsxWBrATQ1SoGHMIYaFGN FacYQ0aJzrrp1lfpQCG+XHR/+cf36aX401/okGPnuvDsGg2FrWQEuYxKQubO /OcYQwze2Vy5wF8vBOr9z9Sx9ZIgUfwa5/A5OM3TaNuYcSeeQLezqnb5gofV qiyf1+Zh/ibVmfbWYqjUuyGCV06Bfd2OKQ66JGTwdXDkLlsEDLJ16j3rxFHb f6U3ww9KoYEjZJ1aNhPxKk5kpmxlAn9X5eV9X2loXfBok5G4FMS4u3sMs9jo VUPq+n+aRcGZADLOJBbaq/f6uLQ/AZj7o6yiEpjImm674rRuGcvetn86rI0J Q+t9EpJKhEFp/9y6m+5MmMKOkzxbSEhQO2Phqh4N4gLrlMtkRWC1p8FxVYoG T8fevy2nSoBXXpZpoicVML29VSPTw7hQizhW6k2HVwvl2+J7V7FrNdW3g6/W 4GH6Quv1LNl/+uv1WRMtLi6XH8/q0BIBkS61J16xczh5x+OLvn4U5O4WNhAv /wPrSi3LeLuxCdOWaFMztRNE4j3Kwj6yNAhLpRl0LAmhWIPknpFUMrTk7g2t /9PfdvsbaeUUVmNR7obxj9skEV95z8DVICqUSLWFSe6mosRe6cFHTkyo2+hR a1hIRRMeD/zacoWAQ2yUmb1ARTlSTr3h1US0yfQzJ2U/C2U298U9O7uMaZkK GPGcWCATspIf/o0GVvePZopcZQO/KFrFgcfFo/31zW/LMyDpZ3CCnxEDrS2j PLpIpMONfbXUUElRuHVjz5FtynQYe11/sp8kCkGNvQIDQ9IgZ11QmPadgohx GSYLZSRYYcgzKPYsQL+/lzAixaDv5+F2go44ivAwD7/45y5GAUkZuh50dJPo M2busIxfJcy1iP5FAbvIuNaw+FWcLcxN9MKH8G6SSec3b0EQ0derajKio+Qq N98Gs2F8QnMoT7OFAioyphWjfjPYiZx2m4clLNCfTKvecn4c23Rb4ezcSx5O XbgnGxhcjHFi0t4JqAuj67Jvi8NjBJHrf+oK9a1zuDBpfcRHtiA6tbKUvzVN AuneqTlB3SCGbqZt2rLr1zQ2h71x5u0UQXavlE8/uM5C7qbMszrWkqjtZPf9 RA8KpF1VJT26LIVI7jbPK0V5+A1bi7XmqRS0SpiTLs+bw4+009gGzZKIcEgg v25pBh9MfbH2QY00mmfe4VIVarELUWkzqaNUZFl5amHlgTjaI/aqfqWTgbKC uVonQmnwfwQxZNk= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 212-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVV3k41PsXNmNsgzH7FDdbdUXaEHHp+7mhonSj6CYk5WYrwnWJFlsxKrJH CxVKpWQpqb5HWqyVNfs+1iyDQZbx8/vjPOc5/7zP+7zP+5z3HBUnTytnooiI yNBK/b9P/MnXFWZSkdvDW+Uq+vP410HNJx/OL+E239yHZfZKAor0Uc+4M45v 31Zla+LTi3d2md+7eusrbt+b5LrAY0EPdC7evDmFXX43GqqQNIKXXtqjLnGL hpLnKH2RbRzE64yfqtvEgUPXlhL5ZhxkUBOoZneNDYVMvRLsCQVc0tuWiyyX 8JMaaZe7f0iBivOje9QIIbZ5m5dPuOMkXr2U7KlfRwODXTfvhAWKoaYnjl7H 50bwjRmBw8GRU9jW7qim7SmSyMXFYd0z1Vksc7jDQPoxDb4u+PPK1zAgVZHb e6FrDs+fvhriwaeDxI6fhkrObNDytd7U+4mInGqNqr/cYyNFuwCfrD4Btlnj 6W+u76fxk/dyvj8pE+KPjRLQ0NwgNnaf+zlhlA1fC2zbB26SkckRewE3nwrX Qhf9Hpa3Yqo5I7zNjlQ04M8+9dcOCagRninSMZUDaVaXzC4XSZi4LTxf9lkK 3KsD/v20LAk+aT8j1vNJoOwy/dlUsxPXML6SU3dSGu0ZeqgSJk2HSJVc9b8b SSjuFu+kipgoolzXvrHTQg65Kg4tp/bP4LYPaoLMnadxHzUrmR/OFHj5OGQg XXwRj41aS4r9k42IZ5RMzB2kkQd31dGIt+Iw2zb0nreOAIeUsP7vzxkw6Uv7 XqdCR1dabI8aao7j1V234jZxxMF6/lmrXXABPn3YKSV8bz+uI37JvzRlGuM1 Z42nK/3C/6UadoWKsyH4lU+a7242bA73qxgYokFJXaqXulkXvrjsEdPdNo9r WF3y7xQQUILc4vO4CDbYzn/6a/GrLDpXmtVRc5CCoLE6WAFkkJ3jW9tqehf+ b1p39JwTH8/6vhqMxn/go5FruEdd2jBsy9o/9E7PYJ6GUTk2O8kQ7qRd53ec hp6PvCKfv1iP+zi/UdBLkoORpL26XAcCanLM/qLjzoL1SgPXk41JSKv53lxb EgVd/WVYemBICvk0Zw8t6vfgRz6vCfY6SEdbJtnxE7IcyMzaF53rzEJ26uH0 giQiqt2Iy4R0L2CPOo879HBJqNg98JxSChPpugrTMim/MCP3EC/XG2Jg8vll 3OOnP7DiTZlW126JA/EhyXZ1twyKpR0LfkFux/TmLEQtlNjQ7uQxOznWgr00 21sqY/0TV4wOHpbN44BRvXzZui8MyDi69dRHWOFH3jmlAkRUH373bOUyEc4+ 2dr9LZ+OHA/7HCpTGcIfZYde3pk5g2urnhk9cpIK7SomY3XRDGSneyDo6mpZ FBM49Ocvdx7uzHtSotg6hi9PqyW8IElDeqVjxb8WY/iDXu6eqQ4ezreRfyT7 lI9J39iQ9HsPAX2w6HnT0ciGkas/o50NhNjoSxvu8KNJrPHOeT28dEUHyxrl wLccpKK817a/hoXOZ6c+H2MyAA91DR2zoUNGNtFk+PzKHO1Mr1RlwIPS6BbZ v8lgrEyPoBhS4ePElc1jBgT0wM7R2+cOA6p5OcPFx0jI55rKtZopBtjXcncY TzCRUYywoen4JGbw9AYqLySA+t/duv5VtZilMBA6VtORtEFLwws3MfRhx365 dmk6srl3Mfhm3Sy2W1+2wWYPA0m0Ezd5Lsxi4eu5ozMNbGRzIVG+q56DzB5M tPZTmJDnbx+TtkSBKo/e2NeTTHj21FvM+T85ENRcSk1ljeNWRRl0kUgaBHFt Wv+wWMLaq463P6jn4/yH2vd/+BLREu+N+vMMMdincNIUSkiINOWdOHODDJ6B 26Qbhuno9QkfAu+kBDC1ilZHbWGg3A9PQvz7+BiNITLwS6kB63iqOdj0jIHI Ed0ZOgIxEEoEXO+pYaJtNW9aLdNHcWGt3i5nIQcdrCflRlZOY5mZRttfKFDB 65ms+tMmCSjRJXz165WCbMKuYRVrCrwNj3WKZC5hVWT/rTkEMtp+/LF12Ws6 MtSiBW82IyCPjMJU2VA51O98jR4+xUAJl45t77glBz230zZlPmKCrf07d4Y+ Be4n/MrfbkVAoVGvnH/p0MHxt4r9Y/M0JOVxYGfjeiHOp93e3uDagyuayAzf vkSE9zls7ydXSChiqb8nSMoJt7dRN164ykA2XUqSYd5UdME3YLl4Yy+WVbPp mvoDOmgUJE8V9tPBRHT92khKD34uw3zUvJ4GP0+F2Q9unMBfPJ4+fFZAh773 ph6TQ3xsQS9mW2c8A4aa9OfM/y3BQO4m7Oay4MawTuRjjhwSaZsVTnyaxLcJ T0+SJ2VQr3tZjb1WE7ZHe37cspqCJLWKxr9ELmBr9Q9XOxGkUY6e+fWy44uY qVarMOoyG3nc2bajNGgU4xLTei1bKaCraRloIs9CfSmFOmNUBnxXifiWpcFB 9sl8Upy8CCTatO8c8OQAo8nv4Ks0AhDOmjbm0InwNIqRv3t+Br86ql+rdWQO 2xSXueRRkIgpk5Rfo3oyVDKPKB43ICLWaR0FwTkCCGgx3QGifOy1Hlls7WcR VOroB/zJQYy134SBb2Igv4UDoZ+m2KjuxV7VsVkRpE6xkJ8tYcLZeL5o6kQL FpEwJ1C8zYKdxmtzEhl0FO/3uc5XSwoEE3EKW/tYsOfshysRFiQgN0cfrIsS h7JFoibLQgyUHF7GlplLgEze6XddIAdS379UvUpPwc9F7YsTN5ACX+vKmwm1 tVjKdKnDMxspqHjxny2JR0X71ph1nloawc0usE7gtTIoqkeByEsZxaIEIQGL oxJAjM8abLyw4lO1DF3jwhnc4n411z+Tj/22zbfQwJSJjmXnpzN9CSha6pic 3BoO8t3XSGsWl0bf/T+Hq3VwYGPa3IHIEySUtTq8PidaFOwil+Vb/CkoxnM2 TjegG2+XvX2vliyHdC9JFu9ZXPG3xdpR3w46YrDepuYbTuGipwJaqlRZ6LSN Qih7shSv4s7vkM1loAE3g91n3GawMyRp7exJFtrM8OO11NDQ2nCbdfn1dCQi rO4L86ChpMz460EvWSCncWnDwggV7mjo1i8Uy0H1lkv+f/wlCuxh60rTK5Lg 0BZF6V3ZCw7jD7eufkUEl+ZK16KHEmCnuX+mSakTT5KM/q4tFIHzJ+zL64qX sLsu82CK/8LEHpaNbUhmoXUb0uxy7rLAyYpeafaQhZzjpwr1NhBh0NjUxdeG gS5WkQ8avSUCbr2tMK+PijZa5jOq8C6sNldYte4OE9WFqX/8cLERq1zwWXgv w0Fug7HaQYosVGvLNXePZ0F+y6JVvJUIONM+fFDayAG16569hL0UFJ9h9U1l Ax1exJt2KmssY4U3320vrJIA8j+ei2vqJCB6pKVwDbEPz6a4vZBMZcGTLzGD /IRJPKc9+tDrT63YjJWn1tXkFvxbbyOzUJuDjqg6xawvFkHe9lNep4I4oGXW tDc5gIWK1OkxgSFdeFu7YZB7Hhv92siOWxsjg14tbumxDmEBlVzwy6uACUOL Qvv+CRZkOpydff4fHVkenttYFE6F+3rZuRhTAiyDyPkVKmKg2fFcE1OUhdO7 1+9LvTmB033Mtgzsa8QbqA3m+jrtOLdMfemf7QLs6FHywYIKKVToX3lN8JoK /YkgfVCZgnZ39vAiOWLANMzd9u2UNKr7UXg5ag8F9TBL7ub8xUGCItv7qZtZ QNZc5XeklYnWhPdXm0lSIDAkTPp5CwfZMOyFbmuWMDc9rw3FuRwYw45K+9RI I/mWJMmtW5gQF1yu9kpBDIqvV7RrCxjwbKD0/WuaFKyTN7rvY8YAzPiPEh6/ D79jfMJFEMaCN7Ovt8S3LWPIZcurP8bKca6pqKLxIQ7oNFj3JQzyceXseHaD jhj8KD1zzvrtDC6j/dj1fCAVdWSYh8yzx7Gm26/S36+vxqbMJnub95OQZKsa KUCBDk3hfeWlTHEUu/tWK++2DBhHsK+8W7lf9C+Y6WTmfMS2Pzu07tgKzoKa QZdfCA3q9thXl0gyUFKbXM8DNxYsGxvbWnIZaNg7JbAuSxQEJb+LJBoyUCbF rS3qIxk99np8JAxjQ/J4eEKgGRN9Yncpy0mz4KJhGS1CVhzyHAwCWzVYMPC2 wq5DWhzSCU1so3s0ULZ5knN3kIrCK6pt/7xPASFThUl1ZENE4FEdDQkytI/v rxfRlURqbeuvtXWLg9ml5PRd3gw0gZnO7jYSAT+R6RrxVVQQ7idG/ONDAA5p IskX78XNHLPk9d1IIGZqXFJtxkAy/911/+jTjw9r9T7SqqFCeXPLnugz05ht Zv2xO/ls6JQhtpDoP7Hfw1RPTRcI8K9/T3WsiivARmPufiBoklAuHsN0DCOh sz80VStqp3GNU5QjA0JRdFw4n735rhSyaCX3xl+XQpfv/r5pxxwf8/ZKWb/T RwI5vFE7kRLERle1gkskdamozq45Mcl7JafVqoIza6lI2utYbrG4AA8vCfWO PEZHyyLTcq8fTeNNb198CQygIhFzQnb5/CQe0ZMScSeahmZYVyZoqmVYnY3r 6tgyBjpUfHxWuPLXjDs84zElOehh+ISObQQdklmHT3ciKbAbs2AxKylQYiif elNXHDaH0A+mF8oBd+5eXo66ODy/kZjbKmCjLdzYgvOnJGD/1H8LJolMtOPN 6Lo8awK8LYoW94mdxzOf3+qWjZnBYzpzu0XTx7FVX6K62cQhPDP7zITBPAPW FF35nb/QhvOandSvnyMg91WONU7pI/jfP1zJEdUSyL1M5FzN11asJv+Wh2oe DxcTe/BP8/cCjE6yVg5fBHxk10HVo9Uz2EUnxkmvfgHm5Pmut5xNRket8uQr E1koL8pMZqiChsTeWI0zEgnwPwenGbs= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 213-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk41PsfnTFjzIxtVnO7yBJZEkkULb/vtVSWdtElRXRTKopKKaJUhmxJ lhKJhCaypLh9PyLJci8hspWE4tpNsqR//xfnOc9z3pznvDifz1E74L3zoASJ ROr7hf+z7N7Ihd2HOOjI/cQ3aqaz2Ej5Ub+ZDQkc/vUalNlMh0TKQeK4/zg2 NqxzsvTtxYEir+78Lw3YpffW4bk+PnArX3ofTxUTF/8evqR4awiPbTc+3nSS ixK+y30O6xQgs3ZfvUgjErjrpl7saWVAJFXWVPoDCekb+viGuk7gQlNqrEYB F8zMY+5cDpBELXMZN7y/juBlGQGDwWGTxFrXjB2JK6SRp+c+jUfq08QUT7ro ymUu/DPn3/dGmQtjfWrJVoFzuHDqasjRcQ7wE9q2ff3vG3a/K2rIqV7APXHN PuaJQ8TIPWHVzWEF+JR9qMjSRRZZOrqIhYUsaMn860xNUTehLhrq03dlIdub acJzDxnQuHDs2SoreYiPCU7xmGHC2O2Fc9VVDHCreLW7NVUafFP/u6Y5ToXG yavO1aY9WNfiiqjJXRpNmAjanca5EKaWr7PnHRWdSn+SvUZSEsldN4rcsEUe OVLgtMG2GeyU3nje5uAUPk2JKVCrY8GThyEDabR5vDXz7LhIlQHTnV9f9GmQ QTs3K6ejnA8TfuyGJjUOCrtnsKTCdBzXf0y8sVxAg7TkZdx9lU/xlP2BpNDN /dicpDl06dU3ou/9g9E0lRmMofymcR0XypuSfXSsP+Kji9l0tbwfWHdnkP8H MRndFX5fchlYCN7VByuCDKrwo9pFVfTgU6k9Ud8PjOOumTrVTN92PBymLPzT s5P4va7+tcfL74T3unCRwwYmOP2VZm5sxEWPh54yzwU24/CS2gcf/dgwdGuz iXAfGZXpu2/qyRGApsrA9QQLKnINCWBXDbDQ1Zl1FVu/MpDNyMm2Yo3P2LFK OdhnOweVBF23tImgorfLsExIzxyxYaX05ukCGir1CjihksRD5rQEFev8OWK9 V4jP4UhJMH1ieYit206ULs/cGZFIgxLPeof0QXkUy3YOzmN2EVtTHZU7t43i xVHBg7IFAkiwlrib3sGHjD9XeFQCA/knDIVPl1BRc2jK8dqfEjBa4iryy+Uh V3vfXdVqX/EzwR8UWfoMNlI/NuzozoK0k32nglP4aK/J1vNXF8miu6ervZ/n DuCDfTnliztG8ETCkjaVTllIq3WtObVlBB/TfyNft+wLHnf4PUs2d5zYwRUn pldQ0Mstn553v1OAj+x2NdVCEhp+4iAczJognGqDTm18vEBk7WhUDSgToLxV moUFljzIyJawHDzHhSAL9hxpKR/SK6LaZfcwQSi8ZKA1zobKsSv6I2ZkVOFM r4h6xIf6PtFgqTMVeZoWGVFkFcDlrXCNxRgPuR3QZkdunSLMciPRm2IyDHNX kpOqmokdCwHQvYiDAkmPTm3LkUIv19jJd0lzkPV4Uy1r9yyx0VS2xWETF32f tP1HJXiWCNUUDn9rUUDVxJM6siob6o72xpZM8KBwFZ2wdWeDuDEoOZk/inOZ 9EYlNy6cFzp0rN3yg/CfOKdSVDiJx+8b3Wv1k0DXTQaVQv6TAltFdysop6KW KD9jqpMseAcYSrcMcpCpz4fbGe8ZwFv5bFG4ARe9eW3yw6hqkmBzSQMzKi3E bNrqXBHmI+a1noxVYklY0lrE9pYQIMPG5x070obxGp0Xbm71bPB5JKuT2yYF R2wdaAG3ZSCbbD6otlsOpjTy1V+wSaiO6b9CRGaiDar3GG15PLRuJTtY35qM TP/ber7sMBv1H4zghE5y0Z77sYOOp9nw6Xbq8swsHngs1d90sIAF927OFBrv JKMrPLVdeio8cFWqsRuZZaMK/c9PKrJIMM6+bdxy+BPuM1f86+EJKrwQKZzM uUJFSXN1Vsqj7tjFQcdi7ioX1eX9NuywnIMu+J39Wbqsl3hjPLB0MoEHukUJ k8X9HFg4oaaXP9WLT2TYDNs0s+FM34m1Wz+M47yHU/bHxRwIWhvt+EfdJDG3 OtrwQxwXys64GO22rSBAPgY2CvmgwdSq9NBnI1Ln9MLYqwlM3i9Ucfkhj3q9 qhtdVrYRx8ID9bdLshF95bPR12FzhKnRM6WzbbJItNrmevX+eeLGAcZdGVk2 mOjtCLD8nY9sRx7qW3D40KB27d8HugLk8fiB0dI6MsQ7dG0Y8BYA35satzOA AuTjVu9EHAlYrSOdO+Qxg68Om75d6fidkIs4Ht/8WyKhSlUtQc1MiNx0zGWJ JhXxD61SFJ8gQ6PwZVZ4/QRRspopuaSKhCSSH9pkxw4RfDtLLl7ORRe3q5Ja xxTgeNw4JXmsnZD+rfHYWI8ANlgsEcVzOYhrVLi7o00axGM3FFd85gNj7Yr7 Oj40YL6P2t4UTgPGkXf34oVSoLLvSWy1jRQ8jpOz7w9nA6Phdd3TtCSsWPDo 45oeafDbXRtz8+1bolnKhddLkoGavDNO1D4W2py/wWh+ZARbX+C74bcyKPeT /cN55zEiXBxydn5YCtQTntyOyPhGZGplmFgUf8NHj+4HUfAkoWToV2xmxUOr E+Q1FqwpKIrhLC+vLEBfPNu8Q7plUYN/VahWtwDe2fPmLK/Q0INFoc2iKAoE 6N7TTX/HQtHe0zdMzvbgZi/HM3ZabGQSRC/dNM9EZ+Kfi8+18xCXX5ZcuG4S V06d+trhLECHHBQvKUxU4MUJP81NK/ho4IjZxmNHvhFt0YvjC/7lIdJC/efL R9noTlaXQdasAOR1g7TnhliQ6jE8bxjGhnqDIP+12yjQIDbyj/5dGvZ1hsv1 /tK1X6tfnxNRwfN97eFn96WAJjj9eHBlD75Fj2owWiDB3Kc2N4PjJJTiOQtW eIbQLzcoj+oSIA3t1L2iFD78/WVGa3pQgA7GTRav1paAyvWp6xbt56PAOub2 9WUSQDf7e/haDgct21HIrcMfiYX1brs0qxVQ02WdypeB74hF4nsHj70XQGH7 /M64nSR4djpsdpbFg7w4qw+quj+JJzKVvee3MIH5l/e8cpMUZLSp2zco9eNs uSN59GQ+fLlWnuUonMKirqhdJa86CMPtmq7xHl343953vGIjAZJdfFucfEEC nXSZ9PE4L4BEHUf96lIBeqbDiQ4I+YgzKgilE68EwGIWzfgU8eCyXMOqGHMO 3FudnU/wpMC3wejOCycp0Ot+rEcslgVGIX9TwbYJzPG1NhiwfYdzpA1y0ZKP WFit8+MvYzHx5ZsNRSVYBhX710aIS1jQFm+3tjiDhTZ++NQXJpCE0Qims9NG OdTUWnwxfJMckvPaHP9JRoCUQ/vrrelywJIPUE3dqgA3gt9oPVWUhFda09VC OQV4NFDxooTNgAPSl/Y/384HwmJted/4Z7y208PcsVoAz6dLDOI6fxJKIq9v bll1WGhFWWyxSwAy4k4tqJnEqtlxCi2rfvm/OZx3WnUGyxg9PHwugIWchFZy VP1xou3207QXmvXEwZbL6Z7eNETv0KKeVeTAdGv9CatDdBS7MbGj79fdtd2Q nbzr1383vWC9KlNUSThllsgoreagOS2zj6dD2NAdOPnUjMFHtzrlP6Uf4YOB U8vVIwl8NHgyKaDpAQV+WPrtCTHno0y5I53hlUyUlPt4PuUPAQSuq2Zfk6VB q+7AmQoPAQyU1eztlqYB9WJSbN5ZLqg65IhSvrCQq4K99uVhFizw1HgsVwVg bUy/O1ohA12jds0kEzp6ttV2+Zg1A6yDEtLMf+3Y8LTlARcnyHCaNNVI+40F GtnDz9dbU0BAHbvlh3vx4+i8B91RNJC0siivt+ai6y5DXy0avuDBlb1ZKxtZ EFlckBN549uvnM3OdwoVYN+TlnOvJUeJpZfVPaaKxJgSkRI93fqUGI5OeUnW o6LHVkH4VS4NHW/VU695O4XffjXxtVhEQ/sXZrP1UxjofutQU/R6GXQxZeny Nd/HiQubzOeTBxlo33Mtt6TzCkhAiTIPGmSjpr3v42+dZMHmGZ2im7c4SNrH Ob+UJsY/q26k1ljz0E/SlHxJ1hTOUu6yYhpzEMmGnP1m9tcez9zmdtSTi77x r4yx1auJtiDG3tVdfLSrdP/0QhIdqY8dk635Ig17R7bwebVy0J5i4ZEWQQf9 EM72tGJ5ULbpD3MPpMPjyPj8DrECorfekLdtZ4Dd5Jk5y3geGnZRyTuiTYGy Z1E039hZrFhVMHVl9DuO/pDfQ0kbJXYMpOgfSh/CmdnHxsxmuWD438HxpdSP uO/9AZ3rJ8hoPrRi3C5sBO9pPcy8Vi+FrmtX1ISUdhONhYlH1Qv6sNImIt9E qYTgUHerhs4Djph7729pNEMEHuC6+/SLCb3gGLFRiwz6c2fB77XxfFTOv+Qw 9ZCLJJ/vHOXGk2EKBujh/Qrgk2Rst2QrE5TNWDGdkwqwWb/3mucdCah4FdlY 95MFlayhQ9YuFKCeMtF8pcyBtX83adjF9GPto12GEzbS4O1JvWXPI0GZ1/nt l7yp8NDDZ2OzVhkxItxsX15Cg5grHMmzZixUZmkZynafxaGuJ8nS9VOYbnih oHuQBLpZ16+FmXLRZJxRwuYd4zjzwMX8R+sVYM02/5oTez5jUpF5eX2OPERw eQztHR14+jIt3pDNRM07T3rU2zTibEc4cDpYgIINeUtd5CVQedCVB1U3J7BT i56Bub00srzEJVnpkeFXHTkKMTQU61aYETn0D16yvG7gj1IKarnm6/Ul+T2e VRHuobgy0KrS/V5ftz3HPuvrapVX8RHfefLfc5ospBFlbXHVW4AWTjLpd2M5 6H8pK9+M "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 214-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl3k81PsXxmcwlhnMPnNbFFIiJEpo+X5uqEiFSovI0kK5ZatIIUWWSsmS yEVRUUSoUJ9DloQkS82lkEY3XbLMCMP08/vjvM7/7+d1nuc5Gu4nHA7JkEik ntn5/97fzxW0OXLQ0bsp9RpmU7hhmczSFpIMODYfG1DerAidurm9jdvG8KoV jfss/fvwiiNExmjBe+zcl+wlEXIBnOR/Pen/RYS9GLwwL/kHJr86uiAghItu Tqh+je7iI2ps2XDlNzJ46GaE9X5QAr89h+ZuzpZBBit8/CNcR/G5wdTvUTVc MN9w/fbFYAqatO4IFXBG8LLs4IHz0WNE0ZR/XY6yKvL0dNF6pPmLuFWzRiQb z4W3kkBhvRobBMUV9iHuUlwsuhTuPcIC5+J5/kscJ7HH3/nv8l5LcYv0Xo19 2BAxlBVTmzjIg/KU5P4hMway3O0sjilmQJiR29PtEz2EZv4PoYErAx2/lnvj 0H5laJH+9XylFR0MAyfL7jSrwHCa9MzrWiV4XqdXVxSlCv4Z/0UtHpEDYabB 5mtKfVjXIjK/1YOG/lk/pWdD5UG0RqHOng45dHhH9L5laxSQ6hXjq+u30tGC GRSYOiHB++60nLU5JMIHq44ddLvGgqIH4d8y5afxQJPvT5MaGvzq+v5SqEUG /y9FYTFKY7ipJ+WGPl8eVF2yrSwty7Bop/utiM39eLgUnNN0Jwmh4N7PzIWT mFIa1Ly2lwuVrak+OtY9uH63XuSzIyTQdQgN7BaTEVF0eE7sBRaCjqbz80AZ NRpWF7Vl9uGTGb1xE+4jmKIW6ta25hMejFaL2evZRUxUjGnJOEuIE2tj8x3X U8E/akZtsSkXFfx4Sj0T0oaFr/PTu23Y8CN5s0mMCxld8HsyPZjPQpcm177a 9l0J/acimlC26Me7a9XO+9ixkOk7VcWIEnn0fhlWDu+VEPNVOsxX85VQ+bFg 34W3OCjP1se++5aUWHcs3MfrKgV4CX8nhA90EeX6OQ6XU+ThtJFN42QWE8Uz nc4/pn4ilot3J/ltHcEL4s4PqDzhQ4r5d31hvzxqi0g/3vBbBnzpD04xBTzk utN/x2uN77hZk9Y880CCjTX/GtztwQDDwgLNG1/5aL/JtrOX5qigcwu6ZLV0 B/AhYV7lgs4hvKiZMFQMY0Bmg+ubk1uHsFXBueb40gE84jj3vsrDEcJ0aJRb /YGCqrZ+KfvcwQPdyNPnBCdl0GCRY8zA/VFiP5kzXSIiofv2LerBFXz0btSQ duQwD7JzZSwHzrDB55vY5vABPtx5FfePyh4qLJr6Pd+0jQ3Vw5EGQ+ZklFLF bTQR86FJmD9Q7iSHLou9Cm18xwnzh1dRfSkZnsVnVI+LOwh7aTB8nsNC0oTD gvilVFRlakv/RGOh5NGiFIW5M8RGM5V2x01stG1OQPszmxkiYnHM4Hg7D7UJ lMvZgyxo9O6LfzbKAa8pToPPajaIW0JTU7k/sfVSz5s9R7lwNsaxc83WGSJ0 p36KRZ0Yj9w1zvoQIIMutj7uzvChwpZ5HlZQKYfu+aZ2a5oy4ETwClr7AAtp Jty9mHldGThGz+fELmejP8ObwlP+ERNMNunb5MJ24tH1ar2Ch7McHqnoPPyo ADeNc2Kb0umQS94woLFLFcD+v2iPKjJqpAYa5pOpiPGib3zgEw+tNWKeN7Am oz39rLNx69mo/9BlVsQYGwXKf90TYsuGL2kZ+jn3ORDB85ZQT7IgK3GyeJUD GVk4nSIG1/LAdf4b26EpJnopG6e3xUsGRphpq9q9vuB5cv+a8W/Kw8t8nl9e pBxiupfdeKdwGDs76lhILrFRQthb2woeB50LCPpdvqyPEOZmVoW/mtW95OZY aT8Ltgc17Z9S6ce+2TaDNm1MmDLZkh0CY/jxA9HO42IWFFdebrbuFROS1ddW dCfMcl7Tn/fWoYYA+nXYGMOF+oIGpalpFiJ1/ZIO14ziKKa0xuERE/Ude93i bPSRoKkYHb3RzEKKRs9/1kVLCI9RmzzZEAbKX21z5fWBacIiK3WR+kcWmOjZ B1vO5SLf3zskCdZ8eKcR1XxPl49Sjh4ROOTJQpLjp/XfTvDh08SAwsdLFCAf t+rIZ8lAsvTH5wzGNL40aPbeaPcE0eP77lJ0RSqhLqf+DLVRoQyP9120kEfc IyvniX3JoJ0odn9TJyKeraZSFtWSkJadPkcxaIjg2lqysT4bLaS+GLxVqwri 4RvzDL9yIX6dFmtzoyJQBXF2rbHy0O5EUfCSo8JCl6L41zYKoCd5qWl/kA1K 7+oan2bewpsO8Z4ImlUhYFfD9cT374mfp3R8Po6qwpvHp/fJCRkop/DrhQH+ CLY+x3XD75XRSvkmki9nlIgVhwdNDyqArsGk12aFSSJHO9vEonQcM1qmfbuv ion5KwJKza04aI5E1n+HPQXFKTnR6Wp8FLq6NXnveQZ6F1gbof15llt8UWrp V0V0b05EW36cLNwPmC6ZSWWhayd+3TAJ6sVXNrg81RSzkEmoYvmmaSoy6DcU DtH4iM2tSC1eO4aHV/XZUUh8RJI2fb3ozUT/TplIdrixoWl5aOCa7bKQEKr7 yFakAi5dsap90UwocVzk0tUpD56CBq/ndxVgTcsUTJL7cLJi3DtjKQl4cS75 V5bKoHTPKbDCk8TzYJnK0HQ+Cmmk2q2rkAHK0Z0i4ywOWmZfzG7EPUTBmSt1 6/R58DjBqltd9zchu3Mo9x5TBaiHT0yrtSpAWq9Ria7PvzhX9ehjxVQuqJjJ zTg/Gcf5n+J2PKvpJBhNJzdNrevBzX0dnFJjPvr7xu8QvxNyyM95zOfgWT4c t8PzjAw4kLU6t5DgKIDFr+zPUc1KoPe5QI9YoAK/vXfXlawVYZa/9fJvWzrw /TRxxIv2XhzzWmfm8CoxQRvZNnAtjI5KAxsui5/N+qye28Ufh1hoY/cXYTSf AlcedJ8pL2Og1g+lYbGbVNHOgyzJ7at8ICzWVApHvuJfw0qy4rxmHGMlu8Bi Bx8cp5arZXSLsXpuAq99JQVIoaLqiWoJVjZ+4HUmmIHSSJ06cdOjxMe0p5kv FzcRGmK1Gr8GRaTYqS0XNI8FyyWOflsnqCh+Y0qnME0Z9m7M3hc3m1dm56xX 5uRXE0GbmIFRGhwk0TbvORXOhFOjnnYpBB8ld9G/3Jn1yWVerujjJz4a8LsV 3HpPFjKN36p/C+GjHNWjXbHVVJRl9ohOjeSCumNefvq/DFR/9HPBxhIWSDka HIYrD+abSI97vqHDp5+2bSQTRaTiuePb21EaWIfezNzgx0bV3Z+fl7TLwimS qEX+DwbcnXe6KcSOAny54eQA3IfTbNWrHH4qAsXKorLJmo0cXnq8cvT+gQeM +u4btTAgaPVL+uGxCWJfTpvT7WIeZMacJ1/QGiGWXNQ8KCoR49vNEDC4t4wY vJZeRdaTQzbTWyiWdCV0/IOe5pv3IpzerGe+3lsRHZBO5RqkK6GLnrFfvq2i o7D0JfqmEyPE5RJSoutdZeRSpu126ywPGe6YkHQ1slHrfkFSsh8DXJ8Y3tK+ zEE0H6fCcnkxLktb/Vvem4d+k0T0Z/dF2Nksc3L9Qg4i2ZBz66dGsd6VlVKR HxeNcyOHmZqvCafgzlSTj6qwf2grl9OgCmNCnfXJGjQwCGfZZZbSwT0ZjwmY NCi4mlTYKeahuuw25z3xymA7dlpimcRBuz6YkE31KFDxPE7eP34KM8Iyg/uu SvC17sJe2cyfhM2coNuXYodwTu5fw+ZTbEilR/q7POnFQoG7zhVfMvLuTKSU dQ/jPR+8qFFNCmh3ZWZvoKSHaClO8dZ8IsQ/XhYo7csuI1hyu9QjpgFHfg97 DwIJEeLO9vDpFxPvC0X3z32io70OT+Y2JHFRg6L+FrdyLqKUOfxkJ5FBQ5+Z HlzPgmrGjyPWzrKwZcOLnZcoHFjzolXL9no/jixSodToqMIJT7nknRwSSH1G rZ8mysODgz4b27QriPbmL6bh85XgeiSLEmTOQD17XXed15nBEa5+ZFqTCGt5 D0j2FsmA7v0rUdFmbOTEGV0XvWgM57iHFT5axwP7srrHpmf7MalkQ2VTHh2+ yOXNyTL8jH9dlE9awaSiOD+f+APzW3HubnA/dZ6PTnn4nk4Vy6LK0Mh7tYmj uAFvr6CvVEWWF9gkKz0yxD+6MZg7rIji3Yqzr/54i5OIlOdhbymoPcr/2L+p Alwf/qfXStqsb5cfOPZ9+2y6pK5n/T7OR1ynseYzixmoS05hl14ZB04PpfzN fCeL/hy1cgdTDvBd+B0x1bP9ohxuD8jSQSbjITOlYvYvOBL0rXv2Lg3GiVfa 1TRIWaU7PZM+269lNCzu0kjINrGr8KQ6E2rHJ/pGt/NQga+oIGG7Imi5leQ0 aqhCkM3kkpGqMRygnXaIsbyf6Nc+Joi/JsIXP1j9VRQ7Q/g7V9UZPyTBH1pv n6oFyaIccXfSHforLPJYID1hLQPDbxUEQWrvseZy4zcZ60ZwW61XjO4fZHSb 1pRwL5wP+Yea5rs6KSHzI7+cX2IKECe1OqauKqCU8eM1ZvUjxP4qYdZGOyW0 xHf8stn2HoKjo1POs1BCy3oDFmDXWsKyK1Wgt1QZCSsmZGjpCqhAqqX7zEgV aVBFY4lSJrzReyqfHz6r+2fdkX2+VMhjy5dQBzlorTGj87gGxiGuNFQg4CM9 98dXHtXT0P8A1zDe3Q== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 215-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvc/1fEex8+xnWOcfRo3IZEooUXp+7nZoh2VEKWUQlKRlJSd0ZBQoqKM RFaDPm+RzCIjUkYiI/sc63C63R+ej9df8Hw9nkpO7rudRUgkUss//r9um9Wt PC5y0MkncZVKerM488a1+uAeUbD+7DogYyYFHr94yY+t+Xidds1Bo7Pd2GaH sz/raSO26449Iehhw/Q9I7f1J2cJ/+Kha4tjB3FLZ1yjagkX3ZuW+xX6nYt2 00L7mipF4cjKJP+ur9KQm2P1wSJBDK3W9jgbeHgct8c8kMad41gjxXfgaugE IS89PNgST0MuLvYqz5WnCGGJyv4PzVz4JPDuqVzChAfuz8zNqkiQxwsOODXG gBBfsxkr0hw+8jCrLqNCiFdY2oaUfhslhh+FlccMceDLMi/HT8N0ZGRjxw/L owFSSu1bW/KTUM4a7Fl9mIYyv71+NWsjD/XC06/XGsvDuq0z8so+NBi9L7xY US4NxY6qDUc7aHA26U/I8jExGKozHlag9OCVhkFZDUeoKNLH8NLjTGkkF6Eb ucVKHhm07O3P6Rfig4/rL1k487DG/ohd2tdZ8DIt4HeyxBxu3cjJ7smWg6nv /e96VMiQCUkhCyh8XNsZd3sVVwJWb5zlnZcsxry9TvGBZr3Y+Me1FK06AdHT +nQkeekM/lGa+9FFSQRW7r7i3cEno5PHtI6Tz7MQNNdeXQwyyN+HxDv2sgef S+qKmnYaw2IegngvtU48FLok7IDLdyL4m63pWwMh4b45PMt6CwU+9Xq3eZ7l oheDhZSLlxuxlVLjY8vdbBiMNVsfZk9GxjEJJ3gpLBQ8s7l0e780Ut4m13Qq vg/blC+56rGTgRpPln8eXiCNvmhgmYAuAfFN1mYXvKGit66+Z5bGs1DcnjJw 7ychA9cAjxOR4uC35r1Amt9BvF2VuvtGnAQYdBn01vsx0S267dVsyg+CO1/K 27Z0AitEXR2QzeXC5bQf+/x3SKPGwES36r8i8MS17MHnW0Ksq3x6yOYIDcan JhRjB/5g556MEoW2YVxckDxvspkBydWHq85ZDePLSlO9VYFDeMx60TPZzDHC 4GTAqbZlUui91c837c0cUCl+srjjmBgaemkdNvBsnNgax9TTLxZBz3bVK/oW cRH5xmMhZ4ANZaNBq4f1yehcU1dQcO00oZ8ZiSoLyBBi7JWudriV2CX0hfaF DHR7XFjS1ieD3m+0lP9BZaCXuRFrPrJIyERPtsnalIkmDnZse6FFQoHLw4Ym mzjIKGzO+fEAC2pOdd96Nc4Co7kNCV82s4FffyUhgT2CpdSjDa5ncOFSmHXb Jqt54nNjc0oifRqPPdF99NVLBL2uCizz2ygL2xYfMYYSMbQl9tN0/R86uPtq U5sGGMjcV2bo8y15YOm8XhiuxUT7NV4un1edJuhM0u+ZpU3E9ZF3Sc7v2ODx XFY9s0USzvgliDF86JBO3jqgtE8OSm3MjoUmiaIaiveaLDIFmbT+ns82YqNe 5xuMwAkmujAnO8fZy4af95NWpT5jwdh9ZtesMwsexczkrdtNRuaXTYuF+8Vg jH5/XdOJn1jjo2WGy7QUvMvieGYEiSHt/IO/+ftdsJ21uqEgmIlkDVfKxuty kJ+Xz9+3Gt3EFLbd/sGhD59JsRiyaKTD7E/JixaNfJydxtvrxmeAy0lBsOPq aUKwIVq74w4TJHWd9w9EfyRA/iaYhLHBvDKnYt0cC5G+TwlHP4zjYx+2e/83 lIm6XSvq7XRaCD9N9xqpKhaS0nk98jFUQOh0S6nK6DNQ1gaLiAqHOYJ/LbDA t4EF6zV3+RotYqOmwy8zfhWJw13rH1t+u3Phq89cdHC1JJDdjJuzGCLQGzYp s0XsLw4e0vuiYzNNhKtIsnY8TSQUxRRfoUYKxDZKHRiLl0Ls42sX88+QoTH6 nJLp1CTxagNFfFk5CVkq/bxd1DxKsC2NmHgVE3WZWJjFk+nAH729eM0vNghB kDJynAqU1qidDeESUBi4zewXyMBS+5e3Kiwk4Umu9hpXNzZI132sKUyOx8Et KooFEnTw2ld9M+bLF2LtO4V7MovoUJV94aBYDw3t+b7lgfKvcWzux3bEX2TQ mtkdUhsFE0Q4P8BnbkgSBBJ3Q1TSBESqWsp6w4JJfOr1uk2WDVPEf7S9CvSN WWjFw6srTKMkUZS0rbz8Ei5SHTze9daAgeq8ywPV2rkQkrdSMBJARU8XBjZm RYnCe/kFBhI3WSjafer2ep8ufNnt4YHwCRZaf0XqrekcBe2xaIpa4sqGWq0r 3pt2iIJolrzM0Qga2H8Pl+sOpcPQXKT7dkNpcGmtPvH6iSSwUgcXFZF7cKxU VJ2ukASP7rnreNLFUKLLLBjjGeLOgiU5RbUcpLErj1mDO4keRcJXlUYDyjH3 uSUNklCHW/SURQZxutzJbKkENoR8Lq6P4MzgrB9Re159aCOi86fSTSa68Ofu ZlaBLheZ5qbkPomRQJ52Ex5HL3Fhi6jYlWArDjzakJ5DsCShwLromleQDGi2 v9AkFGShtHkp76bdJGacNdf6va0ZWy/jnfiT343DKtTnj63jEx1tgc8OudBR gXf1Df4rGsyw0wijfSxk0vGzJ5QrDr8EhwpV/Rio4WuBf7ipHBJNKW239q/H YcaiCoZ7uPB32pAWrjmNFdPvcJrWisN+6/m5pGwhltFNO3HRl4ZuCESfYwGP aLlfmPxueS1hprNwQPQ4FUm1qYn5LGZA5HV3HfdPsuiWSVxbz30ZqDE03zj7 78/1/MzXpmaVEZrZm4ZDCA4SqOl3ng+gQ2OHgUhoJRcUrTOyEvtoaF9dtWAq kwVClhKLdpgDDkb5F1bepMOPEctG0nopxNVZtc68Ww7Mr9xL3urJRF8Lr74r GhSH8yRevcQCGqy+lr/8UKQkcMVGY71wN676HlGVFkkFcWPDklpzJtJ3eZ2W uX0YD+h0P9Opp4F/Be/LytsC4mBqo+2DPA4kfkD6cuPjhOp15aO8fD52796y 7/jSYmIoOvE9WVMM7XHcS5vKoSK3r5rKVV94WDK/hlMzT0EOwtn01YnSKMvb gbmYoCP/RNVVG6fHiBX/0S8IfiqP7N+oOcZf4qD+e3l1/C42ajjUejfWkwbO P74U2udzENXDNuetBB+Xzi78TjbgIJIFOb1ydhwLHI5qeuZx0SQ7aJSuXEHo F2mp76PS4dCwFZtVLQeZR9qSaHOysDqAsTO5QB7w30+3MgZk4UXk3Zw2Pget SdYlx9+WB8uJCwKjuyyUrixMMTomCUWvoyTO3prFMf237rR5CXF0R06XaPII UW9ebMfvHMWp6adH9WeZoHrjwshIVDfuaXVSjzhDRs8XOlhIp47j/V9PUEJq /3nqlqaZW/aTqM+LO6Wc24P/iD198N6zmGCI7VMMnANcqW4dee+jkLjsxDzi 0csnxskiM/kJdHRgd+6i6rts5GCax7MsZUEZbfC4uZ0ouC2t/hSjyIFNxQ0q ljd78cjRWonRdBq4u4jF7mWR4Fe4U3UFXwrSjnqYNKoVEQmGHXVxQIWbQQxx H30aSv1Y4rR3CQkCD3uSqbU8vFfKP6woTQxWPosICdVjIkqgx4oGVT5OdfLP eW7Agep3trUJrX2YlL+1pDZDHjbRlgreZHXiqesSd7XpFNSbU5rRp9CE023A 6fxVLoop9Tabl5NAJVeCnpbHjOMWztPhh9k0ZHSNSTLWJAMzcf8K1WgquuWY lxI5+Al7BeqlJy6UQk0hZ137ElpxpmliFCGUQ2vfOrj273iD564t89Dv48CF 4biH9DpR9Dl0bFr7AAe49tzmsDIGUncr9PNdRgeRpEx6XBEbzve0v7I5yITV k0SpWhkVqHULdtrc+deDIkqGT6gk1Bxwo+72EAPKJ6e7x3dwUPx7r28K7RRQ ccxPrVGSA9XExA5hMx97qd13pmn1EuYuWuPozSS+/tX49MvweeKiR1Ad97QI LFD5VLjERxRdtmJ3NdE+YN4RBaG7uQjM2qurrRVvxMpaulVJBmO4weGw/Ylf IugBtfbO0wAuVO0o3smSkEH6x6fs3mFxOBQsft5QmoLiJt0+6FWOEd7xSX8/ z1CR6pnJG3o7Ognc10I1GKQijS4vBXy4nPCtOiA0VJBHPUXTItRESXTu2jnW zxc0pEThTcQI6fBeVlphLcFAne0rxw6eocDFgkNHPBW5aLMurc1NCWP7wZSU fZpcgH/9ZOFdg/ekRfgcnWLDvInzhbr/tuKdwzRh5LQs9OZVnktkcMFp1fM7 axzpwFK4ohwxJQN9bh76QydlYUNZup3b77842ymp7CgSB4UEh9GbhTSwOHRV tcVOHDrFU32nbIeIqhOLn3vKCvDDx7u2RxcO4kUXOryKX5PAj50w7eM1SaSX 21x4L9uPbXMUT92TmsQ9xZvX6buMEY9tM+rNncTRnv0vNHI6SUjDzTLxm+1P zOoWf0b7SEGuFEq9YpAEUmvszyr7LoseXVmoGNqST/xyvG0ZECOPXuz03BB1 m4xYJm88zdtYKPd4u07vBBv9D/cZq8w= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 216-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41PsfxWfGGMwwZp9SaaJyKXuIW76fq1S6KSlJroSr0kK2EK4UlSWk kEiWslWipLT4vJUQIdnKljVFsu/Sr98f5zn/n+c8r3NW2LuYO1JIJFLdb/3f V8Y2vV3/Uxz21Rzvl94mCeL8FsfVMVNYR/Pdgc3u3dgGnY8V1TVim+44p7le PnR5BMYd1vxJnH05eH5J3AA2TG7Tv9kuDg4qyWc7m6RAyLziuriUhtQ0T7kH HxrF36l/PaW0jeM1d3z7A0PGiBW3HuV9s+Kgo0cPrryvMEVMpC1o7IugQP74 xXMnRjjAW/4sQ3t0ATvcynl/t3wBu32rUrucPEr8SA0tjRkUQP6M2PLkWi7a bGkzEZrPgprCBRelZz2EQs5Ar9ohFirbvF5jaDcbahdOFq4zloVL3onyGes4 MJy4cKa8VApYEv+I7t7hgHvy90urRqhwz2hnWAzqwyqbLuTUOTCQwWe5+G5b acS8rB1haCqLFMM8Vy/wyHAgrdZvu+M4tjYYYkXfE8DDrHN9KbR5PMWIdk6Y YMFU67ei3pVkyHbtPR2BpnBVR/xVVSEN8rbbSAbTAY/vtb8RvO0LDo+0fCf+ coHo/ZQxlLJ8BtNaukbDpaigYh7g/XmCjPaol6j2JAoQNFYFLgFpFOw2tTdq tg97JndGTtuP4GHPr4n2zZ14MGRZqNXRVqJsl1bX1GMSctkQlrPPkA6yht8v H4gSwkDcNt3Qg2Rk/+KicletAF2c2fB65zcptF/HQK5RYwBbli4LPGXGQalp 3ivSXzDQhzVY+lznHLFYI9Ta4g4TPT/u67r8Bg9994p2LcmloI3Hz51yihCH TWxLpcLMTuK5arp5eDwNMqSCY2+E8lE02zowl95GSK3a/lxRYQLLRwb2yzwS wr9GcU3j0wxUH5zkXPmLAq/tUuzmekigrXBy0NKBBZ5BtHuiiSHs2Hu3WL7l B25LDQozVOJBSuWhCk/TH/h2lnHIHrNhPLJPLlPm3ghxxtbC/t19Onpl2vWs vVEAfqB9QiWchgYf7gvtzxwlTOzq4osfU1Hm7lqR7wshKgypyzdzmiMM7kWg twVkiE2Uiv2H0UrsXvCF9sUcZA7bM3XHZNGr9Ttk2xgcpP39l1nRGzLaoi/T sG8rF61RE2s+001GwatCBycbBEjx7z6bimVCeHeiO/rpKA82fbthkuQthIna gIQE/hA2t2uIux0/i0dua6c2eVBQtrKtZeIqFvy9xMEYiqmoOGiRoXMNF1x8 NRkN/RxUa+hV4erGBp5W4eIwdS463MpxNsqbJdhcUt/M8gYiPNu1PXAXF7LJ Rv0rLJhgZTtXOZ0rjt7RvTVyyHTU2bj0olmgEH1xDOcEj3FRfmOgnEW0ELoS k1XTM3lAI5tpqIUJIDVmJl/HnIxaP75wq/ejwQg7UafBqQvv/D67O/86A4py BG53L1BRo9HhWb+vx7DNPuVNcxe5SCJX005suB+73tk+uL2eDT8OKBpRRdM4 N2t8r/MEB/zTTjWeLJwl5vSiND9f48L93hHlI4wKAmSvwJZQPtyxojfraAoR qXVqYfjNKO7rK5UxjOOj7uPltTZaHwlvifDR4hkBktQqHCoLmSPWd+Rnl63k oRy97ZfLbeeJcdMeI22qEHTX7vbdLMdHFTZX//uDJgmx+9oM+1yEYPfp8TG1 HXQgOxs35nAoIDXJis9SJMPFQf0PWpbThJ7g4bZdw8mEiCp6iurpIPXAIfSo JgPxj6xbMuFKhsv3/GwT7GaIp3p0ccVSEjJnKlUtThwl+Ds2c7EqF8XqKt70 qeTAxPDVJRo9v/k3G7VQbcIE+qdIs7owGlClW0WMMllYfvBhdPl2CaDv3qDm /EAIUu/L3j1JuYGVNtLJy2s54GFReSXmwweimr5e/r8vHKjI9TpA7WWhGZWd ocUd49jEn2+HP0gjrY2bhjX4k0TYxDmf+UEJSB909f98ZYFIV7qju6lgEhcE O20o2TtLLNX0KDAw5qHKalQTJ0VHkVLWsrLLhKjPpiu9+Q8eeu9dGqzULgRv wSPT9CNMlLE4uD4nUgx0C1tOwzMBinKZuqrr04ldLA7LpSoJkW6A5POt83R0 tdolqeyuEKrUA7z/3CUGslUdQfS/OXCwNYzZHcKGEnVa4pkBBhz9VOlUeFsC yvZYDZnp9eE4ycj32gskKF1VHVKsSkNJR2fBGM8QHxQtKSnABvphl/lldRIg snuQs+PTIM5mHsuVTOBDlY7+IvFnczinLXLP0zctxMMa6zdRjd24pruRV6At RDfPp6P8CUnkZjN26l8/IYxsVJc4fUEW1rY/WEvIy0BXUnT18yfTmONuot73 dyMuuGaellDei0PLlX8e1pkg/ugpzaBv5KIC78rwiacsUFJfHP3YW4C2fO7q DRGKw+6Z6IFhZx6qayo4G7aVif5oz/IKtazDocZi8pv2CGG+aarb8cksFmVf EzSsE4c9U8XenhMkkNbOcjrjy0Jb9JT3PtKYIj4mPkkpWlVFpJU3elVsYyLJ FiWqzxIOhC/bHO3lzULRW+JbehOl4WmiwsuHv3mr72+yLj2nhOBe/fNq6icB LPBW8FiHBNAsf1BW8RgX2oZ21JN0JdHH/e1B7mw2mARcTzFy46Jv4hJvB/Ul 4TRpvJa2iAWpZjz+NUk6CKnDcR64G//3nl+b4MEEceNNxVUmXKT58XvWXjyM +7W6M7VqWdC6+rp8rM8CcSC93vpmvgBUg5VHFIfHidVBCv+OP57AUeuHfbEQ iMGopFfktVTkz18TfiuBiZyb1ipUfBjHnMSfpYH1Msh2YTZbLUkK8RzXmLrJ ctHZpNWq66dHiFLWdEyPPxsdfKZkd8NPgGQqGjwNGjnwzw9TPq+SCSoPvCNz rrBA7RzHLKVAFnKF023sSyx4EBGb1zIhQDkFXzw6f/Nwx5jX3OZYHjKyOKVs 3CoFLwojae7Rs/ikZoeCcz0Joj7ndYqlDBHE+bJ3jhmjOD375LDBLBf4xw6e TE7qxb2f7JUvu5LRutaKraLEcby/yYl+qUoCJW34BWJFPURtfvwJhUe9eGzN oFGNMRAcqoUoeB6wh7m7y2oKGf1nz3U49WWCSCs841PhyUVW5o/kKmP5CH0M qDYbFUAJa+CIiY0Y8Kz2Ux4e54DLUWrcXh4J/HXvl1fFMCDr31Nb6pVeEEbm +63e3WXClQsccR8DFvLsuAaaNWQIPuRGZlSN46/ut5ayGmmgknn5Uog+F1EX VV/beWgKp9ufzbu/UQBve1x1sk8PYNJjo+Kqu7LglfhqUbdLF54KosVqsulo Zf+5XxGWTTjbEuxP/94B8Dzt2n1IEhUHXMgojRnFiw7flpxz5aDN57kk47Vk iEotUUenmSjaLv9OxEA1ppDtfvmm0lHDJffjXxM+YZnmp5lWIjZa99z2+Ldd z3D3h76f/cMcoCTfY8e/4MPW+40Gjg58UJskXiuVMIB3Q9R4rOj3H6Ks2HSb QULCm/NjGgM8KJ2c7h7dJUC+/1x9EJAnAyvtHqe/W8GEFtV0H7LiNPZQSnRk qX8hZOKtNFTkZ3BQk/HJh2E/ieNr7e5p2lBh0crqJ8t8xNAu/6+W5G1leNxB fsHFhAKdXqED+qJGrKCuXZG8cQTzigyey3ZS0U1G1bWMc0IYfRnhHTPNRAZH pmyKsDh0NBjb/1UqjeInnd/ovx0hch32dNEGmGi162S4/q4OIuuiadhAMxOt 6fSQx4dKCRbNs5uuxUa9L6YpjCQJFLD9m67y7/xW0MfHYhbYMPV2vecZFR7q aFcZOeBKh7MauqFFkSz4kv/WM4kjhCafep9lOlzgyQcoXJ6ShtcDdTTfv1ig V5Jt49z3C3uE6l+P8pMA+QTb4StPWJAnivmy9KYEdIin+05ZDxLn0qqKqnp/ 4ltpu3dGPRnAMhEZszJ+FPDnJ0z7eEwScXMnZnbkDmDrPNGJ65KTOKA8P7Zn wxiRZn231sReHGU2u52Uy6CgNc47kpqtuzDua8TU6zLoOJ1eK7pAQ8O3729x OMtCqQGLRSEfHxMh2aNbh9zZ6IGZm17kVTLyUUhZXCctRI+OtGt9GeOjwtta +z8o8uHVch3J1jkGGA/xF6leEoC3XwklPagOT+5dfVR1CQ+y3NdNtYY9IdKv nwkIcmFDuUX4s6D7PcTFX8fKhprZcM9eduBgCB9dJ2mqFlaNYlczRpu39Hdi 8i9WsJz1LCHJttWL8uNAzskzNupBvwi1FwqbScBAptF7XA3/nCVGWKdeZvSx EMX0BkPmGx0lOwmd+P5k5KXu9UvXhIWGc/L3btVhwx3Vh8UlZA5aum5RyzKL ebxkm1722AgbmXnYlJj609B5PddohhcPLTnrkCd3nQVBAQs18RQ+Inet/W79 uy8GccY1wX48ZPCaqltCmsfKF1/Hq60QoDLNY3MngIv+B5UFW5Y= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 217-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81Pv3x2fG2AZj9lFKKPmJyFLiVp93IRHtKPuSGylL3G5FWYqypWQt iRZrCVlK8j5cRKiI4pKWiW5EaAbZ+vr98Xqcv895PB/P81Jx99vnSSGRSC8X 8//Totg8CVlLge0rnyHZHVIwbZ+xmsuYwet1W+1NAwWYqRgUn2vUg50Eqd6z A1wwrQHrEhUSCns2cl4xdRjXJMaOH9OUAo81WWGf3kmDvU1LxlZNaaSt6x8Y 6TqBbw9cbq6iT2HNe8FD4dE/CclK5dW/zTnIy8t51QPVKWLLBjWFH+FUKBNe jDg2zoJdM1oxJUvI4HGr6HVh0wLunHUJY6QIidHbMY3JIzzo239O0+grF5na OYliyhigfeqazPr/BgnVouEBbVcGmiXFHdq6ig3tC8efGJjJQ5tS6+F2JQ6M ZSycaWqUBo2jLQaPb3AgMOv7JbVxKsg7rTpzq/QbXmMSVfTGQwb5VyfWv3WQ R/R4/ctbrOXRv/s6or9+pID9nfYQS08hlhdPazWsYcFU37eagVVk2LE1825q 6S/c9jH92lq+BFCXWcp6VdVi4QH365E7BvFUhPfjXXMkNNCT+yN7xS+8Uryg QlJNAtbsCz31QURGb2R+XtIIG8J/ZX1KmHYfx0HteQn0pwI8Er085pBXHzEv rtL7+W8K8tsUW2S7hQYVfmrT32RHsV3j8nD/PSz0qzXJxDeXjjo0sWzEp1ki rL4kzfAHAz31CQ5YcZ2DUkJCDs3lUtFmnwh/78viIEigUbUuCIina3P2xaVL gJv6Bt+kl3yUyHQIL6a9JwxXplFUHKawUkL4kNwjPug+a3zAGaKjzshM35bf FOhIPbSyu5AC+qrHR+w8GHDFx6KoIW8cew4U1ir1juLzWtsau814kN3i+uIv 61FsEzc5Ei85gcdtl+bJ3R8nPlNn9BVC5FCd9eeq/rc8MK3ObzUelkIjpbYx Q3kTRPHgz+aDAgmUt7ddObiaj5x7162z2blAGN+/jJoryJCvL1zwWegn9i4E Q/8SFuoZXTlYkctEdRut5N/LsJBu3sdzW+6Koe1Gcl225my0Cg3fU2wQQ5Fq MSOTXTzk9UdhbbvnPB6/q3/7XRAFfXnSmn+wmwk7FT3MoJaKXm0r0Wv9wgW/ YF2ZriEW2vI7lNDZwQaO3pMlsTpsZGMV7T8cOk8w2aSvv1Z0EfcO9d/zseNC AXnbkIoNHXRWiXJmpyVRK+3UuiIyDWm9Nhox/1cKxpkZ67u8P2PjG23FZaF0 qCninSiMoqJn7z0cRNXHsZOthsnsRTY69ePDpFnDCA64Zzli2cmEXdQbHfH5 M7g4X3jAV8QCXbnAtolL88Ss4RXdD0ls2Ld7qD6zqZUA+auwPYYLDn86aMX1 8ZHAp6ndSa+beHz+bewKEx4qMrSMb3KZI0KTFrp/xdEgxfb9lq9+fGhWz6Bu YMgB2dfsbRGLArtY2j+Xj1Pg4ohRh57dNGF/xnyH0+PbhDJV+THqpMEfWW4t sXJ0xD1ioCgKIMOLfdP2U7JzxGNDmvjKRhKyn91pqXZVSHCtTNl4LRvduf8i JayBA6Kxa4rrFu/qOHhp791qBtB6Eva8iZWAj0a9kbsSmLDCuTSxyVISaisk Fp61cCDIpuVqckcHMROmGuEo4MCL4r/tqQMMZL0/70Q/awpbnOW64Q5Z9GKv PKfmyDQRK4o4PTciCaU7hotPfiGhHPV7G0wqJrFp4cJc6ZJ5YpluUIWxGQcl zAZfz2yURQnSDvLyy/lIeoxnlGXOQ69PNUaq9/Ph6FxMsUobA+UuiewsShAD Y9veqwmGHHDui6ULopkwNDafpNNLB6+eFu8ndyVBye2OrVveN5wqlfBaf4EE cw7/J/clQgples2AGf5F3A/WC0nNZAPtT7+55W8kQS5dO+XUuTFcQD9aLHWD CxW9L09E3V3ARe8T9j9u6CW2fzd+V/R9AL8SvOVU6PNRqfVHTmWyDDrh9NP/ cAgfKv8JTMz0YYJW/0MtQkkOetvCNYz3zmJWoIXO151vcZHRwU9L2f/hmCaN +T/Xi4iQ/e9NxUy4qOJUS5zoMQPW/0MO5Sbz0Jt3FWGx5nR0oN80ycq1C8eY iSmZ7OcD3VpWqyxqHisXJPG6DMSBY7WrR66GArL6+d5nghlofqz8OjP7F9Gd UZldo9ZGPL36255TzUBSverU04osGKDcKx3SZ6HE7em9AxmyEHHjkV7Iop+M zloY5BTVE5LiWq96grjw/odVJ2mDFKrcVRc/38cCi9C07G0n2GjT4Zbf6xpp cJIkbJdQYMAhlzMJoQ2ywKeOpQZhAS6V0h207GSAuJlJbZsFG2n5u1b8ETGB h/QEeXrtDNg+JMaQebfIYU6nw80yHlhlsekfVk4Rqy+oHhaWi3CuWXeuRHMt MXIls46sRUU+z21/9XxjIN93WqovOoT4SPeyjI7FPV0WZgq0M6VRo23BvlsM LgrLXL124/Q4UZdPNn97gI2cq9TdrofwkHVJoNC9nQOOo9ZcTgsd7mkcvtK0 mwXaEaw92RXy0Pqtia1hxoKHl1NKekU8pHPbM69g0SdWP/+eNU3hoHJBZ8nF JFmofpIgEZg4g+8ay26LT6fAlQ8ln8SyfxCjz90Csm8KcU7B8THjGTb0H1Fx Lf/yFQ/0uGvEB5CR0clyb/Hnk/jgO2/apTZJFKBWb336+yDRXpZ+TPXRACZs q5JHZ2sJFtVGOXIOcIeFVQSnlYLOubM9/AdFxNgb0kJVOBcd2vdoaUsKF+W+ 196U48ABPy9q6gEOCULVb8uHhdAh/7D/9k71aiLFX6D0YoIBV6NY4qeNGQg/ rHUvLhKDSNcTZJk2IZbRtOYMbpKGNXnxl6KN2Og5nkgv6vqFc9zDSh5s5kHk h60rePajmFS+rbatUB5aWEF6O1y/4KkLEim6TBpSSUqLEGvtwQV24H4ynI+k NsSlEeM0VBsalduYPIGds08Gp7lzkOl5NslMiwwBCmHr9LsYKNGt7N7l4ZfY U/yYfqqfHOq6FOjz340evGxTcmfQCAsZPHXx+ba7CjsEf2d+HuUAJes+M72a C6GMNX7EHT5oTxL/qNfLgI8H79WfSnxonJwWTOzmIYvgToszXgxY5Vae06pC h8aTWRd678/gIPUMT4bOIDEVtNXVt24WX3hndrw0dp6oAQW/U+ESoLDqZeXy 02JIURiv9qaqGQs9lBb8LChQ2n9MbyywG6vq6L/I2jyONydl9BqwJdFNmbak 3Ag+uLzc6rhxORMZH5lyqsHi4Or5+c50qzxKn/RtMGoeJxR/RF2p4jLR6oDJ OKPdH4noW0rMTlkm0vwUpIRdG4kXg2uPUMhsNFA9TZHJlETJGzPSit04SIUm /Jm8wIRYn5A6Hwse+ti/Ztw+gAZWXp6ud61ZMFjW/Fcma/HfpzY/QMZc4CiF qsZPycLWiYZytSkmGNYXOPl+/Y0/+on5fBNKg9INl7GrlQwou2lD+6xAg4/i OcFTDiOEaNouwC2SBLfu7N11pXIYT9oN51Udp8JZ7o3p00GThNT54bym9FHs UKJ8LE1qEo/8d8ugZ5uIuONQ2G7hLo72RSSs3HWTijR9rTL/dfiM60bmX3ra M5APjdauHCWBOg2C8wo3sdDt0CXK0d3lhIOOSl/nogce7jlhmHCNjEqqw7/O OfKhbsV6qb5ZGRDaluCIjTzIDzSY6outJFZKV6/+acqGJpu4qgsPvhDiwVcu Fzxlw313+WHnaC4q3SwonnsuxAF7ZN6fkv1OxPXcFDxSniekmC6GV0JY4KB0 7LrjUTLSrlY1JYEMys3Plzw3P0eMM/yf5X5lIFPny2uSnsmhLG++N/csGTEK C4dKfjPRWFHZAfP1TIh+skM6eZCNlhko9C63mcOOZ+SWLO1ioz1BTvXWZyXQ 6tuWdrRMHlIM8yhZmsaA8jrncbONfET+rPXdYZEHRbtbcgp3ecj4H+qGetIc 1ra5+khiJwdM9/Cjt3ynAXE6xb8+ig2WD3ViIzNfE7UUhc0pOnQ4HF2/eVqX DqEvFcRLHzDAaVZ0yMzoNTFqHGgTV0kH0nymayj+Tag+7Hm1LU8WGvYMbOH/ SwGssbp1xVpZCNPULvwjnoRiNOUfRebPYsl8w2G04SlxXlrvaLqhCL80L+3U bBUR9gkaZkoXBfjpGtZSiyFptPqYYxeJ1EeoySVHqdYsEIpXU8Tfpb8lEnMO MjXKGUhbA0xWpk0TSQfiDloNSKE16g+zgUtFk+fVLiV2YULaR6Ahs4GB6hzv yFDmGdDcccH7tgcd5XngD+zF/lAuurY2UlMOeZQuLN98Vhw9eHgRaZmwkUty XHLl0CTxP3/QM8Q= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 218-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVWk81Pv/nRljMJbZZ4osKakUaed/8/1ckSW6KCquiLKkLNEilaXIEiKU yJJIiBZLlnzeCTfZt5BKFBVNIUvWfv0fnNd5ch6d8zrnLHfwsDhKIZFInX/w /+y73Ez6ai8drJrdhqUMxeF9S0jeq8Z5vEWzwVrP+yPWp50dbP7Qi20/3nCd G+TB0hebVlA7yCjgmfCS3I0R3G2Zl7emmA6Oa9MC+rskgEM7rTfUIonUNT29 g+3H8WXpa54hfjNYLdNvODDsJ6HyeUBT8hgfubgcWvlAeZqYdpIT5+TQoHDi StDxMTYI95heWDpEAcfU/Jbcl4t4r8l1dwuYIr7fCa+NF/KhvmEq7KfZV0I5 f2RQ3Z6Jxgw1UlNUedC6eKJ0sz4DCkyFEPoXH0aTF8+9rJUAFVGhQ2wtH7zT voWqjFHBVCqmNMDpG167MyS/3VES7RlYqsbax0IykZuidEwZaHpfsa/GOypY Z7SeNz46ge1Uqd09xVyYfvu1cnAlGajjmTJnneZx44fE6+sFNAieusgpufEC T+xzuBVsOISDl/w+n1pDQYM9936kK87gFkXWbsJXHNZa+J/tmySj8PXiedlG QnwqrT/6l8MYbrnatGjQNIiFYfLhB13eEpcy3fcoulKRx18R+VY6dJgfiZJZ vDWK99fKB3qasZFyhZ+h/SgTtalhqaD+OUK2eGBEtYSNyt38vBRvcdH6p8kv lTpoaIdbkKdrlChEHq96lhozSJSvz7K4mkiDq1UOKZPNM1ghOnBY+okANs4W l27msVBHcIp7/W8KDFvJ+UfcocIm5RPC/Y5MsP3xoEfr8k98dDD3uULvd3xk udjizLefeMxKNls6b4z4SN+SNm3MRFWmA2XvX/OhHWRTVoRLIuFjq/Dh7HHi +KY0l7jdEijbvFXJr0KAtiRk/fB7RkLaeVGorpgMdnFT2ieV+gnzRT94v5SN 3uzYGy9ziYOqtpsw3kmy0cC5piJWkSjapSXdaWXAQTeYAfmOPaIoWCVcONXJ R7JOc2HZOiQYu7vpTpcPBZVVH37S+JQDu+Uc9eE5FTHSBX17/+EBd2Pp0ggN DlpZ6PqMa0pCLA7p84xiJ/F73XYvkQQB5JB1h5dbykByfoPBsYt01EA/uyGf TEdG3SNuLmckYYyVvKXTdQBvb48oPf6GCZX5/JO5IVQ0/vB0SrO7J7a1WrNz 7goHaTmKZTh7j2KvTGOhcQcLbvWx7ZzPLOCH9yf2uU+yYd5MdZplQUJz265p 9sVxwNSIWRvf3EwAIwZ2hfMgdaxpqnW/NCRYvdP57CEAksGXbdYMJpDd9V/n synQfKrcUfYHFa4Itdo27v9FSCSpiTg8vEsoUZWeog46tHW8P7s/iYl4zpvl Jr3IsNLl+g9N0m/i6Ta66IpaEvo7vrFuoGyK4JnocfB6DpJRLirBE3yYHL0u t+ETD3QCj0zr+rOB3hNt1h5BgyVzuxk8Fw4oHnoc+9JYDJzFJRQz5/jgY1kf E9/WRrSWykRhngBePTxjTR1kolv/PYlYGjCDjS7wDuM2KfSzI7um7dcsETEZ 5DsvFAP23woX9XMpKEs1c+vO4il8r22Nx00uCS3T9CnW1uei1JLh+3aNDBQt YcNgyAsQKzDa9HwMG91bGtyRHy0Cp/bULe3fz4dDbyNkPoaxYEtq//0ZKRa4 9NS7lt4VA9dqnRZ1m2/4hnh0y6ZFEhQPzeS18yVRisss6OMZQsQx9VJbPg/o Th7z8u1ikGgdfihSexznyBx7KJ7Eg4idgTtrvpMg/1303qc1vcS5ujibGe0v uPnja27xJgGyfJ74y+m8DDpp+9PzyHkBvOmp17+LOLDufcE6QkEa/E8flC3e sIjZ3kYan3e/xqOn5NsNk4Zx+Ms1C05bJonPg+bJp/wFqPhs/dXJp0woyFE/ 1Z7ahcP1RRR27hWAo6DHvcOMBEo5cfzOzaJwI7bVL7eYClKb7rue82OizPCK bbJ754nu5JL0SpVGQreg423GRTYS71Wl+sqxYc6yWZWswEWxuxJ7B5OlIG5X 6pzzn73QumC0OSu/mhj96D4bViyAdz9MOkhbxVHAlq9yb7u5YOR/M133JAd1 1YzESN+QhtOkiVbaEibwCu64KzcwQEAdveGDP2K1bwIzp0Q2iOrvfN5oxEGZ 2jSI8pnAwxs/Zm9sZUITfWOYZzIFWWd12Nwu5IPAOXPkY+wMseqy8pGJokmc x1pi0nfvBSG8llJFXkdFnGyfTq1HbOTetU75VdsEXr1anJe2jY3sFmdz1FMk UO7tFdPVBgIUkLJq/fZfYwSz50TkP7Y8dKhM9fCt83wUEGAgPUAWwL/fTXnc ehk4/Ypq0vgXF9SD2GbpxQw44ZbSwNDkQkFUwqPeST5CuXd13/7ZA5OfZ+b0 ErioyfvYamoCAypKo2nesbNY0Uggvy+KCtf6HvWLpP8gFqzNeQUvp3BWzolR 7VkOCMf7V1FchvFgj8OaSC8yEi7oO+9aN4MPdLnSQxvFUNOnN7k5ll+J1sLE 48pPBnH+/LGm5R9eEGyqpVLwPOBD1W9r1Wqp6KIDx9FzaJKoFDYJa6oF6KDF E9n6BN6ffHOdX/jzwcOFemMflwTW6vjve91MuH/Ec1eHagXxbU1gmmw5G2JC 2KK+2kw0PtndkgyiEGx/kizZOIGvmWytOPpJEtZmR4aGaXFQ9uqxKiJyHmc5 BDx6sIMPiqMiohk1o5hUpPu8MZcBmgqwbODyEJ6+TEvQZNFRS9+DI9eC3uKc /eBwOlCApi/+ezyjVho99w+5Vxs/jiPC6HmeV/hI7xKHpL+ODIGGV8Sdb7FR 7OHCzKiRJtx20b1BRo+JOkO93b4k9WBz8eYimREu2lxu5/b1nzIcMqWw109Z AJS0PFZiBQ92/3d/REeZDSsPF2U1LJeB4j5HiozfAvZRTT7K1Bgi7G10Ndse LOLLXfonHkcsEErGqW9c+sRhycqmEnlfEdSS2G8Y49GAJxwVFj2MKHB7kmlg SuvFyhqbXqXtGMO65nMSvgES6LZkY9y9IAEEMlbp/v7KRtrO07aVWBTaNYWc +FgWSpxyr9GqGyPUs1SrS/rZaJXX1FWtfz4QP+fFM/q72Eit30cB29cSz+q2 luaQeGiw4hdFMkUMueiMHfUM4aPl9Imf8YsscFOt8vHQ5sJQYd2pFLYAsnt3 r/3vlAC4Cv7KkdNSkPSXG637DQe2VefYun/+jdclHDj6okAKFJLsRmNKmKD/ 0Nr/cpcUfBDN8pu2ERLl7zDaoEuB1AzzPddKRrCGZ0hS5XUaXOAl/fL1mSLC bHxqO7+MYptHSsdvik9hUwWj5Qb+00SGTW6rkYMo+uR6VmTvSxpSczdJeWMz gD8MPrIuYLORG53eqhRCQ+zVxQ0PVLnojv9SpbDuIsLJc0m7ijkPFZid3BZ9 nYz4/m/yYTcPXlpeLbv84BPhs+zE4YkmHuQ5MEYOhfGQt0tN6cXpKexlJvnu rNQ3gixvtPbMEhISZ9ltu3aeDa/7i7wQIYLUK5T1SCCJHtd3/UURJaExpuez e5+ZKMXxq4qqBxOluQpceRfIaPar9CHjTxw0ml+4z2ALC3bYupk7LPLQss1L euUt53FhkCRmjvCQmY9ttekFGtoQuMzsyAk+6JkJwnS+0SFlZwvtYhwPjAs0 IoJTWgi3dYHjq/KZcCSsescvTRkoDU1Hle5ssJ2bPKiv1UIQy5jGhjNMIC2k 2Pvj30TFM9/Atj+9qDEb1BG8oUCNRZ9GxQoGBKip5/5fJAl56S/0GccuYrH7 20bQ1nJidJRztvvkNG4yeNyh1jBJbPbcYdEfN4jL17JljYYl0LuV993fj70n VKTjQ5QrF4kYec+b+2e7idisA6w1RUykb181ukd9jojbd/WAyaD4H3358KWN NDR1SSU0thMTcTerRwKHWajq3wxJygITVtDlHn19xUTZjriP8+efj0VccfdS YCLHx4vyOy6IorQK6bE6Ix6yi78aXzI8RYRzJO1Kd3Eh4crzScyZxH076aOF OjwIPb4iNPQmGfx0LQ4/9uZDGc8zvXKehgw/nDoczeGBx7nnpxfHJZHtdnsF 0UYmmB4sK3D949s+q/NGd2mS8OpJ4w67YS64zb5bU/GZDm4FL4JXlUnAp/42 ikK5GOhn9Ce3jdCQyrG6wkRPCljEp3taRtLAX3XE60IQGUQy5F40MdjI1f/f K/ZWX/AhkYUODxIF6T4a+SKiMUwwFE9aG9wWQK7mzPfzpG4i7i0tsewAC2qJ xSQFvXkiz+/Mf/HWC4RMoH/Vy+cUVOM0HRJYR0ePi5DRyUu/CdupL1X9K3ho SKGwMmCcjabYZ+r974uArLnpkbAvbDSU4rQ/YoMICpr2WdFvJ4NyQ7eTHaVm CVL+rRJjhz9+2/rEr4yWRuLPTMT0Erno7uaaF65G07jhl+GzMyN8pCR2PndP lBQKDUiPnizjo2ZdPeqy5Wz0Pz8TZL8= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 219-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81Pv7xmcYgxnMmDV1wpE4EqJFlL6fspPfkaQoZWkh2SInSTQnkp1W kZKslRa0SD43RaREWROOZMmSJcbO3//B/bqfXQ+u1329r/tPF2+bIyIkEqlu af5/F/ZTk7LypMHuk0e/lJkEqPxYbNzZsIg3an9wMPLrwvtumD878qkdO3Zd d5/t5sLbyJzrlAJRFPp66N8V1wfw7js/ntiFSYPrmjuhnU2SYHRhIfXTaxmk qe3jF+Y0hgeKf29NUZvD6hlB/ecv/SZsL+vnmElJQsH4RcGJURY0/XV659B3 Crjezqu9X7mAn710l+lQniZ+3Y2suDrEA0pAqFzczAChlDfQrenERAGWLd5a znyoW/B8ucGYAedtR6ZXuw7jNYbheV9c6cjx3x2QosJGMjHrY7dZMdC53sZt gzLi4JBed9biyDhm9FSFxv7gweS3nyXdymQYOLDJ9Q/XRfzxv6TLGnwqWNNL 6HpZ5Xjc1uVmmFkP9hJI9klgCupuyRpOU5jGHVEZJupSdFhjE3K6Y4KM4hoS +pZpjeBTdzrjplxGcW3N69lDcn146NLKSHu3bwRj8/HNWbFU5L01Ks9uGw12 bOx7zXIYw3srVp73sWahg4vXP3m/YKHP6lhK0DlLZB33q6c/4qBXHkG+Cjc5 yNJFJ7tMXxIZeAh83GPFIPzAh2S7xl7ilUamTXQSFWqqogoGw+ewfNz5ful8 PhQp/2hZ1clC9WGpXtWLIpCud9R3ZQ0V1it5Du11ZcKr77vEHiVM4CPd90vl W3/hzXZdPn5iQjxqtzxb+sEoodryV1EamYXKrL4XtTfyoLgSNSZ7y6Chp3aR /dljRPenDtvb43SUvatOMaiYj/QJK0PtUBGk/yAWVT0jQ/GRF6T4oe/EroUg aJdjoWF6i/HheC4q27yT0UZnoe7BfzoF8+LIRE+6wc6UjY6dCSjKXC2BwlZH DgkbeCgk45iB+DgZRu+tv9vkL4LqZ0h+76u5YLnC1RhKKUhFy7dCNoYPHJ2X clFabKRJxTApKoJk2aTeaYUGIvSWwLHIVBp9oJ1el0emodxM1919DjIwKpuy scH9O94iJ2WgcYcFJXm8k/fDKYhl9ZZCqJ3EjnZqhrMX2ShCpiTQRnMM+2ZY DFnUy0LMTDvTyYwEj3PGbb0mWJCcof2/IEkRNKsbr91xhQ1npFvaqVfqCGAk gEkkFwJ4x7UGNzHhml3btl5vPtSvCDTEWBbIXsaNeSwR2LT9U8JLJXG4OKT3 WWfvFLGyL6fJrS2TUKQovkD1NJB70hpzyoGFuMc2rJjwJcP3GBsZzz/J6IUu TWxVBQktBh6UbpOfJrg7jdhYg43m9dfMG/tygNYSZ/0ligqlXTrBV05yQeHg 08RKC3HISMgR5GrOYfNgrjP+LIVqi/6NFvk0T0RNCALnhsThBi/N82caBWWq ZmwyfCbEqQrv7kWWk9Ef2v7P9I05KHlvA7kmURbFSe5nMFbyEfNt4ax7GAdl yYXV58WJQlAhbR29mQVuLdXuL++JQ5qn0Dzdbhhfl4irXb9AAo8m/+3qI9Io 1W0GjPE0ETvpdC5ZyAfaUe+5lV/EQbtF5qzd6nGcK3P8sUQyF87Jz8XnPBOB vLa43S/KWwnKJK1o37t+/KmrkfNsPR8195w+nNTMRCcdf/scPssHZo9p7bwJ F9a2P1pLyEvD4OEuSkUeCVh+5lq9lo0499pt7bvHhnBkpdr80Y0TxM8QXl7n iq840lhU3nA3HxToL53+kBABxdwrvIYNYhD9bsxo/w8qSK3PcT8TxETtOEOx 0GqRaE55nlay+iMh9+aXyjUfDpJoVaUErmBBvqfLrbtbeCjRJKm1O0UKwhcl bU4v5Vkv2HxDZt5bor5Z/LgyjQ/mITfSdpxkI7P3EZvb7JkQQBqvoy5jwqBY TqF8oizwKSPX/XEX1lknyVKL5YCYsWHpR3M24q4bj7ZIFuJ+na5snTomiOs7 KYclUJBDZv3+WwU8cL4+Xu1lOEeoXFA6PF44ga3+HjbhvCwnhuJTy8hrKaiO c4x7LpuDvJrWKr3/PI57pNa5LlfioEMLM7maqZLoB7FlOCyFjw4WqTrfPMtD wWpmI/cdeaApYFmnPWOAQkuS/VNrHjyKvfakdYKHGGN8QfZS/nb+/mfW6BoH 9TwRoen6y0LxyziqX+IMTrHMKCt/ToX4jiedomnDRO2L8KY/NKdxZq7niP4M G4bXcWaEmkO4u8VFLcaXjFI8Y4Opn2fxviZ3WsRHcbQ7f0irfHGAqCtIOqGU 343vwVfB9slygkXZoxg2B/hAyt6fZyeo6JwL29WnZ4Joo63jbE5lQc5hH5N6 1WKCXCHT4JbPgYRwlligPhOxtkq9M6JJQJjTSTL94zi+bP+BfuCLDKzJjom4 pMdGA1OXdaZiFnGmS+iThwY8eBE+17L+0hgmFe4o/XifAbfTMrw0u/rw5AXq NW1ZGuqZeqihJujAuXvBJeA8H2luPFj8lz8TlYaEZ1VcHcMH3OzfG8VxUKJz QUbsQA1ub/jZvjAtixoi/Dz6klswxUUoRPJ8tOHVIY+ffxdhw4tlyYE0Dig7 F2Z++FMGBgoFEYctSOCvmnKEqdVDMFRjTPp+k+BCk7Hn06h5YkQLebGD6bBM ueb5ykBRZDetkb3G8xMed5Vf8DYXAWcf05netjaspLX+/R2DUWw62UDjaEmh W/SPV7IES/ce5Efa2stB+scmHUuwGCjqHq/J92CjJKFXuV7VKME2K0/itnOQ iq8wWu/v/wjzQ6rpm75wkHqnvzx2qiBCY4crlTbxUXfxlAg9VRw51wqcZfbz oKeg6lQqiw+5HQeN3Ee5oPs219GrdxFL+lhxVhYwQD750EjCcyas9l52Qeo/ Bvwnlhk0uX+IkEFdExUaFLidvut/8c8HcOlvumTybwkI5iZPBfoLCdMv1SbL H4/h/U8UT9yQEOI3R4tIPyenifT99+vMXcTQw9fZ3Ocakkjda2fq1/3fsUBp C890mo08aLQ6xXAqOujQXLTbhIfuhsgpXmouJEw2Zb3ixPHRI+uTunGXychD vHuP/CU+VO6JLrrw8AfhUXW7ttl5Gvta09tOSw0Sj8qXJdZVkZGE7CHd+LMs yMPn4/2NxZBmsZIRCejIO9ql2rqAjEaZPq+zepkooj8n9LYaC91x57tzg8ko 3+/bWMssF43kFdiabpQF62i75YIWPlg80ooKS60l9G6rnSG8WXD40luDKW0Z sLCJvkQ5xAHH2Ql7Y71a4v5gSLJpGQtI86lOIXiRKFl14o1hqCyUW3dv438V gRrC7xZzSTdUXfP+lhgSwubV4k9/kEA8R3cAbXpFOCfapar3T+Ma06f16h8m CMcy59bhll78ag1ruXm/JNJs0A0QyHUSq6WvhiuVLBCXRo7tabrZSiRm7pNV K2SiTFvtYnnaAnHFNnrfzm4JdGbRLUElQgIJ/10dkdiAibW3Pw92fGCjsgPp dJF5JgjcgxMk4lgo2xV3sJf66N1jq4oTtbLI9enCSoNgMcRIdnsxFs5Hh65G X33eLySiqu6pprvx4NrF0gnMnsCk2hv78s/wIeLEqoiIG2TwsFGVp1jywftM acDCGB21dqsWHUhggZV90SN3Lxbc3Oy63KxdGt7nfzQ41M8B65dPvyoUS4PH ozdhKkWSsPN47wxNnwbG6Z0pnweo6MKR7YuyzhSwuZrmsyeGCrxjM3399qIg mr7iTQ2DhSzV4x+ndffjg6Lz9d4kEdRyl2o0MzxIMBROOpje4oN183R2YfhX 4so3alLRPllYJT+koGKwSDwI+ufdVYd5wnbDh8/viyio/Ohk+PkqGuq78Ft+ 3J2MHIV9ZZ2ruCg1WD7k7ggHCVn/VIfkiMJWm2e1qd1LHE09ujdqnShKKg0/ 31jJRPcjNpNdpWaIPqlfZns2Lfnr6H9VOU4atZpfVP72hofubSh/424+iamV 3TXvtnNBeDp9z7VZLnzZYbW7w4cNeX+/QrvCJUFELWy7xR0++B2+YWvUyEXV zB2fS3U5oIGqAgyG2ag0c1uIvI4spGlFnVACccga8Hpo+oQFcyqng9Rls4n6 oj1WvgwGZNQwfG0y6GgivfLD06olvocrL3swyYEA6mVGA0MKSuSnSsTzKXDc 0j7xo4E4tAsnQi+UzeF6xZYu0jlxEIZvNUm2eIztrSx33/CkwGqpuWhL5QGi QEyycdewKMQ8UJaYKCIhSrNrP92pF4cfE73YPbX0b6G3x++YD+LLtDEzpW+L +KZGSNRO7m+cqiNU73P4QVCGzp6J/TWGszPe3tmtR0e5NnvaIu3oyEEke6q0 mgV2tVkyxmpSyNTL323wez7Oq/QuaX8jgf46xVB3/9pL5AYOurfdlUanrtMl Jat48H/qTkl/ "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 220-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk81O3fnTEMM4NZzSiFZAlFaLlV/K5/tkjdqKxpQQplCxFFhJKlFHIX JZGlULSi66t9QchSSqFENFka+/b0vDif8/5sn7PEzc9unxiJRKr9i//nD6lK o72eLLB/59MvvUkKVDSDtuhmkGG1Xq2z6eFvWONNpXQItQu7fsvwmu6Rg4wY 28ioFxIoqloYo5AxgO9mpdtwbVjgrnU1qquNBlf8BMaPZ1hIR8//cOyeEUx+ aUVtV5rH2nnh/SdO/yHmpWp8iksYUCGKjz44zIH0HzX5pnKS4H6lpKH41Rxe MNFS3/Z6mvh9LeFFmpAPicuG5NsHfhMqJQM9OntY6H5i/AoFx2GsZRJX8t6d gZ44Pgw31JJDskkGycZbmCjJy1K+OpwGzrmNEVb7RHibe+dXOUcy1HVmnl8h oELq9+yo1b9fYtF2t/9iN/3AU8e29mUKqajn443BHKVJ7Nm4s8/9uwxo2UWG fh0lo5uVvfnN3cM4+GpXyoTbMNbo+Fm15lo/Fp5enOB04DPxZ+/nc1NCKeS3 4UyJvTEdqnzWxS7fJMIOLxaf8LfhoJW1y1eFlPFQkzaWju6aJp416br8/sRH lT7hAUr/8VBtdUC1VDcDGflE+3slS8D/onZEKDv2E5Ur8u0SM6lwWnZRx1Tc PFZMOdEvUy6Ay6+5SwI7eKg5Ntv37bwYfN+qcXDxKhoYqBwSOriz4E/Q2oj9 reN4X09xjeKn39jofPhbR/sJPGy/sEDm5jChmHfFzvcHFz3Z0v3oSysf6tU/ ZMY3spDwjn1Cf8EIYW7z5ahVjywqsG1UDq8SILOoEKctgeJo3c1k9PoeGRo8 39csH/hO2M6Fw5cFHJRkxByZbBagJ/9YMzsYHFQdKH/IJ4aOzA1lWuwtuKhY 7tjcy1I6ilVLEI618FFr2+sL+9ooMHzd4FpbkBjqCf1sTPlJQWwuqXdSqYUg bNfXSOqwUC09dGUJmY52KzC0BS9YMMy+vLrFqxsb7ioPzk/jweMSfmBxnDiy /NgavIYThF3tNU2m47ko8NyHf5sEIhyQZyW0amaDdcKnvc/myFBWKNruO8oB Gav/kMIgBU2vPav39QIXwm3D4q0PvSeAeQ7ME+Tg1NYHl44OsCHdvsO4108A jtu85rOyuED2NWst4YiBT/Lxs1fO0SBeaNik7zBBJFzOEombFRLK4soPUDMd ZBe13c/cxENy+1cpjAaQgfgTpJf3Www9WEuXWPqChDJzR6RXPZ0m5KxNuXgF F1G7hC6FGXygf0yxeX+GCpM6S2MlKwSgtOtO6isrSRiRvuntrzaPLY/J7cVN 0qh6W9T8q1ASOjMaHTYjlASDI37bveuoKF8jb43JvTFcH+zrLnGdghbpBd1b Z8ZDjBuchyM+XJRCc2EyFwvQcpZB1sAtPrqxILa5JOWvD6gj2eM9Dw58fOv1 8LokeHi4+OjZDuMMqZQGgzkSTKbbVyqcYaHsA1NghieJ+qYFHtUmY7hI1rtM 6pIcLP6ltjKqRBxKOlK2PXj+ieis/Oy1/aIQv/vWyrtnIEA14zk1y7I5KND1 j79HhABe9rw0/xQjgOVfSpcTijJwvOunxaCfGHAOW+r2bm7FEQW7dQuJIZzw SnPWc/UocWxpY29z+2ecYEZRNNkmAP1bbd4ZQgooF13gt6ySAPkH3Zw71jSQ Nij0OhrOQpv7jyzeaE1GHy7fz3msVkdYmEVL9qbzkdQnDfEwBQ5cf/joUuTf Phoes1yVX/KMuOX/ylOew4EQkqiRKs8CA9P1syt9uCAQH8oIwt/waOeylen3 +SBhZlJTZ8lFx0Peao1MT+B+/W8F+o0s2Ba6/751JRU55ze7ZFXwYWChc5P7 hnlC/aSKh+juKB4+HnN8mPyKEJ7NfkJeLo5Wd/QtK2vmI9+25SpvmkS4K4Gq r4X4aPfcVJFONg2lma3UUrXiQtXDFOrh1CmcXsrWP6hAg7Nfb3dRcgaJ2rMv 98s2T+P8okND66a4YHpx3V1H5SHc89FNMymAjNb2mGrK4jns2OZFP1UniZhz YscvD/8mGisyD6qU9+D4u4ueFJi/IjjiO5RjZwA7ha0fvbqbho67cd39f4wS ylqPMyLO86DQw9+8WaOKsJooa4FOPpyL40iErWMhh9bO2pPn6BC7J5DMqBPh Ifbv0/lSbNAqSDp12pCLjOfvVz3zI0O+W9TtW0Z8+OrqEr8xQoRJdzfW1BUz obr/e6rxiQE8fpKarsemI+WqNHNjry5c5ABuIScESDho1qmhy0E1kXE3XqSN YNubFvjdAz5K3VuRlzxQjy1Obfk628FFLacO+/Rd+ohHi2s2yqjzQXXv3fza JbJwrKRKa54kBkEal/exdH8QVx7yu+yrxOBkm9mhO2dmichP24e098qCvGr9 /cVhFPQ438n7umsjFrkrzvlZikHPBrWN4ic6sYquwZurRsNYMkSS0aPGRFmM ugs3ogVg7rdgm+RCAVq3f9z1MZaAkU0N5RdC5FDmmO9zw9fDxGCLbmo/U4DU A8YSDf/tJKZO4IEfFAHS7gpSxHteEJKyhUUfTrJB8dLuoXP3WcAy1m5VymJD p0R++LiLkKA5dfHYW6hwJdd269n7A/iT9S7XfecZcEzu0kRY0BixUdPFCt0Q YZfbygcvSo3hpaVH7nHLZ4hcl+JGSzcJNL+KN5z1noG0fa2z2126sa1a4wMG l4986PRG5Tgq6u9w3rheZgYH2DA6QqV/EbEzm0NxAQVJsXevPRvBgeer3xUv i5ZEOlUqpiRgoLNRDjB9loKGWf7VN3pZ6G3l0YarHB666iXwkjtGRvqBm53P 7+aBx+lnRhN6sjBTEbgvIoYPrtOjTmaGDURyQYiYQyUPSLPZeyLxPKGTOvpv sAMXntv0GAvaxcCz7G2UkzgXorR1itcnkVD79RxOfLEYSBauHUBrKokf5d2e 33NncL3FnWbt2lFCr3vvlYU7+3GlFmehZT8NOZdnh/X0dBNqMmlxKo/niKOy b03Z0V+I1HxHtuZdFrq9frIpMJOELmxPdLTukUKfvkfX5y5ioLEYtVOpLZiQ PFnFmuySQ0925jLEZlkgOFi0riKahwrc8Vfu3z3udY8+LV3GRe535hYbHZNA sclafItYHmxxelTq5cuBfUSDi+EJFrwprzPa3c+D9bRxLydfFviUPo1Vf0SD 4CiZdVoz0mCW23W5aYCKNDNllGpiqWCXluO/I4kKwbc6Jn+5SQAlV+FpPZOD 0tPR09qHQryLMtvsRxJDDX3X23nTgwRTKdDZIksAcQtn5XtsOogLn6mZjxzZ cE9peYWCyd+fEn7kZZrzLBHXcC3zZx8VPfccjzvxmo5kh3Qma40pyHWs70nX UjnUFnb9p7eqAI1xjryNLKSAEmouMZYXoB/Zng5nVlKQ3VWPk9WJHFR86h+y u/QUYXdXZJG5/q8+rkFpqikyqPPW2IT8cQGMhebuSJ+WA697dd6bI+Sg5N9K ZBtHg5Xi6rnyjnxYgV6HGA1y0SSzlyNP5kKO7pmDKiAJs3EL3ZIKeDCjHhqu zS4grC0t5j9qsiGvnhlgl8dAjaN7v6zX/bt3caryN8d5EOmhUbeTwoTHihOP JcvFId07+XJiKQ2+jI1GnXwyg/+onwqMGqPBWNwG80tWZZhUFlF48TwV1KRn EjerDhBFp5+50qWokHRTVWr0EQldTFQd9Gj5ieP2U+J7JjhwpDx4zQaTQXye PrJJ5fM8rvnFVBMIRnG2/ph2n/N3wp8ROmP2S4QL8p5d3WbIQIP/bOxLWyOL nMUKJmreckC95GpxmBITWfgGHfjVXY63Vee05+5ioGXBTG2v9l7CxEBdw+Pv bw3OYNBor/lwPb+75Gm1LHgrzI0r9w3hKo1CnthTDtg5kiyVzRnoi/PNyc80 DtSwsv8ciJdCEpbVojtvKKD3UzFmTy4FUjouhtY8GMPWKh7nZtBrvCtSx5te OoGFa76W9/Ca/+bfnem4hAQ2+9wrDK6NEbbDty+Vcefxx0s2rkdFsmg8Zqvd o6pRbKRxgJxhzUYXk66d6V8ziyXNZY44BfBQSU7xwnjTAWyu/nQ7SYYNycFR m1FXGxH9aMsMK40OniKzgO9vpokNO9xDz29nQtXWg1sKNs0TgWWmMZVLqbC5 vcakrm+CUHql6ha25Ce+PJOwMJXHQFwH55P/2yrCCTyP3poZDgq9cD7xy5Q4 lL47/LNvFwvlNti1W7fSkea3yXz9Ch4qbe5ui9pDh50awqKcZDl04Ecz/tBH Q5s3RISsMeAi/TMNCUV5bPR/+yUlkw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 221-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/1HsfhmeYMXazmBnliGwlRbZ2fT8lQsmSkOVwyImUvfBokX3J0WIr kfKYFEkIR/J5UylKhwxKR5KkaMo6dp6eH+7X/Q/c132t9gyw8xYhkUhNv/L/ LugoN4tWYYLDP37D0ubiUFpVO94cKApGeq+c94QMYBF2u+Hbtk/YbSDLd36Q DdoW09TndHEU9VgQo5g1gj+qBI6b0ZjgtS4/qr9bAr5vr65b2cREOnqBIXEe 4/h2jmDXiD4ZtAsjh88nTRCv1NI2zGfJQuVkQvTxMSYk8awdIVoCvG6UthW/ WMKJbfwNolVLxI9byU0ZAg48dfthrssZI1RLRwZ1POiIktgTw9KewOtM4ks7 vKQQ70KrP/0IF8mmGvy100oOBcvJFrzVkgbngvbTlt6TOKZ3C09GWxRaP169 soErBpnO3qrRwS140t7zWpz5F6whScv95iCBBt/d/nlTeRY39KWcvRpLh3V2 58L7psgoBJnPej2dwCfz+9NmPMfwusqOYssAARYkKSUf9vmX+DwZeHRDqhQK 2JFS6rBTEiq/mDkZHxNixyal84E2TDR8y6P7bC8HvdHG0tH980T5R4vjuE0W GftFB/r+RYUVtok1vkoC4tEGnt2Fq2LAW6E3N+RHhlVp54dlKrggc2TbVyM5 LuLH5fm/XBaBtbefZ5T1SIGB6gmBoxcdcuYKVAyc5rD3YHHDqvc/cNeVmdVX B+fwmMPKIpmSMaJdIThx8xIbNVp9qv3QxYFsmxv5TplMJCh3SB4uGic+RNlp pDEZqMi2XSWyjouuwQm/V9liaFvJX6i5igyWuoYbPVcNEbZLkfBhBRPR+mXR bisZZLZVptNhLwt5Tg3qW5yVQXEayQJhJwc5amZSrgmoMPZfg1vdoSJoBWqY ZpDFEINFGppV7iRmhyKf8PoZ6JVk+MZSsiR6uveYUWUSE8YY1406fT/h8Sb1 7b2YA/WlnODieAqSnrLE13ROYTcHLZP5BBYKj5O2bjUU4qBCS4ElnwGhXRE9 JgOiUHZn0t5/igk1iXWSr2liaH7zRb2+dBYYt0qHOIV3EiB3CcySf+134ven 460syHTo3TkUwIXrNeXN9ffYQPY37SpligBBe24nvlsaEgRb3+g7zhDXrHxu uAuKCRWKSg3iSwI/TodadYyD2EcNFaeCyDAR9Ybt/p2CajZLUtWaSMi1h1tU UrpEsPfvYeENLJSb1l9M3kQGizPsP/AbaZQ9jcv2GIqglKnoiAUBDXKut4Q7 Gkgg3prCTSZVQiwcas9+U0lFv+mFVm0zlUeGJ47v6DnFRmkSLnJySlx0D7UX r6BwwefdS9+//0uDHUFqNwPUJnCWeFqbwRIJqM56EGvORHk+c2CKZ4mCJ0kv dXNm8F3ZY2XiOWzI/hvT7N+LQWlv2sGaZ++JwnmjrkvOo/ifgS75KgMumtPh FfldkUfBbhOBR05z4VjL58JDHhRghljoDu3rwi64r191agwnv9Ba/NNoinDl g27VQB9ONhVdZXKQC0FnSX6rxcRA5W46p9OQCuVnrCXfT0mBtMEd3/9E0lFT s9bJeSVR9PZ69c16jVZCc0Z1R9IvPraesTDklT4lhiNW7s6fYcEp0mS7mAId HJuTVSin2MCljGaF4gHsx6DJ5l6fx8P6A0X67XToKH6pZKcsgZx5fJfcSg5g XsWhst1kpBmremTy4RReNv4QbJvYQggu5jWS11NQkY5j+BlbNtT9nSYWcnkO 571NvPAnloKLfQ/6RW/+JCjfUhv2Nyxh3t0To9vmWDCSxjiQ8GYMD77z1EoN IqNLxKiJ/yIJnLp9JRNbaahrKVP09xW/OKu8ely1YhDHuNq27ua3EEzKIZW4 BcAvFmZLnktKo7OeLK/AL1OESxpZKeIxB+4cCTTjr6kj3C/Wb+12lYE4j2Cy VOskDjBVzTfpYMK6otTEpK0s5CvF1dxmKgo8z6gH94w5YHBkpqK1QIhJD3c3 tBbLQe5DOfvn3j/wdKxYph5DEk2wCimUnQP4riN4njrPRQPbdDTrFeRRw7n4 200Z45jGv987MMlGnYkhfl9z3uGaImpx7aAohK657k3X/UK8OvjZqamSArHd pifKUxaJ7Zy1VqnNdFBQf12tFCGKqtW3denpdeBJr1VLARYiEHAuLdPN+BNW 1TVoyTcew1Ye0Uq7NzFQrlRr+u1oLpyp8gsJqeGiq0L/Z1ubx4hh3bWX41xZ sCrHffRSNR361Ty8ncNY8JHKi5x2ERDirpB9tlAcbhTYHrhYPYI/PCS3dUXI whl2zkxEqJCYEPGesOkQYpcHKsezxYXY+ueJvKbqZaLApbjdwpOK8nKbTraB LNL235/X4/IJy47pzp8mLeMgG6necOnvhI3XjTGpWioSZ7hvvniaCePeEYoK 8xJIp051Dwmk0JKzsveLG1Q0Rg98fHuIji4GD87J6XJQvi/Xl32GjGT+tNu+ MpYDR5KeGs/oyYI7RyEh9hsHSIt5HufwMtHB09Iy8mDDM5vBndweERgtPNTg QmFDlLZO8fZUElpp+XpI7xYFaHc2j6BNjwhFjbcRS7xl/HpvOV/71RShxOL9 fL1agB+tY660GJZAL8J+41d8+kxoyGTEq9YvEeaJFW9q338kLvOcGFoP6Sh5 3+xPNycRlG5/wWn/oDhSKqEPZgllkDBGI/FyJyb2tpYNfr/LQUVeuI+VIgZt s1npSo1s5FW+pGR8hoomrBWln93jgNXh2vu+/kz4qy1uV7YxE1oqWo3dh+VB pzx9dd1aJvjdfxKnWSsBvY3sMDMKHUwL+q+/GRFDSR9j+9U/i4Ndxs3AQ6li oJcqk1R7iwaiBYpPXssx0U7LmXT6iVH8u+giP4Akgsgt4yNyv7wkpxzsvDeX C77e7ckKBh+J9H/FrtY6MYBk6PrgA0sUlUSGPc9wXiQ0+q8wHtlKoGd/Tsef b5ZEtieYE5N7qMhN+LWxX42NsjPGA7Sj5FFx4hayl/Qccd88RGRPGBc1uoVm qKfJoGOuuqSn9VwotX6EbOMloPu0d0kjiQ03dVOOqwINZq8lMhr4HFjQDI/U ZhQRG1Hb3OQ0EwpfywXZFUohupN97r7OX/8Qr65QMi0Pg5V2KhvUGFC/aqae VkEBzYeLHEUvafggnIqKbVzAKqk3tsc9kAZh/A6zHMsynN7hviJoQhw0pBcu 7FMfIaYKCgKMDotDaom6+FQtCTmcMnL5ceE7jj8qmjA4wwTtuwH3w83G8BXJ cXPVf5dxS97G0eED0zhPX6j91fkzYW4iu5CtPI2LCp/mH9wqhWIOWy9TyunI WaRopuElE0wCBSJV+gy01z/U5/unCqx8cPNwIiGL1p6U0/btGSLanmsxrH95 /GSWlIREMwcOJtsXVi/Q4Zji0rTK11E8fVZXQaNOHuycSBYqZlJou3CdXsJP FjTQ8yZ8EsSRZmNU3KU+Kuh9WxXjUSAK3TobPKN/m8X7VY9cWkDNuNfU8O+8 vfNYsKmvYlCeT1itpkff7CCDjbdXpcEtIZFywICvv54M73Js3P4zKYumD2mW z1JnsPEaH3LWfgaSXO+W8FidBDQzmbDDQfKoV7hX7Z7qD2ym+cSeJMOALcJZ 8sYjPUR0rdUCPUMSnLRH6Ourl4gdh7zCr9jLQcIQqSbMgoyCy/bEPFITg7zE fTWhCfOE8gt1z4jV3/DaZ7mjJQIZxHJ0jt11YBILBaP10/PyKDz9yoUPcxRg fe8bLeYyUUGbXc/+Lkn0LsO1/0Y/B93nf+qO8pAE9ydrJmgdXOTzhY/ffpVA gXNbgjW3sJF+Slvy3UIGMpi7LP52iAUdDRVqsVPviMKjnov+9ixImlW3KdFq Id6FpOjd7ueC/pvhOwGxJCTx8A8bTRMujPYMlu9UIKMDcSkbbb9wwXQysqBx BRW9XpDTPE+iQeZv7fcyr3BRjf17mXOuJFj3z2Pqmt8XiLt5bvKtNSTQd/gw ZNIpj8qZcrXSk+P4K83svuJjcfS5Ij7AJWqUaKjwqahbYsIfi0b7XHZNEfUW /BMe8VwQiQzL10WzxKttaP/R7XTQrB24sN5mkRiJ/FLDc2eCS8hk2fc9oqjd sSk2I1sUGi8bVb33k0TDTgG9Ya+W8ak/wtnWZCbSUI6JjthFQQpJczkRD1hI K6VBJEmBDf8Db6zw8g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 222-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVk2s41GkfgGeMYQya84wtpyZUShap2PR/WqEpW8JitaWIJEVRW6ktp5Gz cq4oLIkoiaT0/CJ220xSpJRETSxN6zTjzLvvh/u6v9/XdS/2DnL2VSKRSLX/ 8X9nhjlaJNG44NZycEBjMw3CcqyeWZymgqVZs+emkE/YU0XREPTsM971KfPA tJQHP570EVVn0dG5OlnkosxBzAwojC39ygEf42vnejrUwHJHjM4FzEWrzIJD oveM4K9jDK8pMgVWFIYNhMeOEkkTGfWv+5hwdywmInCYDVYtb25nmWmAz9Xy F6V/zeG6qjX0oAkS+pYf15Qu40Pu13dP1vWOEMLyQemqPUx09V588DJTOTa2 FZe/8lFH5/UONWrrM8CzoPX0Ft8xXJj4fHSxKRUkH7NTTQQqoL2Efv+CtQSP uXpfit78Bb/Znl1sSNZA0rfX/83Tm8R7t9LsXTaywdj57IluORnt7W2vyHoj x8eu9SRPeA/jgw6roj7bDmFZrE7cL/7viY7U6MDxowtQ0Pr4crcNdPA7Orft YeMEdm/SCQ92YqPyNsSyVGUhm4MRwQeSqMA996y5kD9EPDApck7IVoHGvUF+ ckQB3eTwAc1KAVzZ/iwm768FYCE8JHP3YYLQZbPT7zqz2Fda+lj33TdsWPNi a8P9WTzstrBY8+YwUXq8eOXTOC6S3XGLGygeIbIKI5TWfmCj4h2t+mEPBeji N+vB7ydpyPpmEnpaTYY7ZbPbXyX8Q+yYC4MP37FRZ+6kEd+MieytNNvdHDgo MvT+VRNHJoo2jJMp2vnoUeOijbM/0GD4D4v8jlAlNH9wcHf4DhpicUh9k3rt xKULRq78Bg5qpp/4vpxMRxtJ/XtenObCMOuKZfuBXhxfPxXcFnkC73Jbbjsd w0F6ne0xZXET+EjhFtmWNhZoLpp4dW+KCrdvjLkelrNh0caQJyMeNDS9NsWs O40DM+Na2K+2gwDGBbCP40GKOvPFsk88yHDr2tAXJIAA8w9PAuQCIB+2e13O VoIz85l/dFgzIEZm9dLcfYKwqvo46dBVTugr69egNjrY/EKquaunimrW0qlL mkhIyu6f2zNGQjzHTRxswkGBN77+40OlgOgMby9+qYG61Pxz9ukqo3h5xMkZ mSpUjXS8aH+rjoqWFq6xrVbg3VfWL7aZVUXaZqHV1nZcFKC9xBFqBChZbSeD oSNA36gandVGcpxJS35hMUeClWolvY2ruSjXfwrs8CQRsGJncpnZNC5ZEHCb dpkH6cqh9fd+VIPyrmSXmsZ3RH4zh/qRPYJbPr3mVlsIkEnajK9fHR8d3TUa vO+0AKrTrymGolSAHSIy7dv6GtseMGZcfTOK4/5aPutnKSda/U3nDa/24Dg7 iq6tiwBs8xKY37nTQL8kjd++mgo6Z3fvu/5lAWhY3DhwKoyJbtTefX1Ln4re XLmX98hQQlz1UPvFhc2H46SxVhUtJlxrKyh9dU8AAuWhzFD8Ce/dEFWmEjWH B8w/FZu3MmHdSrXAqgZ15FnUtjPnLh/IWJvmz6EgoyjhvrEqOd4k3GJz01lC yFJy68krlRG7/Y+sY8kCeHg/WSXk4hQWbLZ+cqJkAaR0V/RQ8v4l8npX/1n6 X7eikkND1lMccMmwr/a6M4qlb72XJx4ho87TTvZdTUrg0XGAfl6iiigPeKZ1 0hGi9W52oLBSipcFD228VCQh2Mo/60fPAI683Ojz5+wC9Ls3xyf4i5xYpTfg d8eKCdF7jpLVJWMYv2Q5aT/ngnFx4vlYq/9+YDkYMRypUOR9rqLMhg/C8KZz ntRJTKr68bGklAEDNzKp3zUP4fEolQwzFh1tPSnp5m+S4hJ38D4eLkB2HqLh Vks+enxWfL0pfQQf/3xgJniWCqFLr/gyTb8Qz1pdtG17VSCqw+7QnfhZwko5 JTYmkQ1aBs/v6ZykoNQOkXjQsh2P+ejOBYmUYFK36NjRZZ+x0NTi72s2wzjL lyUspXJQjrok7XqEADSFEVjiywPdy15DF+4xofGwaDI0kgcfqUVh4ztlRMiW Dz0sG3W4WrBjW8q9QXwqU6NlVQcTzvAuT5wMVRCzRb9PvLeaxDsr9AOzaAr8 c6BL3QcxGRXsLG0VeVNRwJWzgv1zTLTisGNu585evNtkrzhjMRmOOKl3ndD4 SrRsDtanUGiIxvJam3KaDSlVj2KzqjXQqofCTSRQRw/u14fOSFXRMDO47nof E6VGvYm9f1UAjU7SDYJOJfi17t3qtdYCOLdiVekPiSR0q2HiUK1EBVRvrB1E ax4QfXG9kHWGDM8d7rStaJYTDYr3qZzvhvADY/ZC0YAaeif824jK6yMMNdPF wkdzhJfrwzO5eb3ExSIP1vIqJiK3VjSK7JVRmmuCh6OUhuzOsGOLk5hIEWl4 /mI7JqhPOh0ql3Hh70qJjdcAF3J+uhtTyOLCwVsN0Ua1asChxdiFV7LArqDn ystBFWSac1y2LUIdnNPzgn9OVAFyg0s3X48OlIJFDc8ZbFRxabTGaekI3k2Z bQsiKSHr5Gul72NGCYbeUU+HHAGwbrWNEn09RNp7lexaDxYEmuW3RPCo6GbY b3+me84Suvnp2Qen1VGj37g4/Ckd+Wucy78crop2Kfrre5bw0IkNjG69Yj4q Pb+O7KMxRdTcHUI2awSQZxofKARVaKnQTr2h4ELhc8YR50J1lNB82Lm0/r+/ xAZaN8e5UMoq8E4bYsMj3YlHqpXK4NA70rXPiwEfFPJzUfUzOCijx2pBNQMU 4vX2l7fcxvUXc5TXpqqDocZMwlaDQUKy6/DL+n46JN40oMlrSajUPtEmN/Ff LN5PiZFOsIFFvWmdIRjFqfSRzcL381ha69N0vH4S55orVvR7fia2nTV4apw0 iYsLn1xzsVJHrX1tRdEhbOSpVDzx+BkbmqWD0ZjMQQ6HQ/2/9lbiFP/ESUU1 Ey07xlhxoLOP2O94fUk2iYuOZaqrqT3lQ1m8x1FOExsCFs2N6/cP4aKefSL/ AT44e5BE+vbqSPij1NWOxofHzNxR/xgagrjz306tpIHZP7qRewoo4JtSNJ8N 09hRuO/CDHqKV1veJ2kZzWHZmu5KKbeNeOmgkZlZSQEnX5+7FvkKgv/yX1Li lBK8vey069TYAqQQ1C5uSpjCNkv9yZmOLNSQ7nfQu4MMqvaav/1yhIvC5BGX lK8PYXujBleSJgvW718zXWfcRUTU/jTDTKfDPp0ALc4kCa3/2edEqisDvgT+ JpMupKCjtzdFPliiAuLi6so/AucIvb8MvE8u/ge/2jZLfhDLRBx3z6iN28bw IHNWNPy9AJ1IS034MKUMbhED357OcVDBC+dOx9d05F522iU0RIDM41/ElRSy EHOALPpzngevHlcuiZK/JWbfDPh1/cqD2EkDp5vL/yaoZ10kkoNqkKHdWpaR KkB17KcLyTwlMG6poy7dPUMc+7LVWTlMCczdPvTZtnPRpdXixR4jY7hf1f7W ojoaesOam89fP0I8rvSvfDjHBptIL828M+PEI1HboT1iAaRoGTxT7Z8mmq2R 4/4fmJCzNCnhjjkJDYZ9qSnyYsNEVUX8/a1U1OreFJWeRYGUdU0r11loogGP oK7fmufx9pKuGfYXDjLUi4w4uVEZicgmGhUNPLQ8/rFSrBYPxlvazx7ayYTw vkW3v3lPY/fNFj/YFLIh7lSSHseGjmTVmwZSNqiBq9rmgpQYNiodrxXMr+vC H7u/skveclG25YqAt6tGCYOws62EbBQHunqTk0JkxBCzf31asQAZ/D7RxPea IyoNdXYbdbMgylcrf1cYGW1Zkur4/TMF8Vn/Mi+uRUEkS61PNmRzUUxWr1hs wkT9diAS96lA8UPLbVoyDSRWQvXWndPY5NNCDm2HAG1vl3s/MKdBWV79xtQY LqpXMOQSsQD9D5r3nEw= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 223-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV0/k/1fkewPHDcRbHcvZzJiZkLVJhpEV9P032aJEoEpEiiaSQVI4tWiik YpqypRRKqbF93kxFhkKkbSzpIBySY8vSnfvD6/H8C16LvAIdfWRJJFLpf/1f dXGVwbCWAJxf+w8o2tAhY426+E4VDUyNGlwtjvbgyHxm0eaZXuzek+43I+bD ceuZvfX7lNCZSkm0avogzrwfWfYrRQDe+jfPdLfLg72iKGjFsAAtMwo6Guv5 Hfdd+Py8QoYCBrkRA1EJY4QtySyQVMSBR9J40aFRDjxu9Im8v5gJ3n8WNhXU zeN6X/lol2pZNJyV+CJNIoAuerBhToeU0CwcFC/zZKG+L59WxfhNYv2NcYVv vBWQ9tIwLZYJG1yzm0/a+Uix76tNipF+NGjsupZiKKRCbW2nU41uE5Y6eV2P tenFkRekcppjykj8/vbILfVpLFpCrWxZygN9x9NhneMyqJpS7/NCewofu9md NOU1inPLqLpN06NYkrAwcZfvJ+LbgqyrXm9YKND8XKHzegYophrklXjOYJcX C6OCtnLQpF/vpoJmDlrnLwryu0gBvsdhi9e1o0S5YZ7j+WtUaJP8Fe5iTQG1 pKgBpRIh6H8t+PBUlg0mmgESF28WfD5asPSBgAQ+4oJqtY/DeN2BazsVAkgw 6qySr3RvlCgwPRb4sUSAJA+dEwfyvxP747lnV37gofxtzRoRFUIUesHr1qVr CmjNvYvoZakMxMZX9JeZDxHb5iOgYwEHWdY5BNPEbGS1WqnN2ZqLth6a2z4l y0GxOomSiTYBelfpOBpax4DRHJOs9hBZlGOwxZXoYiA2l9Q3rd5GxBeQpHrt fNTACFtRKMNAxZ7Dxw/mCGCUnWna5vcZl2YFPf1XGIHdnZdsnInnohFj3HRY fQYfybWT2LWyofboTtOTdnQoviN1OjzOAY6hpXZ4PwPNmCUbdaZyYWqEcwKt /kAA8xJYJfLhbNeYb9sGNsRLVrcYu0wRh1SCkabyA0JDTuMpamXA1Fz2YduL 8uipGYOi9YKEVAYLN32qkEV8ewsuNuSiqZmXy0UUCthG8vfiFkVE1tmVwDKn onPjovBZCQ0g+BkU1SqjPL3clRtLJ/Dgjn5ntWgG+tUopHSNJQ8Vixzsl3tO 4nR6UpPJPAl+LDjr1uAkQDd8f4AlniaufK7ivlOax3eVDxbTM/iw2kdX0Dqg AIX/Jm1/+vwjET2Z2XVyegy/7nnLKzURojyPktb1PXTgHLVd3rfpLVYZ0Q6T Do/jxLolc/tNx4mx6kR2engPTrQkq23cLoSHrtE3AnoZoHE3VdD2GwVyC/hj W7hsUDS543cigoXqfhOS4nbR0LvMJ7eqdBoJ9RqN7tefSDBg3JNv3MyCVKeV t9YWKSPXvFa3Px4JQGdpWsFPHgXpxmjukz4ex7GXy9m835oISfKNGpmlcsgs 9GuY8ncWJHc+6CbfGiGKusyWmdfJQt7dgG9rfnDBdn2AW9GzcSx+77XkwhEZ FHPHbaEvyMHOdj/G2UYaMn67yi7+s5RofnTtkGaJGPtbLx8O8WoiOHI7NGJn ATvuY28QarDRKS+ud1DvOLFs7VDMuWE2xHoGyyg0SvF81hnTjfMC0M+/cDZh NRc5KZ9QPpZAgzyvMw/urxOAQ/rR+7K3ZzDp8e/VjQVMGEqIfuWS/B1PxlCv GLEZaNW2N2Z5Z/rwXRfwOh4lRF7RvUWnHOgQopfpw1reS2wx/hS3104eYtot Ax6emyPYrr8/YkTx4BftV08WhpPR190Sn7mgdiz1VpsPtJUFRVanwNC6F2su N6m/uW4Ur0/q/NJE4aM/FBpTb4uEcKe7ub4/VwhqGR7fLj1hgc4q8b7CF0Lo ouRFTLpJCPe/QlUDVZThz+xtm5OfDOLjR39hXM3kQCQ/Yyo8ZIKIde/oZXTP YLcHGoeu0ifwB6t3i2r2kFG2W0GzrRcFEa35Ft9qOcjgsP2ND26fsVExmfpm WBaObFX4N0xxiLDO31F7OoGB6GwPs+STHOALDJfdLWeiZRWaFiRQQKJJlRv+ fgw0ygqqvN3HQt7DX+eLTOSBdsdsEK0sJxTn6sJETmR4Zf2w1aBhnAi1EASd qh/F5focFdsBebSDtsvwhOgroaOUFqdZNU+8ytmdvD79C3E5byd7yWMWij1v 2KLnS0WpTud32ovp6E+LHZpH7DloIlrn7OU2TDDlGKUh1gKoL2lc5zHAA++O 6xY/DAXgX/R3rG6ZPERmZe0XJHPBMrs7s2WQiuxTW7dI9yuDY9qtoB0XqNBw rCDAs0MRyNmqf79ictBvbSf7uSwp3kOeaw0kyaJL8UEVJWnjBFM92NX6DyFY HMjdaPWyh0j9RL1WtpMNNiV+3KUONHQvIrQ2zXWOuGeh9aJxSBk93z8ZF/WS gRKrR8xP/pBH7hP9Nd1afKTvJbTmGQgh9xXziGOuAvIw2n0q4Od/P8Rp/3Jv kgd5I92uomEeVKlNVdFK5EDm5GEu3ZkNHRPjZ2JqZvGRlB97B2PZMBFnbpVh V4zP2QWkZ4crg47i7PlN2oOE3UWy1u+VSnDhnjZ9vIyEHp7yp6cEjuK4A+R4 8RQHytOVA24sGMcpjO82mp9+4oao5dGyYbP4hvGEQb/rF4JFlzm9cv0szs99 dnP7agUU+Yy4br+Ph1xl86eq/+HAmYO15REyfGR9OMR36HMJ3sUffT4bxkGL jzEN/D70EWTPZx2aqgJ0LF1BXv6lAO6OdignYB4cVJ2f1Oj/hhep1yg7PWGA 0Ve1aM9sMmxwMrzYUDCP7TX3XZpFL3FQwE75/nwSSFZ2loh5rQRhOUajv6DA Vh/vRyZZE0TV+cbA+Gk5eJ+x1f2EVBlVr97UdNVlDq/T85VJt2cj8XhZUuUT MtCslEJ3HeGhr3pipvuB79hK928nkhIbZgxXepLVughRmcMsK40BV5lrWhRr ZJH5Du+wFCcmbLYWW1ovpKDgYovoci0qNO+qXvjlNQmp12l7hS/6isf8VwzP W3EQ18U1ZsNmKf5rsO675gIBym5y/GD/loHux+yupWUKIWFae+u9JfWE33Yz R/NfFOHKr833r6QI0arpTzbtM2TQf11J0dszS9i4MVlph+TA2Lmjb2MbD6Xg 2NTNupO4n2ZVpFpJR5Zf3pvn6EmJ6hLfkop5DhA54rOCiWmiyrY1wDNOCDX5 sUMe7fNEwxpkf2AtC8hHSs1e98qgwYjep3keHLBsW3hUkEBDzS4vYtKukkGV FpzyUJOFBnYG/hva8BPb+2Wkt8zxkY56tCh8gxz6nMGvbeFyIKpPtXjYawYX +LyD9Rk8SDxxUZ27joGkGSbH1/UqgJO8TXZyPAdZTLq19Oh04a7OIc7d9zz0 MTNqaLvJOKEdcbqZkIxh1Xr3y4TVN+Ibq988NV+IbCoKi/bXkVCJzsI9up1s YOpsslVwJCM7rRT7Ff9MEPdu0v2LTaeJJPGa8L+v8VC06dtRYTcb9VuCbVwf FZ4YX7cQTzJRnCyqWfNhBmtSQrhbigWoZoI53hgnRCHyOg+flwsgg+7pmi1i Qwb10tpH/jywmskp6Ls6ggcXBy7y+FUIXz42ZPfkCNDZAzmbswxZYHDAO3G3 Jxf2/SSp6C9lw4Jv8Q6zChTkVUZdjQ7Kwwqnd7QfolbCJncV42rpGG6fWqvy U0sGRCEygRUtM/jPsvXbTptmEA5J1u4REQOE4qyNd52dAMyDHXo9Dr4hqH+s nZBIhJB6cz4/lNtBHBi45tdnx0NjuX3WVXl0dMMw9QHVjY0G97d4H/xCQRN6 7vspdmy0mZ+RlBvOQUv3dvfknFQE3XAlo+BjfLR4X4nRiXQ59D92SmnX "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 224-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1Pk/1GsDxnGGWcwYZp9TsiRLQiWPRPjenUJEJ0Ky5ZBKpyyRZM0uKWTP 0qKEpBB1tNy36nEkCpmyL0kUYznMDNF4en64Xtc/8Hm913v52/vgJCQkXv7a /391vttZaEpGBnqtLnuCRmFFzvAp+WPfoPtoru/yGBuJ6ukSXDMauPCcH6eQ OwlTKXlldoZEpH0n/HvMxXksaLallVTKQo8WkmJPzTGQSXB621tDOvK+XtV+ r1kMq5UsK2wbpMH0rZSmbD4HjTZZaiTTRJhq1eTYZk8a8ChM3dY/tAQ37U6s +uBNAW1swvoNOCZyKemIsPZZgA79lbu7hmRQ23B+pi6XgPS23iks6umACw5e 1xL2foWGo3K7DNbSwVjP3Zmbykvw8T2ujpQNB22yjw4dEkiC7ssbmO1VP+DZ GyNpi15zkK2/w6xlYB7yLyqmHD7Rj53Rp2f55DGAv8mlKiczMgo8pmjUvksM DzUpxgQcYADvV2zy4VYWMP0rNsD3Ch4VNH5iJZXOY091S+1T8wnoyZl3Hmbx RKSUFvOdWstF5TkKB+tbGUhf9TT/kDcN1Q048/r+kUQ+Y/calfqm4flc32lr TRyac1pbRq2cw0r6t5qXULigzK5DJfwZF4QF1FmUX5ADxpVXwJt6ScT+GRC+ /J8ZzE4cjgbXMECkMGy+o4kJLIyoPCdLJhgJubIwMc4ECeopfCGPA0xwYZ0Z +VQ0d1v/1qdgHPBr8wnqqaUCOlNifEmZhxX+E1BtNxcJ3Z20di8nMUHJuo0K VUs/YeAda751Fx1lmHlujuwmo4flCw5+Agai6a6tm31GBcuG6XpDWUyU81om xHq5H0PyGcgihY04r5NYIQwmSuIbdW47tIhl27RqHOypwVSkVZ6ALjI6uibM zdlMFjwxJOM3NEkAw4Arbw/XSQO2zR4m1GWCCwryBRE7icgqkv0n7JQFZyLc rR9dJYFLgtjzK3wiajb6E+jj6KBU88723fVC6OJ0Qo5vQwXr9ILrjc1Z4JHh FmIqbwnmktLa9cUSCPc14UZMgQSqkDv5kFTARjqfqy+d65VDVQNpB5/8tw8L MNmka8kUwvejH1n1+lzw5SCv6kAMBTGCrLaM7/sIV2G+eoTpIkxp1vp5zECA /TNj/IWfMAZTzKWUdh/kIo1QTZWqBipSqcji8P6DR4pcC67sEAPJ6pf7hoXT QIh+m+eWdzKgu/DxzRfqbZip2qt77bdw6Pu20bJtHTTk7Jm7+mCBBlxKu1yL HnHQB0KaWoENEWjEqx5dqBNAX+XABceJDoyfXvxSUkcaHIlxMNvXwEDpQ9Uj UjdnMIqOaGqyURqVVpyeNf7BRFF3v4teyy3CsR4vrcuBkqBH+TxVaYaAnD/5 kpPbiOAlbcfkB5YI63iUf0q1dgxSj4xE5Sp0YgxpR5WEFQSzdskHavMZIMqL 6R3wVYDptNgbO3UwUYLnGUlK2wI8m8AVb5Qio1KvC9X3TTlIyrnDKD5NDCXq fm9suyeP2Es2TzXiF6AonpCjRycD48kjhNNL32DFIeQVEsMFI37rqtv7yChY s9CHtuUr1r+uRsdmnoLiP5mfrrn0E8uJu1zMKeeg39TePVY8LwWmM/8qUpro gQveSmJ/Kxy603kNv1I8AVW36LfcMJ2DmoLqnA87uaCI0pZ1N5aLOKV910Nu 0dD1Erv96Y8nIa56f+vDDBaKZBcsng8WYlL1GV9K34uha7XKqTySEFZCsySL E3hQ4nqvw8oLD7of4Ih5jSyg7WdT3Ov6Ge54bvssY0oaBR6gDITKTmGbHTSs fhykAhL9iGF6BAORdrwelL5IB5ufqe6RQBRg5FsfmLiVCuZoAc/vjtMApcqt 1LCXgojlhpNg+1NssNZn5l83PHpnWdOl3SrAglPrEqLK5+HTTYy1Vt9lgNPr U1r79KYwdWp2ouoLMRac0Wh+o/ErdrXUma5VRwMvTpnf83tFAlkOqc42YyTw wDHzq4IRCwjj1JOv8iA2EvVlsqWYjcxLRgo7JwkgPy/GEbbSkH32zQDHywRE FpUr3RyXR1IlCq/eyTNA+8lZXzMdIfSQ+tnlL4EDBoLtR7t7RZi88hkXyyIu qi3cHSkeGMOy+gn5Dc50tD/F7FsykgGV4ef+yXb5iR0bWjtdx6GD/x4TJca8 IQP6bLHFVJ0scBdOvBzZwAYuY257GG9+9Zqo9luliIVcLzMu0VW56IXS4gti rTTq6YOpzRuZaFAouBD/cgWmag3o1rkzkTDRxKLA+iHMDDSOYXyiIXXZldR9 apOY0d+DHUt+NHS5Uo0kaJAA9d2NO6TM52HicamksUUGqps7ta/eTgQzyf/u Ve1fhf28coXokFVYvE2oPeHyBXOb0V4u3r4Ky+68vnHQiAJK7TrL7C9ygAuu bLHxLQM5tPGaZAy5wNIv+MTU51poXykcdDrJAhvPymv79o5jG7dMJmtOc9BJ BbFIZWIWqhdfPXsjkYr0vinFeZZIIafh2yYt/0ogG9WjGSvgDazC3ByDfHGI v32odozVhc2E6I3uopHQAR/vR/q3hFhtTKk9tpmIegoOuIctyIEQD4+C1u0S yFTzhGSuDR1Ujo8+LGrBI6IF9dzhQBYYSgmq6HdagBYarxwkqHT0yMRMa/79 CBbbYLtCyyaj3+fFZM5TaWDi6B2a6SCPml0vVjQ6EsGZh3vinm4gIF7gCuFi Fg4oN6t5nV//DUb27KRz9VmAecglftf+BWgw2vpHqaw8ylnXcT8nkwv8NPbP DLMJaNP753hNjxUMP81fH3aVgLY5DY7v5rFAlexTfHb2EpwgWjxQeE4CToLf ta0shFhj7YnaZ2IGsv8rfQutegV7YdV12jORi5JLpJMHyZKg1RjYHN9JQ2n6 cWVvmqXAZPjXJ6VHfnWyNc0f4cig41BTfHaeFKqTZ5xT4dHBd2f/gXOtq3Cr Im/jxV/OxYwrPJz2Woa6PyW1ZJs4KCXsijLTlAxyO/29fHhyyEFmb0l6EgMM yj24f7d7BA4PTTEqelhg7nrMkrKfCFMLj/6F6jwkWDbcOLkyh83SJkyyyrhg 5Vv07K5UHKhVV/TQGKKjxwV4DyMXPLDekGmz9a0Qk/goEJ3uX8bSxozPv8pn AT35vZGhL5lgwhxZJY4TkM+a7p22FXSQiAMvjXuX4cebxXdjMjjIYvn2vfG8 GThreOnO9hE60j7uneLmyUTth7e7xv1goDWzSbYrFDwwhjn8eI4s2urQTfwR 24UFy/TZHn4jgJ8Wd65d3SCJNJ79YfoJiuH1BjO7aIMCbFfeusiIPXxMdmWv d7M1Byn3CNiKZ3kYoWinkM/nIqFfhGpR8TB2/Hu+77g1C7T0Km0NMqOAYt2s aoIrHfwW+tD2ox4JCDXdj+Gt6cCcRvSl/8UCOn+OjN6OkEUvWqS9tz3mgo1H a/XCcqXB+0KKwcBVLjLzS/z7mJCD5Kb6rO4qsdC1yOgP93WlUUqLJ+nLVQ7S /3Et42KUFMjacj+45RIXOR9YS4l6RAQD8TZNnyTlUa1ac4lWUj9GXbSNtYmm IbHbIKYYIwe6DQIM/pWlI+X3l8rcG7lA2jQBxbpQUJpgXe/xbCr6cshHBryV QYeZl3s3Wc3B6ATPmk2fyYiVZKYuOjKL+bUNP1G+T0KaZw5nWHUSwc0O0ce8 zFVYMbe2kKlIRWPDQcm49/Mwwr/iCFMVhwjDxWHkehwKklG0NZ7/BpM+dL95 FbUI/X9vCr2Or4Fl7tEBihMCqCy50EyooQAft0N55zTF8EGYxHv6L9/AmuWp 9pufoanG3TiKChmZhJ5ahSeHsYEYXz/XYD7cWKab3JX5HTtjSv7Mdf2CNeBN ls3YkmAiq1Iq+zYdHZj9rEO4toxxPGY92veR0B5bUenTQkmwl6oc27VYgtWo NpLb2sXYupPnOgsW6cBTsqdzzg0PTA4mB/lZ/oDFH/rWa+6XAnnTQR5vlUag veOPE3m//GWHF0l7TTHALDNVdDqUBoZrrlclR9GRhqna3+klDLBz8zX1AHce RnOy862+QgerJHq3+IQM8KKSSF930IB9HO1sVaYs2JZbPvramQ2uiNgm8j0M 8D/vpc1K "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 225-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81HsfxWcsY5kZZtdNqLEVFSUV0e97b/YoyRZRjWu7ksJt00KWVlF2 iqQQogV5SN9PkuShshVF9iimEjMhy9Pzx3md/87r/HFe79dZJghy8JYgkUgN v/V/7/jho3qaRAfDNY1uZiEDuHDQYccAcwx7DKT4/xriwmX+ib99JpgovFoY qZwyigu9ytQE+XKgezvsS8T5CSJaM+v+VDMPSifPntk/zoLX2UVGnjJs8Moq flNYP48Dbwss94xQ0NebF+qShDwwXjHgEHVymuAXjw6t3stALhNTXqdTZ7HO lpjiVi8q0lp5+81nMhfccppP2HhP4hFVz8zDqTRo6k1LWKVEAZ+wma51la14 0lGQHm31Ce/q66EXfmKhoc68b9lq03jyZK3hhpNz+N8bfXFTgnH8aLHFm4JJ ERaeV7mwy6+LiBoFJ3osBwWZXCx23iwP+pWzdkYVJHCpU4k4aM9CGo4Xj9nP 8pBpwJmD/pelIcF6TX3KIxFRtSrX4VIaBdbtzv/mPScHqnERX+gPlWBRwKuM j3UcMOAHCl28GNCtNyROzJUE76HCp6ofvuLY8HfhdIYUjDsvzqcXjRNlIZy+ ifcMZFx0Gb0sJwNJRyckdfM4sWM+DD7+wULsHRYcqw9cZGFEb3e2ZKOh7OTZ zgUuita8IBS381BGb57Rn+4MGL9lcPNdqATyCbjxps6fgZhs0vC0WjuRYhtw 58nFcOzhvGLLr7NsVHnEb61HPAkO3bYR2rQxYeNRs78tCulw786k4wERC/76 WtHSeICBfm2IX9OTyIaoPIP2BsleAhSvgMUFLjA3GJpPsrlwVmjUstZlipjN Nl77uq2UWCq1tAK1ycMM2ca3dr0iqtggL61eR0IyXe8Yn/opiGtrxsar2Mh6 v7fVXJEcWJ/k7sMtNGR/e6bQbjkVXRSdOTYrlAH9pspCfiML5WrfXr+lXIzN Ii3Zw/oMtGRNaLmxOQc1tDvF/hE7i1Nk494YzJNg3EBO85abBBQo/HNPNoML m1bW/EygMaG4O25nxfMPRKd15asb3lP49cBbTrmBEhrtmNn5wVsBWCHWesNb 3+Kr9z8qqzXM4Av1K+Z8DEWEwCV10P/lML5gLqm6ZacSXPMNUY4NZMDSgkRe +zppWHWqXpr/gQM0gzv+x8MYqHG7qEQcRUMd1x5lP9FsIvgbNb/Gp0rBl7UD +WubGZBv15VuUM1Cbrlt7tdLedBaSTwewXJIK4r/92SZCPtuL4851tBKCOMz a8grpVDxVpecyAcciO+53yeZ/Y045u+X2/CdArkFgd+NZ9jQ2Wyw8lTyDB7q FKyIPURGu6WiE5Nd5cD1nb/8uSYZ1BPz5OmWM9NEc2nafv7DIXxz0pKlJtlG sKSclkbPAi71EqRXf+GgUwK218FPIuKvWvuI4U9ciN4bTKY2TWKOQ2vyGUyD XEH4/bumPHh+Xs55xQAJSGV/PW0qVATevt17YorE+GcUJXkNUx41fkiJhdIx XOACgsMRSmj5fHfoRDEdQrWveTP0PhEmsD2vdUABot6ZBz64OEfoN1etv5Hd hSe9VOeDrCXgntUwtddwFPP1DBpumI7jTOeJYEcBC7JydmyLfzSKRXO64hNV PDjJzZg6FiomzBdO0tMpZHC/v3R/qqwYL6kdVbuVL4Ny3AubrQXSiNdFEwZ+ 5yHdA7aZ7937cciPVQ/G1GTgkD21+yhtjDCPCcxsXMdAssw9G+JPsGCzir0q fx8brX7MNyMBFZ1c0XHQcBkDjTMOVucNM9D2q669yvUKIHNnwyhaX0WYX1VP VLsmA68sH7TpNoqIdlnFRT2VIlylw1ps/UUOxZuubnFZ/o3QpCfF8J/MEz9q XaTstT4TV3NdmSvKGMgubG5O25OKEh0vudoOyaLIlxtVUnbxkDhS89zVdkxc exbjMDioBOY5fddaRikoYCQgXfEKCxySsg86xVLgZXiWnn02EyRzlJ+9UmSh F8kZGzZGTGFPybm2IJIEGrHdn67sMUMoqgW7WV5XAunAtzHVOiNEYhclrdKV CfLJxqW9/9JQUdiRF0luc8R8c9CVpn4Weu7zMybipTzS2qncNFqpiDzEIzV9 6lzUaHc1pqPm9x5jNBYV/eRAt7vv46yVXPgoFoVH1czi1CUnrVV8uSCOMbHI sLmHR9OMao5eY4EmbfbSVo1R4lbfer/AFSyILdKQFVWSkDZYhrRsFeEYX8mz Q1MsYB8p9Yh9Po0T5H9Y8bsWsErfTYNGARky14p1R9wGCWoN489wggz5t2tv 7DSiIrrGwKWFOB5a/q+irv/7YaJouuj8S3sGrPmsGrk3RxLkF/94urhKAmz5 f1+ZRS/x/ggHNd1dUiBc3/NwiNNGWBz6Q0s9VR7svb1KDW6KCbOy2ovumXLQ mWHvcXxSAT0uppS7jJLBVNuPnGLLRMkzh385cGVBxoJ+ZNchDrpkWPXj6HEx ttB65kiiM0EpKUwrpmSAOFNpN8tI+p1bQaky+UxBJk5eRxMcFUFNCbKkG+RQ 8D2zyCp1CohjHzXXn5NCavUagmPLPuPNnl3G3x14iO3iFvXntkksRfUZ3rac CclLmu8mJyihiv6AxHA/WdB5XS2t7TlLLK32CFr3QxbWOn8c3tLOQXUUtMfP YhaPyFiUKFfLItUtEmqkzCni6UO/h4/nWZD9Ir3nUtkC8cS6LXBvjBJwRGbu j9olUKMxsvXdxIDjnIvPQrul0WjYp4rcPSyYDtokp4hpqNmlLiopVRL2NWu0 bC5joy+uQd1HGhcwta+lIIjDg4hh5XtfBb+w9pFDWXVyTHCUs8qJP8tCtOlp ec3/DODenjFWQScH6VvGUSYHpwmNsNPNhHACUzG1uaB3gvjOGDFJzFdCeqwD 3TdPS6GHmiqeWj1MWMzMvL0kTQbZqCfY6v9XTNjyI2piG+aJuCHjY8/SOMj4 fETksbdcNGIO1jHDFNjlfSXhSzQbxUigGuP3v/DX/rSA9Bo26Pp6Xdi99/fv GKh/fmKaA398P2s3S5VG5q2KZSCvCPqOHTIzZ9oIp+i+sDH2FH43tWnxgjoZ cto693bPkSCrcvOO04YZROyYip7pyu8EbdbKq96GB9Hj5p5t5e8IyvVNYqFQ CUy4HxzZnv2E75c0/2EbDjo0LXtVpKyAMlcl3qe4M9HzfK98oloeibU9fKRt mGjGyKasKZ6HVu7rG7h1ggYmme4b3Ux4kH7ydOvdVVKAfLu1nflMeKhRn7Pi bBfhnJd79cgmFszv/kioRCig4x39PyQ6WKD2+mK+x1MlZGkycXPKWAHiREve +ybRobYlc2dFBA12sWPf61iPY36UzdGpMjpwzm7W/LnnOwGCIwHh5lTQDt51 xbpFBm1wvvOmN5gMBeOLr7FV6HC5p1XHaVCETwQV7GHzJWCGftnzzV0pCJFT sTOe+IyjJZGjGesXDvqr7miW9AO8qDtPNGY4hdXIk/WUB1SkQyYcCu6QoOQ4 6TXzNz8+pZ+yO5wyiE218iKpS+VhKnh/61ONfqI7wv+Ae6gQ59larfPeIySC TeX7ldwHiY3bFunr9f3mWGKRZNItJliJdLk6EfMEz/O755utslDB8bo7elgS WdHVzrRN5RDGJwSpJjJktOSfIy0ZU0zUVnlnl+o1GWSy81zIAcsZbOG8L3jM SRqlfg3x/K9qH652CFOJ+803bth1KcEYC5XJuHB7DVio90FW8blTTCBB9Srv 3zvbtDpd86BHOxGxunK/ry8bLcgyO+b95BDJ53reHSETOUQy/i1OoCGuuuF8 eIoSuvyTa6LYyUIJD32U0uK5UHLUqEnqRjemnC/mBOgwoT/p8MqDYkkgb3mm 5UJlw0ydnLQ+bwKXmi2iJCTSwdsvjubBmyBGvDPsc9gskP7PYseLRixkF9rs UN/JgKSPd89mv2Cj9F9o1XS5PFQJp4NNxV24Jb12ROM6DZxdLVcfUB8nygdL duRcpsGy7fnfql0lUevqCZ+IdfJQXf1jkGTKQ9bvnWxCHMlQHhrqGNaqiE51 9fQi40FiW5565oKOCJu5aRwXVEwRL56bJ5dEsKFy7pBaoLsEeitM+lKqMo8/ KPxjo3dvhsg87Y9l6dN4md6i59SSGaJ5TrtsTWA+od+gqOpUIiLkK4Vb4vrJ 6M9Qs1n9y/PEhUH+Lb3dPCQiZ3aUpMij6oymolsTHKgtFfrk+NKQq88YvDsk CRTFu4/D/Bi/e72RUtBVQqKP99tetbLRWrVP5a52EvA/3iQK2A== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 226-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfc/1f3/x49zjOM4nOmcq7qQlQ/KbJLerysNpK5CJSNFZkl2pRJZTVxG wwplJZRo8noqtChkRGRk5TiV5JD57fvD4/b4Bx73+0PZ2cfKlUwikRr+5P9b UU5q3R1JJqzSr7Pb5P8FX06zOJwl8R07frnqOTMgD05epQ2lrRx0tkJ4bslV AV7x5WOBrj0dtG+HjISdHyf6Ct5W3pOSB5eMooY7r+axqMHAUGWXNPqWdaE2 SciDXxs24/fas4RKkWBA5wATOZ+mFrndWMBaplFFH1xkkKJZuM+5NXywy248 ZeH6C2dpLJ1xuMGA+p7rCSv4krDrmceRvfUt+JeN841Is0EcN5atfeULFw20 537PVPqNm0p2rUveRoLAm72xU85j+OGiaPM60yksPK9wYZ9HJ7F2RW6qQzkP +ay/WLRnAw2CdU3FDp4kw95ahbBjO9moxfH+kCVpini6Isfq0nVJuNi6203t MR0UY8NGZEv58Ngi7tJGEQ8MVbyFe12Y4M3oUMx9KAGuA3eqFD99wxab7tqs WS4JY3sW58kWjhGyHL+U5zfZyKjwCnpdLgYW3TVjvXLjxK75EPi8iI0ukns/ ZnLYMHbLMKstgIyqSqwOF6myEYtDGvqt1EI0Fcaz1pmHY8c9mqYz0RzE+/Tm kfUOMvjethBaNLMgm+z3SdqVCSX5v2yOTrBB1iX5rrEmG82sidPvTuTAcucD uVP3ewlgxMOWC/Jw8KpRuv82PkQL1zUZ7J0itHlimQUSD4ml4ksfoWYa3C3e 8y2RYKFHa2gSqrUkVBZUkS6/TRrJW27i4BUcpJMvaN1ygA7mp+UP4iY60j9k /DqEIocuToSfmBVKgXUg1du4lotyNG6vNi0X4bUvFQ9/6Gehv/UDyo02c1Ec 23iq/vICvkqNbTCcJ4H/AdGqejNxKJDzKqGmyIOesO/tjTY2FHXFWj+q+USc aTJLOCWaxu+/tHLLDfkoa5bMUqtjAtvfXHdoWytus3AOdU2Zwxdeac65rZog 2uLk37SZj+ALmymKptZ8OEtx3NOhwYalBYm8lpUSUOlqGJ1L5wPdMN/zZAgT jcvpyjREMNDH1IeZler1xG6H0VW8F5IwYvAlz6CRCUq7e8yelHGRXU6zfdoD HvjalxbpBtLRsgiVQ7/KJvAtZhjPqruFEMalPxdbLo6CK1eef9HNg7jue72U zO+EZMMQOmYnDTkF3j+MpjlwkrY8ao/zHB5od9a87CuGXmeeqlgg08G2zZMW Uy+FNLvVyQz9WaLxwfUjKqUDWD1yce2oQivBFt+9NHIW8ErXZushBT4648xx OTY4QQx3ZK+PqGFAjvPZe3dNeDDsweK25JOBVLaxqv4OA8pbyLNzcr/xZIRk sj6LhrafmI2/+fg7LtgLzkFhfNSWtqGH5c6EAI1UV6buIOG37a4EsFgQ0bbZ +/7FOWJr+1XL07e68S8XxXkfczJUBE4khLC/YRVdwzc3TcZwZUNwpOUuLmRk 79oR91CAI+QUZxYayGB/b+mRa1QRru0pvZ2hTkPZ9ncazZ0l0D+vv2+LviIN vjtluo7TRwmjgb5u5a8sRGU5rYk7xYbne30CBr3kkc4zlU0kkEEC894NIR9Y aIx5rCJ3iIn+PVC+cJTMAqn8NQK0+inRmB3OecOnwbut95u16yaIUNb8qVHK FH6qxV5sPiKNdtOCjqeuGSPUZZOiVCrnid4GepLPWwHxX44tS7OMiTqdsSSJ kEOJNpdsLQeoqGTJZPtYBBeskjKP7b4sCZ+yzkbNhHCAkr3kxTsGG61aVNg+ zZ3B+ylzzT4kMrr0esn3EZU5gqHkZ7c1jQ9W3Y+b3MtGiMROyetPbFnwVMGx XzWAgQpDgl8m2c0RlSWR6WbdXFTjNhkV9pqG1vbvv5MSw0KOouHnvaryiNx9 U7lh7M9+otT+KpzkwibP4+YP3fjwWTRxNuL5LM6ar063z+WDKGr9lhSLEvx4 0MToSjwX1Omzl7apCYgFp83+nmwuXC5Uo048ISFlCddp/fOTOMqdEj0wxQa9 nTroSMgsTqD9NFPpXMDPqh+79K+mQLqBSHvYrp/wz4pU6mNQIO929U3rdTJI jZm7m0llg/5XxXMHsilQuzx+2qNUHCxVDsXPotdY7eGzUInTkiBc3V06wG0m tNz0ajQOycJOV5cHhlkiYlXI/P+W7KRDe8pOx5O/5FCUa4FhXT0FTDQ8xK5a stCNU9T8Z2k0kNoiG7zPl4v8dvZPFLZN4S3LXtiQZFmQd+o253zVABH+ZPss M4kGd8qWjfGspNH63S7HE2wY4Krw7qPDWTryK9l07qmqJFw4cd7g9j1JpPRK zfmE8lesKH5hNxKxIfnvxrvJCXw0kJr4OP83DbTeV0ho7J8lHug00dvjZcBg z+ch0xYuivFUOHOXWMDDUluKl1RQUfvhsluvV84QVaUepc/m2WCymD2cHSmG Ks2bvQ9E8eFDWiazqUEc1RkhS3djJrwV2G5X16IiQcjgoxwnNngcHo0Wr2Gg xr21EUnXKJAqDKz59FIejdj6dAXXLeB7AeNi4c1ssJE2y46LZqNwtYB5rboB 3NM9yi5o5yLv29/2Lk2fJdRCQhsJ4TgO/Xyk4+PkBPGDObw+MY+P8sLpP2Jy JVGpusL+Zd1/9laVygzi0pCFaoKl3lsREaIv6HhFEUOxA0YnXlznomr+X+hy gjyKIqPnRh0zeHmpEyWjVR603V0uOBzgwGo8GWOow4dFP6K3z8pIoMkXvXEb NVigZ/NRajq8mSjaeDJIL3Uat00ZL15QFYN/h+vZti/JkPFkw67QVSkEg1E8 dad7jKDPmrm8suDB5yNV37av6iAk04xFQiEfNk1e6rlm2U+4j1z3HLLgIuH6 cJcd2UyUviLxnqQ9C2063B6gfVkWiTQc3SQsWEjOyfFdznc2lKq9ytaM7iRC 8lg79y3jwrzDZ0IhTA4VLvT523/ggtL7i3mOVXzksXDfzfcBE2In/u5wT5KF cuXDdkZhDNjHudyhZT6Gg8yUe396MYEbvUF90ukHQXmzkAeqcqDhty/evEkK sXYcG883o0DB2OJUjoIsfO4M6qjUn8KnfAqcOCpk6E0PeBTfIQn+0grbjca/ 4qqr59SUBXPYZ2Pt8QyJ+9h+0su1umoaK4n9eiV5XwaZC1VkLbzIUHyS9J71 h+9lWsndXVWD2GRZ7jmZpTRo0zRVR7L9RFeY51H7ACE+dLry9RLjH4SfCa2P b99PzC5n5J/pEkfDiYWUpFss0CxslzP+REK8/T/2N2yjQp1XX+p0uAQyk1UK b57KJsQWTNNLG8nob6/gppQpFsoenXj4ik9D661j/I9uncbnVzDH7BOl0LVv /vvfKvZiakSzv8cf/8iHpIk7j7KR9b+Pj0wocFHP/YyimDMseKcV+pJUzUPG OjfUjzm2EENdj642+8qjBSrr47yHNEIbB1IcGjjI6hwzsCiBjnR7i3etbOFD 8fF19eI3u/BYpKdV0h/v9CUFLT8mooBmoF2GPF0epmulJfR441igdyzxjC0T XD1i6Y68cULv6MkHNn9+UuLxYpuL69jo87z4peAMNiR9vhud+ZKDqHi1xPoo WXgq/O1nIurE/+mTLc9nMGCP7Vado6pjRMhOVfWwWAYo/5v3vcKWgs6RE2Nl RHSoqPjZTzLhoWX5nfrSGhQoDwiwCfnAQG0HPgo67AaJHbmq6QtaE/hKSZDD z10zxMuazcnFYX94sAu0vmMujlqFSSMPFObxtUV/OT49M0ekh3piquxvDBU/ dE6cniMa5zTK9L3zCNqaT63ak5ME7YnQNLZPDPlO+PV495HQhX6VW7oOPFQc ab03z0UWVaTUF94a50KXcfsq90MMZOs2Cm2+FHgjCI9EKmx0prNBXE6bjxQM nmVnfZVHBkqD5bbbySClla8r7sgG+qk6j5hiWRClvRt88hcHfrPKqTkH6aBW TYkcCmVDtXXacOVBHpp3MPhi8Y84zHn7BhH//MDP/7OI0rOZxskOnu2D91mQ PFCS/WLNPA5UJlamLukiBlV2lPQJSNBiZzG/2EMMeZTqKvyKncSdVy6572sX Qx+c9Cuq/ScwUya6e1RAR/eun6jCqh04PmF+yoTFhImLgqgOawG22fi0/3n3 Ag74r3G/w4opoud5mQTFahJrH3S08pmQQmVrU6GHLgsMfCP4kfgfX+7wIonO SkD+7W/q2lco6Gnx/66fq/5JCBztW6n7mEg7XaeGkyMFyTWXjIODGKjv5aRU h5E4PHNqU1INZCE3d709y7x4KI7MOnsmmI8G8SiBFeXB7x9dD+3DPPRiW+OG r87t+Ju50VTMcS6i6fhYt60VQysbgzIyYzgo9b3th0fnKej/AKhCOXc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 227-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4lP0XxmfGjGEYM8+sb8qSRCqVrUXp+RYttlImyVaRLCVLkuittCAp KkNCQkmSRLRMek69JYrXWiGyL6URrzXCz++Pc93/nuu67/tzznxX353uFBKJ VD07/9fBAMMTWkUYGOmVO5gd7SCef60NP6I5SDh3JHhNdvFh4mXN5U8/+ehM sfTc3IQ+Yp3m5Ko7dixYcjf0R9jFIVx22wClx0QIbqm5VQ9Kpwl/bc97byYU UH96VIlYKoD0GrfyrRozuEZuX9eyfWxUmpsmyggiw2LT8NxaNwXklcIcTwnC oKI18bquUBZi8afz7f6qJ4ZFrjcvbO0mzgbf8xvlC1FXw71faWq/CevX7eQd FAocu90WM+46SMTVOa2eUz1BSC+qRO3xbMKNQvqvth6iwu4SlTA/Gw4qk+RF nwmfwCW6mTujE2VBI1aUGPKKBaoxYT+YBUJ4CjqNziQ5cO968Fr1az9x6u9Q 1xVhcjBop5zFzBnEPyZkX7SM5yHjnCuorIgMBlXOH2ZYI/iO6VD4NoeDdOTW 8W0nuDB4xyD9SyAFJSo3v2Yp8hDGJfX8VvuE/wrbFXDZ6DzhbKdjOhnBRRna 99frraWC/10LqUUdBhuk/3T6q3Ig7/6w6MgIB8yS4G99Dg9NrorVa4njgrg1 +sjpmA4cWFdhcxQfUsKq/c76P8fVqerPUB0DhEYD4+MsLnq2ikFbUEJC36VO RtxhBcS3MuMSulw0E7w7wMyJBeZ/8/cTNYpoWKmDXCpmo0sjZ0/8kdJhXYKV 4ZURAcrUvrvStGiUyIoIO3qjhIvm6QUWGW/ioeYJrsdDXzIkyMVUGUyTYKG2 cX+/tyxkK3nnySXxYYD61L63hge5zTG2z959xSVPff18yqeIyo7PvCIDIUpP iCIfiOUA56j58h7Lz4Tn2qAsUycSRJXqTB00GsEN91kE3GZKiahNMqqmtkJo nzSbesDmgXp2nOCTIQ0m/xBuhd4Yqk9+mvZqYQW+uvG+mVRbHn7od2TpV7Ph vmpIgU2HADlk1jmmPBHAuXYC7TvKQlrnNQ4MF44QhTFVTYZL63Fp7K035KVU 9GPrgLECTREys30GjGd9Szt/TenlOhJ0NbjqXPYnoy223SO6I0pg/8WLEVlB RxL9HhF/0Qxe/STxsEZBF8HOGxG4+9fjHOou9Qt/gOhhpFwIuoJBpuuZxw9N BJD1I9Rs520qkAo3vq54wIKquujs+48nibHzsvF6GAPxysR3OiMGiezd4BoU JkT5g4du5qlzIFA72Z29vBs/X7dDeWczB85/2eSTf2kKTwq8E7TyZBsx7KY6 7WtOgf3rP9VitwYIjeUGH26bDBJOl4qotoECSM3YsS32aR9BNnIvTPpIBcfH 6odvyI0SmZjP/MQuRZTh+KDa3JWGPjm6S5LXK4K/jUJzsOJP/E1WRKPDRy6S w/auij3JgZsv9zyNeiBEy15qmJFAAeGpmtY+BVw0yPYrvtfDRsGSRwUHyjlA v7+qD62U4GWMesH2z4rw75b8uiXlI7hInpIXFjVBSBZzlM1/yKNnasN9OvQh fCFTHK7xahp3oGxvePe0H7+WaY/pFLLR7quMXQ+K2ChOFG1v1SWHWtSVGg4+ FMBOcZrfrsuyoD596dW1SD7IZMz9518WB/lVMgvV+6cIF5mpOl8SBTktvxCW N4eEWGoBDltShLAh1i74zHkpHtckm/jCHoMl98gtp/ZjKCf0+HuxwxTu3k5v M8GE6N3BsfCwMgbKPn2+8eE+LnIe7X3TtoCP1hjZvbaTCGCh4p9oS80+/Lky 72PNMgFcztGUG3lBQrfLFjV/o0wQ4R4yEV3jHJia//ulWcgMcZ3x31aNphnC L2iV36p1NLilP7qk16ETz95j3KuM0SDr7tvbtmsU0ArLceUoKRf0vque25ch A5ylj2egVRasNA5c/YPKiLkbvmqcapQD6cqWgi5eHf4t7qZmsQkbbNzdnhik j+J89pMD7hYsaEiycQ4ZVkI2qWK96XYamGh7khOsMERdlK5g780E+mbm8T3+ PORqfcYmInCS2Kz1j4jExKBWObbbXKEXP/vC+g9bzIBdeRKN6kkFtG6XW/B1 EQucqjVFL06zUECe2TnJAlkwDHXMzuTJI7VSTdcT878Tyi355PfDPIifV/0w /roQzclKVx6oZMLiymKatssffN/hZdXqwUqgb/etx/QTD2W2Mo+EmZGhl775 0dxiOUSn3Gvfgk3jrws8C15Oc+AErrzioLMMemVe57MvXAjNerLSDWQ6KjdG Vh5r2XDzwoLrxBMG6gvtfpa5lwMpU8Lh5VcwVL275Lz4hgwsTpXqnqzkgUh+ a0ZsBAd5pSXyGcJeorXlJye7gYcYdl91U2/P4Jqhp6tx6RCxvip3YPuWcXyA 3bsuLkuIfhsY6IfIy6OChSouWi3YLFduBqfNctJiwXWrFR9H8eLn+r/aKygo psv4xD+JPPT7NpUcXC9E4RT0xrhxkjju61ginOX2ClE9feJsHa72Urg83XOK +DK+VnlmARkivZl1v4AKqS/W7zhtlIS/XWi/vhuGcMU/W91KLQRQGMLNkI42 4bIpa0elUiFsq/WtUPftxj1+JHr1WPDQMnpZz0Y3DrqlG/dY1hFDVxL7VDxE bDSq7XyQZoGhvEWCD6FSHhRolmboRDThrd5U369mAph2+oarhCmhb7Z5SSyq ENQqL2U5vxYi0qkaa4MgDsSMzGv0EDPBqzbC/IUnBnu4lxsXmw8S34zzGBOa HOBFrF84tncAXy25U598jw3aAXuumtfQUR7FMPTrdhpkDyonc1WY8I099Gph 8QRx0jd7L1eDAp/yk2XaNsjDUXkVa+Oh70Q5S/B5ZyQJfDeWBKfS8gn1lNeN OtemCDXycKlsvgL6KJh3+C8HKjwKIVVis/0Dj4K/4rS+EyZa984pqDOg7UFj lKpON94c5nXEMVBKdDfs71MeGMQDTBjtQsdO/MA5zTemLDrqjcuREd/BQGfl 0s1YGgUJXAZcqizl4LdW6mLtEjraylQ7WzeegYvrmCau5VQ0z/t4TdI4hlZN Fsdbf1ZE62wjjx7ZMkE8vFHqbsRioBv9R10+qrYRNmtk0bFZPvBDU6iuPzno DjMoU7xWgFrzU3MjT2Ewv0Pgb1AgRDNyWP20pzyqHTZKr+3io53n2Mdyryui Nt/n7x3GeNAuDlrqNyoDz53/FrzeKISJEnnaCsEQoeWo0h7H5oC7Z4yis2AI nw7VzzfiCYD2XFl0aQ0HiaSNWc1xPBB/exiR9p6Lfh06KH/Nhg0S6e8Ak9Em om9q09sTJzCws9+y7MiCQTx8BG9J8Zvda3vWr2J7GbTWRUx0kthQXPxfJ8lE gNra4nc9XkyDosBAUWgtC2XZSR9JnvTi2+4tuDWzeIS4VpWeE6Y3jb9/tyn+ URgXivndHp2HZNFnqfjHE5VpYnj9xqLDViR067QXIcf8TWSX0XNfWJJQ9ZR2 oZ5PFv6yxPSx18kJnPFCahrTTkZzBl16aPcpKKpT485yJwGyT1v3IsiEjYqT KnLuDPGgdO/83HJ7DNkf/Alf/GVAaFu0L5TBQ6eaqqhKS4Tovfijvo8lDxRP lntGPmKCz2brljZlPvzGiuQy9ytCkbtuw6Q/D97apvS+2i9AujRr33RXWZjy 8Q/CNwwQuinSYtacKSLeyauhOx+DVqNgyYN8Ehybjxsmz23Gha+u2ZwomM2t g8W0sicZqV16MmLHmCCarkR77Gkgo5j4AyW7C8cItkJEy88+RfRJmlsR3tFE XL0+PW6CsUE+p2JFikE/Idoo6XzTMkOYD9UbWT+bwFvfFNJkdo4RbSejDp0K YaDC1cnQqsiEv1buUXG7NMuzbd6k0TM06PzgQs5JpiHJo0WJ597+h+8u9M/V xThoya1l77iZdOjYTmp474qh9vdj9EZjKlSY7eTpWHLRQY8VdlreAtRzXNLw KFWAGMt8bb+sJqMjhsj9cjwfJVfa1z67KINsfE6WVPXyYddQQ+VlIzoiHXKK tLjMgXjVuUXzZibxuHipnfpsnzW3liWYJdLggk8VI+O9PNTrGVbWnH2H2+pG 1sjT5aGPGVF6jMdBTp/lLPtqRoigNfHL+xrYEDWxmS5zZoo4+TIajzhIhxK9 0ncBeRRY7Lv/erPKGLE0K9OlX+8VURGyPDp9nAccMyuKUlY3Ed8zj1G8Ugin rKNCjkf9R1wcMD+UEEKFn6rzDoVGd+IMepnA4DsXKp9PEthROVQyXrFC1MaD EsneiAvnFNGAy/pua2cOGDEYSVq75VDg8Gjbv8CARl7CFwP12XtWtfmQX48Q GRxbtObfD7N/xpMw0w9BY0RkzlVv3wEOOt4zti+DSkb0DZlFx1zYSCctW/ST j6H/AXwXL8g= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 228-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41PsXx2fMphljVjP3JhIhS4nCTen7iRLSJiKikrWbIm7KkkgmXTX2 ci0VQlQq2kjf04Z7UQmFRGRnCtnC8PP74zznr/M853nO+/0672Vux209ZAgE Qt1C/b8fXL6sXiaRB4b6NU6bA77hh8INrk6OjOIu3674zHQrQEiYkkR/Nwd0 boYMRMT8xBKu27B4Q/Loe9bFimSJAP65cNfdfC0Rqd4d7F51kI1Kbgzfr7Mh gbZ59N36wwz0MSPgdbUND2q/piauFFLho3/CKPtGCz5m5/bPecse3C90MX11 Lwn+ut4hnnIbwQ+3PghUzJbikhili/u8W7HTV83yH8RTwaFCKcJvFxf5UcZd C3ZJsbKVubaxqVSIKxBNJFzkgLI4YoBZLATVHVYWidF08OgufKH8+Tsecj5q 9SifASN7F+czb49gtNHrhYkgQCa3L6N/HxHhjLfDLf7WSWz3XAi0/c5FL7Us e9fwBTCSsybrU6AMqg3rX/pWU4A4PELvr6WNWLaTjvEt+2jcZa+W+YyIh6rq gi91OVPB/6a1xLqBA0m1tpgFlQ/3bo3ZHRvnwm7uZ2bKKgGaMY7Tb0/iwZKR Y8Llmd0YsOLB4qIC6NuI4aLyM0yFrPIENdCBZWm5Yi1HAT0xplPUKgjo98LH mUVd8kjBZjMPX8lDBqVBFdvtOGAVpnAI/yCH/F5+PrTLjov+Ho88PSuhwbU+ vQuynxXQEv3ARyZb+Eisb7BfZQsJrsiK36+ZI8DqXaz4sxWyUCB/5J5smgLc D/D1iCMJ4e4X8Z4nbz5jItuiO85BBHj37SP/0RohwrwZhmuj+MANsNLr3fYR j8xbdxLny8DFKi2pp+E4FvDtQu4Qcxi/uIWkbL5HCF2Xr4b06ApApSBJ0LiW Ajbxo3FZGA81pT++8Vy9Fiupplj+UcuAAYNv+QZ1bHgSL3rFPcRBGlGq7mMP x/H7x8R51MctmCQu8yVRl4zcscIIv0l5yC3wHTaZ5kGJh2iiZ4QI3c1uWpf8 iQhWvKrYq8gBx08+9Au1NISPXnwaZExEdSWpR1WLu3FdrX33w0ifMS7ZXuX8 LOCTe8IdNLx4kOt29v4dUwEo3ptzzK+mAuGh2YvaQhY4Rd0jWafN4ZNR1BR9 Dh15pz5O/nbgJ17gAG4nI4ToYPtuzxeyfAjUTPdg6/VgeXHNseua+RD1aYvv g7+lmF5axI9p22/42GHlueNWMnDhwtD+0y6juKremv+um47gx6J714fPUMH5 vsrRq7ITeOBfR1H6DxbKdi6ss3KjoDYxcZJlzAL/XYwvp+SGMGhfydv2VQHJ cg4Yx4VygaIssW5+o4BG2H7leb1sxHWt9oyq4APtlvEgMirDKm004x+1seDt 1gcNOjXjGPnAR1uhvRQv0+YuthpYhPyKr44G0cYxdWZytOrzOWy9IZXv/WsY S8h15Gg9ZKPEnibdW6e4KMku1tGmWxbtvvLbgH2NEEjZiq/esrioIMh4ZjqG AK4kacNxggziqeR80akmItbSE05bM4RwE56MpO8cxpJaqamljhzgl9IIgYY8 dDskqDLZSYplpjlNeBxRQC4TfS871BRQb7BR4Wp8Fo/2Iom6p7hwxzC0usOd CIn0UUvV1nn8Vo5/7cLCkGkwodPn1IUN2KTGbrekQf7N19f3rGOgPFndEi5V APr9yucOZpPA53PO20eWi8BG1T1+Fv2L84149jlBDJAYtRd38xuwRfueKpB+ cmCXx+GSNVkTmGL1pwJfaw40p+1yCR6TRzA5WGu+WhZMNb2JV2w4qPDT8isr NrGBZsEM2ufPR9XvfYqfOszhFhqv7AjMBS4aBHjeTBjAIku3z7KT6dAULCM1 lcijDfaHTyXasaCgrpjf48VBJ+5tPlemRoXI4bvFA48ZaGnVcrfTy/rxZ/Gq 43MrhJCypO5OSqIQhfX/MLc5zQbtd+UUTddZrOWwR+WGj2ww2NvWa97IRwHO CfQjCiToo1kUKZbLIuM3TdVeGQT0oti7+NkcF5Q0Y6RvPCnouVWD78FoIfh0 JLRkHV2EakyQjdd6NliusDhXcY6JBkN6nuQe4AI3X8apyZOH6hwqopKvksA6 5Tu/al4Adosss+NEXBS6TjB+49oA/rV9iFvQzEfzjQm2vGAiWh4SXodJfuLS 6EthMw3T2DC7b0NSvhCZhf90jy9koGJ1JVeNdg50ricP3mxhIWu1RJvV1RNY TZi0UbuKjMTdJqdfpfLRWBt1YYQPq+2aaNORDdjOvvksI0SAT1PrF8+rEUEx V0Av+UGFa6Ubd4cbpmFWvD1TzxrGMblZy8NV1gIw1NK9f4j4FaNmrJ+QSISw 9OM/7mrVfZjXQKpPrzUfOef6y9vZ8lHmyqT7VGcOUmdObGLJcdGEposnxZqD bppRXX6oCKF4eVW2lqgV0xhLcDHz4oN4fEmLVzITjsVcX3bClAf7eJdatK1G 8PRrsOkMkw980Ub1yQPD2N+Bxjsp3lzQPLEv3uoDDcnorcvNu0SDgpHF6Twl JvSxej/IX5LioccLDvBUZUB7/NKLnn4GBCxS2m7ysx//L+N2h98WGThuVnHq GuUBzlnP+1vLgQBLiWNV1AcMJC0TvWCcoUJRMOEdZ8Ev4dtcPpRWD+KmGnnn GCp0yLEOX/86rA/7EuFzzDlQgg83fs1m1f/ETpjSO4XOXdg08/U7pdBFqC/p Nik5hwMajLHgrBQyErgOu77fJguZx86YmVrQkSVzaWTDVDY21lKW4zRLRUuO BH1Im+IgUUVeX0kbC23YcyHg2NZp/B7F0q2+Rg5d/R7gWq3cgbc2d3hpLvhZ ISSD7DbERePvypWbdITQmXxS12+CBLlm0pmfEzzw8BbLuQh+Yl+7Cbvmnwsg ue2O6EYlD1m48ec/0LhQJvl1wnSiFRf/dkQ0tpMHex23rjqmNoIJlDWVtS14 sGxn/o9yRxJS7roT8bqIA+Xlo10EUwFSx5ldSe40eBQYaBdSz0Kad+9s7t8+ iO3IU8uc1x7HGwxCI42KCKjyzZaUooiFO840fRZXyqKPkuSBEqU5/D/lXOZG kgzKDPfBZZm/8I/BKjanZWRQnVTzob5vPmZKs20/t0WK0Usl5uJOIlL3a9vu e42MLnap5ujtF6CjAxHmD0c5qDyt9nbOgo61g5/d+aTDQ46eQ/DJnwQFOY7G LA0BOtP6niyvI0QzFiMpjb4CkAut8b5QxITk846guPA3f3EeyeYekoOd97c6 nrgqgNd7MvqeHxKg492lWXblsiD19T+JbRrGtYQ0k418AqTs92nuecCBUO27 Q6aBMvDXMmxtuuIXzKR8pXC6gAyNTtZzi72JaJosbvWvnMVbL8d67WsmotSJ 8a231kzjbIaofWhQDvk+V9ezlbTj8YlzU6YcNgy23c05eG8YtzMr63rZPo9P MyR1xSIp9vXlQwrJdhIX54gl7uZM9PCPdPgqx4TK39wC2XsXeLLjCGHiLAWC gwx3xnbSUFnRitRzr0exw5w/WtIneUgnc9UbXi4NrszvSGw34qHOyklaiwkZ rstY1GfYKiBPr9V7NY4IkOBW9I+qz0KU/s6x/kkMCZ2RS7asPMuHFGXFR0vm Z7AnS93rm2JpsNzy3yubUylgLftYrjRMDpr01777EPkGu3emxqk9nwGDTFHV X3wuyleaUDurPIWfXJeiN9jMBspe+4pl2wkQ+iwWE3nS4AvhrSArjwzaxw8l flGaxI209+afKAK8NlgvNmuKD9/Vuy2Y9H48pXcJvdxICEvMdfTzw8bwmGGr P68Ek+H96xyXsoc9GJ32r2BNPw+aa4M9HSgMVDFVu9qugw8PUBDrj3MsNOy6 sWe7Cxc+FSUmh/bQUeDYRMdboANtcVyzaJqJNry3+NOvV4g2ec4aDlzmIoeS CPP/Tk7ib2xOhe/7zkdBvZMHs8lEVGISfl1XyEVaNwrshhQ4aEdbp4GaDg8S V2jBihEu5J61JbycZoJPzfTN0kIaDH+nPc8gyIPRcALPTG4GW1KzWeG8Ohl2 Mh7K9K8ax08pxUzuilrIPx5R/Um/vuJZeW6PA43I4OD9/FkapxcjbwlJu5L6 C8966iKyb3+MLWos2/j+yzSOCvutJbRJbGh23fHFnVP4qXqj/dsKWOiORv1s btcI7pbFIp1c9Qt/lWSPYtoK8JsxbcFyReN4V78Z/1vlApesL5lbbVeAF13N xYFniajWYDg5o2oI133/Z+Oq4Fls7diI/+SC/tOco/HrNlwkLlDudPjGBXzn TOErVzY6rhahE+PJhQAtR7akhoP86Q22Ny4PYLTYp30nO9non8ZZyiiTi+w9 bKt2U7jII9LJJH3fQq7OihNLXRZ01tMBzX1z2FN8me7770L0a1jnRa0xB/0P 2Aw8AA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 229-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/lP3fhmeMmWEYZp8kZSlb38iS7kTXRyIkqWSNpGyVypKU7ruoVFLI liUVkRAKpcT1JkmLtCCKQnamxjL25en54Xyd/8B5HKeSx7FdnmIEAqHxb/6/ RdMvZSgZXFin8955S+AvfN35CgFNOI67/kryne3hwo34d1rHVdiwOit0MOzK GOZ3QqPKhsdEvzMiaxMEPHgkt6k4mERCygVDPVruDESpL5ILtCODpmlEwZcD UigpRibqiB0X6juS49bwKcA+3U2gHG3Hx+08Ui5a9OLflWTu0BfJcOJOZ/SU xwh+Lmr78Qh3AgiuKEQ6+bRhie2sWYcRCXCoVQg7bstC9rVu7CldAipfk70r KpkClm2GnG8ebFgeHTZIL+ZDUnq0LG5LB8+evKrl33/jicoJSvzfdBixX5pD zx/B/u2QPFv/bBrbuRAKP+RYaIrw8sRCwWXc1V7DdPYSGynWFBh3lkqAf5aV wKqRCS+mout9lHhQ9GDc7qiIBcT4tInV3X0YyMaCeSQXJIotS9PZOKYorliG GmnQrCIM9LXgo7L1NLJKLQFdPRN5YwOLibjWW9j4GjaqNj9Y/lOVDZb/cvfj n6XRmsJVSxpMOOiqKPzUnIAK2wJkske3kSFJIvqj3gIBLrfwr0btl4JcmUNF EqlceBqpPlakKwYNv5o5T/T4KEpfb3NCPg9YgZbafdua8YLHYy+uz5Igsk5j 3mudCNvp5G2yunIEjzQjLTfdzYeaJiKx04yLWtKe3q1cVY8p/oGYymcyMKj7 K0f3EwNienouzumzkeoF5YPjpSL8hYT9mFVEOyaISa8m/k8cfTCcCElcxoTs XD+h4QwbClL/yEo3kaCn1UPjmj8RpZJTKUN9LHD86ku7XE9FNp/DbIhUEvpU knxEubgHX9+c8eT9t3aMJb5H8eIc4C2q63Oj/LmQ7XHu0UNjHrxirdT00pEE Qunmqvo8WfgeseFJ7gABJi9QEnWYNNTuE+AX4SvCcx3AIziMjzrPbqpSXcmD ILU0T4Z2L6ZdVFVwlcaHC1/N/B5fnceuPDQ02uzSg48fWL5wzFIMIu5nlPze No4ra+u9vWM8gr8yM2CaeUmCyyPFIzclJnDK0+61z7KYKNMl75OlBxlN6HsW VmJM8LeVag+RHsbEc5q//RDxgPpg/RAyKMeatI50eqQx4cPWx42r34uws20z iofWEaBck7XUclASDebtWnnfeBJbRU+IUK5cwNwXefih6lHsRrYjU6OUgW4X LAmd8eWgeLsoR+seCeRStj/DbKsYuJHmG48RxJBhtbf2plwSkl0R4Lz1Fh9i apyUayijWHwbJfm5IxMaDl7dfseQi/JDT75OcJ7HHJtrSudy+ch1or+6U4WL jpZcK9F4tYhHeJMu9UyxIOZXn5zuBhLE0UYtlNsW8amCsT0NfyQhXXdidb9z N8b4gyzVyiUhJ6vmzu4NUkiDnBgXNCIF1soHY+fQGzyqNuaKposMCAx+Fvdw GrGFIH2GeTMbbD0PlOhlTGC5G9MqRPJsaE21dT09LoP8oOlLeDkNjNV8iEnW TISCb6a8nWAC1Zx+0smfg+jZRuQ9NQQwV31pR6AzgTsrr8NzE2Dhz7fPMRJo EL9UXTj21zdGew6ExNnJwlkdn9RLRmwUULTlfLkKBZwux/vpZcigFXUrPU4p DeB7PJqrm/RZoNlQQVZzm8Omq3nXo1JZoGv/o8+0iYNYO5ZVrOeToZ9qXihf IYGSHNv8K/aKoapin+IXCyxoqiaums2mokrLRj/3CD58bLv1Wk1OGr03RNbe GxmgfIOtZbCDgYZCe8uy97FAK00YYuDPRZ8cai8k3CTB+mAbz+NHBHjHz2FW bisHWdTFGqXbktDK0LOfMMEYnpTjvs3r/jwmZPQbxefwUaNP/L1r8TKoeJWC m+pPJjT9MW1SSWEiK5U467XvJrBv/8mVPZqkoOgew1MvkznIvcSoIl6ND2vt Wqgz4Y3YmvWl+riICF+nNi5dVCHChkQHByMnSbj9fNPOs+tSsfTH5HfhilOY 9JzFgTorHpBlU1Jtijoxyq2NEwIBH54U8/TzvYYw78Fk3z4rDnryhWYWfIKH 0tfEP6K4MNGj3evSxkfYaELN1YtsxUTXb08p3IziQbRo2TfvBDok6Ty8c8KU C07sa980LUdwdxfH1Qc0eMC5tGnV5D4hFtbVlZzowAG1AKdYy89U1DvXn/ye SoPckaVpbAU63GmQtXawI8CZY7n72MpikPfGzMS/VQYCJRW2G44N4IFi29X3 6YjDsc21IbfJj/GL3N2z8rJisII4Xkd5LIVSniVN3/4uAYWnCQ3Mv3vv93Am yJX9xo1V75+XUqQB/+73Pg3mENYe5nvUJUiAP1/FcmroF2EBxrQuvks35tcU HmGqKY364/NJCfeYMMy3qB4DCuK5Cd0+bpOAEiXlznuSdGRBXxHeOJWJ3XR3 u7beWxItO3Tyc+oUE7V2tE7sT/u7z92XA49uncEfyWdf2dgoi27+DnR7t7wT d9hPi3v6l0du6C1xj2EW0gzWkjjN4IGnT7S0K28Myzw4YmsuYEO5YDrAeKIN jxgddB104IK941atoyoj2EWNHOcl27mgtCPnT4UjCXVe5ZBEV9lQUTHaTTDm ocPEyQXvb5LwJCjILvSLLGKnxAil1vzGbO6rpC9qivDiZVoph4+LodevzBIL w9jgcIrrVuYhhZoFCYMlCgt4SKKEuEE/CaWf9cUl6NO4j83S2L19f309r1aq 45eDHQ65V/bhfwREey4wje4ioorHX7bnvaWgyG7le9p7eahOHWSETWxUkVqf f2+MA9Mt6obEtVzk6DUMX/1J8D4g66GvgxTM+/kHYyZCXDp0cFT1FRES9/q2 9j5mwq+jkyZLPMXhhBKmnybfjtWaC2SOfaVAk7PVwlIfIiKemF1p+WERb7se 5e3USkQbg4VPlonmcIbUpZ/DQ9II9jFdTtzrxGPjFqaMmQw4nx24pNR/FLfb XN5d/XMRt2i2LN6/k4A6qkvJpF2TuPT8qscZqxmo9J806JCmQ3uH6O3Yur88 2xwiTJwjQ+bm4r50TxoqL1RPPl8zil3eO52jz+Sh1elar9jZVChMzVDQNeKi rteT1G+G4jB8RmtrSQwfeXmvtVc9xENlfTny73N4kLhc/smyxVmsyjeN0k+h wUqLN0lbkslAuTET/fGMLLTo6Dd8Dn+FFbGnqHGxMjBEv1R3gsNCL9Obuzru z+DBGxK1h1oZsIl3S50iLgZnXkRhl7yo4Jz2mlrxhQKax/bHtStM4kuftqgX HK/G609rR2VMcUDRx1iklz+EJ/Yto1UY8OEr5cisY9YEfkVoeTjptDgsRQM/ NeUGMBr1DU9vgA3m/M/6LW10VDtVv9aukwPjN/JGvvgykdBtU+92VxaQjijn Vj6no6Dxic4PQAP5dssLTTEMZPTR/PDxPj664Pjl4Y1wDnIoCTN9GzyJJ5hk HOhW4qOTfZPumeJEJHevxtB4gY007ubaDXOZaIu0Qs0GbS7EqWuA+ggLut/8 ly2KYYDv+5ms53lUUJ146KEbzwAD4Q32ZulZrD27sktoSoEdUqViA1oivHdf H/F6lwQQPC8MxE934Jn0A+dy7Cng4FP5IpXZhw1WXBxutprDM565Xtrz8ymW eSr6o/qjeRzlDVgJqJMYsXtJJP3cLB7yxWDvtlxZRFMtdfauHcM9MmRJwVrT uFxKQJbo0UM868qP09KFIrwQKRz1mOzFZqyumVr+5fBFeqxXngMJ1esKE27V DeM+lWrCnpBFTH98xH9yPw+ZbXx60XYDB0XnLu9y+MUC25TqunA+Cx1TCVt9 xYsFr/Xv39bKZyN/WuOuu9cHsTFk3iX7gIVSmubIo3QWWlJinRs2yEae4c6G aU5cxOnOWafVyYPmNG2xXWcmcQNe3VvrYi6s0PNaXmXSiklQHHb4t3BgvmSk oKyagFrOf84hy/DAG1o/Y3tZSCK9SlhcxgMbk6R/TF9wUHq5RWioHh0+uDz/ z6aCA/YBPYb+kUx4On9xYyVQkXYPPb/Dmgp5wX0mJv8t4L2Zr8xPiU3hw0+D Am/bMyGx5X6Pg/sc3gYqe+UNpOBQi+Lt0ro5vFjMQqczmgLnGtUukM2JEKHl ejmo7BMmYZbCK3KcwWHm5rs6WSn0Y9ya4Z5EhIBZ88HYm9Ko17wkyTF7EHdP tpJd8JWB5LBJGVTajdv4eSVLL/n77zNLfOPWZWKndPPeyMWyIes63c00swvz 7P1896vWBBb1T8PbhD3zWJaV35qI3Uykmc/uXNAcxz5urc8PDqEj3pDkgX8N KChl01cN2nsmPIjaQTy5k4o+2Dc3e6iw0IPgjzL7umWRM57VWCXNRXt93Prm +rnI59Q5Zj+RA4xM2hXJQ2z09rx5644pAvqV5XJOqMhDu5nFmgpnyej/ALcm TFE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 230-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk81Pv7hmeMmWFmMIuZabNEJUQJnXMUn3fIltJByJYmCafspJS1shRC yFLadBx8U0lEfJ5UQilKpIhC1hHZ95/fH8/r/v953fd1rRd4Wx4TIRAIjSv3 /6nMJvkH9fNBW+OtvaF/N44CNT1eKE7jTt3pHvO9XMg37Awo3cQF1dyQwYjY cey/xhtxDj/YaOR2XE2qkAeds2Orj5DISOH+UK+6CxMdcqvvL0+mgorBxfsf j9LRQ7ct+cXJfGjoykhR41PgtnKZrIZBFz5hLci8YPITb262eWpkIQaBN78n zgjG8KAfs5MBq0VAGCsTd8i9HXP0Ynv0XqGDbY1MhM8BNope8JVc10dEFWr3 LC9nUGCHZVXR2xNckE2MGJQo5kPL1K0IkiYTjvUWPJf9OoKbFhAfTMYyYcxm TZ5E4RiWNeFE8/FawP5eCoFvq9lI17zre5LxJdzJRtlgPpqD1m4/fF/Ngg6+ uWZCs2YWhKMnpp7HBzGQSgKjOC60SKaQlbc8x+RF5ctQMw3SP77y/tzBRlxz Qw6uxkFk412RUSpcMD3HPYJ/YCDvA9qXtI7y0KXJyNMLQio0vexLOBhLhXSx xEbNJQJUukcO4/qSkC/p+UAsiwvBmpke99aJwvvuFuknmnzkYq5afYVLgbha 5UU37Ums+nNBRGfWOB63hyRrYMWHl9cco25G8tHn7NJbVRsbsHfh7jOhc0wY 3N6dt72JCS8Yd/XX6XDRpvMKrhMlk7he2bd9mQe6MOGVG9XELaKoyuUvO/MB NtzLPzmqM8eByfbUXcQhMvS2CZTjfYlo1lb7za8eabBr9aDFNFDRzECg5F4q GTU9zjihUNyL58qlvDMP68LYogflLywAnucjOt79iA/3BOEP/6fLg/0ljVoP WulAKNF/3lAgBUt/nsgkPxSB6fOUNA0WDbVIqhWS86fxfFsQBEXw0S/1asHu zD584qjskrepCJQdsnzq6jWFK2zVrL+pO4bvkTBJk2UzwOGh/IlrYlN45Z6P hl/DOeiOQ0GTqYCMDhtukVVicsD3AL0jmDGM1Sv8lRQbxIF3xo+aVd9OYqeL no+/HyBChQp7jemgOCr+KLJRUDSLbZRIvahQtYRti29vO1cxgSXfs2MplzDR Jm6Mb0YiD121vmxn3iuGbj9K1z6mKQrOpMVmb4IIkhW29z+qICMpOT974+t8 ENy2ml0zPI5dbadklNuxYMut7M/bgvioMOTU61T7Raw26XiYYQIRLh4nRffO sOHheK7qCz0ypNB+myi0L+MprrnjcvkMuLF9SrXfvgdr6HXTGPFmQF7uy5tW f9GRBi4SWP9dEswVXJMWUB1e0x70fGcNE4Q7Oot7pZuxsBxXfcdhLhw4dvSx 5u0pzPJWaYG/LBfasg44nZmQRJKyb1qxSxKgq+ROTDdnIX89Sxv/LxygGkmc OuQrjV4Nh5VVR4uA0aYX1gQJFtSJGeQLdEaxyPJ9C8xUGjjIz61id7PRroNH g1OspYATr+7jp89Ffg8MoyoUKcD6uivorJCJ5Go3CE6vH8AX8LpRUTlpUHlf SVZyXsAcG6+rx16Rhu023/oMPkmjUuecCUkLKvRTjYrWVoqhG/uGReX2iqLn xe7Fz5bYcMqyfKZOkYaqTJtPulzkQ6jjrZh8CSn0VgeZH9/JhIGEjQmWFDYa CvlZdu8wGzZ+knl4/hEfNdnWnE+9RoK2UtrcAf1RvKtzmJ3fJo3ojPrhXDsy 2hAS1oQJx/HCZPbdXgEBjTL7d13N46NVN5s/j/UyUfFGGedNnSxQH7hJkwzg IDPFFPNtb6YwB/cKFZZAHCX26px+kSGNEidvNu1tI0HrzM41y4pEKBz/49cT EgNyyvX+DtPOwkY9jPNX589hjAWTo7VmPGj0j/03/nI3Rrm+c0oo5MMfaf2X PExGsOODGR59ZtJI0v7zmgkaD00pObmRzViIeGnV8ngYHw5x4r+omI7h88sX vIxCeKDkdyjJ9AMVjclGr77zkgH5Y2uyOTISUF9eUbNIF4Gz3vmHOQoicEQn h0pisMBfXGafzvgAPsn0l6T9TQFv/ZrgHPIjfF3vRj+rSRLIESdqKY/o6MIu x397gulQdIbwnqXIRZanf1HSZkdx3U3/RtHlaWBCv08ZGBBiHREeXg4BQpwY r3H14Y4ZzE+X9oPv0IPt6iz7mSwvhfqvFpJS77Jg9PA5u6SN4ojnPOrcuFcM 5oy69Z7SmchEQi6yeeYOxnOkp6hwGGid56kPWTMs5GcyHx8TxEG7rGL8vYzn 8OTVUsbX0ljo2oi/8xvZ7/iOZGLdazIPKoSzfrpT7XjfQ9FziWl8sLEzVvdS HMPiLa9vyozjw3qLvF+VdiRk5B1opZPJhcrK3z0E3ZW/hurbBScz4ElAgHXI Rylkp/kqCy8cxfb/q3hjWWUSr8x2oHe6iKLXr/akFUVwwPRKjzHdUBK1CFMH H8ss4V+/OSttJVDQjTAPXExiFpdv7P2kt7zCw0WlEo2TedjkNs/35l1ERCsX GiT+IKKQAl7k/m3iKK5H4e5WRx7aUm+rvTjERZVZDYV3x6UhYjCswd+Tj+zc hqHVlwRiFfFKl/+QhMWTvkHY7lH8+2kP7fQ7JEhz9Gj7+YgFUVbYM804CgSu x7Sy13Zg/fLHf3noicMne7OlNe5E5FFIolqkEKE94fLxQ21EtDY08qULgQBM enTn8BADcY2DXQPDuvGklKUZXRYTdh8T2b5XMIFb61f0VHcu45L7ssPLxERQ V3UJmWQ5jZvHxOsQO1mo5M9s6GJIQIxaNt99kIWG9nsSpsLJ0Lm008tqiwSq KNqcEfXyNzbgTBoaPsVHP15PU7/orHByWfbsvRcM2GBSl26YQQbpUq15UzcW fNbQev8h8hVW1WHjY97DhCGJ6NpAaTayl3tqGR+4iAf9lbZ1qI0JejWpKpwB Epx9dhmLdqPCeMctD2sdcVDxPpLSITONV4ZpF20+8hJvOLP18u0ZaShKNfp7 d+oInta3jla5gw8dwhx7KeosHjtq+k/6GVEgpdtf7H82hNGodTzNAQ6kLvox vcKZqGamYZv1d2lw9aF4/KfHQaPOej/3ObFhixYPSzvJRAETU9/fwUr/21Ie ft6/wr9Go398+viI/TO+6XU+D9k+jjCoD5rGd3k7+UWv4iHlW/nWw1wWuii7 wyndgw8pm5Vh8xgb6BvHtBb2s8Hj7VxueQEVDGzqVl+xZMOO0WSOPmMeG/nm X+yeJQYW9BKRAfUVX2ubGsSHr/jz2PmBq7NdeHj1kd2rHoiBrXvVsyxWHxZi UeuUYriM337qFH2wsxT78723qZk7AVDBgJmQOo15+mzQCnJdwoM/7nDcmy+F rmbrGn/4MokLbkuRgtRncf7ZtXkV7g/w3NhvZxhFk3hf8r34p0cGsDmzeAPT fVyIl08d9XEho4bto6nXa4fx3dx7v+VciUhrYsx3+ggPWToo7Gk6xEOJ+bI/ bLvZkOdV4pe9xEHeihGqsW5sWLx7OaG1kot8ac2WtxIGsXmNYevgHGmU+WmB /FuCjQ5cacosE+GhY5H2OtmHuMjp112rhHk+yGm6yT7f3YaJtFIE98X5sPh4 7H5ZNQH5mtW8bFVgwjuH8tD9ldKgM+Xy9rGAA6WLF3ZWARVtaqtI0QZxKAjq 2707dAnv3XvYuy9mDh8uDfDPsWFBn2rQPlvHZbwdFB3X7qBDi87Rifvvl/Fi ERON74kUCGV4jvH4JLio7hQTUNaEiYXneYrJLuIwd+1NrRQdca+7tyz7kMBv 3mgw6RoDzZuJ1371F+IuGWZSSx6SsEFJ7E7dj5/4/pNuGYxVFEChrhYvdHKx 09sL6lYncWDABXssldGDHfv54Var+hRmnBtMeqBNQLlmJ9UuWrEQZZ2tzJLp FNZo3FAYFCyB6Dub6Zcui6FMvVZl2lsWHK739TR+JY7e2bS0CBTZaArP2xuV w0L2eG7zcwYXfR/LyagM4KL6KKM2ixkCMo2RjUoPXuHM09a1hSs7ezrgJNpr xwDjkQsnVVevePirVYXGPB0SvOIyZs8wofLCpYJSBxEo9nNNPLV3BOdF61Du nJvFncy958xOtGLGvUUTwtOTuOeyddXQCl+EIf+peaoRoEr1/B9P5aTQKb3X Z94F/sZjD3ccs3NkwpxeCU/2nxGs/sOq/118xQYmlT8p0z+GicY881d7PYdv Pp+qamfViLVYPPo6jNMQrqkUWr5vDuuPL/3S2ExAaw1O9h49SEZxZ9sLQwel IEo5w2F6joY8RxOSbp7uxESp1OQXJSy05mdratMCE7SyIu5YPmGhzOX3HYFa LfjnZ+YtKr4SKCX7HFpPEkOGp9T+q9wsjTRlNF6trZ7F/g8w3DAZ "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 231-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1PsXx2cMM2MYs89kreiSXBStpM87ynZLikpI1izliiyVJBTVlW6W CqFbyCW5kYT0OYgrWSJLSiT71h1rQ5av7w/ncf6A83q+nmets88hNzECgVC3 Mv/fQRohDlWxc/jx3rueP/t5UDmaP6PtKACNjOCRsOtTGM/yaWJtFxd9f3ij OmGcD8uV5zYp76Ag5aej/VqOTET29wnzoNNgg1Hk0w8uUmjOVq1fcq4Hn7Z2 TrpqOoAHmVb/U/OFBgEPem6JnCfwMgMjiUqCOIxfV7xxzKMTcxQru8kJkoGj 1YphZyzZyLiYGq/0loRKNTMPRSeSodu+nZeeKwClW2Ej9AIByGkO5a0fZIFb f0650ufvuH8PrwYzYcPEEbks+pMJ7H2qcGTk1DJ2cCkYumTZKPnZ5+001Rj8 +BF1o59RHOQF3AA/LRnwzTAfN29hQa+c+roDWuMYMG6D8Q0edLmkYuHzFdga 8TUvUQsNVlWwSQ0dXMTbt4eDa3LQJTe7Xc6uAjAL4TnhzdKoOyVIi0yiwV3q rfe6SwRIez9RXvaSCdkyXv9Qk3mQNyProaJHhsbeNu4LXQHytXgkUvOgwo0a 9cWTW2awudlAm6acGfzGXpKSkZUAToT9MZtayYYRnd4snSYmkLY8GEkNECDV K8qu04Uz+N8QrtpJ+YaN/5laQfxVHMmRQ/cGDnAhM9tbqDfPgfHtBTFKO6jQ 3+GsftOXiHb18neHCARg0+5Ju1ZPQbaJTpEBBhTU9DzxtHJBP85JsRgN0v+G scUPr7m6AHiozsajllUyQCg0LK/PYYDh8Vz7PVni8OMK+c4mFg193jvppKo2 j2cfBefAMAGaUacmF/NG8GkXpSUfMzHIU9GJtKoV4craurUPDCbwCy9OD/VK MMDu2ZrT96iz+NbWhhczN3nokV1Ok5mzBDopGlNzZ/HA11LqyznpMazB46lW TDgPGkzyWzTqZrA176sN5OtIULqBLWc2Iok6O7apjzkvYL/QEyKVXy9h6TWz AXnDs1hspg1LvZCJDD6l3zW2IoMDabHFhyCGFMLC4trEqYix2s/WJEUAr+ef /bgoPovFd5ITS2xYEPIHgfHfSRJEupOi+kVs0C6e4lReoEAcbdJUuXMZDyrK /tCTy4BUnVmNIds+rKiyefdtbwZkZbx5YLVDCr05sEv8AZMF+5Rdby+gtzhv 93B653U2jG/tLujntmCRdRmP6UcF0JFsefzCtAyqZNgGHLVigoGaB/HuPhZK iHFcnBPygGJMDzrmy0V7bu2Lzb4gDsaqldYEOgtOVz6zsvhvAgsv2b/ATKAB JlprF9/NRTsPu5yLs2aAXhoW3XpJgPz+2RNRqkKG6Yl4rV2FbLS6Zp3z+bXD +MFoeFm+kw8bGssk1BwWsFs3XHZvLeGDzpGuQaNWLqLcd4lLrZCEIYpxnnwZ FYXElG0M9Saj8gKPgldLbLhXLM6I7ZVGr81avB0jBeDZ1ZvftZ6F6vTQPnd9 JhjpefqmjHLQaPDAy8wTbKhg8DXYogn8a/cYO3uFm2/TutUOdyloXXBoEzY+ hafWDklwFcSQkDm0Mz5LgFzlqq8OPWGjgl8UHVS7WXCw06apMZSHzFXi9m18 N4v13I68dp4ujW71652vTOSiY6pVrgX/SUC7SF9uWYUIzllDp0QzMpBWsutg 6JZk7Hlvyyjx3CImvWDqUmPOhwnBoGRvUj9GTtGfHR8XQHwAo6GrVIi5jyR6 Dppzkdko/a3WOwZkT8jd5yjSwTq9y7xnggQXfbJPcJTFwOPQ+ZT5NjaclVTc rzc1jG82lIv69jcVfAyrz6VJ5ONFLIV/cmXIsJo4XUPOl0LHdeSjo+1lIO8C oZGlwkOUZcWolIpJ3ED1cYTUGhoUWBY6ZEYJsS9hnr/b+Y/jW9zynqVUzGN+ BrRvArs+LDzLweugLgsNxT8hJaSzYOryQvv9WinEdxA6vP+NCtsZEndflbKQ KX11eIvoEab+3pMrTWEgBa+g5mQRC/HrfmXeDOehnVbXzv5uMo8nC1MlVc5w 0L3vZx3eKfXgdg8UP3zsFkBZ2WQfwYCPNvUk2ZTFMeCFv7918AcGymD52OZ7 T2IWj1VSlzfM4PuVDjZeu0pG/1btvZMXxoG2F4c6/YuZqG08YeS54hI+2dRR EGlJRamhnjiVPodvL5VXCDlARU2LaoWbvLMwNbO9S3fLSYhWMm506xsRtQXa qwS3SaEbfcrp2vZ8lGo7xLqZz4RFb99AbLcQn5u3abF5LgF37D07BvJZMOBx YRdjmAoBa7HN9+W/YOahHU7sASlotTVfkvMgoh7fK5Zhp0nQGRPtfqyDiDL3 4hk6eURgSkV1j41KI8tSu21e0f347bglkQGLCRE3zxrJR83i1oalfRXdy/il qI2zRt9J6GtFoQTp0A88tdznujpwUOH2+/BVmg76AkOnyrqVfFt4EWYvr+Qu wt29V4mJSvPWJ0a8mcQc/rRIEtQyYJ3p27t7EiVA5Jq+AfQ48HHT5sbm8Crs Y7DrO34OG0bpUTUB3BW/NSoq2poQIHDHHe3RDiYQj675U4VIhouvorGokxQY a80biOmRgg0+TnFfFH/gspkfjT9drcbrL2hHPxRxwcegUOXwgBC/M6hAK9sq gEE50bn+rJ/4daHZqbsrvXFlNO1x0ePvGI3ylq87zIET7wrji3ayUbWofqN1 Dxc8JLvT6/fwkNBh18D+42wIucc406fGRv7Tsz0NQAOfy0s6b/RX+uW98akz gwIUHxjmN6rPBc+6+YySHAqYGz7O7sa4sFUYyzGU/onVOu7yG9skBQekCsWG tWbw/kOLtiS3FX+4XRmOn/uKH9vsJKwxlYKjHq9fJbMGsekyp/1bTYjwsPh4 1OHuIoyq59ctucIZyhk2H6f8wBrXCUoc3hHg3Iet9r9lM1CdTOQ3fTUR7vyQ QQrUmsN9iqZsopTz8YzrXRek82ZwX0PNl6voY9i8+U0js/08OEU3S/6ZRkH1 OsKElJox3PvT/Be77SS0eXrC94cTHz1hTuYKV/GRj0qYxvWTbDB4sTOkqJaP kloXJCbpbKS4+81ts1YWNNiVXLIo40K14vqLj07zoGjxqv5roKDUAnrylQBp yAkc3L370hJusDZ77KDVIj5W5H827QgLYuNP69hYE6ETVOzlt0qBa3gEzo0n QoGY6aaeW2QI4iTiLFkJiNQ6fs3/ZRPWV//z4iKfADB/710NQwrJEhqP+VyU AL+fxiO370mjqxLPo72MhbhjojljyVMGLCI0t82aD+MW3icTpVeRITiB2nk0 8DF2XifnrextDvytOWv9sHIAcxto/qtdaxbb/KRBW3GEiDLMvTUjrVioSntP 16qHIuy9Sf2TwHN0pDAqF31prRRK2tWuTqtjgXK4v1ApWBo1HGlrc1Zho/mh h+pL5znIFs9oKZfmoZhMl3qvFwJUG2HccUBEQCXf1cfwND6EFbfLP+ljwof/ crrkV7xk8v2qt4YsF9w4n5pujslAzO83EucuMOHJ5cwXi2biUODneivot+84 5Z527oTGAn58n8+8+el2rHkiuEv11Q/ca9n69egKz3GuYymir0R4rXFlW/Fq BtIg5E80n5zGr5/44mZjzwShNcdYulGI1Tavyo2sYsPLiKhk/dopTPzaq7Oa /87jJ5RffeqlNWNtB/I/j+E0JHlMqnyUtYgN3Sz69L6FgPbnPqZUxVHQjYud Ty6NMEA3Zv8HxyY68hLG3H5wvhs7665wNSGWg+QG2hOaFpjwwzHyoW4cByUt N34J2NyGJ/rFto/vYaK4+yFoLYmK3FpatS6b8JGu4qYq+Yo57IdC65727VwQ rq3XXneZD77O83++VBCAUdy3Hc/e9eHrddyJ3vFs4O2rXC6jLWJcutGm5GYy mLX5tX5OmcKoJQW5hbJSUOF7RfVEHwNpbRFu/Gvl/9L7mjIvcCGj8601otSq OVy0RWP5U4sMSmt9G3tPrwcnZBA6ojeS4FFo0YP4X6bw/sgzmo8VWQhzlG2Q LBrGgt3f+h51EmKa/7oY7n3zEcO0m63FJLowU5mmXueybkyG+Hz1GwIbDVra hKxKbsVOVK813UZmIYHluvp4ARk9jT2oXNHEAT+XsfhHr2koPfCpWHElF0oW PgsHMiTRTve9RaE1TJAod5HfdlgCtUY+CkhCb/ANCzvOKNLJKMMz5tcSwyEs xuqz+jE+B23OlTutksmFO0ryIWKlbPQzy/v8t5V7vJs0OVhpQ0frfchJyvdp 8CLU71hpDB+lSf4y/+EACf4H9E4gMg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 232-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41P0XxoexTMMsv1mLJBSRUimt/L4lhbSiTShlfawVKSWeLGnhsUcr FaISEpX8TrYkyjKUELKvTfZt+Pu/ONd5c99v7s917uso2bgdshUnkUhV8/P/ /dxdl7JXf4awbIt1nO7gQkOI0d1MJh8NJt4oiR7gwaeH8ddOpy5Ayi/7Olaf ZCJymEiirkwWNPSDXtaclkEBUdqqfxrbiBEzm/hAw05C3RDzWppBA89HrWET Nn8JhztBKw7KS8FAiMKNYw6NOJ3xeya5lglHShT83Q+wEHW56/3qJkn0flXS oVtxUvBHUzxE8zMbbDvSPi5pGCQuvtL4YKXNgb+H5VJoz//ihV1DGcMnxNDB WR/4tYiFZExVk1pS/iMsD6vrTwezkb8o4k3gCyZ4PDUeMBZgcFOlbWxaUYgD Ixx23eBC3wZWos9kEb5UYmkuElAhTV6pQEuGj7gmO9nEKjYykRhVOEHIQiwl rFJ7lgSBel9shi+xIJXu9IpylwsXJzaYRP5HgW9tdZw32nyU4KRYvnuSCjdK 1UV2G0ZxnW+S7kbD48QNA/ISfVM+JIcOXqzO40DvuraUdVVMIN6onTsw0IYP /PegQExTAvU98yvXXMSHpFQX4ZYpNjjHKUztKaZCR72N+m0PMbRag7pvZfoC VPU6zlk5q4O4qWb55phqO86SMF8aOAOE06cX8W0kDEjZOz5WpDHg+/IkK3eB FIwHSMWsxaiIeaR5zLBrhkg9AjZe/nxUfSWMJi3oJ0ZOL5l1MxKHJEGMV4nt NKGspV32SPcv4aa0JTtiGQYWGUud71DGCO8oux6jaj56bJFWZWQjibhFyZUJ hnzwOCDT5C3bj9ckBJilF/Ph6+5MwcryUVw4WJyp2CoJ7zVYcka9C1BRwVex tdZz+HJadJBy/ixeWKiTH31oEo9IOoqpZzPRTprCbovnFLAiiwRuJHHkerfj dMBNKmIonj2++z4fHnSY2BmaT+BRjVJx745i0P2+Lny/hyQE2ZODOyZYEH19 6kTf0AKIpA4ZKjfOEf0NuJq9PwYP1o2t7D7ejg+/289qssQg5WnRI9PNMoj0 MuMru5EFJspnwmfQZ8JLgYOJLnNgQKc5q4MjwPc9MpVuo7JAV81BLNYEQ3dW keqoiVKwS7XQjETDID62LHhV9TD+77u9M8xoKsDxgqhwjI+2mZ/2jjRjwJn4 wOjB5xykWLrM5qJSD0GRTfBd7S0L3dK70uU/UJC58u0f5p8p6GOWQ1beLAu6 y5JirAYYKN9I4HIyiA/jdsGoeYyFyrcgE/utTDDg7NkyROahPp/O3CRrFrhr VVk0NQwTLc39rNR6DnI7lWASwqKiZT5Xq/CBYcJ2IjslhSyBhMzubVEpfJQR GBuU+5iDspYrWKk2Y+Dv0L4wuYCPjFUiTdZ8GcNly1rKP5IYKKxjy8XCOA4y LvFavl+PAt8ntsrNqYhByk2D5BJ5DB6+0zt4dcNdPKPj04VsQxKSnTE8XWrM g02ZK00iW7pwqftbxwYG+JCa3pTu4DuE2/fGOXYZc5Cf6gDrTjgGqX/l7rEV aJDeP/TxF1UKLrulWrOVxWFW8ODgxmoOnFugsHfLcA9RXP1Mon+7DLjtKPF+ KJlJXIlddOnmSQooio2USmXKoG3u1ifnSpiQfon0DVPhomSewmT2+xFCVzX5 msxSKqjK0w0zdw7hTf6OrhbnBwiT+qticpEi/Kwu9Tffoh0vI5wN/hFno+6o 5+ToJxjwDMsGG9/QEc9KaFW5hwKbgmWPacWxkSFN8V/BxGO8k4GsdJZjaLHT heq7ExjqWNPKf1k8z9v0+jnX3VOEjnq2qY8PF90ZPGf1ZUkrkWVlOTNyFoM3 58+b+dTMmzds8260HMH3Jas8mNMYJdJSUp92tlHQp2KDmHR/NpTbzeZ/8GGh uoHo3tcKs0Tlhf2HNJqp6MFVR4JCmyRkbCu/SPyioiqRWvZalxQ8tbbQwb9W ElHfDeiH/RZDzsc8i6YK6ehGu/ITrRM8lM2UWLD4PAtELh5e+HYhMfnKNPTN jDTEnHCs78zEYJOeYeKHYBnwVMLX35NvwhWxzSUbaulQe9x4Vs5BDOUlB9Rc uCAJjaG37I/ViyFKzKNK05tkYMoEN/f3ySLx6o7aqMouIjxydkIXY0JZR6Dr 444JwmzH+/aC5jmior5NvkVKCrUUZEuSD40TT5RIjv01XJS96R60yNIgo/tR QH0rF/XtcyKN+UlC4Yu8972VGHqfviLuWtEQ/pC6tUL0HwbLDD/H7oyTBGYJ vsgHceHH2vXfqv8txm04zKrsBA700YJLPTkstJ1k1ZooEgOvzTFaffVMkJCT rIo6SIHLebfwYDtp0Hm+snhTJR003E5FNimMEwlDtoWovZSouKR1K3GCAyza e/3DL4aImK7F1A86fJDZIvoSFz5LhAiN/om9JAFD6tt/XBcKcar0Z552Dxve aw9NvlPjoJKJijVmrRwIrfNb6z7fq0Irvc69liwI396tmsPkoPMjY61fgQqT 9wSjQfNctlXu+se9i4/u7JM9nHmCB47lU0/fpUkDM08ojp3igY4wgr1Ddhr/ lJcQoUCnw36ZbPGe1aNE88Mlb59/YQLJNqAnarKF+GHyI/KUGh2OOOTn3cW6 8GDRw1L7hWRIfGsZbN6cg2vTf07rUSUApfUYD0iP4/7a9N6QMHHwrtE5sSeV gUZCKEXBGVOETSKD7LV6kvgxVVz7mfqaeBry65Js+ijR8Ota1WHSH3zK+La+ 0V4uVHSyJeiLqahinTD6fmk/wQvMs6/TlUTrR/56jJ/iof4rgbhzNhu+Wrzz 3feBA38CRm55veBDjihwaz5IIxfVUPn8cwxI8+ravt13llhnahzjtp4E/Tnn zz08jIHTA1/Up0qGRlA5Ia8jAzQfO4GFCxmyxA3XtoZJwV2NrVVyB6UhaLXl 9fO5VXif8gHNNaViAFN3vpQyZBC5TTunL18azk7v6g2/I4vW565ZGj/zlzgZ Z8yYdaTDn4L2a8LhPmKfi12c7EIpOH8vO3jB4DP84rq0z4vC2XCaOqpyfUUP bttZnfB99RhemmgQ515ORk+NXVYFmWJIV6j56sDmabxyd8VzL28a8mroNB+d pqF4ve/q1HIMTm6PN/5zkYG+Hq6rs1FhoSeMt9+sg7joOPFU8FGWi3pzL6R8 2Y/B7sFAl5WLOJAZIREbwcMg1PVG3OQlJvjsN/DEnaUg6+yZsAt7Bgnqo297 XJXnCEsTtylj5+/46luvMrW2ThFOc2b5ffP32Jvv+cu8gAz5KwM2vlVkoLkX A9OLb40RIdZNtkdPMAEP17kSHzmEl1UvfBFUzIJ9OSse0ZpHcYnreedWfZoi au1qPj4T1uB1+zMb+ol5rsvd5U2YJNR9O+dnpYCE6jL174fSqejG5cbnvr0M yGgaJi+8xEROwtDwRxeb8Undn9tvJ3CRXOf36KoZJhSsPEDalshF8XPfmjzX 1xE1UputR6cwFHnvClIiU5D6kmT9Pcd4IFSq0FrmxwPbg0r1z65zgGtSOPeB KsLVE2P4nM0LwKjubG3D/WGcbSJqPj5MgwKPAFXrdgYymDB7VTn/v2xpuT/F Py2FOlbvyr7qM0NMbFg591NAR79Mzth6UdsI0lNS/a01ZLjXkBvDVR8lOoLc VyUrYGi/0rrBU//04z72nz2OnBLiyrxsLa51A45rVZuJS/7C5+IIp4mQVpwu 9lqxiMRC/vprznxt+Y5blygZbpTCUIWEs5GNEwW9jDioXFDFht2H11a+DqWh J14vxd8WckAj/vJLj6OyaJu9Qc7VUiYstXsbHBkpjWqDHnvGoyKimjWnVGVF QU8dQzXf7ejG/bJ7xNBCLlr/Qs5ZJYkDbUuK1PZlcdB0isvF3/N5i67m3vbY yEQr3KTile9RoT9Rd8p/Xtd9mt2jORtNRH6VI+onWaBUwO9wErLh6C91nWgL Bnhxhoe8p/ngF3pVW92XBZq5AT813jLhd1xRbEAJHdSYEo3cMzLga+E7neZL B/bwZI3lOAk56JmF3uplQYxW9+UyBSbSYMnQ/EwXQF7D8Wg9/Sp8YY4jU/mC iFBbpV2UumoUp3cKmnhdfcSgAd/Vu50HG5MOTee8FBJLMl1ESv6jRIV717Rj axWeVuin5h3Vild6BI8uXSHCm7s9WUQyB867Wcvlqo/gVdcYzMvKTMC07i8z tBrHe2/Sp5YEiiPfM1+b8yJE+LrZMAVXOWlkfF1w0kZuEqfu1XOnf+Qjo9Ax OcoVJrp057g5eUQW2vec8n/2koMEV24fcDAVhz7XUE1SJw8dufLJPsdsFB8L S8nKseejC+rH98rUiqO1VpsUOd585EexbM/gkVC555/xQz58tMKo1/zqLjH0 P+3ATdI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 233-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk81fkbxS+X67oXd3XvpBAVJRGl0vb5lBJahkglKlIoeygyJku2IaOQ vUVKNDQUUvk+tkiprGXf92XsZP35/fG8zn/PH+d1zvvIWTicvCxIIpHKV+7/ GpQe7r1/7zJh1vnAZr5bEg75yYtbmYlh+fTBbpWLTFyybBJLrWKAkpZ/evUl On6lOpeRO9FNTBpZxN7R6SGSrimnHbZmguuj9rBZizEi5KW/pq89FYaDpIPP Wjeh2q9h0n2xbDj9UdrbUZ+Ni1kMSqgSFb/b8uxkSAwFNtIfi3Y0S8Ll7rQC mcYRwvK6myMy5MGYsVSK+MsxpGvs5mW/lYwNlm5Byyo2Lv9SdO2azT3CzHiT 1nwAB/te264bas8Gp2S9Yb0aFmySe/t1bdUYAkY4aAdLQmsD21RdpRStFVqb i2to8Jg6lXO2hAEPqGHfty2RQMhO9IyPLRdSJa6+osZJgmH0PdOJDXT41lnH zd7Gx/qBMW2+38QhuGzT4hWNKfSfm9UbmZtzRPBhsoyWIR8s2nf3Kg7yYEC9 M0W9kgnC2oakauEeNPx3YqGAshCO7JZyY0aJQ3e9xaZQJwGcVR0fkmEhhitf x9jKZ3UTUeuNuxoP9SC20Km1dxaAyGhb/zajnA2kNwcLKtIYEGy+GC+1RxRm /ChRaiwaTpyN9HYfWyZST4OFmzcfj0ovyqg1/UdMXpJZctAVhLgIzyfXjiwR 8qrbyh/tGyO2Gczfkx1nw7l/19pGU6eJeMauBXUVKrxTYkvpDojiCXr5tcFT AniDeKS/fP4Ssr7co222MI/uPTvD2vSGiXefS9d/fogO58mLNQ4kQTz0uXa3 hrE4Zsg6mxxJ4MNQVQfPtmsORTRRYvLOsECz6bD9o0wR8LciB3TPsoFql5sZ 9o8Y3KeN68g3reSMsupszhkOJKpPb+4z6UKklCQbRzUOpCQXPzLUpOOLun6l 9T+4cEzeMnwBfyKWOrQb4p7yYHhHa1Y3twap9hz5mjLKgX2K1gIPjrHwEjNh hzVZFLQVioxI4iwwmDnoWts7hXzyji8wI2mw165TNbqeh2XL1lu4y/UT50zW Z2e4MaBPRDtj9QcqbjKoXpVuSccFWdZZ75fY0BRhq+b5lIXzdWvsLvrzwZx3 Lsltiou/7MbHrPYwobb0Hj94fIpoax1ip9ZzMQ640377uxhef+vPSjQ8QYh4 pX72k6HgUWbf3ogUPt75XVnu6jceztogfV6hlQU3dq8KfS/HwmHdu92LYrh4 K7p1lPqZBj9m90gtrxOAMWettCt9bHiYt9/gT4045MVaUyy/LIDFFnQulenx ILH5j8+OlwYQJWHP9PAwH7w2uxcaOU4iq4EYm149Lp70iVGLv8qB1DGpeI60 OFQ+ViQbm1LB0yH1AkdeEKJ4kvBFkA/XRaWP757oJzyfa7Z/lpUAh4Mfbz4U ziS+h1RcbBmlgazAZBklk45JrNS618FsyPAgfWOtk8T6r/Z4DvdPE/sUnvvS 19JgQ4q6X8jWSdTsbWN/zmWY2PT0FEo/TcLO+2gd/HNdCAVa/KUpKIn7Il6S I5+yAAd7m/XOMjHv/Oj570epIKJ+/OvPFEmsIy7rUzObhKRtTJxrxtl4zdUb VXGzLHyiz4/S8oGPo0eun/8s0050JabsAx0OZLu4GN2qZuBNtFh1DZ9pdOL5 usRlpSkiU5quQPOh49KSw1EZ3hwwWR+4YG7HxXXDkQOvpZeIhzf+0XmeKY4T /7QhqOK/iJ9aFzst/hXHlYuKb9TsUlC6q0rnOTkqpuUNa4V1CGCQWNWoQGLh 4C75p6qmPPwh8mTFuCUXFu2c3NCBUUI3oig+yIcGUaY29T2ZLNA1yjgyZSsB rnJoe/zqZhT400b/pSgLak30lqSsBbCHVaab/VsRaLobYnW2XgAXafhvCYwR BiY9oHVoUAz7rh7JLjIYIMLvL83uYzHBXNcgZ8p3njA6+K6rsHWZEOoJ/TZ4 morbCt8Ik0/OEGY+mvkPXnHwu4yNMb7F46irRj9zzIYD63U+PTi08nfhkP/h F558+Km2/VuVTwmiJebrqlXwYFA8oMyVy8bWX717yR1kcNOMUh2sZ0IOafqH URsNPN+HoIArIiBTQn4xQGGBkoP5/WbpGaJ1V1KVnc9nosJDNeTJLBfmdk58 V3s6SUT1rqF92MEHFafFLfpdJAga1b32wEMILstvTY7PHUc0kU+8bf0ciAj6 qWehzcMfZyu2GrVzoVjpY+W4Mg+7TE63fwUa1IqPU1LimPA7/Y1gv8oUsfeB x5q2sBUeXvbrj/jVRji9FlVMfMGE09b57+NYvej8dBXZX0oYnrw1CzjVmoPW YpL7lw0UwGn9esMiM8iIrKWi5SsEN6t3mB5NZeC5AG3WrtuLhMUTBtlN5RcR Kquw+opCNpEc1OIhljFFZNsKOnnLjaE5vVAt3eOSELQzoEW4UQxXqI9GJpQN EUkS9jYf3EXw9skxpxlzHjZf0/9LvEwSvp7L8zrxgQs74y0faZuzIM2t98AB ryVCqCqY8a5PAIZyXK4/NGZByAWx/X8rCUMTrDNdvYMOH8yenbS5KQxZgjpq 7WEUSEs5GdheLAr+KmaBLrmVaMAgVnn8GRlgLvpzGYOO08VYfLSfBs7z2gPh 0WL4QrjR761tE8TFGD3Gko0E8D0K9IK6RogTdldixH6jAK2kulwp5SVyV0/7 tCqcA+yAdJfOikF0uafq8Q+VaSQmbkP1ahfGyXp2W/wNWditc7Jah7eEvh+p eOl2Uxzv6ojweBjOxLH7f2yifWFBlsGN+5mWLPzVuK7OYh0b/9QQKO39xMcm RHJNgZgkPvu75t4uOQ4cGbljt3kVF2xnG32edbDhrn1wzC8PJrSQX3lOllIh y9ky7MbREaL+hYr0me0CYHbMYU7P9gfKQ/T3dosLxNVlo/zBlX5M7pc9YFgn DPmb/Xa+lWXg4xvfTWwenCWCLjRfPmPKhOGKMvWCgElUXvXbP/4lbMjbs2tz /+ZZJBT4/vqW0jniiNl1L3/ROlT3e2bjEEHDycvS0eUggPtCcxq+15CwSoAR Y/UXMRzs2fTSa4ABPZ/CR7M12Pjq6N3wR+6tKD48c2y0l4+len5EVi4wQXrd EDOzj49jl781u26vI9xTzh6TaOXg+/F/YDkyFR/s/2vG518eSB4rWv5AW0S3 Xtt0KbfRQbfOubYxYQJ5il6wbwlhQqGTn8KFLgamVB7wZowvE7vbEub4lyg4 +P3IPhOPZWJWY/NyQ40EtgkTQtL0boKUTKoP2UqGtvyEnxUWM0S3v+OW59Is /PFQa1iw9X/oltUnp9Pmo6ihNngbBbcgpFplJCjcguiFVUdVLTqRhMBr2WIS G89GTchmXmpAFz7K6eyksLDa5TF+/jwNp98zkC+s5MBiQb8HPsXET93SBd8W cUGVE2AVb8jAe60O5/xZxoSKGwl9pyVouNY/yTUWFxOKuvK+UyMrvtrcVc47 2If23Fkgb9Pn4+3/SNmue8aFnA0bTZLaeHg+xc69Y8Xf9PIKksQQC290oMTK x9Og8t+HCV5VPOi7xOlXXookPCgbDAtWuCJXyO++urLzJ7ItxoYMWeDGnRi/ Oc+H8Gb+AwlHLijn+jUovWVCgePD0VABFigyhZokLelwceja9YYVjnEmflWb zZDwb+FdG3/2ciFKtc+zXJqJ/86ial5cpMP7RpPI/VqV6GlbYLGmDgkUt2wr Tt0yhV7qktJO1Y0QI4f59je7eBD3OK6k1WGckMm0W5TzniIWzFnq1YXVKK3o tuLNiHZUaLojLXwNCbf2ubKJ51y4qRw9G6EzjSp9GUxPeSaQhVySnKp/oYG/ JOZk7gjihpnCMo+VfVRfCpO2lxLBHcNJpTh/HtGO73eUKODj9bUv1k7vYmOP aJNT5Ekx+G2u/pV3Iw/X/BGqb20oCDfk7RfmRjjgebLhbX8gExroQyWdtVzQ 4BRHyDqLQGakqdT200yIOH6YwQqfIiKXtyKlHho0m92Pzs/tQD53J9cUSo4R ztpnSffFSZCe/utSfSAQHyuGuU8iaZj7R2BIrlETOlILyU88yZCbpFI+bzyI rgsv81yyhCGvxjXytscoysgU3TeXTcHcM/aagYmiOK7pwBpVWj16xG6u4umJ YK220gMKdyTxlK7qWTqbjamWB/QEVrjcJhS0EKfKwT23b9+bkJLAXRaKcu0c Lpbz3Bu4wZqKhS1dHZRsudiUrn/n/FUG/h/9/ww8 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 234-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41Pv7xmcsYwxjPrOXKKYTUSTRqj5vKSFFjuoke8py7EmSkoTS9sXY suQUcehQlFD5PElSHYqk7CpbU5wZoaGMn98fz/Vc1/Pvfd/P69b2DHI4LEci kRrm5/+3KX26MmsrGVw+p/v+HOTC1k43S/4BBhKUfh00dMeQN8nc1COVCfoW 8aVvD6mgpfzme7B1hJhw9LwWZzVEcFnW9QoCFhzL+3hV6ikhEvMbjXaTVGD0 gmbiAZ9uvGpnXejbqxzY36AZE2zPQv7O/ibG92noocEth0uZFFBg92eyTRXR HtlJ6F3IQoNHFxQJDggJl316Fj8T2Cguou7PZlcOhBTYjNq0MWFrhH3Q2N3v ODCSwDKRC+SOr7a7cl/gWgpaVaiNBlKXQYrbFSakU6++WSMjAa/UPeRwMg+K 1fzuULO4UPjMTfsTSQ1ef27nVK7hox8Lfh3DTmCQ2Kg3e8R0Ei/wvrP7GZol ErfLL7b4nQ/NVTv86vaN4KP/y60jr1RAiGp3cM8BDAY7PPUuh5BRa+dKhTFX Bmq5l+kvqBgk7itLg/yzR3CWwl6tuF9AiFYtO/5XPQdI97c+aSphQPH+A+O+ n1TgxzlK2momDTHTG0Rwizx/B8/wGD6aKTLaILsmISYOLZYFWcvBEFXutMND EghWrXmZt1lC5HevXrROzIGDd7X8M6hTRGrLXq+N1TR4qM9StxYpo/rj+p+K lsujZfTUeEGtDA/aHdz3YVSGJ9/6g6l3H0NvVkuq3gjUwFV+ti2IJIdoo7gm dS2GGEtCnXbk8CGwPDY9vGoWF3ZTMmv+YMJZe9+mIiMaxHvLJwxKWRC5uGVB 6V0GpNDGrQTdc4QNpxLL9OBCrvHUihGnAXyIl59vtJYLRQX1eb9vUEH6wkAR RZkPtgKvpF/oBXHWIdo7TpkHm3V9yOm2TCSMsp/pylcBS52njiQ6E45yfX1y TKX42Zpdv7BUGpwdyFIb9mTCiJJl2aLHVKSz0rDR1FINPanwqXgkY8G+IeFY VDQb1Vq3BbjH8+GU91HGEz0++ncjsvXehEHzuo+WoeZSor/vG6u4g4MuLI+n 235goN9ORrfgo9+J6Gl3jB5KRWJsxExYxEe5d36pzI6x0NXBjSeeZnLQrYsL Tbyz6fBeukl9bikZJMubgyMGOXC9ZsueaNMsfHB4QO/2Z3mk+svqUKMND4Ta pjdFeqM4JWfT1OgoH6Snl9fnpk3h3qJM32EbDuq1el7qdowLxRL1bLYmHbjj 4RnrvtEgKqjYjS2Qg5TeNuOAAgyCtjZEXFcsJ7x26fxc10CHJeSJRkq5Cso7 nDH39RQHyiJJr5lLuei0jZ9Np8M0sVmnMFZFiwZlGdu3adtP4T0xvoEHw0aJ /m2R+aUMORS6mfaJf3AAtzvUc6lrHR+NCG/Lp+Yzgabvear7CQvxXMWub3ZS wQ0lDZPEfGRFX3K2TXoTh6t7SXNiDtLwO96aJWUiz1CS5oQdFyrDwhxPvmWg yCOxJzb0S/HdhUtz5/QniYyN122Ljqih58+2p5XFsOFd7Ios5xQeah9NFd3T lBFbLpb9pemLodxoX4JKnya0rBnufj4YapnVvb86oAhfn2qVplxCQ7SaUYur n8jILJdY0veChRIHBPmrnHnIQz17Hy2RB7MBIeG4uZg4VSYts7KlQ5qzb8dQ ORMsOV9uYm8wOKaNm2Qv6sFnLqWPebWx4J2TjUzdh4xm3gypGK6nQfeVS94H OshoTftuCbtPCTCVhL5vX1XR6a7Ttzx4o0RSiky6mYmBcWRf0nMfGeG49eFA Xd8c4bo5I2HfMA31191XlHf4QZC2mwc8qOOih2XLM2Prx/HGD0zzm2Fc+M3q Rfq2TEUInKjfuG9aEcI3pK362oHB8JO/10gq6BD16BKecEQJnLfuxw60sEA/ yCOlR/MHYT5ucoHn3Uw0Ra66dEPKASOtD4bi11NE2rAG7fFaPmhT9oypl8jB BbH1n+mRCjBVmV1XeGcCpym94K35wgbqtQZhsxML7FTuy30xnCSu63wMvhE7 /38On/sinO4nno89zjTzY8F+n9pHWcxh/JB4m1mlgxLcqHZJ2Nv3AF8sHqxd EEkFVPLFZlTpBy7C8z4lllAg4u1a553FDPQ0bB8X30UCzxsM+XDDaSK/9ktl XWQVUXChN1K1bJIwt15d83BsHJ+xuWxhvYsLG359svj2mYGajMWpOY3fiEYj f4OXEmVkMiEJ+eHBQ08lC9+bmrKhJHzY3Py0jAh7em3jl5fy8O1B2NHr+5hw /tLlPcFeStANS50XrVUBubHWgydqlKBCzmr1x6sUMHmM9pdGqkK8ocv5sKoW PGZcU6BWpQgwk/GqkaGCRPylsa9JdAj9aSlKylBFyXWUXpZ0knDPtGHIfNWg WsPlyG8sCbE74Eim6gIKaORXOVaVlOEnjEteLExiQ5Fb4ZOTNWP44aHWv94b TuHb2eWbswypqMAmwCD+dybSV/XKW5FHQm92NN0Oj6CjiMrQwQd2LHRty3s9 2r9MiFeniGbXs1HzvvZ2z6UsdJE80kNexoUdY3EBKxZyQD3DM0yzjwNXAhMz pyMxuEVdJ9Q9pAIVoV5Xj+8cI/x2Xs+8LC8PLrZBMzb+7/HX9cWbphVI4Dfn WPt13r95yQebLARUqF1xbl31EgbCrJLXshN/Ehfceg7/4YzBf6DRFXNnCn/Z uuCf+GcssO9bJC2vnMEVzj86avB8hph9MZrS4fQBb7cr7/pG0NCeI7qhz3Ll 0cjlB51v2khoRw2pLWg+54lR3bdPixggvrOyaXYJB/mJryTlnejD01+GS7Ap LkrJPoW05amoebYg4W6zGli3h77ryvmOJ16p7Qi3YUFdyDkdtwEGKlrZ38Qu JMPG/pwZ/iEK+m1h6D+jXmSQmq6Y62xTQx3LDLJKzYcJUgGp45KRPHQlrVgY 8mGaGIwPNijUZKLlrs+YvIMS/KT3i5D9HmJ8bGDtBrMH/Ti+qtVRTrEXF+TE TDL8B3E18r0l9SQWCjwx3mWs34O7NWhbraMwUfrcwXCzVjoqTd4jqGthw/G9 RifnVFkoP7xUrvopB1zbpevj7JjIzHv7g+hGDJ5e/jez95Uqehd/89g1VE+I WO4Vi+rpqMD3ysqarSP46ur+v1Ob2Wh5EOWaIJsGqq4Jbl4G8zmt4w/6idlA U1//IEyHDeGc7+MRP/lQWPXOdE8aD1ZWnevUr8aAuk1/+s9XLNDFFLq5Xirg OPaP8OJ1FrC/T791+UFCEv+h4Qp1PqStGol6qYkh58+bVH+MqcGjLqfULRYt ODZwSO2ajAy6Bmvqiw0m8ak4PZ+dNAkxtp0fGDHAA+Mda2O3uU8Qi8sDZrVj JomHZ/F/e9rf4SVPz+hGCD/iQp/4K07NZNQ3coxFFHKgfqNh7YU8Kd4Sy8Ci BBhY5gsSGxJ/4aKLajOL4+RQTZ5D/bF5nhjLrmoGqiuh3riFi0z+luG0XVuC 1Z7wUW/wD2/hUg6KzHDaKz+hCp9XWnsUK/EgyqGz+st5DPb2SDS6KXwwZdcL l4QqgZOp8y1dBguEu7YzmEmTRHaYqPhQDR16XFIyaqs+4SmlSZrwcZwItTxA SqGTQKpcXqJoWUc0NI1ybqTS0KOoS1i0XR++4x0U3IiSh9VMZjVr3Rh+VHGO F1ahCPcPmMbqrx3Hy8qVN89UUpCX+H8XbO1VUVa3ucYqWgde5Y4Vaj1WRhb9 z8114rgoeQJ7lyRlI6qXuQ15GQXiG2u/65tw0dCZM8nf1dXQba2inyFGPKQd ZXZ+mQ8VeQ5LrRWSechZxT7O1Y+B5s4LuGDKhXPbbkeZNihAiVNE73JjLjyy r9Cr+ygijvQHhsTM88p2ULUu9+4wYU3mu9eCKmQr/deWZPcfYXf0nka2QB7i Fv8crG5VhdQrd9xqd8mIYaPAGY9JFqyc+6prMq9jK95ESGMLCXM3E9fKaBEu JO32jzlLQ4Wnd7ydKfuOJ/jpXD41+wk3cxGnvbJRRfp3MwpWaFAhMkp87Uyz Gkou3qZwTFcFdFYv6zjXyUIaytEuiaVSItjQbMP5bUwEFhF47W0RoejYefGZ Fwu5Serrjs/3nA+Nf2JDrzhIbHw5gX4Gg+//lK/Qd5/vIY+CZZx2DJbmPMy5 lclF4ZMt6cWRJPg/Dtnd9w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 235-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl3k81fvzxw/Heo7j7D5ZE0UIRXRL9X4jwq3bhjZapNC1ZEmIhCguIbIl bVyF8o3kWvIZEqlcWUrKmp10yU4dP78/5jGP+fc1M8+Z1yoHj/2nhSkUSsNy /H/uGTfcvo9LBfveZJfFfj4ke+W4Re9nY5Uno/06J1h4qjEbv3XngqZpxJPm U3QsfPBTyETDCDll7ZAWbjFAuhQ/st1M48H5uz2xcw4TZJF4lfPOVgaMRSpG HXZuRwK5BGe3Ehk4WKMYcm4vB+sYteiZXWHgMu2/90enikGZTXup9DlxvE9w ETplOdjyUbr3z8Ak0t5Ww3TxKhfbfclMwmEy4JllNWbVwoZ8wwxNveppBMx4 MI/iw6jD6mD63ndIWUT5H9xCgy9dG09IOXEhWSL2vb6AAik3F9cdSmRBQ+9H 3nN9AtdpleQkbORA1GuNX2cMptHWNMoNXU0KRJlRlUwPEJB/Y7KTMTCCxuIy qoTWieCdib3NQWwO9Lc5aMR4CmHyXPKZGhs2bnyW6qpS2E+2ZviF0fVHEUfE Rjn8J5DKe8qV6yZlgFJkUlmfy4SkKLvPmo3SMHtFLGkDm4ZV11eVCUKokHMQ HHxDCPw5Q9d5yWeSnDqlJPCwFIa//+tMrw8SBhVd/Td3t02Qc2LHtkypEnD0 qbJrisQMSdu4YqLkGgPKNDlyliOSOE357YvAdaJ4DeNmhEqFACk1zUZYEkL4 xt+H2BpFLLxjX5rJimwWHKP+avGgCOPQk+Ixl0bYmLnS68jO2wS0fLgTfMCV ghPbxVJLD7FB9suI89sJKYhwol7tn+NAQJ3T2cthbEig/bBQaV8ivww/7jK5 R0CG3ozW0JE+dKXwImnpScDDrOq7BzbTsblhZppqjDSYq720pjDYoGh9MMC1 cgGFlu7+ybpJg9WN69nCm7gwJG6eL/9CAl98Q5hll7JwZaFzYbmAA6SUzjWv aD6usGxxOxFBgIWobX/wvwtkd9c3Tk4bDxukW+DWFDZefTG4EY1NkqpiRrs2 idDxOGtoa+JDAvfWqWnDNx6O7d/i/zKVh7OxL7PJjgWtc0ZyS6pC8PJumRlv BQF3SrfvCza4hRy9GuS1FkWx1E+LU6+tZIDWHJB4XXEcid02mhkbI2DDI0HG 65k55DSS6jJoxcNh/me/KxYTkDMhl85VZECXmf8Mt5IBgR45x7kqwnDpcFJ9 2mkOeJjU+N0RLSD9D5yyH/NmwUqhqddiBXS82bts+EGWDOQHUBrYqnz8xuGR xKOfi+Q2tewwujIN1jwLNel5OIc6Qlzcj/qMkQ9ip69OT1Ox1zbaV+JoH3p+ w/ZudykPyxwbP/b+dwnYXO2+pnE1gRXOXmi6NcfGfk2POqtiCHju42N9sZmJ I1tVl+aDFtEf2aoZS5rT5BPPe9Y337Fw7SuzpPwQLjTlWXtOqnBwRrALKcGY JxsdvW20l+vGX+pFG9weov3wO4fuz8C00jHT2K9CWL/Tf6z0JQ9H9alk6trJ 4LqJQyh6PQuS7FzaBgrYEN1sa1SayIHzq9DGdPkO5PxXBd2ugQcfjlgJ5JyF sCXNQEV+QQrar0c7HW4TwmsN7snXnaQBi36169uoFJad95J/yRkn4xMEc9vY LFhhYRJZWU8Ba5OyvqquJTLRhXktv4yBu6uKRKn7Z0nTfy/n735OwGqLuuQd qaLgUPHjz2kLCfDdnKQ72sYCLd1L480uLAgsj0ZXz4jDZErYWsFbHmh6nEzo UJwlH92jWDa9e0/WB+hG35/jwaS+mvEqw3kyaVCB9sKQgND5wVOl90Qgctzy z+QAEWDa19wu6phBNPE6Gf1hLjyVKZT/acGDPfQi4WGdafL0k/MaU7nL+3/6 ynDifDfZlytyXfIIDw46V5TfYg8iR4bFbw9rJOF+if1Vm65ipOKgmCrPoAPO HbYaE59FX/VV6UMMSfBrNrT7PYeJrXBxtJqIMDjcZ1J9deZJey2vjFZGGZkV 2RkglT9NFhh6Ci58m0ILVjGmlrv50PO2s930DhvX643fvP36G0nL0pPdmyeF N05NeM6elMG1jZK3jm7hQ67voLHxJQF5FKderu8ShW/FPt53bNnAVq1PQJ8l oR1U7eQN6WBl9UnYZjMNCoUtNvTEikF6Y3Oblz8TInTsr/n804jcFUYLGigS AAspb18z6TjEJzOrVYwFXovmI/EpUvho3DbpuJ1z5IlUK6bARRoc1+6mV3b8 IP9wO5MqtUIMtpe1XTS4/BT56+XWycZzQaH/Uvjgwjg6PdB0r1VnBmGyOv1x CQ1nWblpRxxg4z/MPhe/PS6M3++sz/P1Y+AAw33dpVt5OG17qwbtHRs4+msu RW7n439tP350UOVgZvO6w7uOEbDze7ibliwPstJfrJNmE3DdPSp1PoAFuRN4 fcQOaSj0coy98Pt30t+r2zmAKgr2uzwWrFxbkfe1V63mz4Tg7JJ1xejyvAaR /n2SeTSo0LqyqWQlE+ck6z6P9BCQkcc7Th9a5sygNf9/jtx59KZpxeOIVxyY ujDl/j38FxK5Vu6tXbtArsuP0U0Y+Yw+7in4stwd7Hsjbo9ovigeiin+/L6F gr3NvxWpJ7FxVGB73qURJgR7OVe2bJPBZ8evx9/170KjD10vcMTYYPnR68OX 25Oo5d33Y98MeVDleUXteB8T+6QF2R4JpcKW7tsLxCkxvLLmjRHaTIU5A62l zy3SuKnEWPZj4TBJyaK0Ra+ngsmP57G74n6S/RHntLMV2fgti5J5TGcSXXSq 8zx4chx9dD2939L/K0K6TdbCop2o7lpSRHPeIJIWeraymsLBDX1lwc8Vu9Hx mlUWm8TYeF/jRof4ABZ+cmOfSlUjFzS61GUFP7g40/eJcMlLHqh12DomreLi rU5mxcGvWSATki+svcypDxEPzqfhavKozN73VV4snOVyfV2pyRB6NXmktb2X j9d6iKWppNMA7Xy9laHJB1/e5A+/RQJ4JXFhnq94oM4Saec70uFN5sC7yUQe cCfnm+1nKbj2k/GjQYIN5V+O3Nxu2ogulbhz+b1UUNfWr87RnkaHPC+85H34 QX43I9z9+mSAT60W77wyQyoVuP1aFTJN5k9VTLarfEK5Ly+r+yX2oFZ2y/Wq x1TcNXSeQ2bz4J81qknJmxZRYxiTFajCghM+zJNb/1pCI39JLyiFC+Py3uC8 58v81hPEKrrLieNK7jHO0QkKpu3efk66ksBV/oFzb41lcEDKERvqlBRkPK61 PTHNhcTdZkx2/DTJbgucOeXGgg77hJSKf74i74WiD0qdU6SX+WFKAoMCx5vD HlP1qsma+jHe/Zs07HZmQhvt7kE7P0DW/UAqPHr/Yt6yYBx5iy7J+BSKgnD9 xsgg5SmUXyC5beG5GH6sUzBzy4qJb7UbK+jS2tBnWkKRgpcUNu2uNVYL52Ol M6lOphwZLOFobCW0RgxKx8+kMzwIPHD58o1JOWk8c831cP05Aq7syAs0qBEB g9M83w+uBJTvLdSo6hkhxzoV03OX78OufqmqjKeD5KE+xtaeGiaki//XEr/n P/LicDK/fo0ohCst9pc0SUGeVffi+woKDK53Xzg5vfynWauOrq+eJZtQPTkX lk1yrWMdNSzHUCLlD9eQUBpuVviNSquaRlfPqsUE/fqKpooGP0TsYGLNpylZ WgoS8L8Gb/dZUTa+kbND5Lw6HXL0g9qVP/KwgmSwfdSTOXL/e/loTz4Xg6kf qsgbIUFgY7d0gIePT1RXXeil4oFbe50bF2XwuF7MVcZlFvSGBjo+vkPgS+Xn BLyPLKi0CUw06CKw73Rjck4ABaY5yYnidnwYRuOGplkEKA9JDiieJCD4mlOn icYAKUsLnTZ+wAXz4eKgYjcZ3KLmvuW8EB/CubX2tWnLOvvAOFEgAcf3xdvs t5TEV45aUiRTZ0nO6QMiIlQWxHV8Vy+o/kVapYbGbUnh4j1/5f5ZG9RDbh4P TrG4LwoXUXim/vAAaRfZ9aN8fyVSiHu6vevZf+QqDaPtaSHi+MEK2rpEs0ry fEz2p++TbGz6aWVzTHsbOfTu52TeLQIH/DsUU8cYR+SJqBSv4xJgpbrrRLJR B9qTufVMhecoqfdNIyve6DOyNtOZuz3YS151SFVmewyjm1/Ud+67xcQO9wTb JKt+oc4mc2f/w3xImxuUhWIBilsdlKmpxYLVDKfVbu8mkZz0bwf0oynYoZof urZECq95qr5p6icLjNjSrnJSdCy5NWnplTEXS7SVn9iw7BfEs3MbDgQTsEeJ aNoou+xL5Gy2Bd+YQXW7zvnNfOXg0N+IvNFXdOzdwG5zpnKwJnFYIVCaiR+k KK3/V56Hz4VvNah15eH/A5SjJaE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 236-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81PsXxmfGMprBzHxnu5GIsmW50ZVC30/JNi2yVSpriyg7RZHspUXK Wrhdl9yLS9Gm5HPSQosspVKksmeJ7ISf3x/n9fx9nuec9znL3H1tD9AoFErN Qv1f7w8rhXXxJMCpPc1zppMPc9wwpR/LuUi5uK9Tx5WN3DZVuc+H8kHTNK74 zT4m6v7x4/rbvwbwqL37lVjLLhx718zo2QoBBF/7mjjpPoyDtk893B3OhoEz CgmOh1rIjYaWumHWbPRA+7rtuQxJeKzkUyfoXoRs5k7A58UE+rHuyvGgj+nY aYeG6Uw8Fzm7Rmauk50kgZUE5gl8KFAN1rAX1ZFK4kr30FsGxBY2Tvj68yFN KrFef44CQXFnW8ttCahrf8e7oy9E8wkrOx8s5UFCjcbswT/GyLnlbYRHKxUS zMSWmtoJgey0tN10f4AcuJhdRdUSR7dTTnmPTXChs9ld47w/FckxbkxEqHNR w62MI8plnbjL0O3DbtYgSYg7KMX+ArzuZoSPH50DEzGSqas4DOQUkdm0JlEC CnaC+9FIIfor6rfLH0+N4dF9S+d8rWiQa6rg8q+vOCjr6r+4ZjKMDV6OJfy0 YcMDTULO6vuCDx6GWRcP0tEKmZQ45co5UvFQ+Q2/dhq6dH0XR+M2G/3TFlwd 4EGAs9jsW18KDcUZOeq3vOIilmLAboushX70LuEIVRpKbpHMuL+LA1z9A92C WRbEeYjFd04SkHLYRWHRHi5cZvy0VG6Zx4pKpeLNX9lgrvrYniLDgemJ1Bs1 SbNk1P2tv9gpDCigahrvMuZDD928RP6hFBqPDHRjhxPoUdmhsoo5AhbrutKy 64Wo0uqtt2ucEPzv5KobX5vFX9r6iYJmHpIpFZ3IDuCi5SciGsiBEawv8bQ2 45MMGmL3GCf/I0TKOe/FlZSEKLFzXejjDB4KtS56t5dPwPtJI7l5FSr475nK nBFJIelflvtqRAKwO7+dCKgbJiWzjMYHBoRQ8mh9bE/qDOnxPcOzW8RDFLMp VYE/G8J8C1y4yjTI2l7J7LPnge/GZyF/SpRihcDajV06BChSR2skS5moV6sl XWtwDpuo5kczlRgwlJdRWodmyNZIT589QQNY1NfS4MqSRAEmjG/CPR0kzzbv JrVXgATOQ871m6VAvUC2StN9jtyWr5I9rzmG+6bydb5eJFD1U7PUkkguvGit UtjA5KHsCE8sJTOFo4qZWgcZPNQwq3Z7lfc/ZGnm5xkLKzZi3B8wTfxGRY6g uOvFTwFK6FDO1d0rQKHdVYt8OziQutezuauUA3EfrfTmT/MgeBm5OlO+lTSG tKTceQE07RbNyR2iorzKCH0VMTa0XDjn4dhMRf+mRbgK1GWAzYxv6++TRqN1 huPRj4dx0uW5SRMOG7jpp8a1LtHAfuODjqq2ebxqKmmXvA8bfam6LSFmO4FH Y09vrn3HgKNrU3X7mtlwpPBcf4UKAWEV58j4g3R4lLtkUf+MADR93S63Kkzg IGPl1OVJjbj2uO65nEketPBli763zODU7iWMhwZC+HPUbJdBrSScGbI6nHZc HEa4M8GOZlMkg/5coN/LhWITokr5sACsmbdpvTpjOH0ow3YmXAA7D1VWXOV0 kyKGXHNumDTklDvFO7TdJf1OrI707pQBVNgrGqBPkBRPm/CjN5gQ8sZg7+YC FooKfjZu0CsG7jkssaM6U5iuEBVq0vUQ5535fFy6ZAwrZB1B9YoT5LTovKnV Vj4cfDkvey+Ui2r1hlKyavrxB/+Qb1tusNDq0WH/CTcBKrGM6e8IFkLh0e4N G07OYanWM4YPtaSg/25Q4J87OPBG+UvR5kvS0AIqe+UNmJBz9dZStxlpKKNZ rvqaKAk68l/qvPcv5KjjdDroXgPp32X4GyeeATCd/rKGxUQ/d7Qn7bzDgYAZ 8+9J6dKo8PMOx41N09g1Q8Sa85SF936xmreaR/E274MZ0r9JgnvYkzsHdpaR oXqFzxcncWGf5OYY4slP8kBX41/vdcbJwE83LdaekUF5Im/tODsO2jZ4/WLE NnFUb1FbdDREBhWvupac5iRAV9a/12C84gAtleIQfVyIXu94985dhUDNm4jq e+VsKAvYn3hs8yB+tf+Vxvq1dHDa4jstOvKeLNV6CUMXxcBr3r6yb2HenLev clA9LgOVK2PWlCuykPVel9TwBgqccWk9sGsvG8y23m6NuzNDvmj87b+4pwQw jZ01PbZTkPjpikDt6mnsOBnmYopbyXfWpZ/6MQPdCTmV82acjnrO3/1Y/5aC FLKr/rruy0UJYS1FJ7+z4AGbquxVT4DVu4CmT1kjZIz5jwqtnQKo8o9Rdelg IX7Bf0TWAo/XfcmaFu6TROm+8iUN6yVg8o+V8x/fyqLBqGqxDx79mJJHaT73 uxiAyEthZ9I87ozz085X4KCvDq+MX+mNkSc8nvvvdBsiDVm3wgq9OkhSt9Ge JvGZJNaoV5Ka30lZ6i3FJxQCLb86opdd95V0ebbMco0kB6lciyJMDAhUfMlG uaqBC6yg+9GLpQUo92gxrfwxD2YFv78rXM5Hxh5mdyNq2OA+8/Q5LZWDmuL+ Dr6CnmD+hUzrTG0C5Xle0Lq/sYfcUJJ+um2fEI7yRn6GzAghwOaKbMmoANTY 4i38/UyQvaFRI8QC4I5MvXGaoCD9/eJBih0EVHzanbLetIFsaolYFjMtAWra +k8KtMfIgrQDrkvrR/GgmdAnpEMAf94hezXaJ/HSUu/ZZZFj+H25pW5Z0Uey 8PEptZDkr+Q+z7KpFCyB2nqCCZzPg6QvtQ5uvDmyIZrFDlNmw2eukL7Rh4q+ n5WdXhpLQ0YPpXfLL/BTby5RwUeOjl6dWD0dU05DjK3r/WQfCdHpPtsfD2QF kLzVjMVJGsPSZ/9uLVIjoNXpcnrlvW9kZkpwzShrAgeYO1Iuy1DAXF1/HNs8 w89qB3g5KQzUU9KqylVsJy2aIC8nTAzkRlZ2NAT+JAMl5gVBZRIQfxsNuq0f J0tKF5lM35FEdJ3gxrMiDrrasmGJLqOZpE05Rk/7spDpl+oNqrF8NO7XX5q0 wNstndJV2Te7sblKmMuaRA5k0n+8TbL+gc84Px/ScqFD7NKZzvJGabDTqtcu iKRB9+8+025jBPg+q1pFbJrGjWQtnozOx8O3vS436gyRyZRtRyKjGIg+KL3v A3OSjPdSPR8++41UH17lqmvBQZo30/NWLpGCf/5dsWFLPYEuFWwSD1Zjgueo 0TVFuhAtWRThlFA8iYmvulJIyEdgGkJWFn3HuU+SorcdEyCX4SdVx9rFEOWo Woj8VSH0kkMGpnlC0EvOz5wu44N5793wu94CtG7xzlTaGiHEcqudqq8I0F53 I785ERNcbJIcbK0WoVvlJ/e48qYxccBOXHzhjpA1F0f5gRQQZURdXJfORWG6 r1l37Nvx2qGIdMscCdDKvNYrbduL955p+1lh+4gM2Ro0YRo7jJdpGK2/EklH YWO/qjIEj3Hw+fwPgyMcdPxls9SH5Bbc8+rXSNFVIQo5/OmYeOUwiV0T0gNc pMB8+YpOW7UvpHWu8cFK/z68USFA7ONsC2lvpjOZ1d2O/V31o9/L95Mpn9Qs bK4u7PfbNTez/Cnoc6P5oVBHPmTKP+zcP0VBF5eH52quZMOlrflrjn8dI+Vk De30z1EQOntTJaKShVbcVFsz+osNzQ4US5sOGbTIOHX+6QYukqjwNPJf+E/p +YV1dhFCeJOWvPLvFxw0KudgEnFpnHz48UljcBsPRRkKi/qeMpFLpdD6QA8X aQodl4TJslBZ3Em/1WsFyC/W+I/qIzy0fcee9vQLXCgjVpzN6qNC1JYHMgX3 6KBuUZ75hzYBIsnD/32m0iH7xNbiWh8aXN+xJ6QgTQycHRgh+jrtOHtfNmOS LwmGna+Zox7DeP6QYkyqERPmw6rpxL1BXM0Zrkq+IQG1LoOH6foUpE53dn6l /QvriYe/2GHIguuHJxUDL0zhZS8yC9aqTpA18V1XdxvP4TnXpv+GI6WRwvSu 0+epP/GtK9WbSwMo4KWe50Id/IBLTx5WU6+goLhkr+3bTjeTL8/Hkd9VRrGA nv5vZWguWRVhJ8eLeEcK6k6U3EyQQemvXRO9LhNg8Y2yMjOOQLdSPthN9kqA 4w+R9hOaDNL55jBzfVyAXucp3Xu/SYAsY38dixRRoellyDLxbj66ZfBmpZfO LP4fSRrqvQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 237-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41fkfxS8ud8Pd75VkayPblDYTPh+pbCNjq1SWspUsUSRZoigiSYQs pTFK1FBNKvm+kwpliqSEUJE9Zbtcy8/vj/Oc5zl/n/N6jtr+ADtPSRKJ9GxB //e3qtI2UX9QwPnr5YPibj4QxKdiFw0+Vr890K3rxsInD6iq/l4hhFWmcbff uTNwdI1xa4PrCDHmsD8r1ryHiOq9cNTWgAND8UsSnA60Iey0bDBPhoMf6/xt l5gpA50CjWvhV2Wx7dwJ+LyIg3VN0mlZx64Qzjs0TcVnuPiNxF3T7rRpBMwU 2JbAB2mujZ6HZQNSJauW4yY6eEXMb6ouE8JlavJb/TkS0B93NMphHrz52sz7 V1+I43zC5g4bCiChRnPWa904WuvriTwqpSBhq5Syqb0QRpNEBXZ+I2joQm6V hDYZ616nJaWzBdDdsl8zKVACR19eGWujzccN9zJ91e92E6OnS3bvzB5BHLKj auwMENa/Hf0+2MCBydMy6avZdNw5FtBX8o4CRTthf0i0EFeyg/rrn00SY+7K cwEWkjDrs8GpK00G1PX0664a/SScnf1Sd9E48HgVR9Gin4arxb+WZLbR8HK5 tDj1yjkUwjPomekg44t/72Jr3mfhHzPiG2M7eOAiNdsUQJLEZ6Rnfo118TFT JWi3WY4QTCyTRrWZZHypTSbz0S42mDfmi7RK2BDnLXWmW8SBUhMfM00PPqTS f5mrt80Th7s3ue+7wYFtK545kOTYoPND1DK6g4RjHlnPsNLo0ExqZQhDhdBL 2XZn8RMqPtFsbfjRn4ef3j1wt2KOAxfevlIZcSFBZ8cgp6iFh59392caRPLx shNRDWholBj456pyZRQLj7B6DS/dEOJhoXSR4QwXPog2Kc4vlYCX9htnaC10 LDtj7l5jKYA6Pc/jk7dHkUzOpomhISGYvyyKL4+YQ979mQe/W/KwV7JCSpUW B8IDily56pJwrTZ6xi5UAAGbX4TmSZcR2s8V84MVeKAiMVYjU8bAUh+f1R0T SoDRisJTDFU65Gnb3UxRnkPt0Qf99xwdIqodngbZ7qPiICP6F+GebyjJeEhJ sY6EtxcuzZ1fNU48znBNrDzNwy+fb02/E80FfpcJ9K0Q4NyogwRVbop41/fk 5eRyAW6YXXl/td8NZB3s9U/1PBvTHw2ZJn+RwMFmZ09pvuBC+t6DLT1lbDBp zLTsKhVAsBpam724HaU5SLuhhbztfKK3U4sEbncraTinxAIW40zH4IAsZlbr a9ZcGyVSUudERmwWaFomGejEkcFh8+NvVR3zhFMoP/6YBgd3Vt2XlrKbJAL6 /fgHb8pBiEG63kALC7byc2pVZHkQXpGIznhR4JJpFI8W20TUh+kl5ot44PGZ f0n4ao5I/65Ef7JeCAUH5snK+jSIH7E4dDmMDPQ294KKITGiU2oF+n1cUCuW X5d7ggn5D53POHY8QN4S3pu1Y1mAb/VZDlEmUR+aipvIlIfQd+v3WhUxsY+/ iqqVhAzsz2dKhehOEVHlXlvyYoEoiP8cJntnnChhxLR7n59C05ZJphbWfIgX 5Dly4vi4fs1IWk7NIDE16GD4JIaN1479DJzcJ8CkslO2OQ/oMPjg6JG8HWww ZiRNn0tlQhss3bt4PQOC3qrv+CDFgruS5qu7kmXgX3XZgdKNXIjTdT57tLwB meUylljaygFMZ7yqYTJwrnYx3yCVC0Hibf0pGbL4iObPrHuFs4RbpiVz7qA8 ZNr46nMZk8R2P69MWQUZyKVFKy5zu4+Or7lVuyiFCyrxSb/ZPRlDnj2N1z7o TqBPotDejXYsXGDppxNnz8b2AxY3fw+UwW/N6otDQuWwZ5Tdf9RwDtwN8kg+ ZjVMLFab9Y0pooHzHwHTlr4fEL0n2KgiTxp85h0qBxb6oEJNjPlmwYJKrdMb HqowMb6veME6XRLiXds9d+1lgYuLtXbR1TlU16hQEvecA/YSu3OvUyQx+WzF EZ2X00RwcUEg/3AnarYpax0k6PiPoxNrqeF03Jv04NPbJhLWbXNr/hnGxwnh bcWR/Uz4JTJZNFHHA4vmoPetOaPobKfB6yVNFPi9M2da6C6Ds7drKb8Lo4Bo ndb8pyZ5fP9bvcs1jx8EqYDUkvib1AIH8i5eC5SA7rjDOoVL2Jhbkk1O8JtE J7xrA3fuG0HDDhy+84UehPQaHSSlPyOnjprn9/sHkbzEPZVqEgeLQ0qxxp2v yPWFmvkGGTb2ajhGv6jKw7cv2qpXNXBhtlx/65CzEBt6b30QVcOCCdHpdxEB XPw+7npwFq4mQsYPialCHi44eF770eZeNFxvSK/s5EFF6+40Y9MGVH55jmNq SYWVOvrVRTrj6KE9Z9cJ0iQxvFXoH/pNAJPWlikG0WJCucxvVi16nNj0bCik K6wd3Xp2cmXopS7kzsFW6jQq7ugN5hCFPNiylDBWziPhhlNMVrg6Cz6a1VWf N5XC/efkp5VjJbGBelYxeYEva+aSl/grUvDBobLYG6VkTLc2Piz/VIhJMWYV x1k8aHdOzags/4JEBgeCu8KniKBtTqRUORIcCsQFt4pqiBf1Q7z8NDo+S02Z +KbWjczeQ0F+uBRs8Ra3X/UYQ0ek5wVH70pDuEqTwpY0EbpTRjOa/lcGv7qm yBYqcfGVNhMlPXoLiuuJ0ljjysamnS9NVsTy8YYb3xpsFvj0R7dsVW7pd6Kh /K/jYm8uZFN+NKXY/CBWJSRH+jfRIFZZ3P2wURasTEXfh46Q4ftv/tP7xhf4 /1ohEFFmiUZUT4hOFRJFVuqDcV9+okuk7b7RMXSspf1v2+bUaXTGZ0VSxOwX NGTgqeqmwMWrSjMKtJSooJc3wX1fx8MXi7aQg1cyoMf/sLKCjRCDaSiqLO4n TA29/LbPCGFb34OIB34CLJHBSmrUlAdX2xRHOwsabq7VCY9vnCE4nvZk8sLu XSR714h0JMEyM+bC7xlc7CNePqnl3E0YjERlmOdLgw67nvVCPEDsje/4VWH3 FBFhOZoze0cJNc1NxlnRFOxWNHHijMJzIjip8OPwKBtT8veK96Z3EL2vZ0aL rwixk/G76/eujCLCLSEjyJUK1OSQPUafupDNX4ZelYEDhM70Z9466U7ksFVX lPP9K7Hs1dLsfNYPlNa60sz2ChMTPcucd2lL4s+N2w4cd+LDRRWRgXeVJL6w LOKvVVosKO93pVzWFSFF+Y32+okkHEq8D01LYOPlpSs3jM2wwDEhVz/5NAvT DNPnn5twsayue0Pqwp+iFN56Yx8lhOVif6XCm1w8puhoFHVxAj3ct7M5gC3E MRuFxQPPGXjRitWH3EkCvEropBQuz8T/uLSaL8/hw13O8nM5AxKgt/vDtMMG OmiYPcxep8OBkortwj/9aJB7wvp2vb8kGNkqUbUKpcHFkR6qr/uViLz4aUnW ASps7P6PMeb9k2iNqvrwSkEe5sNfUjjlw4SGw2WFJBEF6l2HD1H0SXjvyfC+ sGXzxBpyRN2OjUzQdDweGGc8Q6jVZRcZrJhETxs+k9bdJ8Gc2/uSn9GyeOW9 ZsldPaPEvayXVmVBJGBP+Y6vTWolyiIPrdSoIOE/W1+hig1t6FVSHOpfOka4 5Gz1k7n2N6qKslfkRTWjx5kR36n2LJzxn1uyTyoHytbV0jyP8/C9tI/2oj5p SNx2ZfsghYV1vziK/54Q4NfUGpWqSwJQdVqq5OMuA38e25Z44x8BWEbm37lw ioFVlnhvOTnOg9roN1yatwCv7hTTNqnyQONLdur1Qj5Or9jo07uIA48Whf30 zaLjwmin9nelHMhiWKr2z7HwiozgIOsIBhzXH3lUt6eXSJzaYOm0aoaYvJmi t0dyCjkH+1LinaqJjYujk2zEVFxrkpRsYX0bTb0+uZ65m4PfHTVn6OqScKPV 2jfiSB7c8GAVzJJnkWK2bViJ/whyOuAQ5WRFxo4uTqV+V7hA8kDNU90M/ObX U92PyRPoGKP/7XoSFwuYzg/0FDjgU9/S5Tgri9ksmw2l6Rxgz59PZfzFwRnu HOedGmSI9Ij0Ewk5eDRS7mNT3y9ieO5iEaNJDkeZnRp0LJbHRZXJy77+x8P2 HvqjeZgO/wNJCrgQ "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 238-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk7lPsfxscYgzHGbGYclUIhQmUpkecTWVIqW6IQLVJSSWUr0YmI7KLS Ys2SihJSz5ujI6IOUUjWJrJvYxnbt+8P93X/A6/rdd/ybmetjxMJBELNn/y/ F+P3zdXg4uDUe8djnicNRzWsngu7cZFCwSBP4wgdKYDqsacyE/iUrdvdG+a/ 8DLTigNzimwYDl8V4XCyHRN7f3piYpCF3qhnWUemkCHqaoqwfroUsloKgI6/ mEhYZTZ+9aEHuNOB9cbzYSzUYfDp5lPXRQykYsE0QhrkxUr2DK74gq0hrSlB TRQo39YjstOVA597v7KLtbiI8d3owkyDCESYCMsZ23DB89Cr8hTlCWw45kGl 0AYSYmeEpDmf4KKGlymeCkU8XEmnzDHm0ATGJNmtubEA+Ml+SuTjOjbM/E1O 2sSgoNqzpzQ32lEg1x7cLgVz0UfDW9UZxgJ86qjc0tldREj/SjOb4YuBgqZW 7aPt43hnqn7H1AgL3qgyZXcNiKPke2X+PxOoaJ1kYqjCuyXs/jqZ1SJMURSX dZCx/hUd8bKjL8b7c8BZeLHpLIGIivXurcfUyCihnZxSdpAB9SYoiRPOglB3 4TDeLBM+RsnJymRwIZ4yYa7QvoyPFdcEvH7ABlOlf2wJkgwgiKRndNGIKKTM coGeSIFuJYUtggQOqig6WVS+xAQbY/7vIi4RujqHmLmtbJRYmqTyC7hobUBQ AzY8iRtG1cnz9ZlojN5vkPCEi9qcveb2czjwbVZfdllRCDSFOEI9eZKIumB+ 9IMFB86qP3YbBD5GTtWfHh7mQpxS67BNKwG5D6R49FmwkdXCiMcimw2BZ3Nd WApE4Bp9rgvW4cBqoakP5EIJ1Pp7bWN6LxG2K2Vfl1hDAQ2BbyyeQUA/gj28 DvkM48zPSWql4xTkvZ3Swz30E8uZp69XvE1Ee7MVHyyr8vGdpE1KGk85qPq9 SdKzYBaQF7VXufxkIUrZsHF0jxCivzs8HNUmDUmHPVp/FTLA0fJyVuFtFrTf jnR3aBVCNatGObafGECXCOscGqSitl5bjkMhH4+NX5rdzqCDhZfesX8KyGBr 9OZnZecyvjrOscSBwUZdla9EhK1ncG5+jCzxGB0u6SVpDrbS4eCXHd86lTkQ WB6JhZ0QBeFSuH3t6Ve83l8zMm2WDV6dQsLSJCFI6ltJeavLBdXiLdZJrRIQ Prbr9B1/EiROuZ8q+LGEUURrOFq/WeCj/vjFo+MMSCt1CrPrfI3ptTn68Xcw AeX9thgWncFuPVNbNdpPB98vuod350qhkW7NCLASA7c0KeFLGnP4uZnqHB+j SjwzvMOf+oyPJ25vX/YzXMAEFlHGuyylIadyRCmuhovqN48lpn4YwqONrE9u cmQh7anx8zOuHERM/+A5HioJQ699Ljw8wAClG5UvW70Z0A6Kh1foSsCn6Hgf chEDiojmm7qjyeC5lRmsYygNoRpON31KGjCbYfOD+7XoAILkjx+kJJBIwkay UZo0eM+bDsQmUxEvnz5AP0qAIykWUkseNEjxGPYJvDyH7z1zIoUqQ4YVodyO rIevMb/NeTV/xbKgcYFDezU4jR3/1fj4m8Y0Fjt81j5LnIkyLc6oh9ow0IZ7 0/UX68XQf2b1+Zd8JVGuSMXYyzNsKPI+Fn159whOplbrhjtRwWnPWYGF5zds ReY3kVGeKJxatn03+IeH+amDT88TmPBO7e8tpaulUIHYx4nyCBKEu/w4fvAw HUwKdVTShwiotlHmaeh7JpS9UOczhoUR6Wb5BfVqAR6YlNiVpdqDfd1X+H0I p6Anb7TkZUwkUX/U67b/mgjIzMGHZfqWiyIC2/OvDkiBlYGr9gcBB3Z99W7+ njqJCarufM3745ttXakC7lEyWuJRuYsT4jCro7bc1kRDkvZWX4YOjuOETEJr 5EZhmOZoKewyEwZe6Dn17FUM5KhmsmfvzzkswL3mvL3rGBY7ywzqGO3HMM1G W6JIBzZa3hduxB/FaEIvV1cRmIjUXG0pX8HDXP6VN99CZqAesR+JvoYcVBBn pVDZwALGpqC3Vf7SqDk0/eJdVIVHJjjUjWhxUKbH7Q1lRv0YKS4tro3JhfLv jomGxg3YtpWV4oYtFFBW16rKVedjj+x0jlWfnsNHTLhevj858PzHlpqK40u4 XOGZRflgPu5iOT+y26ILy/vnmrJvQjemTN1QZRxDQZ39F5l4NhsGF7yF0pyJ qOG6FD1Qgf6HK8tGXQsRNHCLJpC7QUQWIsesj/3xw+al6FVesqJI49vzIw0d ZESxNDxHq+CiX4aJ4wUbOPDDKT75XUkP9s2iFVaoLeDepg6EeEkC3HUwda41 +oj/Wz/MTkukINPQc1nfHfsws2bITAsUho1ji7XPwqexCyLLHJ8iETBiO/ko qM1jzwrFtwuKyUi00+9aspw0ute+Y6UmpRWrNl/v8nszCxl3Ve9QuiGNeGoM 45I//tnDo1Y+eNGHmzsX6/p6S8N90dGm2H2j+KT+yPyPW1S4ITfPK22kgtAV 7Zrku2To2+glcOUzIdDdw+QEhQCNWD0+ez0bv6/xlkGrmsQSCHs9g0MoSHL/ Ee0q50Us7JRS1JXFHkwouSfyiqw0Un2RnKm2UgwKL0kUpws4KC53J+misgTY jk1fm8mlg4tVrJ31LnHUXT7scattGWcetyGRhOkgvNcg3ItLAouUkJhtySw0 YyH50Pl+H643FpRsniYCz+XvV20aHsEPh3dOlFtXYIT9jxr2n+Dj8uv1De8G i6JBrwluyP5q/GJUdsvIJANJPb6neNKnG++vW5jMv8dFa/SuzD7O42P4kYhk bxcxeMtVPsor68X2ZRiceHd+ED9PXUsIf9mN2ZpozKb29eITnpeLQ1THscTv ymZW96SQs0HaTJo0CXU0mp70c5CG6Qs1U35vSChm7ZUMVTU6NIVunH5SKsBk aVtttCIJKFCb09buxkLrXihvmVqgg3bzAs9sBxOJGyQtv9/BQrlBVbG8P39E NDvvs00QF7Ztah+XeCONpmTttgfFTWNfIs7bM3u5UMRcdyt1UAhCmnkGanNU UDErva+jzoTzayMN+v6iwoMAy4J6LyLEWdaMrBsRBWc7iq+WRi/eeCN64v0c BbbyPklMuY/j1pUD47cf02E5sFqUWTKCd/S1yIxdoUC9y8hpUS0Ckq+yI/rr CMFm0pXaA1uloPmc3IEZ3WVcvvZ+rp7SDLYqlucvcZkIS0ean44HU9Gza3nd ckt8/OXd6t2F3gTo3trwadm7Ay+8elpZpZyANEoCnS5pdmIfo0KxAcUpXMX/ VaU5MQerDLKRZQd9xRS1rupGUpgo+dOR6FPxTGgXHKanP+Kgl4ktNrO/RYCz IsEm/DUDafTYzWdNcxCO40Uf13OhJvgzS9ydg7o3TXvJGHJAped+fHq2NLrw xCPVSIgNZX/5j3vepaBr0W77VXLYcFfCYs3AEh3ZBETTPF1p4Kc1VlZ7qB8/ LX+Ln7tmGZ/JidU8RJzD2vQ3OJ258i++dUVw1L55MaTLE30Q8+45Nld3TVfK kYl20RbYDd1CqHG39uf5q2zoK12/qCROQLL3rfyfeo1hYbopDfgZMrJzdnhx 5h4LmuqqMmWbaejzRIVGS/Q0Vn77YWnNMhtxpJxea8owYXNpP3WIREcM+r4t L5KYkPHfl8mhFDZKPsp0slchQVNlyyW5ZRaavCrZ0vR7AhdN7bePDaCjILPr Q3b5NOTZZzgpt8xBNse0Jh8iCpCC/FbenORCvqRfR+ODt5iYOZ+T/Gcf106u W9uSIw6uzwIid2ozwVVv7/WVAyX4qDmNeGe3FEQ0nfBLHZ3AZNbWW025iIJv 3eb5ZhkGrMnyD8o/RQXnPMU5xxQRINm4d9B0RGBc7rh1HVEc9ndaTtkrkyB4 dbzggM4i3tB1XV4/VhQKJG4Wf2uTQjlCnmH2dArk21VVLelIoVTs4N4Bwyn8 pdnf5BquBMxELvSrCvNxOr93Y4FnFx6D2i9vbRnH5g90S47PsBHqHqmzbV/A mJOfG5If0qD+Nk6T1F7Cukw2y3hqSCFOZ2eXH3EJU1l37k5WKhtlRIbcDDYV QTRKV0yL2AIeH9ozeOKNONoT9mJLjhsB3bj1JMiuiI722yp3WvZSwVGjJsS6 l4UqBBcM9e6Q4J++XfW1XA4q5x5I0dxJhT797+kBD7hIZ+aqwePiMayGkxIR aSWNrHXre0mZEuh/p8QBDA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 239-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk7lH0fhmfGGIwZs88gIRWlUGSrdH/VI1uULZUsJVuppI1KTLaI8CRE VIQiifQk0v0pKkRKhDZChSiyj2Xe3h+u4/oDzuM6r0V7D9t7kQgEQu3f/L+H t8QV04/TwLUn1W/mGw/mzp86+V08io857k2PtPiOjwqrI9Zt5MNQzMLYnb6f MJNRz0fbyHxUqZVnH3eFApdP6LpEnGYhu/nT8EWBjXZU7/ql/+I67rp9+aaZ aA6K8Zu647aegICRBJtjeSCx4+IKX+VWTJWsWo5aqPBK41Nu4EJpiDWTUN7k IICgj+z0fcwxbCgx6xlxJRlFDIb802w5hrHJTqqRs4BrM+9mXJ/lw2QEJWU1 i4rmW0wtNRXpUOAMe08IBcibJRn5gjKHj3kqzx+2JMF5jw4NYoosqOno1V83 GcGlcLesHCk+VGqyFS0HZNCzHQfv709hoKX0y1FqT+axKGGVy/JQGfRv3g7W 8gdMRA+vX6gcJo2SP1GuVOxgwfCPpbflUnkQ5SMR/W2KDQee/3DpruPDZvVq RwKdBZFn2j6zxiXQuQqbWeZlKrAkDPHmeQno6hxkF3RwUfHLKk6vOhcNM/vW J98SoNTFJe3uXkxEm7XwrLXiw6Jyj8wM6hRGyVw3MTQkgMr3Lf0TWSTkM3DF 74cVF8l0Hda8s5oPZw4XuHPUSJAx8I+vfhcZTNTzw2VVqVAWQBz4sI+EPgv9 DrkcG8I3GN6sXf6SjgJNqN0Cl14sPd6s9D8hGdnmL84Sa47jL0pSu4ZneIha MbQpoZuIjhxOfmqayYNPF+N8dnYQ0detib6VRRxgykZ3Dv6kodyso+Iw0SSe dGl+yoTFhDCV2E0nWTLguLGy91mnGHf30jyTp8VHXc8eSErYT+I3Z/O8bRey 4YRxis7PDibMTpqHs5kdeOMpnbjsKS7o2D5QMHxNgpQfStQqAwEsu3092e+l HMQMWx5IPUWGwFJa0S45IqJK1fH1+jnwKtWAI7mWA9mPXKOdOh9i3BP7xJFa XECF/VZDUpOYqeG0mcE9NgS9M9htXcBADZ/sNSO7qLA3myFxQnsaf+UokcfW rsFzY76cohWP4zUFQZf7DcSYyCp+k6UNDyKYD7vXevLQmrGRI5N7+Ii9bJ35 xDYmDD48dvTadhaE9CULsi048AkW715gIAu0clLhxQQO3CdZrP6aQIGqiZxz 6qcEEKXtev5Y+Vts3+j2jJAfLABR2qtahixSzBsvL+8TQODM5oGkNBpSlp1t 36REAo8rVox5PzkQq2SeW7p0Frc96H2FJk8B0cWc2HsLKrBg3cI6hSQOiIQ/ n791nMa8vjffaNOewGrjZ5usfnNQrtVBrSgHFjralLHQxE8WvTFvvHMiiI5i 176zKL/Eh/uB+xJOWv/CxQONUiY7GeC65bDIyr8Na7YKf77bjwr7xY5Pfv7l HRpz01r5GweerIgwfKTCQBcZU4ON9ykQ4/7Za8duJvhPBFJsy0iovlm+KOo5 Gx4mKg7GS1IQ+fzjo1ovRTgzGn5Uc3qx91tLPw7iVLTkyxXtSyuZqC/+4Yc3 LQT0eG/OSOnfva7tyhQJPClI9RHTKqeIBlP6K8QfWuRQZcQSg5kVozghl9AR t0oClH69uuhkKwnfogK08hey0FDMDR2/zFnstE/dEec9w1i2wMfkn4SfGKbT 7EiS/ILldat5td8aweSIZSo1BDbKTq8yaKP2Ye4vFlkYUljoqornem6VALVG 5RxPRzV4zuL0DEIhHTS09GoKtMaxqcmbJvrys/gvM8GhoF4+hDvsHOM1EEC5 9ODcIuE4XqdXNt9D6MYKq8M0gpK/YjaDaQePudBRZ99xNp7PhepnD2INbMjo bTiDeUaNCYbKt+gHoqXQwAU5kXIkCUUaESUaXtCR7nzCwkOKUujhkduMS5tl ENVmQ4DcUwEaefaxU7hIjAdu3km4RCeASUlVyVPV1/iLxiFu9mUqkuneMn2r qR8zb4Xc7DMS8JsvPhjSN4UdlRTzj92XhKZl1xuuUuax4lIZE9F/FFR5TWa3 gbMAZXwyVdKhdmCaRDvsrSEPbep6aaoeyUPph9zN+u4L4KrU75akrb/xJTcO 6B+JY0Ck8sy3R800oL9+dV9rRhp+rDok2jPOhp8t2ZNmFURoxhrxqfB8nN93 4Klx+ziWTLD1F56jIna+4dtnawkoer96fMhcN+b6tLvrjr0AaZak5a5QkoZz Ds1mFQfY4G6X5GRvKYPyPp9exUsnAtvLgUyWYELA8KC0+xoKWF05l7g2jYPs Pu6vZsgP4MbDoWkW2ZJQ3WO4eog/gu+O6fzz2P4pdq84MT84bxJftHzdhnSh FJo71/XOqKYOPx6f3/5rlIVuMriBu6x68L6G2dE7GQJEOhzD5Y1OYrhHbFqg uzTsa3oSovj6G7b15nrvJ0d+4rnv1LuNk3owRzPtqcwfPXi+lX5g8dQf7PJH DXO7DAZa9ZWo5qlLQV+aN/sG7+QBw/OjemE/BSUuCbmpuYIJBUuoS9fEzGGK ckYOenEEZFNkCk3+PLS0RMNwbJYJ+yMfar5Y+dfj61PEz005aIFG4rDp3z+V yi9scggVgMUDr5wsEhOWmT+6qq/FBvOn1qpn5RiQddrmbuMhEkTS7rUHBFLB zYkapKfdg09oBFsz3tDB6Ntr2TGfETxlmaOP4x42iM+8lGKX/8KNSIOOeuZ0 aHT/dUBKj4D85dtmGskSoEsOqd9uxIAnYZOcEowIi+qvFhirT2J1TUHmq33J MO/RWjQipKECHZOuDbZTeFn6S+vSQAI01NEwn3ddeOnZAxrLHhNQwpv01Avr vmKv4qOwgcVj+JBmb0FWTiH2LNRBkRv6HrsmpH6yGOagtNceCfsvseFx4ilx bDIHaXc7zeRN8JH3psAVXxbwoULh1Ih/OhW9X65m7d/Kh3RZK9WBeSYKeXyg 8l4dE4L1hivqXfpw/7Q1/7npEWHydpKOC2kau/BvDHHkQy1utEAYv3VGGt1b 62vsKSzFphvCDBi72Ci4718Fs2oJ1Gy9pmnmLBfCjist+FZORIpX7U4VHRrG 6GcCzTLrpJGT286Sgxkc2GVPcsiUYaGmP0+12xMmMCfuBRVNfQHiM1wf6siz wVk/2syojIVYzK2GJSlssPJTaU2p4aM0T7ar8zIyHN6V4RamwEejZ+ntLf1/ 8ALnq6POhmwUah4+6HRHDuUt2p+lk8iBJaNLl7TflgHRp+fH9ilzYY+xbbjS QDl+PLbgAt+aBbEt3sGZv/9g3oyMNqtWGQhq0J1plWcBiVIl/cyHAW6Fi6d3 XZGEQ4aiUJkAKRhR9rJvIMmAUm/ZxzEzCghVLom268/hir4+riBLhbuy5/9r +8BA/OwdUtzXNLjjVFMzr89ABo32H4geE3iZeQSlTiALzqw82+9GkzhzvGfV Xf8uvPCou2pB+Sg2s/0rfWSSi2QxqYNu38QYe7Tpbdo1OUga23Ms6x4BdZnp yvtrM1B+xM6zxpcJaNnSgNS8TC7SUjsxZBcuheSoXYnt0rP4kwCnyDUBNLQl usTw9l4CkvBkXJg+xkbbHDU6bXpoMO/sSqkV8dBT0dENxqlkwCOKUFSCANkb NPaQc2XRqSt9N4JuCUChTZ5YJfqKx3exVVzi+XDv+dJbet4I3y5cvytXjgdh VQqZb94PYPLfH+/LrOGBuhfef1llFtvoNC1r3i0AYiTHy7RPGs2wZtsHYjmw W/Su6V9dFirvLnWqqGeA4+2KDo+QMRyLm60vW8KGmLO/WL3r+zClDaM5Gy2Z IDdHLLBTp6HFydlaYbKyECo4zgu+QYTIsq2LPIiyUJyZeML82B98pa5FnD2X Bgo65uzit1xU3rbiRrElAUTdqMVykozkljfX1F8bxbN+38Ylxunorn6UeINn J74xmeVQwpvDTp6Xn5KvfY17CYtXFm1lo/BExyjy28+4bdViOWaOAD1q9m6/ xqnApoiX7KqtGFC1S2wlDv+DlT5329RxaQrvkpIZ/Hm1D2utNYrba0qE/vcq 9Wpu97Ed78+FOU4zkfznjg/CKAJy3LDNzyacCX1vyirxyxPYXutUtq/iDK4T GhhuOUlBqySPVqwf58AtUtbDBaY0ZPHC2Lk3uAXv/LMmlT0tgUTbyqblCuew LSc1FvqlsZGJrp3J9i4R/kWc8vhCDhN916jrFz5IwxOnFTMmKzgoMDTsjUCZ Cv8DHnDjlg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 240-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81PsXxmfGGMww+4K6JKGUJYq49P1EshSyJ6F0JV0kyqWSLaRSlMoS lSy3FJEK0fckCqXFJaRQiLKXsYzt5/fHeT3/n+d9nvMoeR229yYRCIT6pfm/ 2lmYFxoGM8C955rvbB8PWrVe+brLT+ITjl7psRbf8dHVvlw9ew6yWzgBnXJs FPLkZMjHhGzc3XmN6Ww8B4U+heqIcSICRjJsO8uDvaopswSXVmwFeUUZaqYC Ka+F9iSPCmfNxBRMHQSwWk8+9dq6SWw4KauauI6M6KcuBDH8JjE22WlF7Bzg 6ZtKd3/iMuGuC3iFRAlQzc0zwcpUAkzsV1g4bEmCzi3DLWUn6bBSS7fhpvE4 3i859vDwURZSkbkSt/LZAiZf9Y5+S0MaXcrbxVrziInct53ivODQUMpnSlrF LhaEHa947fJZAHE+YvF902yI9Fuj502noOgK6znmFSrsqh1+sE6OAt1dQ+y7 7VxUsxZvOGrGR2PMAaOUfwUow1p9+L0CG0nPWeyvs+KDTYvLy95kEUbJ/HNy eFgA8jmDEbYpZOTzM82334qLbEzPXzJlS4Cxan4MbQUV7h93EfEdyehLlG+A 29Fh3D8ZzQYdZaIgY+o3gVsvJi6qf9h8h4Js8pWzFtWFeIB3xdv1PQL4fOG8 j2s7ERlf8GZfwHnApMV3DQ1Ko/WXBCmykSI8+fLCtDFraW8b15/zLqWBo8nT 3uquRfzFwZVyZHEuhBhc1RpsZ0LtwBebjpIOvPG41vnsaS60iid/iq8jw9X+ 5dQqPQHEWv4bJk1iQcKY5d/XjpNBc5OWY3I7CVEl6vm6PzggvSHT8R7Gg+xy 93inrieY32yDRf0OPqCCH1bDElPYyNhlA898LoT+p7dn+10GyjaQyFAtlQGv bIZYiOYMbpzZ+u4v65d4bkLncekiIR7Djz5+ByMikVWiqaU1D9i3ZrKZtwVo w8T4kal9fPR9ov7VFkk2DD05GnzDmQV+ihtfN9ny4DMo71mmR4MgZvOPDVk8 eEiyWP/1IgXWyb3xOlvPARClvq5j0BD/5YGYL2Jk2JtmxVjwpUPUK/8/BuUX cRv/A2nSshTwvG1ZlfWpEgvTKaiXS+bA1qbGf1oWZjHv7023WjUnsegIVjpJ ko9yrfw14hxYyJPsdQbbTkfvzRvvhYTKIFfbHKtb9ixw33FYZOXXihmfPigV oi0DhxYdnw0u+ZXs4apeM8eDZ2tP65crMlDMMts4KYEUJHh+8d61hwkLleR1 fQVk1NAkez+ulg3TB2LoIc6SiHymMljjlQg/tqfkoZ32d+yjbUnHEE5FwqzX RFo3Cw0kPvn0vpmAHgcmdarwmGDYnSkS7KegDIdb+ItiBkxvXLv4qZmO9KVn IldrC3FCLqH9vLYYbJy7/mT6nAT0xQVq5P/BQgRFs+rmG4vYCZ/6Iy77xjAe 1hG77dgIhmk1OZLEOzEeff8Zm9O/MTqxVLGGwEb99OY81Us/Mc+XShb6FBZ6 /uPB9p6/mKCmoVtzV0OIaes+Dc+SXsRHzAQBob18iJ056euYRAKFEv95pSgh Pm6olX+9rwcreBGpFpryFWOOpu0a2cREXQPH2PgSN16hbyXfHaagDzEM5smV TDDZNccfIFDRz3N0kUIsCTWu5KtjS/eis3DxjwB5CSQIMTAQjNIQ1XpzIP25 AIU8jgtt0SVC0DZXwmUZArxMt2ULc9/jLxuHudlXqOgL1Z2UGjeEmbdAbvZJ Mbh9mhO+PH4WCxZf5B99KA5HWyxvR18joKISKWPRYwrS1n+kzg8WINPuV1tU Y3losWRl4VAAC2IVZvvKm6ShtcV26EUGDfq1A0T7hGygjEw7JF8TgyasEZ+O ycenp7aEua+axlIINn5R0VTEzTO4WjZKRPGHVBPD579hgkMqHkVuXPC0S3ay t5RCJUHKn+eDxYDt7UAmizHhvkVSvu5ZSbBKi04yTOUgV700hesfh3CDsYhU i2xxiPNTz6P2/ML3JHT9qrR/jpn0cTsNlUW40po/N6dHSaBZ4ZqZ32Fv8GOJ +W0jv1novUgYVm7Xhw+8mft9L0OAzo2YtPX+I8LwvWdTgzwlITs9oVhDbgCz zTE68OzIIC4xFs6RudmHOZppTmf29+BV5Mx//5mawK50qJnbZTBQoxzZmXRG EnU2bTsY5sqD79GjM0n2UihpVXiO+lomDN+8zNazJyB5+iYH3fMEJITPofn3 BUilWE1/Yo4JAoWd5sLtfCRldHWxdgsHVYg3d94rZsFq8/LrGzXYkHxG7YbD GhZknbAubAwgQdUTn4RThjLg4UQN1dXswbewNke6hzFhU99b2oTPOL7j4qrz 63dyYfHkKwl22QiODSopV2kwodFz5G8JXQLan04J/0wWBx1yeIPzJgbIPh3n yjLFQKnh+l0D1SnsbVjn6puJFFjY23J/PEoafVKnyeV+FuGl6a+2lwQRwEVD qvJQ6je85NTfaqsrCWioTWsmmtaDvU6Mw34qT+AdKQbba88VYtURDvLciI8Y S5/isUyKj1Lf7r146DIb/mT0hj25zUOa35xm8yb56Jvh8+LCRDaE6Y5VNLgN 4Af630yFkcRg6k6ylhtpBgu+znNXDn2Nb1oWlWg7K4kGiTsKbgSXYjNvIvUY u9nIbNow161VHDVt3/Bu9hQX7rcK3GhXxZD8dbvj9wPGsBVl1VLzf9GQk4dr sX8GB2SL090dm9no3a/nmm0XJ7GnXwtzu5M4iMW01S++yoazNVUFDUpcFGEe M+R0j47k391q+L6Ur6t+q6xquyMFw2W9bkwjPuwzsIlZ/rMMd/2+dd+D5Rw4 23wgLHP0F+YmkRz14bw0hL7RmW2RXcrF/AmUv5sFHgXKM7vTxIGAVUqw+qVg XMHb/g1JCl70OI5lZ0pClOJlkfPGeVzDJ8KMWC8NhbQzj1s/MdCtT/f6M1sY cM+ppmZhIwNtVDlh718xjZean6bUC2jgZ5LipHR3BmcKe7QL/brx9UbDyrdf C7FZ568y41Nc1DZJ92XeJCL273cfUm/QoWSfis/MERLqNtOR9dNkoBvsrq8l DiS0WiXwWl4mFyU2ed3cOyeF6NTupDbJOdwe3zzb6c9AO+KL9e94LXEctz6j 35uLdjqqdVn3SINoNb/uipkAIqvkMt9//IkFpOmv5abxYI/ov3eXdFioqCm9 3CWZBY53Ktr3hk/gJ3Kvl6+X4ULCqRFWr9EAlnoxs+7ZIgvo88S7dqrS6IV6 9fu8HhmIEBzjhd0igrdbzeqQNhkoykwKMT/6C3+06KHpIMkAOS1zdtEHLtIs ajDSJ5BA9A01W06RUXq1rqLqAyGeNXoHFxPKoK/L6sXW7PqKm6SwHIp589iE YVyAP+kD7h1VtO6+LRsFhrpI9IV14zZVyvT//92vfxT2lX6oxKaJl+1eWDGg PrGnKSpkAiup9TBtvzyNP6f1+6TqDmItdZvOe20hwl1nj4yrPo+wXR+jIx1n mKhG9NdigCkJOW7e6Wsdw4R0xX+VmoTTmNf2a+yD8rN4U20oIWufFNIWD64w EnLAf3SZWpMBA1m8NHDpDWvG5ax/lX5gU5BoZ+kMvWAe84qX2MxK5CJjHTtj 524R/ibhSmncfjb6rlb/I+pRKr5SaTRD8y0PBUVEvhcoUKHo+KnHLDsBXO89 1QXdbdhpJ5O2wiYOaMb7hQOfhSpXnYu+ZM8Be4HUb7yNjy4WHHwa6MeCTXUh T3t7+EitzjBwVSYVQs/3lyUyWfBZNafhMIUIliZlvb7cciyZOLvbVYcAgR6T t+UM2ejwGOnts60/8EOTjqc+djDAOX5oXujxDT/9Wr5kjSwRNR54+O1p3Ti+ QiFHYFU/hZko+t6RsriAh+foTZPNOMj8zLA8y7UPy10IUgnXlEZKA6aBqnJT WE2cbad8Pxs2yMZ4KnWQ0MuG+WTPjt84t6jdqb2ShEI+7gbc9Bdmlbc8tvqo JFLwdsvJesSH/VnpTZPzVLQxUfBfU9YQpmK9G0ZJNGT+kdRjdkiIjabio+Iu NFQcdEnynZEMcth1TJtiK41QuFbATKQAlTUfX9yctNSnTdSurd8qgOUrCC4B USzk8WftufGdAtg5dLA/ncxAJ+//4h9JJ8M+S9O1bAILReSEXjJsX+rFbYru OpYyaPmDqweq4/noHJItr23koFVw98ePaAFI3Hg/VB7IQ9pahm23H4iBnp/S hdhoASKF6XR1+NLQ/wCzTOFW "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 241-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVluk/1GsfgGcVY8xuRpIslTrKKCkp/W6VvVJZcrIeHUnRgkoLktDCiURK VCKHihLJ1v1VkaUSWVtkjYREGGN7zvPi+lz/wPXiUnc/tNODQiKRqv/j/+6M P0OaceOCc+c1r8luRRAOerYc9ZHg37buN8LMv2FhJf53325FtGPmFLTO5SGr l1nnxk6nYmf7pZsmI/go2y2GfKOeioAdA6YXFeHDbf7lvdUthBpN7RmqZ8A6 5SStzf4KcNGEqrrJRgSloqbyGyESYiA6+QV5GQ2VVYUcxK8lBI9mpxY2BZjq Ehv0oYwLmbvA/ViICPkn5KtOFZDh9x7VmUMWFBAliu+UN3NAQ6xXddvoF7ZJ ya90t+SjRQpx4RrPZ4hDZXkMq4VsdOWeA3dpHgddTU/UrOhXQFc/y1wvdOCC KrXWbZ2bLDpbuHWKE8cAP7EGf5G3LLR97edltgiQDNPZNFtGgJhT5nsqLIWg brtri7HzNCGTtG5sYEAEkws1V7k/l0Gefde9eiwFyKc70e1gsBwYLU4PlVdj gMOlqaR9x2XQlxCvg47+AzhqUm3whJiHfI0YHSLHLqJ6SVk5lSmHtqVrJs/+ MYqNlXT64yymcUzsjMSIy4HvKhFB1skssN1Y1PXi6yxG/r1lNDUhHFsbL/7R wgF7nXf1iTdb8duT4sgUiQCGpzhhShIZiO9RYZSsFkHuWnLteDUPLgxZHLh2 kgbd528V8RtoiDGnUqj3nQ+XffpKX50SQUqBc4Td13zizxtl6n4fhBDwYbWT VSYb9WqJ/H55ccA9hU09pjOBn4jaVn9Kq8BpF1pPMrNHMbGpPYvNoSKpZdQm i62KsLrEFWCAD/35/n637LlQ4VUhnxwlgs+g6TRvtTzw47MubOgSwROK+Yr2 yzKQ5bnuhUWrIoA0obqCLY9Yln/rY1UZcLtuyZ7xYsHxYqe/V+iSYZvP3utM JRnIYYYcO9mJiRMr71fOjeEDJXBLVOzQDOHxre5Ok84YITTIGD9UwkHvzd4+ OBaggCx5y8Uyi/jgvOWQ1NK7iTBdX+u6TJ0D+2dtn/9oISO9aeN3UYXycMH1 i4eDEwcafBhffJtlUFWd0sPwMh4otz86XtDNQLTzxX7LX0ux0HC+UUFYL9Fo nfOpHzOQZp7PZutSPuqNyv/4vp6EAprjRhaXc8GwLUkq2iODdkSb/xUZygWJ vvbsx3oWMrkfvObW/nFMSiO1ROpSYX3StMMQnQHd4YeXp8/nItnauuN3T5DR Kc/KI7v+GiICZNzWZ9QPEYS4zpZCbyXUvNraymJGCRY5d8ErEg/NMH+pXHQe IFzL1c3XyHBRgWaVqZkqD7SW673KXD5KfNJIi7NcQoZBE9HBgC4hDA89ntA4 RwPVHJ9p9ZBRbCbRqbee7ibuvzyjFXC1nTByZTbnDHDR196jPJwugIanZj87 q2VRbSibc1qDA4WltlR6CRP1XWJJVcMoiHL6Ywb6r+eVM5fnH1SegyRrTA8v /8pCjK0bDrNKRejA3ctrpilU8DX9kxSrQAJ/o83kFXvrcPnbAUFKHAMZnJI1 SQr/SZg1QFrKaSrYfpvQ3eQ9Q/jRZ4X+T+jwdI8oZq09BWXnyBlJn8qgqWWd zlab+RCmOtldUMeEXUcyc4WhLOjRPSj9a5QHbNN3G9jpdKgj3mJJaDr2XJQx 3ylLSlwlbfMOOctAluHMsZQ6KorYvzgqcLqDWNhwLvhtsBBcd8TY7bSQQ1X3 in+WBNOB52FDo1E5ULVhfH6vqjxYXj8bbZjARxoxB57Kf/2J1w4FJ5in0CFA HKoe+fU3drrwdbh4ZylxaW5S70jHFFZfum7DjZA5aFWK/VhqQA0+GpXePDjC RWlo7mD+5R7c+2Zq5EGiCIFvimMYmiaw28UEX1dZQK/yl8ze6SOsU9fvfX7k B96eLXE1/9ZD2JroSJJ6OrHsgc8MifY4EfdJy2xHIhtlRSe9PKUij1rrTPed +FMRSnI0yQ5T8ih6YWDqH9ocOHSzVP+uHAUpswxs9CJJqM+jtpjzDx+WmBXc 1F/Og0DSmwC3cR4kn9qa9fYgBbbmpT3KX8wBFztGgJ5OJ25w1q3pXcUDg+53 8r89f+Gi+kxzZT8hzJ5+PYf3bBCbmO3dYtvOhbeugwfm6JHQ3y78U2WGc2Al LbDK3oAN2ikHLtpz6aBedTNz7eJx4sSloqamflmYcWt4+CuEiRxW5K5qzZ7G uTdeW+X4kgDOtDD5UV04J+iA1pJiEtq3vp9ryuwmqqPCiT7N35j/+9BtUfsj 4kWwjbIguJF4nbvHz65PhHQ67CbvjQnRNb9cqX6IAE7oDRVWOfbi2g5SlQWF DuMZMWJHygRB/rCAku/4DhvMC4mynpRFlZc+BW+88ZSYeHNmNXs3Dy2/+WXW U1MW1VmtqpkMEkD3Rq+Nbml0pHxzx8mHB4eIFwqe9ChTFrJz+fOxTyIf6K6F xRY1AlQzXKrTfHmMUPPWPpx5SxFxOdZrHsfzIFpsrVRHCFGwWWi/3QMW4iqk LKB2i2DhyKKFzRlyoKK8b8h4gSJcrN97IunnMHHZJm5XUBQbAt6snGxQ4sJw 7+elXcv54HJfc2L3dTpMb24yOnabCb9UPXa+ocjB/hLOv+6r5CFkQazUXn8a h4x6/kN5z4Ys+fNPmz6y0fF9YUpO17jwwO7Vqxl9NrpmVbpile0kzjU7J1Mp kofzb470zXeewpzRTt0s7zZc9PrzoJ9QQkzatyv8GhegFa6DqjdOUhFvpKY2 4RYLXu66mRXvTkNtJiuVvHXYSPrTQFbdmIaWLDp87V6SAIkP3U6kPmMiFqMt ull2Chu42tNlXbhoS8TjNRnuJOS5MaJT6ZIQbbfV+rq1kwlRbayi2FYROEk/ 1FxZyUVu517y7fbzwTajsMUt8Dfu8MiKZy0VwoWgQW7X+l6Cu8wn3qGLD6xp cuaOxUw0z0afvOIcB4JFRxVP3CGDys/LcpQgDmQnRR8z8x/G+S9vq/5YxIW5 YjNedq0AdYSvffqliwrSDlRvMU5DLr46H3iScZz8MwNTRxXQAdcNtRranXjj Va7NY8Vp4tRRE8qeN3XYIyR72UNrHjqXEJMYpN+Bt5Vosjh3RWj8j4V3b7dg QkKO3fHSkg1tQaUqvkljRE6Zy6aWWAl2NVz6zxh7kGioMIh0NybDOw2d9vb0 fMKh8ewZ2wkOStpgb6glpiHbDdu9toZyYJPlqXnNcZOEu9U13j7lSezwJt5Y ymQiXbpf4fpRPiRVs/s2G3ORefnaXV0n6vFe9m2pqocskm7PnWDdnyZ6x9UG 3Z4KkdHKHUb2bVJs6fhgKnmnAH3TqvwekpeApcwU5797FUEnwjsQhFz03MCv 5t1uRdgpkhvBzUKkHcK8EGnMB4OKY0VdnUKU8PvI+2wvBQiI7HkWxeFC+YLD prXvKWCx8VmXl6CACCjKS/X+RobDLmN35xry0OqtE0XcgR94/5htUOMnNjQI tN1it3bhc9XKOUuVyCjh4su4yPQRrKaaKrKsHCeefd4pn1kUjQNTV0toJnzU Hl1o1HCth0ib8V0UqMNEbtf97zEiJohX4datyj08iG9KbXnbSEPlVdMxrp9G 8PYgerh9Hg0da9wNeNMwIaV7ZuvPkUeqHo6pyXlC2KbhQH5cr4D0o0Qf6pL7 CeN+lRrxRwVk1kjpNNk/SnicXNc/fw0LPfa9IluzXgH9uMmz0rNgIxQoPjhx RoTOJXt9UPX67yc3al1bsVkEhVb2ltiBj1zWlV36tV0E73zyej5rctHph8PC IzdokCYc3lhRyUPBqQFXDFt4qHNFdniTDgepPIrf+yJCiJhzZWXHOxTRQsj8 /v2sCIyD8uQnH4uQrtiw+e4jKujNzXOKDBVB3dIM6x1XhPAszOO+iYkIHmv7 TtX7MECy3XpL6msFePW69eL4WS6qsFKvZnXT4bxNV+JQCQ9WfWvRLNaV4tBH 2b02R0SQGTgzJd5MAhlmue63Zj5wm7StKiJGsF9mXcm8SBL8WImedJRLsKC2 QdU3phV7f76pUu8xiR/6CODpe0W089a6K2XMIfzsjWvhrmIRkCcCAj8+e4eT D8Q2GlZS4UlynmLj6z7i/O2eF+AiRMSDLWtkz5PRvaj9x72nOXDkifvznEuT REPI/eRio1qcntiVWyA3QSiZL7H192Wh4i+zLY10OfQ+t2Wnnz0L/mUvGzw5 II/MnNiE40ky3L1IiBcW0FGLR6BjWLQAKZy5F/NoKRf98deST64vFeF/fc8B Gg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 242-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41HsbxscyjDFmX9A5Qoo6JypJSL/v0dGUkqyJovSOSlLWQ5ItRSii ouK0kJeSckolzvehKElKlkiUnUyMrGN7vX/c1/P/fT3X5/5oeRyzE8mSSKRX C/n/5R3tSOley4G9nVcOT3fzIPvmujCdeSkedfC4GrOlB69GnP6d6QJkOxcK bWpsFPjPP+LUrDt4r9PyTdNnOWhmSGQQPUBGwEiGzed4MOTrO9QR2Upoyms+ RfVUkFGuNM7azIRzlnIam+wFEKceXnmQN02IkzLLZX6XR1W6z0cGPaYJtryj ZswM4PTTgh7HLA7k7QKPoEgBirZ+V0RckYPRAxpzx7bKguL4dnDJZIO2geGb G+YSvO3k9/xyWx5aqnLpjPa/c0RN+niiuxELXbzjzFr+mIm+pYtSNsQxUWqr QnqxMwsulY21xAxTUVSx9QzzEhXO9Jy3ejBLha/tg+y8Zi5aK3T62qrFR7SZ LQdeW/Gh526RvNiEhBQyzMbFYgHYo7BbxdpK6OBA+uFeKy5aduiHo3glDcyX 5UQra1LhsXqLtlU9BX2JPOzjGiDGhZXmDapqXORnTu0QuHYR617nWrnfV0Y7 cpZkzq8Yw8pWCvF0AxIkp8xNmrOYkJd/cbHTdyY4WDzvKm+fx55Vlp6iga+4 5oRBwq1JLoz7n3gV5aEEl3t/oZauE8DaykgmrZILccNbj1w5IQ+hdROrx8mK iKpYxTfs50Bixd24L0vY4HGLIRekP4WzWk3sgs2rcXZc2wlawRjW2GtmYc0i I6lV4qat1jxoK29RtVHgw+CTAP+/nVhQva4m09qPAvvSrRhzh+ng4OL0y8Sc LOw46plOU1UAJdpGJvnvMiJkzd0qtWQOtNr4XKtWlUGinrqbTfrjhLl5NEUn go3eC2vuBQWroFoXJ71gPR7s3X5MauXdRFSlYRPfjyzwmnf493uzDKI2hcb+ mk2HOPcvIuc9TLiP/JhxhBJ6U6eaf6aCDT90phR6n6kg+dgS/5WvpDiN6bh0 TO070WhT+HkQUxHtsi1ldQMP9SU+aXlfT0JfLLnahQv/ZPo1Qyo4oIC+uu9z 4rtyYNLot/mWejoa/xA0yv02hUnZpOaEVXKwtJldnlpOg+4zx1fm/MpC+a82 Z2rvlEOhB6t8d+0fJiKOi1PepY8QhEGdgyy5jVBqNcARjRMEXebR4pckNqKJ Aix4psOEe6XWFmMFFnKOGloqUOCC7krDl3krx4iKLbQks3FZ+GEp8Anu4oNh rr9x1D0F0Cg8OqsVOYbDH92iu1j3EXdfROgGp34jPFNKXni+56D2vkA2zuEC M5o7HXFQGX2IZjBPajNBvtDw2otyBhqIp0s1YmSR+g2t+GZVLlozd+FXH3VF 1OF0016fwUJU643H6WUCRLEPbWqRJYPf5t2kFBUS9B635iU71uPKGjH31iUq YkYe2vToiIQQNkD2rZNy0Jz32Ox+LQn5k+f5Af+Q4UhORvH3TfKooFDJXFqk gHY/y0CK23gQozHd/ayOBvzUPMttrUzoXeUj3T/GhtMH3EwUfyhCHVGDJ6Nz sDDJnP7k5CyRStrhHRlFRfRh+Q27+sjorNeyxLDZDmLAWOSUUq4IbJG9vLwc E8qtczaoTamAVXpUkmkaB7UoUYeTr0uwyXB42pZbZKi2OBgey5rAe+LaR0rs yoh4wqO2YHAeay0323g1UhFNno/lzhz4gAMTcz79+MlCv7SUBHCpA7jv7czP e9cEKCw8zYy2goTwvnNpfu4UeLHcnFA5JiZssjZ4/uv7HW+qlcbiwwOEg6X+ ZEZvJxbOUsSN16aIS591hbbXGKislJ11ZFwFtdVtPhSymwe+U5epH8V0lKQT lrXiNyb4xse7CIfkkDp9vb1hAgnpe9x6f/46D/SEz64brVzo559HfuRxLmSG Wt+v8ZGFZFZnbXIzC9wcqcGG+p24x3t2Vm0xF9Z3v1MePSjB3lurVz0v50CN +48jioYkxD5D6llzTwnWyIe9cVrPgIM1uwMubFEErTfX80yWTRAmO5vVBuOV YW5fQ74kkoY+/7crLeUgCR5dfbWt0I8ETJ9vEo+iHlx46oiuXgkJ0VIeZo9b 9BLViWeIgSWjuNF4UVN8TiFRHm6vzg1vJKgTmn6bc/kQYjhc/Ma1DyuoiyLF xoowkZts4Co7Rfg8bPCKq3yP1y+KTLSZpqD2z4Wn30mfElNvI9YxXNhIR4dS tz2fiuq2ra2dPsUFNtu4f8WgIlK/bnsi32eYSLRfdKKpmIkc3XY/PHqNAw0R tx2T5vmodqRM/9OFcYLrUeT8uVuAWEwb44eX2cB60ZIh2SWAc/WeIRlDI4Sj noVn5DEWBL9dM92gyoKyPQfa/1zDA7e7S6Zc0snAatw2anibARINkd1bWSW4 YsNlNjLpELk4RepkNIvfkjwlFqksuK8cW9TUwkC2qRv9p49z4J7jy5dzRgx0 LmuvkLR2Dj8SnlaoEijDyezn/pXO85g51rnqvvdX/Cx+vcxMppSYdvqmIpng omlp/O+0s2TE/ln7Ie1vOpzy/7PA5+wChyzXqHrrM9A88l4Z4KGA9JYev3In g4ui+y2OmZUyEJ36NekTZQbL5pO//b2ag7affWic60FCknpjPiuQBw65xc37 wkZxxWrVvP5pHtBnZfJsl9HQeW3f6nbEhnBBIC/kpgxUkNydqaZsKMhIChIG jGD6H+ZG13+yQc1AyC74wEWblbPfnJwhg7QD1W+dkEfb112ZPBQmxZlDuVhu TAXZDoftMTHoxgud2D/kzRJ9uTnJUZX1WBRZ8Hu+DRv5l3+4gBd34R2lS+jM 2wIk60U/l5JeRkzKpNi+sGKAzIXHJfZzk0Rhhdum5pRJTIifiPKvDxMNr9cn ePwhAzIfRcuqdIoJ58aoCIcpJgq9/kB0eYcCcti487B1NBN0u0+HxJ+cIzy2 XWEfUp/GypQVS4xIDLSK7F+8YYwDpeTNBxpZHLSl0mRXV0g9rvhwgS8eoyLp zkdT9LuzxMSKAm5VIB/16Fb1Rz5Ow7+Xst6VpQvATqD0E3/iI6v2gYg5IQ/W vw563tXJR/8513SjGjEhOKH3aSKTBf4X1wsOVcvDVounXYe5z4i+kJgne17L wXG38dtqpmxUltscJ2n9gb3GHU41fmbAv3pe2UbHe/DpavXC5Qs7SCmoqHr6 dAxramQJrKomiAs6a2/on7qIw7LWTcpbcpCs9X5zGmeAyJ7zWxqmT0Phd0qj ndbNEC/P2LSp97Khm+FX26aoiCrfzCa7f/6JWfYm/h0dCiio0QXwphFi8M7E m742FaQhcs3KfMwHygTz8WAoExklCj7WZQ4Sybd/44+fYiJho2ynpdcYEbXK Tm9nIRM99LtIqd2ggo54Oce83MpCKMzAZypCgDoMS9YW+y/4lIXuldV/CsCr qqrp5n4ecjOriJfsFECQ4Z07ThI2Opk/wve9Kg/q/Zq5N19wUXhW8EXTZjay S/jukdCxwNkHlz3Lz/LR40nX+0UBTHj5qu3cRBQLTRa5zsevoUCsfde14VI2 WH1cUvVVMoOjHxT02fsKgLroRuISqQwo0CpX9XziwFvTvcYZl8awf15d6aIE ElxinSdN7Z/G3A8NGn7JbbivSfrkhHAO5x/lQtF7HlpzPlCnu0SCn751L95V IoDymBgpSfoeZx5JaTStkoPy2NujbWliIvZGbzm48RHjMKmbuk8O3Un0+st7 lgmpO7MkDr5zREPk3cwS8w+4ZvPzy013pwnVLXoOAX50FHYmUC0hRxm9f9Rs 5+9Eh6Cu0teiL3Qk3MMgXE/IwHKZDXOyshTULApzjUniolbt16tfTbDRiv16 n91fLHDot4/qrxf8I+/PY2ZDPCnulHyh/neZAL7XZO/ZpclBHjzv3KWaXAjX HrhalsFHGwzCCgPq2eDdLmRObqUhu9dauudXKMLiB7/EhYd8JMbkHpjm7iTD +tNRP9o9Kaj38NV1tVEj2GB155E6Kh2qoln5wqlWPK+bY5+ZKMUD8idHQ0d6 8OcKpfJ+/hPCc+xCZ6q4H59NHYp2pvBR7vm/zpvd6iI4eeQarQXfPS6b2dbU OkOkqlk7jv01he32G11enSSHwl52eYp2vcDex4YufklQQVw3zaPwTQXEaYGl iwwZ6P4nSmWAHhkyX5rtSHPhoVp22ttUzEP/Aw8H7x0= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 243-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41HsbxmcY2zBj9kFS2lWWqCyV37eEEE62FHFSlEKiHEu2lCUU4YhC OUqJlOi00PfJmiilKCmUtY5kG8Y2Xu8fz3X//1z3574+qm4nbNzFSCRS88L9 P+05n/vEDLhwoDvdc6aXC/rB3COiljk8bueWeX5XHz63ZY+EruQdfMBBzWgm ho1ycp4RKXrSCOSTweQCFzZ1WAZ7RnYSSylLH6MPVHgVuPJz2ywTLhiLqxjZ 8sF+OoGXMTRH/ErKriSvp6DDco7uxjtFBItiv/T8LGBhw+XL68q4ULAX3AIi +ahQzUyu7JYEjB9SEZ0wEwOSy4EfuSkcWKap8+r6thFM67nCrbzERytpadHL nouIG7zbz+9T2OjyLUemWhkDpZ2/rONvwkKpXyQznjoyYUnW8MrWGho6+9Ry lpFGBekOW/qhDzTo6hxkFbRxUPn6U5aNQ2QkmbVl4tcvPpQPaZcG1cmiIz8z PPvNOaiuKWpvzgp52LYqP0p2KRW+dK20qfeVRV8jPX2cTv3CPSG9aps385Df Nup3vlMP4XDoJTU/nY6s8pdnz68V4JIRzob672RIThEJtzEZUNFQPvG1hAV2 O571VHbOY/PEjOH3D77j18GaCblCDgxqrFCYpMnB3/3K1IrNfJBacf3LPgEP 4obNjqcHUyBJRljbclIGUaXqeTo/2BD77d0HIzkOuOXKiwdoTOFN34w9upTe 4JtxHcFyxQJclLVd+/wuKTRtnmhkZskFmyzIC6PIwp8Z5vIiTzp8C//lflRE AStvjww5BUk4sPxEhV9QFRGkfbdeMZkN9RcHXBf1iiH3vuYbHzUmCGO1oSeG fhz01vR1YUAgDcX4fmtb4saHA7tPTJt7fSQqx7YYuD1kw7F5u+f/tZHRh1UF WOE3A+Jcv7o7OjOA5XKmzLpfFr1qViiKrmFBmlsOb4k3A1Fiy/3V66YxM3ZO 6sbYL6LVuqR9EFNRQP/nyOSFfhh0ZU3zD0kiRT2vHt3DXBBuWjf/+QMduW4I o7ZlzGLSTVJbgpY4+E5G8n68lIfeaF/1/MVMxJU0sFrsKIFCjtSf3HtwmNA0 bLK6dnGcIDSb7cQkOgheJJa1dpwm6OTSJdUkFnqk/bFOODRCuNaq7tKVZCKz aB5sVOXBanWd6gJ1ATE3YV7+YpwCQ8Z8n8AeHoztoh2aosuASon3nGqkAFc8 3Kl/u/0ncbcqYnVg6jfivxfB7R29XNQ5cJqF8zkw5c++b2dGR++i5BlnljFg xt5w9UgCE/2Mp0+rnBdD4qUNusObeEhbdGmxj5IUKmPlbQ35zEJUS0Nf+gs+ 8t+w9W2inhT4mewjpdBIQCzXiqYGteLa1784uWlU1GR0FpWjMcK0BW7mnhGH iR2bgi1TxZC/xDzv1EMJuBmznHrBXRIVl8hsm34kiRK3rjuyJ5YP51Vmep80 y4G6x+nFhrks6NfymT4oYEEfCh6w8qNCM/EaC6PycbOt01FrCxJKJVl5RZ6l IrufrA/rN0ujmGOrEkPnvhMZex4pm+2gAsvdlkIRZwBdJW6ImsQA84yzSQZX 2IjcEZdaETCG9YfDr+zKlYCTDl9v5IRNYee4ztFymxeEimJk1qI8MqiqbTHM jJRCNtGXjDbqvcenE/M/DY0xUalcjOuaukE80Dg7VniVj7KbZCXQVzLCf164 4ucqDZOxpJRKo2HCOm+rx/OT/+Ey4ySdbq1fhJ2xhjCrvxs/b2nCNpazRFr7 atM9V+VRoWQrJ+kiA3U0mxwN2seFk2IhliZ8JkpaEZq3dt0Cr960lyIpSaRE 17PVSSCh0jhxOa/vfFhj+uTaJnUWxM7Wdbus5UN2iOW91z5iELj22svVT9ng Yk8N1NHoxgo1FbOftvJAr/eN7PiREdxU+NWgqpULr12HjkvpkNAN79R1R1zl QJsS+spBTx7qHLyW+D6TAdVX1wr0V00SakcN7VJP0kH0Z0vRSKQcErfYLCRU xaA0s86ixI8Euo5kTo/iD1wSdnz1mnISClbu/AeV/SAaEqOJn8vHMed+/e2G rFKiMtxWiRPeSixVCXOm35GByTvJmk5iU8T48Y1R2heasd6iyETrGWkUoJXQ v//qM2KqMWKz/H4W8ojX0I8PoaFmi41NM2EcKOnUjEC+VKR0bU9wkc8wwQs8 eNs4lIXsXfY98L7Khral/Ke/d7IhsFF7pkWBCb7pgqPjXnxwubt8an+GBJwa jjwVEcKEERV3m0YxGSi88Kx3TRYDIpekTDtsmsMUi8BvF73ZcE829tHHz/IL nAjDj53hQqF9dbVokzxSkis4nH6fBKWm5yTr+bIw+72r2tWGDAxBt9Y9ry5s EP1j+vHxOWLG4RttZJKDjp+TML71SgqxxpreXcmhw6EhrZz5XmnUZayt4KUh jzb/4ROlWiGN1qz0Tb+VtbBrNSNXvscxEZ3alfRJehZfFogU3Tdz0e6YB7p3 3EhIR/SCWfeID3Z3nrb9GTqOFTnWi23XcyCcf5obdIMM+sahhTUrOFCclRRg emoUV+nG17SPcEBR05RV/I6DvuyOaPLdLQ3T39EHs0kKio4qnc8ymcPZv+9g cQENJUj9Hvrbsx/vSGXaPuDOEdqiRR1fBK3YPbJ4fZE1C22aT5+9tK0PW1Us pzP+4aONtH23ffyrCCE5ZU+VuTx0ln9+ZpgzQ5TUuBi1pQixL+Hq99tplGh5 qZfgtp0M4XsGicKecsKx9WyE3RQDHTjj0b4+XxrZGf7haRnFgIxjfUlFn0jI zSKddVRpBovC85t9VJlIS8L/6VYBG8QSfV4asbloV63+3p6gD1j4xrn9TQMN Tf9ROkW/O0c4VgVNTJzjg97LgGc93Tx0OvrI10MTTAhM6H+cyGBCZumMpsmM JJjteNzjyXlCzJBPHpj9IgG+LhP/KBqwEHnMwXqUNoKPTdiFtbbLQ3032m/f OIDPNSiVqCmQkY7DUasEshAvVcnjm9dPEmllSzo4vqk4NG+zkGLMRjXZZleZ 7waJmyK/laEacmhcRWX6p/o8UR1t3aHUz4IEQWPdiL8Mqn01l+zaPoZ7Xtbk MC1kUEDrfsBGo0SDnPnqy5EMpOLulJddxgPBjeuD5boLf0/kv2/OHiSykx/K K2xhIdNWsW7jYwIileT77yd/Fnrgd1m6aSsNaU/Q3hgsYiMUqukzFcFHMJG7 dHfZgq/sWJ2+YScf3rhwU3bf4COXLTXxI3/wwfLidtq+3xx0pmiUdzKTAglX wo7fG+Wh8LzAywZtLBQn3qvIqWYj5ft/e1TG8JBT+wSu1mRBdV3HhcmzTLT2 7Mhp6edUiLXtuTpcwQI5kVGsxtw8jrpfPGB7kg+SedrHVnWIg6RcrVbfJzbY aDZH4M+T2L+guWJRAgm0X+g36BqJMOddi4pfcgdOVn77fv8zEhR5c+DRWy56 PhCn8FfmGH7c6Pp0bzkfhktPVbKrmnH28ZRWg3pxyKrNPdyxf5iIvd5fCS48 5Eb77+sDTwl0K/HYX15zDKiLNdgf0kxCLZF3s8u3vcO9Zw7rt6eKCIVda+xO +S14UlOmgnISHb0tbbPxd6DDdc++OG06E5k6yxNOwWR4YEErOxxLRW3uoU7n kzio2cNlKmCCg9YeXNPuWsWFeGsZp9kFHyjYeWLLb+40tgj79IZkyIPwZT8z X2Tx0McixUDvJg54dZoyhGZySCvnidAkUwaW3FeOCw96T8Rb6srEX5QCvXNn hzo9pFGhUUzVhtPjWHND9/FmKh2UQ5673BPrwvOr822zE6fxuMPHFdbOP3B7 jUzlD96/RO6kRfSd/EEck/o7ylGah/QeaijXvO4j2AUSr1UXfDIsOs30d+88 kapoaS/4awoH5wsmB7IlUGh1j4f73irc036Os9WOgTguS73hGw3+Yas7XtrG RPc+SdeeWiMBDZYHk89n8FET60pjKuaiOZ2ojcsXcSH/yTLWVBsT9r2652za xoMaZ5PCMSQHe2Yisq+MciAtRoriYyoG77h71GqfcyB+SR85IT4fq4bohzY+ Y0GG7l66cisblHqfCHaelgB7+xJHUfEgfvxj/bzYpxl86wRdzSKoFEunhonE G+dw+Bs1c6u8Jvy+aOjS4Y1z2JA5TPHmLXhwsfSThG4BTqdTOlwcZZBHMSPX rH8E/22In1Y9nsG372EdZDJMvLx/3W76Bg0iENNy/s4oUfluTXbRDhmISdFy dukeJfxmHfyC3sujrQ8VlYWS48Ro1kdOqDoDJXv9m1n8TRxN13QNCOf4YLU9 Q++0BRUZqPtU6BJUWJGslOfqT0Xy7C+SlO2jeFd7S0OkoyQqWjSx/5oKCZ1Y nKa5ZTsLZZ6/TIliNRG2kLfrVg4DBTvTHEf3sdB4was7ahk81LPdyGigaYEP nyO1Ct85yG53AxFSyYf/Ad4aQ5g= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 244-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1mk01WsbBvC92dtms+fhr8EQDVQiUlL6P6gUaTBPxVEURRGik0yhlE5K o1IkswylVPTciUqlzHFUcshQmSOz1/vhXtfne61rXeu3wPWwhZsEhUJ5O3v/ z/IOcXu4PwG72656THwXwaRvWn/KCQr8tnK9EbmlAxvavX8xkpaFd9uoG09E C1Azw4dWUMZEwImDzTEiuE0j7eoOtJLKNOUiVMeE/We3PVvUKoCYTZKKxpYE DO0/FWoQQ0E9FxJLqctpqLV8cCz+CQXxadbKkZOAr72mBNyeIiDTFlwDwgiU 9MYt5m4PA37vVZw+vFUC0m/uDLhbIgYVTZ23dwwGsMlh3vJimghdTLXjqRdy UWDqlZQT2kIU/1nq+lM7HsQPlJk/PspF4U/NJ7mXmZDduDr5xd9c+Nbyi5/Z JEQb1ybW3qqWRFK31o309BCwtibA0u0BG+3/cd2j01SIxGU6qud1eWCwOC1C VpkJ/+gtHLpiyUZfwjy8Hf16MGP9pY3pnVy0PU01cWbpMF6d8NjctkwS4i5N jxrwuMBwVnffnikEK6Nn7aUtM9jXYsRDLaMdVx7XPJc8KgSmHi9uG5UDVzrn M0tWE5B+9VhOh6IcYjIqxDrdAviW/j2boSYG12SOZMCKMZz6/e+NhclV+N6Z r8flcodxap1qxb5nMmjcNNZ4q7kIuuZppXU1s8Dluiln2oMNMVFhd+/qMGC7 l/t1OXkpeGa/72N5ZDkZpJ1VMSdOAPOq7P3rWmnIraMm6dOKEVLtwF3D4mti VGVSmR0QyELe7K+synIReM5YPf/ZREWqB3bV0R/z4YzzFzc7Jy7kG50Iim9g o7c18jlR5XwgBZ7YZQkf0U4XH9V4PY6faF5eRY/tJxt2FDT/wkzU/wkrcKcJ 0P92a5zYK4ViTl5EaikEjOoum/m3jo3GRC/vtyfMYMo9StM5LUlIqe1OtrnA g+9RRzTSFHjIyc264vUVBvp7f4WP7V/95J05m2NFRSMkqVljJUH/SqZXs5fd Upgi2dSHSmUUPoqAwskP1UOk86sFW9ZI8dABB0eVMTUG9G4ivAPbxXCxNiM+ JV8WFAu8phaEDePbTB5+db+HzHoZuiQwvpUsU6t65lLMRdURHO4JFS7wMj7T A90E6MdZ9rhipARy4K82EDcIEdN8wxH2CwJJfj0UjTNkwHezPeUSiwKRhyoZ 8g2N+FVljzD5MhM1sW0s5E2GSZN6uJd8QhKiHyVRo0/T0FH6jNjvAR0+F+r4 xoA0yi2QMRh/JIV0HvkN914VQqeW9/hfw3z4dN+XYa/PghqyEo9GpOG8jC3P JSQkUDxl+6GwcCYy2bF5nFnKRNGei2ODp/4jhS1ntmyms4DvZkmjSXLBdSao ctScD6bXwy/oXxOg0sB52a/Dh/Ha/pBrW5Lp4Dg01iStMYmdzrQMFlu8IPui xrX5IZKwQH3dhhthDBSUa52daVCP/WPTGnuHeGjE8kPfn8o+3PV+cig7gUDH xYR47XNJhF1irvk6SwM9eyY5c2yA3JGy3v25z0+c1rD+4YEF/aTVphWjtzrb sN2dbxwLkxnycvMSk10JHNRT8mCezTY++lqz+UCQvQj8539R8mrjowsLg1OW LuPCS1taspq9NJrL1rPUOUdBA26i3i2VIthjzQzUWdGGpT5MIHNHDmjTgt/a 6HHgj1ZC3oYjcrDg7c3MtYv/kAlbkEtiDRemXepzBsLkkP2T243OMjR4eOO1 WYEvBZ6QNasKS37igpMHl6gVU9BBsXPuAY9f5LvYKPKH6m9sONnV/eXNI7I0 xHKuMKSBfNvdRet1lIM/GXGajhJj5JvChVSn4DqsNy8sdseENFI2ElQnhz8n x96HruY4zP7hN1yUYcpFNWarPk6cFALHysxIoMdCc2/uOp7j3U8mTaUqCA4L kfUe+3yvBAEQMpIdxWYiCHyvPVEvzwMp9byylRYCGFB0s3gvIQMXFR73HHPi Q5jSpXEb3Sm8eCCtJClQBPdlTz/69C8HBUysduh4TkC2dVnZtC4HJXVvvz7g IwEPTU5JVRCyECPXXF6yUBK4w21a9w99w8Up4Yk/DSlowqaVNfBnttcu3Yd0 zZiIP/Sx+tptNnh5DlxzPCWLvm3Slj+0goPEyQMaK21lkdqiI1dTbwlR9029 pYSrALGZ3y40Sk9iY/01TyJ8CLQtOn9NhisFfbYzVg4wE0MI4S8KSqLC0cFh WwVjMeTeuhBg4jeIt3UkqJQvImCOpgk/t1qIjBVve6f+y4Tx/1Dd1j80VBNR keipQYHEvgwsOcxCE1bf/+tv6cZG8TzLfNEU2WV0nSnr0oTdwnKX5+zgo3KH VSKn+C68vUSVzb1LoPmrwl8ohZSTo9RLu16acsC0YoduX9Q0WVC+x7jp0ije vOkvp3Wmv8n6N3rnXA2p4BGTn3SlF5N2DeGhVmNcFIpL9vVskEVWG3Z6mEdw wbzoJYtMlECuZlf5B+ZOYBmVDwvTevlIi3706fphAVh/wHF5pgTa8mqtbXtQ HX7aUyZLO8ZF4zsfjrGzpsiCkxLvqP8KIPBcZ1EslwdhXFe6lLsMbDUqavcQ PiGdF6Ub3FGXhiN7Ru7O0eej9L3PpxSaBrHniNXJhmYOKBjvsp3e/xOfeje3 QF2einada41pjR7HyoophGnFH5LQ+uhvd+UKDk5ZPUrbJEA+bp6Svxr7yHvT vouCV8ihzuyDRL4+FZVF7fg6t5MPX56uDlq3QA69ejsV59w8hHWUPr5l/5ZF AQ0OgI0HyeWmeXvHDfhI0c0xJbFQDFV3LYz1VYRIN5aorUn8RZbqXn3Rt0iI TBok2jZ5DpOB7Zv2p+8Tonzfi9If17MQT3mx4J6CCKFgTe+xUAK9ut1WPa1C oBM5g2KfGzTY3Yw8UaMIzc+74l4aLUbC6tDIg3OEUPb6a8yfcB5a9abcReY8 C05btif0l/DhQtgjxtocKkTk5XZZ+hDguigvmztMBym5V1odjQJYnjcgT9k9 jo9m1pTMO0eB5JUxMzNFFBBW1yv6xn3FIyyitiFYAnK8hPCoSoSMjJ8wjDOH cdF756e2xQQUPqzJ0iuuw4kHLzXoV0iCZHnunVWCQfL0nc5S2CNGuqbSObqZ DJQa63ns0BQXAt5upLlflUD1YVmJxQbVuN1Aq2h+BwXJb1Gz8vNlo4ARS8Pg Ni6qethkcdSGDbtl6//sa+IjEycO6XicCnJxkT4vLFioyS3YMfKCEF3KnXL4 vJRAS/9Sa3Z+KYKtno9dqPdmfbTx8Lo+0TjO9pSrfTwjhkMtJtzRrXLosqL4 6TUzOVDKm38mJKiW5MVTO19LM0HvVHhvi7s0cptyK5xOGMGaK9sO1jDZ4LxR YfPz/FY8syTNMjF2HL9wpYfOZ/zCzeUypd3ix2TN1MH56ll9ODq+L8JOWoyi Deyrnul0k4JMeuWCWS/F/LDxc7lDRfFzzK2Hj43h5DTF0/TvDBRc1u7uZvsS O4U15bfI8pFwj7IXtLKA6HQfKmYJ0P1G6Vd+anRI6v7n995ZF6Y9UeGPNfFg eSir8fJiAi5HM2jeJhJQGSm5cGePGM4qdVDPnU3D/l9Oums8FML1Nbbs+Q0C gJde7pTHDLC2LrCbzv2FjXY8+pRVPo1TD7PVzYIe4kuJaz0WHKNAyAd10+0p H3FWzu44O1UKbOD107zEssj4wZBlq9Yovsqmfd1jJ4NG6vqGdlYM4Ssb8NOX RRN4j5bI8uDkAPkm747VeBILen38+0Lv/CZLq9USc4xkoFDG4V5Xy2/Sd9LG N6iWg378euOioTJCDt76JAzW4KKSzO3csVE6Gi//1jU669o0e2s7Dw4L6Wt4 l6whmfAsiOcbtY6FOILPUjTDQUwLeWCpWiCNcuaNONxUpCBliqxi0XIhuhF5 kRbB/0i6tPjb6znz0XEnlt2gPR+l1Oq+shcSyGrbO/LvUgL23ZMfYmmI4Jb7 fTImhAHnN2hrOlQTULuy9cuHGSp4CQ11r8363oJctH1KW4AOWP133iiABVqS aab3lYdx2OtlPJqhFCx0WG52fnYvIqEqYkkSBdbEviNz5kihVK3FzasSejE/ WmJ9TgUDUvuSA/3eVZPsnPT1SiIxVCbOKEVW9ZF3NZftD/PLx3saqtpVZKfI fbLagU8n6Eht/6hXbbQs2lVaqRepR0dVSzPObV3IQO2BNaXLOmadfnq4vqyU h6xSHN6d7RGBbs4S1XqCjaIUpFTDvVvx/wAmm+4a "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 245-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41WsXh7dt29jYkz2YklKhEjmdkum/IiVCZiGVosFQ0SAlIaEoMhdO iZQSSsjB82RMOEXRwBFxkFBom4fX++F3rW+/D+u67rXuFW4nrN3JJBKpein/ n+pF5MgIbTL+bet2O8ykD0k7YYdbMU/RPns1o9lwadhHGFp6JEgBZsTiHde4 uLjLYOyGfg+hRFEqgQ80TAPT/ANTXHzNWFjRyIaPS10er7m5kwzDMemVQusp cJn6Rb/7AhnYFDulsDmM1FZml3edouHfhxQXTuwi4wduQVX3dPhw64EjS+0F E5JHwmOMrXkQ30FNKXVk4U23HobmbGBDSKn5HDOBhu22sa2jt7Bx19chds5n DmhLdWZs7hcBapruxPAwH4ecnP82N8GEI4Mpx/pNOfDiDFenlyKN9ddkh0oo 0bCXYtWkRCUT/g0+5uN8ehi9dTwt1fSUDRbZyumLawVo8fBk3rVPIjg2bmFK n8XEhuWvLQraeNjW8O/eyq+LSPRatqdXax9qCtCIypjiYINiQld8JQsn9ivQ yjfzcfu7W0oUDgNoovW8P75LYxUjlZIUtxaUFdkZIJknQGY2PDWtk5IwYxpt tMuci3kdDfnfg5j4QIopY+EYHW/LHBC1yhTHFt4eKZIyVHz8wvtH+vV1xHmt x/WysdLYVnzfDjpHFNz7Wu593DBB5G1dXNP3lIMj9//r7ujCxC1flOR9aCx4 0yKTe7WGjc2KH6euZnKAElHmp143gz5ZPXpxz3SMaLN81j6EaJCf7+959pwQ JmWRPkdpCmP+8M5x7WPS+L+rJ9Wzl7Eg2++2zzcWDS4cqT/lcPAX8dhplVu1 /DRBaLTYkkU6iTSa59ZKHgnoQoXLq0lsCLcsmfLqFxD7a1eYbKGyILLKxjk8 WRyPGPN9/Ht5uCcUHdp+h44Vn3nPrwgWoEoHffVpj6Xeqssq/vHdxMYzYjum LrGhOZTBvLiSia0f1vEKTnBh8Dp9RjGMDC8eTn6TFuUDzdzgJP0VH9JKO5oL XCSx7469pDgpEs6XlPxQ59uOapuGORkJNDDQNIifCp0kdrbirIyLwrjnR9hZ lwIq+Iks8k4/F8Ehmxx+CJwkIO+ZuP5MERW0qv7541AlD/dr+swcFLDxkZaK iYw1S3slmtBUaDYqrbK//rlPGOJJFl7BITR4KNPw5dwtKQg/viY6cP4bQZ3W ULIUZ2K2uw2FIszEQ8IDlY06HGyaEhKjkywN9L+Cvo7UTKKtv4KSTTJEcPAq WmuG8iJyifw6Vmb9irDeExA3d10Er1DTNbgdLApZJnXLos9/RGeisz+NjLPg I+GlujJuFA00zo0/ucMHv5IeVNcsAujAtWTf/WI4JFG3/u6/44Rlpp5Hxakf SG5Gd+D5+1HC1njDVFp/D3I3FrtdaiIECe0qO63uMCDDxEJsQZsDnS07jp7f y8V2Kv/8nvrKgZhVgZlr1zGx7HrZJ4UDNJCja9v8EUWCRorChhobFtaiBL6x 12ZgwT4L7UFvBl7xJjVn65pJQp7xvCQqiY0XDrTmjgZLwnNVdmfrKiouvF1n 9syXhEm0no6UhyPo2SVPFdUyEgT+M6ru4vGTaIi+Sgwq/0Yn3mvW7NnwkqgM spHjBLUR2UdEk846MPDko1gNZ/I0sZum+Y6S1Ya05YOjLWfFIHN02EqiAxPT jZc3M5zYoLjq7D0zITa0mG16O3uJg133+F08uJoJcqlWAbk+v4hI78pdugk8 sHPdW+B9RxonFqmqyEXysX+j1myrDAuf9B7rPeTExaOK7taNZHGc+yRRs8WU g4OXx83Y/zmPaNPbXxSX8vFTiYiij18YMB//kH7DjYILd16h1vMlsPHAzApV VRHMFPRoPvXqQk8cvFdnTArBrH231OgkB/qURT+uZEgBe/xtc/JfdEw/eFhN +xgduoy1ZLw2MGB9RX6R+RY6qK4+mfQgjQP29oPGAk8u0GldMZ/E5lDzGvkP j3Kl8Mw3+LBrkgJ31o/JTXcJ4fSfj5CwQArenHprlJg8hAzjWTYF3HmiaUvw uJ5EB3IPzlufa8mG9zsjJFeu/YEsypXpzPt8qDDedrv3VR0xJRRnVWXKwEWx TWaenSR4VuNq9DluCsmHjieFek0Qra+1o9y2CeG7OnkvVLNeEY5tIZdtp5lg sKfn7kUFOtga7DlmHsrEXX6PzK/EUcDNLIl9VG4WLZdU1j84xAFNEb9SPYE0 Llc1ld2jxYaZPYXT9MfzRFmWaPDFX1zsH9VfEs1k4Vi68PdPLEm8y7Ck9xjn JZFj+evK+kIaPuk6cV9Whw3kWzTj+A+/0fEJ20tt7QxMN2ATX3eNoCsNcs/U ZITAY4IWqGk9j5QUM/mm9ZPECvcThhcmklFg5uYpirE0FNW4PNBIGSWyFnxX B26QhBQx54BYmjBUX7XslOtn43oHi/wkHgNq38zH7m8fR2x5o/KcXjqcbXPC yGiM8Ny+qmy5GgcU3Z0z01/w8LJUVy9z4MGf0fz3LelDRJL7zVqP7TzY2Ubu MT4uIAYM/JeVRPKgwPeW2Fs9KTA5W26rZs8HCNTwmb7Mh5nUU1Gxm3m4uq7z 2mQIC5oHXVC3LRNH2PTe+VXOxpSp8yKrI4VxaH7egM0pPq7NNWzX2y6GqZK1 mn2fpHGUEjuyceU88stpKZePImEP88PJehfImNPcqugb24kSgvZGPz9Bwbne HFz0jgve1St1Y0cnUUnj/lKHMj6eru4QBA62oXTPuDademGc8XOD25fpcSLi bn8lduVBbDLHx1mFBg+ij5/zmmfisOPv/xu7ToHW4MfpZfrNaGZqup+fSwYZ E1Xb0750aDLUbtmYw4Z3hZ+t/ezpOK/ApfDbBw7sdGEQzgFCONtmHVq+iQmf 3QOdw2I4cN1DMeqYMQMvz1eIDDr/nrixMflDSY0k1r4SMvLVQwwevK42fjk3 hTQ29ni20Og4VZI0r3yjBy2qZNukR8+ganGj0y+nR1B7jXjld14xcXqN6dq+ oFEUHv8z1FGMB6PH77zc/uUHIZ0j0rRiyQ+0ru9OGAtYut+y5naCc9OIbmz3 0ukoDQKrez3cHapQzeqrEnhUGjiuSt64WwpHPa+d/pvOhaefxGpPL3E9IXNB +nY3D6dscaArtEnj7gHHm5f+XPISu2eOC3lDyCrWdB1PSAg/OEFXMztfiF6U /Yg+qUXGQf+omVpkvkUH0p4MfmwVwgasXxRvngQ4LSoPaZbNoCQ6pdPVURye 6L42pXUKUKLB0qspmUX+maqJj7vGidf5d21n7klhPfm04faGCaKyWTU911Ac 75jnV4ywJgnfOXvf8+8ZMF07vUbm7BQxlvaRE6jOhIVzCmdumIjBTE3XwNQ8 H1fdu6j4nc4EHXWf8i0EDZeM5oXtUmECQ7qDStk2hgKakIiEmQTkyk84pSqS 4Oa9/fg/Mx7cDrtFCWW/JVRY8wUd5hwIcJFyHNvLhgSVcP7GI3yc5vGUuBYk iq1i3A0rdjKxpnC26VMlAXqV2KmkniyGVzmtN7uxxN+fnXTZbwfIeEt0A5Er S4W/T9hR//r+C7HDyXq59aK42Cfu7I2c9wQ996Heci4PMyoeyl6PHyXua6w7 Eny6AM3EDTlESZLgsISWf+msCJDub3SV8qaDVWWTdpi2CGSYW6TujROHXv+W ynV9TFDP2Df8+6402GY6NVwf5mJqz6V06j0mXF1GVQ7x6UaRSvu7Exv5mPok NugnmYOVmyQaxN24+KZaRljs3Ed0YBOysB5n4KhF4+7dA1Poyb9OcTEX2dgt wart93oWqJa+0K5tZuNwjQBO3U0+KPz4nty0exI55fjQ7v/g4svR/m12KmQ8 k1Q7rlzPhUNSV0dKHOJQU7u2S9VhATFbLGMdZjVAqO/qyNW5RMUKKUdmX20d IZrVX0dsOy6ErciBEbtpg0SR3TmJ7C8DxNi+tDPFlu8Ih95E3U+XOcD9Ft8f wxUQog25lhLL2ThlJCLN2V8MKqr3cgRZdByatXuxw4ACqRI9pJIvdBj+w9rz wjwLNt7Vdqz0ZWCtHcdH0pb85Wj0jeLSSh4sU1ash58cqN+t8/VWBQV/j+vP cDrKgYqFrmjTMioU6opfOGzHAYXe+bjESDb8DxqiwMY= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 246-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1Ov/xgczk3V2MyhSOkWRSHFQ75ckS0WWrB2kKEJCRSWGtJxDqIhE yTInRVlSie77o5K14kQcpSFlOUgkYxm+vj9cj+sfeD6u57XC56iDrySJRKpb zP93gJmxzVINMv7p5HMj3uobAi2JuudfHqI/nLXMZy+w4fduh70TrgzA9BS8 409FTMs+EJVq/pVQJ6s/gfeyWLjK+HjFRjKMJGfXSGiTQX1fluGlIDKwyHvV 4+cwep7L3/H5dwX884Da/FFrSays63FjoxIHYit3zzFSZbF3gJKAspKDhZ+H WYWdHCBkaoUjBtJAzTL5NTLCw7/KXYKeIxYcGsrw77fhQF5EGnOSrIi3rBbE yanL4lfZgpWm8Sz4xPcP9ggfQZn3cqXe5XPAVqCRvbB2EuUJbw9WrJLGKVfn RVuYDMzRfaerZzqImk/pJtwRcXDO+b8b7L+zcFr/MtnqzTx8Q+Q3463NBNkl 9dyNg2ysTb6immH/HuVf6j4l/2ASCRXCvD4G0WHGJtHcerci1muhW/9mysLe GTb0eX8arj49xClxlse2QX4Z8kpU3DR7cbrAuoGI1L9Xr5zCxh9dAhz8+TLg +60158P6X0RPk93jl11cfMnrk6/rPgauNB9UMWljQUOrUtH5Vyz8XYo2ba/N BfLFqjCd1zMotizu+VLDn0S7XWnXMJKFGWWlucrdUpiUT+pM2CCF18lMsz+E KeKv50N0BKpM0B5pOlH3Vh5OH6o/5rJ/jLjpo0yuQ7MEodvqJEnpJjS7NYpG X0sATaJ8+UsSC06al41qbRIRXrUrrAypTOgIMZQptJbHoxa84Ig+Lt4vEmUI BhlYrTRIvII/ib6+0dmTqj5O3HsRsybiWg+heLAxZCKEAy1xdMaZlQxs12Pj 0f6QB0N/0WbU4iXhvxX3Zm1d6Th0hxvpqgIJX8l/tr5xbzeqbR7h3EmVhTEf g7dK4mnCsg3n3zkjhd0IupUzRwbCKAvc8DIK/uTPHzppQoMHpTJbZiqoYOkz 2X+qk4lbiWYkihOgRoVz0sXzFLhGsg3kx8qCCTkpz8mFARcCVidGiXuJuPZN J5hPmZjl60gmSzHwnuP10cc9uNgmIzbZOJ0NnRZ98gsWM+j3seh0qzsUzPKy yJTcJIH3Xfo8XuXwP0LD9lDB0ndL8Aotk603+EtA3jKx/dqPTnQ8UdAxOsGE J6/pz+wCJ9BA09zE/UwebFPYNLpFVRqQ95/poV7S2Fxu2cKZn5OEXZ6p3/Nj /6EshbqRe2UThJPFelFW/xfkMIz/46hIQWrXGkv7TDoEHatXOeHGhe7WHYcj 3RTxH0qiGhKLB8mrovLWrmNg36TH0frVCqBCM3LcmEACIXv/K6vVbKxPjmpw NqLjqFZNE5onE69ouFn4++opwjW/7p5qAgfPe7cV/eDLw931wQbSkdK4/Mbr naWhJNzLY3VQfoyh0rNH1mhWkeCr6mhcj9sPojHxPDGk8ROFuR6Zsnz/jKiJ dlThRLcTBXdztAvsmXjqboquh+Q0Uelt8EcptRMZLeUn2s1KQ6NKe/xUTg0x 3RSzme7OAq/03nX0b2xo3WnwdvYsB4vrdmTzOpigctP+VFHwGBFvOpe3M4OH f6j5OjRJymDqfgfLtUFczF9+dcZ5kxiddVRZ43uBisstz1HreXJYeyHa//X+ JZgx+WVDcaAQFdKGEvZ3ScGsc4/CjykOaMyXadbQGMCaeNuSfouGV19dgxea GSC00FcKXE8Hm/T+5IBSBmj+FnK9IIsDbbk7yBX3eUCTFSZ3SM+ha9/CKj38 GHimF95bT5Eh7kbOYecaKZz9/S6SmlSAJZ+0RdE3vqNt15iOJYpiIqf3obT1 fDfy5T/QLrJjQZpJ51E+ZRTZVmvQGLk8sPsNcS6aNRAiiav2L2zoeKjB3uN6 niSUvvI077wqQuxAcQNRJyLa6owSfMwk8KG2qCKTmBeEa3tsjNM0A5reMykZ uQxw2rrHf3ccA0drsHL51VTw2XmddVhlFk0kY6XHy3mwgRJWaTrJxjcd0rxM lnFgZk/5NO2emJgI0+tPo9Cx9bYnff6cp4Tmt3qxRpwCDvH8latszIKbJi+d /ClTKOCX09n2Ljp2FbrYFlWNoXONKqVaShKw4Zp6wduNJKyulsezqZ8iSut7 fK+mZaKovM0isgUbMnet0iWFTRD586G/Ra2Xh8SzPlomchR4ed6uW6WfhfvW Gxxr1mFCbYM4xatrAinoLRNuZjHhRLs7RubjxBpPhyvDllxQ8/XIy37ExQkV nPo0eRa+6NiXOVbNwr4XE7PUrlNw3MMHA47HeNiz5Nmt1BZZTJWv3fCtg439 4y0f3VIm4bDC1uqlCSTcMmJm9k8gGXNa2tRCU7qRqU1ixnAqFRcFcXDFO0Ww aYkxMDoxg540eVW6VPGw2fFmcaRjJ8o+crXduF4Kfzphca6Y/Yu4eLu/Bnty 4exH5bS4fnkoSAw4GShm4I8nSZGrHlGhjX8vu2pLC3q9nPd1OJcMSlaaTuGh NMg7w3zx5DYH3pV3OoQ507A7e6UkpvDAch+d8DglgUPmtrX6DDCh0zfKIz6Z A3rp2wX3LZl4+cNll6Ij/yEk3t5/ur+Jjo3OxY5+9pMGkXehcmTWLNLV+3Kk VXbRN2LfpXk3v6KFNQLH7MQZpHMgvqJT9QfqeiVTM8h9TJRMXhYquEygC9e+ x7lKc+FZsoHL2rpRgl1IaV6x6FcNP8FY0IXFvVTevXfy5DQKD87udNVVgKiX fX6+Li9QZ/mAZKUsFzie6kG4RwFXuFfWFVvwoLhDujZck4KXqX530ZiSx3v3 lrrOPxhGz5IeZfY3SOKCozStnZHlqGMgfavXMjKOfqNlY5v3Fj26xU+RqZDC W5lj5CCuHDi+Pw+kBDG6TiN3e7rKQGDkzaSGtSKUthVVvngyi8Lrtpd3Tk0S dQ9vO83kLHKa97f2Lb1poqZFM7tomwyOXfDMYURPE6FzzqGR/9Bh05YQeCA9 S4xnfeBE6TCA7hsX49G+6MlXwgGRmId5RfPbtyEmGOsEVxsSsvjNwI5Z/X+Z QGd/pJLNxpGv28HjQi0aFC395X5TjQS2slJ3z4dw4dQ+BddxNxZceehzmTnP xBukBDbF6pNIM3tXu9t6ObzKXXvn5UX+PY70GpXZkbFhYiNRpEyFzxHMEtHD ccS6IGlaVL8El8wUFcpVtRG0or9NlytysW640Z3uoAkiV3fdIX54CTKQ1+rL r5KAg3L6EZWzFNhOOTqh+o4B9jXNRvFGFGgIW/FxzFwe+iJaa9Z9Y0DX5eSc oyWK4JTn3vjXiCL+0hZTXe3NgvOqVI3Y4B70w4N1HOXwcJLWnfiUuQ+IFH5d p1bAxAkLFj27BkSo1sBQbBPMwT6p9u0/F3/PoG9L44kmDr6ge4rzOokHMWPr Y9TxNHIvDJbN/U8Rb9f667Iyg4xnrtdOaNQrQiZnSDfGOxU1dxnte3FwkjBz jHhmLhwidKw/FhmfpeKYPx49f1U2RrTo1F00C5DAVv2Kbn6vh4mKvSflBP8O EF5BPhE91FbCpS/NpCOGA/qCGYHJ7iliSWORndxyFk4iaQt05eTg+Us3zmQ+ DXvfrdOY8KLCTbkvpCf/0mDPwZM2HT1s0Ltt5FoTSsfmfRPF/ou+P5x4+XFl DReEywJIfSt5UL/L+POV52Rclrn1U3MiF57PCxNtqqiQ4myp1xnBhWV94qtp l1gwqfhI7edLGm6p2arKfkCDiAtjOhwLCi77d1Z5fKME1o83TPrwWRY/PaOg cvoCA2TDDt8WWUhgsNbZ375NhAqt950Tfh9Hrv0NQ3IZlmgw/ABreN0oOuVn +ZT6VUwYrzs2+ye9l9icf/CnkM/AOwztiis/zxFaK9cy0neywfP0X7FMTzIc WCWIedvOw8ecBMle1tLgEFVSrnVaCkITr2U1UWQgwrnLgOzJgMC+6m2vePJQ nDX7pkSRDmO3+O6CcAp4XysZKlrOhTdNTwbjE6SgZklP7pcDbPieUDlwY5F/ u0KaU+24BF5VdcWiT5kJYW+WXH4z+QK5W8XSe/k0eNrmVaDvzYbhngEnj9s0 6KzZkrArgg3fvgSr3ghlg6RXk+TqADZ2of/v/qAZG9SSUFtvvixmc38VCDV5 0N2l0mq1SxIPt3nZTyFFaN19NLL43QxBlZdH04v7d3sg8pnoMRf+D9JY4HM= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 247-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk81WsXPTgDB2d2DrpCmlSGumUq/k91y1RkqKQbEhUXZag0kKlUF6UQ ilSGUshQSXh2xDWUUKZQMkZkyDHT6/2wf+vT/rDWXr+1trLjCUtnURKJ9HZx /o9GCU5Ld26lwri1Y/wlo17MHWG6nUvPwYf2qW6fDeUieSnPARk2BwEzEnZe kwGNoh5dQUAfoURWykef6FAaVu2YZEVFQzcSS0TWkdGMCX0y9BYVcch7lS7N AW5q0M+yX8mC8SNLF04Yi8L8LsOPOpv4KKhg9xwrmg6FyzIMuYgPHV8HOekt PKTYcf98OtARNWHzxNCQAKq8h8Ov5vPQsYE4lz4THrLv6Uzu0BOA/sq0YEkl OmS+d579eoaH2gNdPA76DGEZpejhV3V8ZJamkvh7jRA7dfaPF2fSIfLWwpQ+ mwX6avSGhK4f+P05jbAHUzx4nuTboDDEg5i+P+hFWgJ4/UsgAjMcRKdV8v/s 50Le06q8NJ9GnHL1yzmpLCHOL7KMotqxF3mGbzfeLQP7DM6ayq3igUOcCXPB hQH2eRP3nlowwcz9aJyULBXiw2xuuEq/J85ueFIpF8mFkkcxsQqaUsi5t/5+ k/oEMXL6eLFRLQ9V1ctmXC7jgMG1PLnD+yeIRvOc1kFMR62dHYM+eylASiG1 hGmKQfpjbQm35wLouXxSLU2Bjdbl3NEPaGKi88cqPfcfHiFyOuX9utMXCEKj 3lqU8oW4WiNa9ThVDDFE8hTfkjgo1jCudRBmCPtyZSNt6uI+fc+nnduZ8HOH wMO3mw/Na76qimZzYGmO+7xyoBBHbGITD8XHiSelAat8o74R4UZSyma3+agu mMm6sIwFbxZvqmDJBq+dB0i3pEmQ+CO2bHtpBy5/P8R7EE1H5G3n13zInyMM GyDlwQUxuPtkRXvkS0nkTfnN98mlgFp/z+uXeSyUlSOhP/OCihKDJs8wCrhQ T7zHU8Fp+JbEEl67mTiKIpm5BQbRUVNd6l1TJgeFuq4M95vvJIys2u23xHCB 42xFJoux4FhDibKDxDzWHbkYa/SAAkVRolQTshj8ffXrWKHlG0Jdm1Kmb0EH ZdXNBvGBNER7tlFD5mkbPhWe1vzzFxtRfm8V33pGiL+/m/v19I4A6fZ+qriQ SkfY4Vqsl704+PVWp8ZtnyLMk7ccLfb8gaPbfIKXlgsJ6x3qUwl9XXif3IiR wx8UFN26ytDiDhO9a8hTG/VgIXmGjtWfYSRUYVX5pE1VBjaQ/ar26TDBdYlU cep6LihX3U3XXTlJFGbSiq2e82HBoSFjNFAKGWTWO/2UlIS8+P9Mc7xIsAn5 VK18NYZz/P9ZtbqQhFbDqwcSar+I6vDLxIDKON5deOpa2JtiouSilTzvYiNx /fGKRyMqXJh8HKlxUHSaKCwvf+3/qBXrLAkMN58VR+afJqn3b78lpt8FaDFt OWj4QId9zbwMqjfd+GHWnwfC3fG1l/IXc+CuxbkMjxHinqsTX9gjDnmGIdRK gSToPNFkmjdJAEvYpZnp1oGblRS2iYxR0Oy+b9KjkzykuneblgCzEefXh7rY ewz4a3PXS8+bHNSxY4OsmzoTLeRK9Am9OWj1ipO3UxN4qGf1lV19ihyY6USf jCfJSGv9xxarRgokDj/GYkJp1JNpa559ehRvi2JbZcvME27Rav12St+wc2DW ugxzDgoZuMTsjRnBZkUqDNZDAdLJHqZ5kt8TUyK3LEpNmMCZDDsRGk9GOWV2 21tuTeHMA+ofzh2ZJRoqdMIct4qAS7O1247wMsKmMSjAepqFvKVzHKOPcJC1 wR6X3cEseFVo4F2iLIEcTW9zjsvP4oK85CUZunw0sydvmvFknmAfm111fDkb jLfld7vwXhFzAX72bWYsOGk38VBOj4OIk3vl9TynseuEtX9jKxMQe7hv18Ux HFItn6MqK4Jizxvspn8XAaWlyQKTykkiNqGnw9YvEfsla02Rd3BRlr9YTIq/ kEhZ8Frhpy6F/mMbpX3YSkNvL5t/ke/jQGbXg3eWcxxUXjUfad/6C/+8VuDT 0M5BpxttAW8fI4q+GjhdG+PCFavuOyNFHAil63u4tNEg+FnWdytPAcSgAyPJ D6WBKlWu2dvMhYlPKrvlqkXAO72+aEkYCX7032wvvkkFXl3DUq/IL9h7teUL sQlxyHDnwYtaGZTjbvzwicE8zn9nX7C/UAB2kSnXD8y34sR/bjXqVYoB3rWc zD06RVxJ6isBOz7K3SdqUjDKRKnhrmfc5lnAM1yQDZGVQA2BTxIL9evwbNJ6 0eQPVCRrtNrax4uBXgdFJsq946PavBZL730MsKFKPA+t4qIWZ7+Dl27w0Kab LlEDslxQfPbH1YtnPxK6rrpZW2+yQSck6OfXo+KouCi+fTpkAWus7/qnns4A hbQdscGdffj3qjSrxPAZvNb7cEz2wBhuLZMo6ee/JCwvJn0usRfi0KjhYBtx PmpXuf/7tOgowU2nvFde7Cf1fw9acKppKEpu917hmWmsbFpeEaHEQn5vu486 7y/Fazep2l4UYcHevTk2C1mD2PNwj97Xt2RIPcFQNT2bh3HKHHzSpcLFGlUT s+QP+Nhd2ebXFRQwYI+Q3fmSSILwrXhjRYLbDPIXOxsJdGF0RPv08xkcY4AL SvNncVf3iW97DKeIimdJ1jP3pcH8nrP2cNMsUVK3OjFjmwToPat9fUltjvCa 2+d19iMTDW9I5VzrmCfGEpp4fmosRD341PLHI2k0U9bxfWpeACn591q5CVyk p+ZRpE3Q4d9s476WAi5ictuo5K1jmBx4QPN3OgtlLJmwvbuUhNr+qND27+SC pliaSaaSEKvFT5etWdR1ue0604hFv3bfqHka4UUF7fBqIkOOivTbOmS1Ho1j TqjoloxKGqg6rcrToTQTjIxHWxRl+JBQe7hr2ldIPNRYeyzQJxs7Wwg018eL ISfJDb4FsxRkyt8yWhHFQRYl73Uu6VDQTUON67+2MFG3b33J2l4WSlI/Pes/ LUDWybbV/w7JwNOCbol/zXnosgJVJcjjG16Vv8JXMZgLYb93fNv1fQo7yKkq 2EXxwTHaonF8HRs5D5/823OOD6Ea53j/XRcg7QpNC/dTc9g23YP+8IcMhMT3 pf61jgozt8t/qVTKIIVk7QqppNv4favO36VOQmLjYbbZl9whQs24LUPPnwo7 hsbjTp0aI+rUKq5sdRWBzutC9y01w8SLvWck0z5/JxLN/nbfPPiR2N8ds7k5 gIfuaHkti4dpgladYS65mINFzah+d5c0Kn57gCdMYUBcZSrjUIE4uivZRcr/ zEBhNqPUldMyaH2Sjk2JFxPWplxtd1zsx+PhES8LSvhoOUwnPyOxoa7EQIGb xUA7SRtWFgfSIPfzrNzYnyKgGPOu6GiuNLy6IC1/PpSFfDj3c8QFYoCM1Q43 bpvCafV3br0eGsc2fVUDknGG+HTGyatKT0fwuaOGr6g988TS8qhlNcIuQivF abwjkAUmj1uqFPt/E6rL1rBiTblohV/FhxNBVHRkeVrAh0YBKB4kx29roiNL v+w81fNiKD3LqzIgTRL57mvdSLZjoYibZQXLpJgoM2G2JluGiSJbP2tbvqAh h6jsgQxFPrI0HTrzOZ6CSmjfHnYd4aL+v77UnVr0q3k6w7p8TARe7qFHWPRy kHcNLaJGWIoreSvyk1pZ6FWDfeoGBy6aPxQXc2aQhVpK9MN2+XKR8XL/8o3+ MkjU/p3oSlculPsbn3Q2kkFLr+OGzpTF/3T9pnySQAaa5H/SGH1MyG3bMEIq YgJXYe+h0gwucNk7Y/76hwPbedFr2JM0oAarD14aZ4N89GT3jhsk+NyylmIU JQVv1rU/7707SnTwWwiH4BlcW8s/rxXGBv5zwYo15SIQfXaXp1xILz5KrnXR nWvBZi1cydidCzjHuP9c2vgANrigl+O4nY0eR5IfTBgNEP31DrmHJVngYc+o 1ovIITRDHt3AIUzY5HTd1E/qPkHpc833WUED9kyemeMRIUHqGCuPUZICD6GE m8ryGaJ1PFZO3YAEvScU0tzlSOjsoS01P2e/E49zm7pVgijo9X9dx102TuBS Xd9HozQ+ClzuFRx6gQ02Sa2aF6Z4SNv562BwppD4H7q81wI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 248-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1esWxzc2e7PteQolGolEpyQ6ngdHmeIW0q1rDiEppFKKiBThiJAk kVJScipufFdEhhBFSUJEk3mzZbzuD+u1/oD1/qz3R9XNf7eHJIlEql+c/29L jUCV4FQqiOzc0s+b9RMaGlu1ZG8WE4571E1morm4a/P+lHNiLgZmImy/yId/ HBLnG6e+IxWyyjP8Tg5eqH+IKL9PxYMJmRUSmmTcbeqa6zROxRyyvcr5WSBG JWhx2u1sELkrz/ubS8KK6/fMxxLoWOa6weTgoBAOnp++7tsvwF4/0rwHLHi4 RGq5cCJTgDvDvQ/vDxokSo+dN18VSofEpPmpP9ksOKXBXnG2ZYhoCNkQmz3F AytydVS0ihBSBpbKlekKwSQs5jXxm4flKLWCP75z4UPi0HLU/IHIjfkcIl84 Qfyu32ieqcPF0xZxJuY7+fB3ntW1QlMBuKRZMOe9GXCAyTYJtGaDtZ9nmvwS GXhLvfytkf4Gndx4r1YhkQu1Gqej5NYysUd/y833WpPoThRdPZ8kxHUtSwqi qjhwPV5k2vdwCrXZFHX8IuRwqFJq+/skCpBySe2x2lLgnH4zyzOVjU951R51 cB1BPtIMksUYCaMNLXaS0p/RE7vcFeVPpTFDonj5SxIHh3a35hokziHnalWz LTJsbFsYcenMdjYMmQoPn+gTQNhR8WV8hwfKRX5zquETRKlNl7/0qkl0rzJs 7YkrPUg7bLwxaBUXArb/m5REJ8GnDTXElagvRHXDIC87WQ6LP9V5LS1fQDta ITf7tBTEN2ij5psMHCi9IAh6LA39ohxqeDAHFxbJ/jn9RAZvP9s5rtnAhxbU QExF5BG5RhrDtp1y+ArJ+lD4OTlsrmfNvzDBxdE+a+JC576g8q2eh1Ny+cDx sCWTpVjQGmlpnEQjwdaRs6lm2dJQ7W5324IsDf+J6Rp7vvsFchM+SG/g00FV 3cAwPZyCo4rVm2gPu4hjcXkfhsbZOMvD4btOiZj49np2/P41ITYIma2UCqJj wuViaoAzFTjIzrjnzTSyydnmWX70J7EzVbNsH2sK2ZlqTV0f6CXkRs+5VdhR cHLH2h27rjEx09Cjw12dgxUZerZ/xJLwnkbJT3fdhbCRHFq3R48JTYpNhYd0 +aBal5G/dY0YXWM63lDpo0Nx+ivLogAShCRu98ePRETRGd+1as9JWCfX3clW ZwLVx0WhHytFRNW2XqWmeUAVZ20VeWfbUJKW/lHTtXwQ303csF/yN8raHGim lviZ0FMKj7OZoWLvI7lq9Ipq9Pt1mC5zHwd3ZtSSTtXzsWLGrpCCwyPIXBQp somkQfGOSJlaIQ0WAvOk5OPlgTXRq/3gUDfhc2m9fAem4pk9PfRRMQ/7jl83 7cvgYs54U3PqDQZMKlzcfDKKt5jTjUsOaTGxosq9OzUHeFht9ZGrt6/zMDZP +PWFwoPpL/iduZiM93xUDv5rBRUyh+8SUhN0/NXfYE2P1ThhfIVt+4g/h0qs am6HDH4hPMILNQtsOLhjujsq1n6MsC5byWDdEmLtBUPbduobNCWRtKvSggne T+4mGFXJ4KIqJ5P2pCnib1/99V/+mketNXqxbkYScIwkUo9ufoX2tp0Ls/vN wo/tKbqFu3nYzvBf3jsjWOCi8NXHq5qG3Syvcg4qzhBaMfzYkVEOmBs/6/Pm lSCNtMydw9IcOOI0eUtBn4M/Gd/K1leeJXwm7c60dTBB1ECf+ddRERFZr1ik vkQCUyMselbXSYGKco7QolaMNLMve6m0ZxGhObpTZFMuHqsiwh1fiFHufMDq UC15rOgffG36sSx+GWXzWXGAA0sXWkWnZ3i4um4u0bljnHhx7NXTunYeDm7b B4TJGPLdG38rjSaAC7Z910bKOBDnXv2mzUkOIh4WfrM9KoRl3L0HW1xYICNf rd3/gQubLHj31POlIDC/pUwplgRaMfEeYWNU4DW3KgcscqIm6P/KSKFBgR8P nrzhY7MLxsEy6iR49tq51OG5EPSeuj0bHvpMZPomtenXSsHO1zfqpyen0YWs gQpwEuAD/OgnfbfZ+Hacz/FDcyyA3bE62s9puDX8XubzP5sJ+eojrIbNsniJ mZpdUAADh+q9e+baxcftHqH7zyfwMBq/kiBQ4sPyh0tjzp58i5q2BOY4+HJB L/LcUJcnFas3Dxvv6STBBp1e3xY5Bvg7vzJP9vhBLKzNs82MmyaaSx4LJb6J iI4q2YrvgqfI9UvgFoMbYiL6ynDEXqoAb4l4Huv3egxx86UbVBf9QAuzabtv ufhfFHbaTxz/TdwOqWNWtrBx6Ms+Tw+HSkLvVpWT/0M22NsX7Z0v/EVYsqbc 6SIZuO3PULc8WUxUVR933pZAhbON6hbWOU2EmsOlY4ZcKhiyR8h+AhrOOH83 Zi9NEq4yyJ+d9spimax7TgmRc0SKIVFa+WyGUMvIip59N41qHmbZTd+kwxmB 80xy1TyqaFbLLDCWBeNpzXbNVQsoYHZPwMm3TFz5iFV24hwJj11/zwtdz8Ir ZXUznruz8HRV97epOSFIbbinvKaAj/XXHy7bguTA9oJPDb2Rj5ncTzJkozEC mym/rPDl4AKlyX0ZyiQc1J3t1fmbD9pSeRYPVCaIp6P7T55MY8GqfZqWlxf5 zIwfTBpspMKWuHpUoCCDa4ZF11zeTRKcaMltBbUUUNsX3zVy6SNiFNzZtpwv AK34SVWF/4rRrQ0aXuFBj4jUoe+VE3el8QHaxhOlM9K4Ux0FMWN4eFdFg955 PWk8rBdTsWDMxn0nWio0+ll4q52LiVuAAEctk1l57nAPcU/Fejg4gQ+xC6Y9 Vt+miCeUJuecwAViX/5huVs/+fBy0lEJhVNh+mr1+MpaPjZIc9mvujSdaOjQ +0/lgQm0W0oQXus9gtabfyrQPyMDu61Hnh7xFKHm9TUXjHwkYNXpixJmSaPo if1xWt7Hb+hjdUJnFrkNOfSlGHwI4+HzCxbl48dmEaW+wIa2nAN1LoNvFyJY uPzlv3kTuQzw29Wpu8Ju8c60XtKzjwyczjepubnop4Nxl5+WVghwSoy31/E6 DjRXGC7jFjJwSX2va/a0LDz+OKMw9ocEJJTe8Iv2ZkHJabriqWgWNhFtl5BU kAZsvt61zXiK+Fl+u3OzqpjYO1D3g5a2gxi9YBUn6TdGhHjuKJH5Oodc6yMt NzP7kW7uAVF3OAsCXF7mrsyWwOor1rFSLbk4iZKLQrqp2H1VXlhTmxDQclT6 4y4d7w59VKx+SgrPhpBTmQkMfGJPxyayEwt35V/UkVFj4wfXZxof8Zl4o8Mq ZvkmOexy5dGPguUCDOWVTTHdFFxB6bnV687FrVt93P5e5M0mn2FXPSYBltWr jTV6eTiwkXK5caKSeNsslRV+k4NLWp1vb3ThYmcN1LWsmIPbK/6MtTrBxYwi g7fdIMSSzq8l1/hwQV/HsOTgeSFWjidav+TKQbDCx9Ut1kJ4rzhEYQwwYafF qGlFDBu4y+wdKwu4UBfIsF6/nwcmvOR1bDEFUvfWJo++54JisrjPNIEEPv6e tWXJTHih2flPf8Yo6rxKGdi8c45480ZwSjeWDceMlPP/yZGC5JNWRxUi+wnN YGPrD08/EdbtXFrq9nmCdvwp2atukDA8rV/kZsLGOw+sy8iTH0TfW1weu9JY sOaf7Pk34cVIO/JOAhHJhNDu9wvh77OR9IDPs6DVFMjOZ+puuyVGpO6x6hQV eXBsaPop6p1FHaJUBS1DEnjZW8301Engk47bGodmvqEGp4udW6so+L+veg96 b5okHuV8FQvXC/EWj65fEQ8m0JKGgbgSHR5YbNnEMzrKhR3nstqSXLig0ON9 xZM1SphfXvcmJ0EAI6r+YI8oWCuqjaNbwIdq43rhqLk8vutfoa6Uw4WhpK4L 6uvY+FfT/TSzj0ywzDSxvCbDg5UZJn0GnXTYJLH75oAjGYYdnpibXVvk6pkf +7UvD2tPONrkxchA2PEXZT0tQqypZBlfdFFMsJPyS+qXMeFxwenjT/6SgNXl d/Qd7rLBJqc0IXhGAoKO1A38rBFi/2Sec4rqO+L9fLRRQYoYSW05LduV00uw SyeOeh8Wo7EVjqfSN/YhD78iYwUGEy4JeWfoSh+Qtnfq7qtBTDjj+grEhXNI v7BU0eojG9bJrhop1pHAUifGK7L4iz3km4u5eT0HP/5M3hDw7gdqEM3mrLjJ xkXUTy1ln0TI6Gpjw+MXHBwwnCRochlH912j3m5IZ+GXsn8c2L/Ax/8D3v0I GQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 249-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41HsbxmeMdYbZl+hEKknZWo5Q/L44Ko0oW1JpkZ1CCkcqpaRDJYpK SijUHJGEyvdBWUKLytqxRMhWjF30ev+4r+f/+/pcn+dWPXjExlWCRCJVz+f/ 96qU+dksbRqM2h28eW5LN37mtEoUUJOP9zpomM1EctBc22iKgMVHwIiFTRd5 4Mql9LDyBojFkosL0CcqVK1Fs1xzGhq8klxK1pREyk7Vd5bE0RBb0n7xuV+A rV+qCl8UcmDURXnuiIUE8Jm5+8IcmEj69obxwUEB+P71rewfIRNi4+YmjVhM 2L97KFhTdhjX/q0TfW+SC3ddbZLCtAWIKlPFX/udA60T9l4+vi04Par1b/ns MXzzx+adLno8NL01xsxiGw985VyS3RdzwMrX7Yb8Amlwvt/vRS3+QISseVil GMuBzasYW7v0WMi1uy6lQXuceE2V8c6ymCHqrXNbBjAVvVn63TOVTgVSOqkp WpcCNbtdKEsCOCjUvcp/54GfhNC5WDamSAIROnV2ElKtxGHjmxZBJFlEJ+ep vCKxkU1uz/d0BxLaV666Zb00C11RfpWbJODAkLngcHAXHy47/dLw+cQH5Vzf WdXwMZx2PLNFNXiSeFh2Wj04voPItJA/2aDOg4BNu0hxCiQ42re4ZU9IFy6v HeTeu0ZFpVct+5wvktHmz5B+7wQFsgYc/tw0yERHpX7zA59IwZC3pnmiOxdl 58oZTedLo8HmYZ87jxVQPMnKJ/wMFe3o+t7SQ+ejSK/lMWGzX4lG8coKtwEB sF1tJSUpTHjRZJR09TkZDH6eStxyTwoOjTVvW2YoA3ui2kZe2JQQ8Lxiqz+b CaoaG4xvhsugRRekhTfOdOBjMQ8ah8QstE3JQ7V//TTurfklfnRLgHpXaKSe 3sREeP/FxIB9sqD7cObWf/dmCeu0jW7F/v0447xtsnHiNGFnrj15u6cTG9Uk nOyvlEPXWtQ377jFQHWydt+c2VykRNe3XRtNQvV/oYXR/gJQfZOUZbB8gnih abY9MIIJeTcrhLkBJDBWlNjl3DqOc096q694QUK25NCz370niOqY80Tf0lFc HX7G2qWylCg9ZavEPVVP3JVqbK/ZL4CJzFid3RJThOKAOIjV1Y71F4bHWM/I IneFGe/K5VXEVM1pPYYTG1UUnhWu8qRD3uYI6SoBDVyOdjWNXmYAc6xT91+f dqwxWFfSWEtFMw4dCsMTXNQoHxw5/IiH2OJ3HxLv0OF4ecBeQTYftZuvWeCj zUCOsdvKWqL4aIWaX8L921wUMn6rQ3cpH6a/ok8WE5JoFv9Kpj6iQvKPTEwZ U0DuMYROhN0YNo1n2ebwZgnF5zIavP4u7BqerSmyZiNReN5JTbNRbPVyKZ2Z KkAU9yzrywUfiEly3I6yrQwQCFNkbFfKodzXzmZNcZO42Sowqb+QhD5X6kcf NCHDxQGvxHc2bwjH+jOn7aaY6ASzWaLlGB/ZGW/33HaWCQ8jd67Wy6Wjg8IE tofSDOaUqC+h/OSChWlBlye3kBDsSAedfg74OY+nKhqyUYhs85w55zf2Grc7 Wd/CgLUvQs4+TRjHEdVKuRoLyCjpXOmtsVYpWKycJthaNUF4SUcbFCffw2Fp epOS5hxU0uP5ZARNE+lzAWph2vLoWs+OXSQPefTqvHWrUg8bjpGGrnnqClD5 m9nYfS1iLFqppqxJE6Dj9U6AzUaI5cmmJZ+WKcDZx9m9tvPcPG/92FepyAZp +XLd7kYOsJTVNiY9l4KjWXUvF0aT4FC0LknrKg24Hz4rB8S2Yl/2lFTlCTqI fLmQ/56HuomWZ8pfyFBQs69o5wsBRITwUzoFHTjZO67esIoC+9Ys+DFZM0tc uNtTCs585OP/bOvyMxx0P8YryGeWCZcvOw7036ejz+EPk18YfcBZT0PvxHyh oQVbVtgFBtDRF1OrX/a2AlB5/EfUqZCPhOKqo43ax3mgH3FmqM1NFuUopOm4 pkqAzupO7zoqHaIPzb3fojmIf6s/sE2OmcYZwrDlHUoTuOW1XOl3/jNidWKU q8HCaRwZ/+OsoywfGRyt1rlUPkpwsqRqVef9e9fE7919xrwfFLfZjwVN4cZj qjgll4PCXnW5ue4sw+rPjzfmRHPA3j7XcS57AJ/3e19JdZaD+0foGsKQPOxA CRPGqdHg1FuNrVZp77C2UYKq3y0qGLN+SvryaWhfxeijlcMUSKBLtjo7yiFw zS9MtybBdWNcVFYwg3HQEX/3B7NE5eO7dtMpCvAk7zOfSiaj0g8rkkWmchCW JWyz+pOMAn45BIR8ZKCOxo2GU8YSaOR2AzdMi4nqDMxvkBex0fTr9t7JWQG0 vfajlY4KkKHW4ZfrCSrcu7GopGA3F4kWjjslKc/7YKphi6sjG5Y5aQovzfOV q1br8cWLButjqgmRojRKtFRZK7dhCrMjJTaKqmTA/y/9FSKH/wi6KGOjCo8P RbTmBCnDaSJVZ5V7eGAOJj52f94wLIMO0dYEF81IoZpHm0zFOXy0o7RW/5y+ FHrs/f4t5nBQV3Bd6apuJorymIilfxZA9G/zDsveSRz0K8ND/wAZnLIOU1P7 ecA5W3FMgkeD6YRy8dIqHpor2JK2sCUJ17bo7yk7NEbU2o245iwdIbQsvogM T0pD59tY38f/jBMftCovmHiR4eTR1ZdDfMREvn0Q7UFzL2HXl6HkZ99I7Oy6 vqHxNBcVaKz6qR/4m5CpFlnTVNhwIWRJQCZio+JXu7hj6XRY2Eq4D6yloyRa J6mgmY7+nag0lWTwkUfMpWdFpXx0Yj/fwOUVFz6UGi/iZNNRhM6Vw/x8eXjS PKM4spYMkxr5ez2WsqHwhIJSaCQT/SmS85bbIQPIQutAvekk9uYpCMSXp7Bj z5s+2o3NuDe4VUtp7yj+221zofS3WWIQGe1RPdBL6KUfGm0PZ0JNeZThtxMU pLFkJTNRyEFGurx4k5M05LLswel39QKYoRsUWxxiIpuwnDyNUAra11nkeLyT iYIdWtZJOjMRuYg2/WOMjf69PfM2h8dAOq5fE63G5dH++Jw+kQof+Yuplm4u 839VpiO104WDOko5uQZjAmSdRbcrHyGDKI2zOIonQEffylx6O1aGuWbq6coJ XFT4ed/9Nfs5yMCkVpz9kIuaSo2iLYM56IzEkJ/4AAc4i+z3lok40K1yv8To FB/MuNdWsiZkwDE0qHjdEA+Urk10mV8hgWOJpjozkAUlmv897U4aJjaIa+wY q0nw/j0/VC+aBYUXznleeyoF10Is/RUjurHDt54k2ss2bNXEoSVumsPr7FX0 jI7/xMYnDHMPmrFQwLMsNReFn8T3uv1PDtCYwM8QDw9n5hO6ERlXcAQD9iY8 NqytSyOkerwKAtVk4AarSfe+yjRBah8pv75YHjbm2TRXD/4mWkYTFbWNSVDe UBc5kElBIXs3vh2a6SXMtu0nrTenoucVnR6e68Zx8j92Y747+LB1/TquiT8H 8G45PQsvHih2eMa7MYfxHxZqoo+jAig3rRYMW8gjnTUtGX15PBiKa7ugsZKF vjbs+evnDRYIk82Et6S54LFXZXn6aSasI9uk9OyVhKXbv74+5MSGgAJfVo03 F63Qq5MP7JWF00ElLzvqBOjORb+uSMlpzIrLKqxexIDyu6MP0ngUUCvOMNyZ yYKGpgru7TYKBPq96emvFKAv2N4+kajHDXORJqLrE8TApXPLy55+w6yiMX/P wxNE75ORS2423YSrb66pIp0BJTsy/FhpzYSuZ6JNQiAD2D8b8lPcScgwu0jJ spkFd/WsvVJJFEQJFpfe5XFQ4sqvWsLXXPSkVVIn4FMfkfXfs9VVofOekf1S 9/LLKJER55j5pIiLAn7E8d/tFxM18bffa+9io1dyaw/t/s1D8iOy16c9GdCh 59v1+C4DLq/ffIRxhwkpLqNToW7TRPz6eOVESxmo0cqZIB97j9l9h8ePz1Cg yD3QXn3VD/z9VGrPQMYvvJxOJm0Kl0eN35qFGw9LwNptUV1m7VwU9PBOQnxU O36x5R1fMUAaBGrrjYVt7UQoWdLD+4gkbE852ZaYLSbWqZqmbvkxv0PtFPPS 68eIl8iE6aBBgmUt229W6JDQVbvQ6Jplv/A/flpHLOd5+MOYmTn1vgOfKJS5 oShDRayGsvi6RjGh575Jz/atHEqZ0Bs7okJF25W0g+x2yyFzvOJd8Qd5JPrd FHtMioN2OlScq+nhgCRarJ8xvyOLC5LLWfN9Y+OeDMcZNjLpU75gX96H/wcL CPdW "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 250-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXk81GsbxmeYGcuMMfugIodEG6kkld9dXiKpU9lShKRVMkcnQhElvXSy lRIpRGSJ6qB4npCsWUpEdiGVJfv+ev+4P9f/1/K9lR1dDxwXI5FIlYv3f63w kxr0l2biUXPH+9eMe5Ckj+qIoXYusrXUMJgJ5ELlglpIW84gsZyyPAc+SeO7 Lw4NmKgw4dft2ELyGgrsHr8uE+LJBA7FYvm1WYzaVEP/qKvk49FjivOuJmK4 wHYo25bJAVrM1vFfv4Q4c8V+kaEYB4eGz09uZ7Nw8jXnvDd1v1HVJc3gx5M8 vHrGNahtXytKDGq9xMgYQ3sN5N/7uQlheneIgYkZH8+Zu+naqvDxXhfneww5 GqYeI4jX0R8JT+3UMvlQLk64O3LEjsaF4z11jxrWjRNLTI6W2KjPE5/3ZTX/ RNIQ5zpF165kYFIi6Uuwljh2T2iWzvThg9eJMjcrhyFC8T/xhyqzKEBo1pmL UVuJlPU3HTOuSwOT/EKpmMQBR931V28yxeBoibLxZhobVkhEhSbK8/GAofCc R7cAf7M68XFQeoZILfJd6RHRQYT+02FyzkGIRUaHSOEyJHz9dYrU/bgeVFL1 i/c4Uhpu2W/9J85RHHbV48TH3uI45fWUrthLDvxFXRC4Z1Nxv7+IOREsgIws qe3Tr2jQ+DXYdv4ECyJIe8/6XZWGXz7ho6R74njL0JUo48dUrLbC7J1vqhQ+ EtT2+82Bt0SIMTVIo4iNlTW26t/3k4BjLfHZUjZd6EJIUuPACBucxLZo1k7N or7K2ZFn0UJIuREWmDXLBmR/M0p0VBKTOo8aONmTYF/CNucCtx/o46DKH0ZO c4S54brJmN4upHz2KX3FFQZENq/ctT9aFqIPTC5/v04ACkzdgxuCSfAoKXvd qh0c/OL+e9MsEQnrP5Ub4hpNoazLZ1aqvyFBRILRnF/nFFERcp3oVxlFQwNj ICwsJgqvHFTgXflMdLsmx9endCLdJX4h+2Yk4ZaU07+jFRXEVKWvjqwNB5I9 yQmTVSz8YlcArUxIx3neRHXLeTZmjXVppZ9tRxNtc67+D2VgxrJDZniCB5HY 7GfgqBA4I9W1UQ+ZWKV/v8rKSzI4dvApEh+TgQNLvSuqwibQzgj2wef8OaI5 VrjUWLEXHffLWJO2jwMGgU+zXjmNo735KkxWvBCSYuTDn0V+JCbJ4fuLdsti n5Nv77ZW0yHrnZ3Bl/BJtFKnexa8xaC+VDfYcQcZ+5hufhckrCKsP1/1NZ9i QU+wpoPFOAscTe9yTirMINEeWnmeihCb7MzpPsXLJUg3CZKnuACftxuPl9fj QLoorH9iNRmfHje//LlZFofGbcuYnZhEARUKWRpyZKjwpj38sFoSL1dMEO4u myCeFt5RZkckIJ8EnUmKIRe8ihxaKsTniMR50QqfdQw4VvbvQJWTLBRf39eq 0MvB4Y1Dq5ECC/tnZvQddBPi7yMzVUpkHqYxSrR6Grm4vHtPQD5FEv+VUpe/ JJiEtyrVRvl4MDGvtl5RFNqKnnx/Sq1uZOE0Fx5+VcOH69trD0+9Ecc5lUfz rN4I8YHv8eJLujtR7Jnwz3pl4lib2V6YfJEEN+J6C7GdAGQ6eCHH/uHDk5DT F8/OsfDfc1t3yg2xoN4vNfbN9lrUrqSWn1nOBDljdXN3ERP+25fRIZYjxLoB VwfanCVBQuwBa9M9CtZc33WmbpFrHlFp/21RHEILK5MOxoZMo6QPqj9Hbkyh 5ndShd8F/xLUC7HdCk2zKDBi0N9aUgCdzeS072PjBDeFWqW8yCt9lUt8uuzi 3uTNLMYuTqGoEnfzyWI++BR3Ox+3KkLj6iMUejQfW1hkWc9n/ESyLxtKaVIM /MSVqWHq+QKV0mrGLpKY+MoHjd17E6qRm/372KoTMlifPURxEdAho9VskCdN w3eZlFY7aylQ0r5dX0UTw3f0UV5RzgzyCL5t1ONIgtLMOPPpRzJ4Sp2ys6lc DApr1WPTdkph6g+nfbEUcRDNWoo8P8rC0sHz9ltWUeB3TAPPZy0L+lx+b86g 8GD6XXvf5JwQq05vamu4IoC0JeM2DxRJoKTzsWu/EQ+r2qwxvbXYjwzfBl9p MybeHFJBpMnT4GZd2QvLzhnECRTbllYmgWMmqp1367QTzLTkbUp8AYYKhV2q s7NEvObqE37uz5FCxkjdlwvS4ETX9siboULco4Vn9nw+dHvUFa7uYUGcnLKy 2iZxbJNyTjr+Bx+vjO5bqjEgg6fvloyolPHhzGn7Ykr3Q1TVrHukyGmMYBSf Y3IZo8Rak69pepdpuMvn8XR2/yRRu7b0xo7TZNxcFLbT9eIY8criIj2pqY8w T1QmRXU3EVbdd7Y2+vJgRKzc96YDGSQq0vbRlTj49XAuQ7iGBwXFh3hjiUz8 52Ovk8GZLHhA7yLlNDHhSX27ZcCIANcW6i/jZjCheC3DSeG1LM5umpH/vYGM G13ULQvpPJzrLaPgFcgC63/SzD4US2EwWevweeckio+2LF8Hs8i6t7yffm8X kkcbPe38xtEl5125tG9zxHZzknTAcD+hk+g02u7HwqbyZhKRQVTQ+GMVK8qU C95vlrV4OjLhmGqSb/VnIf5dsyQ8ZhkHDvg8f6HhJQ7CrhjNVSkc8LBs3kix Y8FYQbr2uVEepMfMfHjOl4X7Y6nlUmQW2Ec8709TEkCgvz+1TUMGCiU64ruO cSFP68e091sB5NYffaJtz4WKsRN03UYBfCncHrzHgwvVah/Kq87wMXeZhW1R GhfvL3XSmjLh4rdrWl72PBgmmv2lvy90k3FNjcBLJ5iNc2LkXHnzEjjSc4+b fEAPmrzioFUa1IH2fuHSo4zmUe4yiSPu638jfW+9LEcDNugmu+wOzx8mvtfZ ZzvQWVhVLdlQlZFLaAUk30YBsvhBLC4QiScR1N7TOe4rJHCEO+njfOssQWr/ XXJnOQOnf88Jy0kgQ/NolPw6fRKOWlKfYv2aCp622z4MzPQRy6qlpP0lZeD1 +66TpzaOo4ZNRwa/pgixfMepCGfWMKI0ROZYLe5gILzthsYqNpwdPSpT/xcX m8YamEbTeLhL3ePC6DYO3kg+8KjXloL9p2TWBBrzsCjHhV15hgetfrqKnEA6 9r34Nr+jTggaeU3HaW9nETs8JbdimSxubHwY4CGk4hUFyXpWT9n4kWRWQfo4 FbufL+/9USqEwSTB2ug7jahhPnBH2p0Jws1Vb8Fovhex88bcTp2bIL5478g6 ltpHHHfJ2inPlMU/3NL3W7m1EFqnog7cdZfFjun6YfuUxUAvI09hT9PiX797 Ee0gUUHcY6Qwjs+FtHsfMgNGBZDdStEUfeonNrsnKx6+wYcsya91+V9Hidcb JEk1fQIQDYYLqu1HCEwJidHaxYNiqQ1Ohxf4UGnv4NJxmI07dFy6M+Nk8a22 1Mehdhz86NjolJfzNBHp1er0DUnhyrXPJ8gXahAOv+71N5+G8064W6xcPYis Vw763Hq2gNSYZJKRHwOuPT7d725HwRvMgroN2nmQXfDN55NRJ3pjXC2QF9Gw rzm17VZiJ+FFppw840rBTjNahTFvx4iNyjvjjQf5uOig5a/YPyaJfNjBstQg 4fzN7a8iu8gQZu4VXKk6i/K3defeX8x7qT7r6VRNBzortdGwpYgB7IaiiLrG EUL7q85uxWsMeDShM+aqJA0xIUFuEjQGGCL16oJaBmyoCcyKpPLByvL9tcpe Lp6dTrg9+5kLBTmxJexFv/UWTlw9Oc2DHf2KNyxK+hFtw/bjh3qEePqdSsVE KQ2H6g83XU4X4ryKC6KshmFknflvcLIvD694ebHdR7sTfSLKn4fRBHhL9iZj byoTzo/E2L7YxcOdH0NqxQ6xQI0b/uwCnYnH90wtPXtkAs0xFK0SJThYo+4V 1Tfdh1DMHlB7l8nG3yQJtbGvVJDb0Tx5UFsak0OCbfRSZbFWeFG5uZ44lukT evW3DiOHwycXPgVL4tOtrI0xz7iQqSlx4UHjJPpbFHZoYikHVwQfva/HfYes 79/z3kJvIb77n22wSO1HbBbdoaSDCm76N9fyZn6jb/aXh8CdC3F6TyxK7fuJ fsfVXql/zSHf/Z2pq26Rwd7h4doNQVyMzizcfp0zQThnmUpMZM+hr03vRDab xWDzy08hMeN1iJee+GuAt0BEFyXVmFuQYGP86vfJD+nw93jjyHpLNhaFfY1N KmEAM/OwzZ/JM8j1wKmfynKykPpcLDTBZrEfp9OunhEt8o/hFV9qyAbbrmFl 9ZdckBoI+ZPs0kL8D4oqG+k= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 251-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81Ov7h2fMJjNmMVucCl9lKTRJOJLPUw5ZKtlVFBXJUhFliSgdKVqR EqUsZSccJM+TNVuGDgqJY00p2Znw8/vjfr3/v6/7db1v+eNnLV3EcDjcu9X5 /9zAUa7IeMhE09bHH10zHoap4nOv0j++ho62KgaiCDZojqoRBUT8wuSIciXg Xwm04wVu15F0Jhi/k1SJVyWC3PjPNHInE0gRbeSu/UawXlegFDbNBuTEnbPj 43xkFFuyR2GEje7eX57fxWIi86+yehHN07A5cGvUs3kOCrh2FVuGfTA1sjeQ ljsDP262uRDkwEcHvFwf0taS0TGFgf0vM9uxAI3Meum7bDSJ7V+II3OBy3Bb cqf6LEbSj+hWysCBDvOC7u9QAty0v7Ez8gMD4VJxn6IEBCT9aVz+AOKDoFP1 3nbOE1ie8+shdh8ZYFvbrMVIvdiWzDS53oOSgI4vlK3GSQHsp3VWwTQBHKuV N9Yms0DXmtvqFRZ89MOQf8Z/kIeGzJRMKANLWGZVqJJ/TD/WLxeeIsR/hbXN 45xnsRLgsVn6hmhPEtjbjlKfXSKgt0diLbKyOOA8aYXn+4qECs99nS2SlwIx uAOeYVckACXQIjL1BQn9OXE53vgZCcmKxMyfHaUhh8gvk+WWb7F/wp5pn0xm I3mVnfqPwihAw9mUxDgxBP2i0z/+mGKB0DS23aIYDo02/Z7KSuCDvSkEo8U+ NoBON+J9jomjYe0xgbm0GDBP0XOt8P4G+1VPfG/ehQPWhurziSMD8PEehXLn EAaI7Vbaa5HAADZpjlapqhxU+KjOrMAHhwrg5vIbP0SwIMRDSbkcBwRfXC96 JvzGGqP/xsYUpiG56kfi4kQtVnnZSoZzuQMLuO32wSt5EOr8ERZtLhIH9ltG aIdK3mMLTaFajMNSIGTQvOf0PSlUuDecXM+nouLHcXXnjNiIOTMgyPHsg8Wq WrQbR5lAZNsv+WuOAy5vOz89aMJEST9fQsKMJNh2ATkHSy7CPTEsq3zuEpYj B4OLo75Cl7Bc1WxzKfBXU03/UzgPD7xRoDOf84GTVOvNuZR2bB5/36LKlIEE gWraWeV0UFBz1ODT/XkYUBUqPuVFBO3vdKKO78YjhbUhNa5sIWbfcSXUeoEJ wtKS9pOgFDhu9kDKTUYEWSPKQ2aLYsh91jqko5uBhDuKRXrxIhjeKFOgshYP pF/insYWSyC5DSl80/o5bDI/Km59RRoMTtGaJxqyAfvXJDFEHAdSl302BavT QHKfizfpEAtU/23eKzMihdLxncu2TSx0NS931Mqbj755Nxb88wcPkWm1guGP bDQTs5LvdlMCnc9oe/NHFA412mrSznUwEae1fYPP3V7o7VBOPpkkhbK9OKhY yAUrOodcXIUkVNJ0rMyunI9Ch1MUS/sGYZLH/Q7degISfCxUIG8XA9efjlSi ozxQbOb8Z+8HPkiLdr/oucREOo5qWnIlUqA9LDOpfFcrjDx8R72HwAJrjZWt fX3owHM6LKGxioy2bhvwaJOgI8I16l+Dwl9wRSndKil6EZ5yDdA/r/Mbdtes qfzK+weLNMmIGf1vBUbE/LxqL84DmmUum6WdFjB2BqlZftUXBXPe709BFoiR 3m8zc3EBFiq7X4R9fGRjU2C/nPsdsqOaTTpFdJR2lq5iFlAIhQ1TYetjmOjy exXTAyktUJRXo/oWYyJ91gTRi0cFtuE5sxeOiKMHdGLvUfs1wNLrat6m7wQU pw/LqkpEcOBlcClnnRh4l/fUejFZEqV1VQYIq4mgslU5KXvPGqT6jdycTiQB n9+2PgEfGMBIjNyhYEIGk4mdnGA1Jkjf7D2XJssDizV9o/NLfCT8bNEgcOOh jYdVzW6t8nboDYnzqmAi7ehGLFuaDIxvjT7gti5DqQgxvex6CpqyyvxQN9aP 0bNf6MlyeYivylc3IOLA861bToX55kOXuVArA31JcJKq4V8mIoHcGPVD5P18 MOjfVrllmAkOqz3RN9UlocMZZySef+OiLy3lT1YimWjxQe2UQj0XNFhsT7V4 kgybu3Ucqk7OYEUfyHWtSrOYmklPtm4IGdm9PfTkVqQIa1V7d323Ox6pHTXG uZTOYcU2F6npXaPYREWLYnrJZ8xuMG7nx1AOoOrc7A7dQQCUxmxzqqwUovRf qdhuxgMV1Yc4M6l0FOvT4jvkLQUeUwdwJV108Mqa7F50nYVedYmkJ7fjUeR3 eNtfiYdKL0nKBEUwQcmtAd7DQBoCJmrOHXvmoY8R7mCTzgq0H2kYoz7cCwvj f27e92UeBrruLSUPLWHrdypzftaOY1qpJ6f7wphoUsbJ8XwzBaj8bzMz3owN KJrv2wwbmODExvTQlg4+Ctmq//AIiQMsg/MLVYIIwKhnyDLvKQf423ZrElc9 s9OX3vJYmQ9yEkXv87kMcKttnc94Lgs4xeSPZa9ylfALVLq+ngkqKf3PB06w Qa3MtuM3sviIvd7GsSqbjW4yAxf2W3DRW9XPRcOPf2Gex3qf1NcSkFDIC9KK YiENyTsmtHAJFBuwz1s6fBjWcheXF5wH4IFPbGq80TIEft0Rxn9MQ/1LugXH DVggBKd3WzthCvva5vTKmcpEB3HBzldzXmOC8Bd3YDgDabQL8IyzLzHSiHuJ 7yYKyrItVzs4uoLh+iZr4+RoyCmWnwEvE0D3dLy0uj4O6ZkKO32I4iDAUe/9 D9Eo1omP4kpTmeB13YDbac1Z6ORR1n7nMheZJRmYJZA5qKG5eveyEgdp4i2T RxyJKH0L6+9kdx7yKfFiNXlwQE5pTam2Jx2FXnz7pr9ttW9eMTsEdSuQdT+j tHE9AzU47IqyNaegTRUvdO1eslBtXHwA2Ugc+Z5rGPn2jg9GUVBqomo37FyO 2J0dN4fF/S9X/a/wMcgqm/E+fWYOe1OfXBRr8A1z8SrYI01noJXRkHNkwz5M cDre8oEvAx3xL+Z5ryEC3dwymX1dLBT+06UmZwcFEPynKp9y2aC0Lvbc2iY+ KBDvaXvTM419+p42oXiaB6rXbD95ZIUL7jQSnbGtbNSv5TWY95SBPP5N9tm4 n4OST0wvBLkuYgssh6UtfjTUpJY/h/cTQg9+1A8JN3FUdsrXRmnLT+ie1Z2S GYpHinQ8ziiMBn4PULI+XyGj7fsjBw36OODZt1T1UY1BWG7cwpP2IaPyNtJK fMIgFoQnunmcJaIYqgd0os5jmvJ7nhv/5KLJN5SEM1mL2Buwm2mrgkMxhhTb P2sI4J51UFTTxt+wgmWvqrjKa50+8+WCsB8uBXooWjcwAKuzKqbt4xS2cC2v RRTOAMlzWjNnZSXARHWjfsQ8HRhC5ZaKVhqQdbu1+d5OPrCzrbvWtPqHtdVf mN40zgUVJUm1rNV93rW6wtTZyge7xzZct6kdg8d5VhszXvDQpqKLfcEa/8HX lB83S07z0H8folvFDjHBxmOaVoJHTDS7b2Gdp8McZOvBbvY4G6m0FZNCc4Ix x6ptacxoNhoSxxRnekggaOpY2PMpGsJHRx3WzWQgl67lM0RAQpKj/KCx3l/Q WKfcSChPRe69TM3ELDbYoFi/cttPBC/43Ds0t04K4VNIV9JM66D9o4eX/qR+ xnx9+Q7HAsYhi0l1ru0nAV/u73/XLU7DIaeQCeDLBosPWh8vKo5jY8e3BGWe X4KmdhvD21wJwMn5idr2SDbKFFbbumkvYq4FZpS5V0vwslP2mWZ5ItAu+jc6 cbYNMkcdyv5TxYOEqnShtQ0O8Oceup6MoIMLsx+nttmy0GwwK/l0MwPQ844c PvhCBC0fuJimq7NAZr7Y3ZTDZFSk3ljPObHqG1rQ83eGLJAV4FZQWccFa35E H8R7fcZ6v7ydkZjkIpdLmTWsACoqyIyAglNE9D79reD9rnlMXwt/fm3w6j3R bk/HBlPAE65s86d2MVTvVfR0voGHkETopnt+KzAw6uSrOy3LWJyBibefHB51 1MgMJA5LgW4w5d21owuW7Mrdc7aSgyaOPJLufieEX1KpVhPbCMgy7OylfXcn 4YVcBY0XhiNYgq5+ri+nE24aexCj74kHmq7rNlyiTMKicwUUg1Y66Hm8TXmH SSt0TF4SQGU6sO7T9PfQwIMN2dTzXjNkENzX49ovQQc5NYQdpEtU4NZpEHjh Fhd86ZCu9rObwa7dahsI+4sDyCQDH8++FWxX3LcrwfF8EPwhIMUrUBL8H3Bh 8RE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 252-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81HsXx2eYBYPZZ0JCFJ5sRZHk943HEuJakqtIQiVSlgrJWnEvN1Gp xLWGkCVKku/XWpQsNxL3WguRmxpjG8bj+eO8zt/nc8778zlKngEO3iI4HK5x o/7fSxaV69JdGGjeyfPBNcsJ+NsfsRKerfXQzVndVHCDCfaZ76v2P87DFAmK NeCDBHr5WL2j7hQDzCZnNuI1CGBS+jeh70MGYBAOK15bRfDNh1rzFikOIGXs W5id5aKVBXrUupCNbqUKl/bTaUiXkxCSubYAO8K0E3OWWChRwVdlMWYM5icM hUmW8eFL5gl9ed5HLHRXcZvMLSaSn9WIemLEBd4TPdkftRYwoxDH9g++IqDP rnLwG5QAm74+gbvv0hEuH/cpUUcUccdUohYtxAGm3eMkQhzCDEW8S1i6NCCN r1JoxjFA0o5y/KoUCRxvVbLUJ9HBQX2fgf5YHChuilK9fHsUU/CN+UMmdwa2 dsyycu5IALkdH3vdSsnAohfl51wRRXb/7ePZfuKAIOI6J/gpEVG35mJj4ixw G2frFx0jASy4TcZvvpPR3rnIe5Y5RCQZr14e5EpFxxKGf9Y5NGBV57WypivY SEl9n/GDaDIQP/NaYyRnEoYkFfT/y6ODXddIBoxKPJp6t8orSeeCtq8/C3WW 2AB6/HYv8LgYctxmY3EfRwB2eUY+9RdmYEjkYDabhwdOZlpLGZPjcEzYXaR6 ig7uDKpa2KdTgWw7EnRZc1DVg9fWlYE4ZK43rJkyJISVV8+qqtXhAP2zd0JO xjr2Nuk6Nq08D01n813yXduwxkhHWVZkH/a6iVU/+m4CGshFJ9kJxMB5vbqg F8td2PK7qD1UVwbwSTt1/fx1FqqyiCO1cSnIRzM10OcQG9H44zpP/EbgC/94 GVMuAwicR6V+LLJAQpfhjkAcA2V+L4KifCmgjmI3zbavQpPbdMcK9hp29Wes dLrRN+gdXaZRascAVhY5b3m/CqDtK2VpWi4XxBJiDJ7PfMSW8Kn2TVZURHKx 15dfpYHKFnfTT6lLEGf+eWo1lQR63xgkeh7Ao/O/rA4ZNHdjLn0xUU7LNDBm KeDXPWcBT+s0xmlZAfwnihqOLROQ74LT1b5BKor2LH6vEymEcW9lK9U34UFN a8F6xzUppLglj2vVtog9TVneFrC1CEbk7VkimDGB89p9t//U4EG+MHBbhJYk gCZmZzgaTNB83W5IdpKBWtLqW+KLmSi2vGzK8QIXYeyDf3KcpVDQ455Xcok4 ZP/BWL8lnYFY3b1bAm8NQYfQa+qlqSxU6s9Cz7rYwANP9X0uJ4Zq3h2vPVLH RdbNhdq9jEmYeTa1z7BNFA1fbb1JkCeA+KzJRuTOAc3p+fu2lLNAb3RxZt3+ bngK5lgtdTDAJks1p+BAaZCerFRfrSaOtHeOn+2RkEbXONseJJfz4LpqgWNm 0go0N7ZPBTrrcLBFvPEr5zk2EbviVpWJRzduf491EeMAd6vaGzaUVYz5mNih tMG3SmT1kf0ZTHBb5tBh/qVlWH0hS56oQEePAqTVrUOr4FYKjxTqwECR79Wt bPM6oXLB6ZP7+XRkTJ8j+HMoIOT5E86BGQmUJk0YcncRB5nEPe/jCSR01xjW NtUIYMiAZkCRKAG8Kc9yWsmWQkfH7rLXeCTQ2K2WWWqyMcfmePC7IRkErjoH hv5FBQOKX7NUs8XAz4yPrAhNGrCmNDkaRTOQftJbrFSGBCqf5ZZ5kfGIcUPE qLSNjHKEGrqaHeOYdGmhkQKbg3o/5OVFPMWDXO0dp6KDK2DCcEr3OzUa8KLs ulwrIALOiMGr7hAycn18TiJ3ho0auo40WVkw0EpaK0+5jQ3iB8HN16G5sGPQ 4FiTFx8rUhsOcbqyhGke/LvU8CoJiSoqai6eE2Ldmm/iD/ji0bzZcJqywQr2 7PAlSsHAFBa3vdflnN8IduTz3X39USyw687r2CeGREB+W2pHUWAg25NlOVGe LPCQMo6rGZAGrhx723YPJno6IJD5qYtHWIa129FQKgIHNU/0mSzBw+N6hlUA j1wm26cp9y1g0mn3l7wrAhjmY/GC9GUNa1iMTnQInsP25HvNj0TTED1fbe6Q rQRQ3/of2j1rJvgkNLrk+AcDnFQpiOrs46JGMBjqrcgBDhEVVerhokBdsNua 9o4DLjsP6hHcaSCHiw5sTWQCj9sV06UKGzmQ8PuCbycdNJJHc8dPMsHXIKLc gZtc1KDxT/XEwx9YiRZ51HiQiLq6OOF7EukowSyWPH9ICt0JtbkgEzcBDYMz pXrPfoG2n5iUe+ZCuP+Z98ssgwVofMWw0tOUDrZdNK3jFvOxrz0eT09QaGhC 9ptMZ1o9phNXmAzjqCjH9dn1XrkSjDjpWxO8jYzS/nb+Vp6NB7iRn613FSUR 7+6sZV0iEQzO35PRMsahZU/RHZzfJUCom9H7fwVT2GV04w7lJR28fD1++oze AvySnhBxonGDw0xT63QSC3Vtln9UYs5BeniH7Ek3Asrz2fWloJOGoi41vBrt 4YJ7UrnHTt7EI3rq4xdv5alIZSihcrZRHG2rLzQ8UkRHuWEj7jf/kkDB59sn Z95wQciPjglMbAh+FN44UHp3Ect4oNy903YW0mv5F86cW8RWP6655ij9i3n7 V5rISFNRqV9LCk0wiumcueeQFkxFj6HXtykVEjAsq5W1GaAjk10RWqmPxIHo ZV5jFpsJAvTGHzTrstHoHv/P5VlUVBJKFH8ZwEHZJ+eXw31WMMlLqzuOBVHR O82KRXxIF4xK0apSXZZAtaeCD6vu+A6/7Xy/ZeqIKNoujceZR0uC9pb6It6I GNI9lPDZdIQFrOL1z9U5TMA6y06OTCAJfadt+RrQOoGF4wmnzwZs6BPwI7c+ ZQXTUzLJtfzORvYTIXl3wtawV+AAzVkdh5puzUTEfSKCFKfwxHcqq/DQwEtJ 2Q39NxvTipa7RmH9FncThVt0QP/YdLunn4dF+OxK7fClg+zFPfwABQkgPD4c qSNPB2ZQrbO+WxLMaL9w0/6VgRZsljf7HVuEHJwNMZnIQeo9z4hRTyKw/pDt b4PS2eiLGLad/zcRHB4LeKS4TkX4pERXw2IqmrWbUtx+hYykprjh00M/oMe0 oNBuVQr5DtH0MkqYoGAdt3fIRQgvBqb8uriZgR6Eht2Ar9qgy4P7V/ZS/sHs /tx76+LBOUinUU60jhKBUr9FwGetRfjF4+ocCGaCfrVM4ne5OWzac0d4cdAa fOEbQ9K5QAQeJ/7U1E1gogNntHPB8irmU2lNXny6Bme8Vbb3YiSgX/0hKWOh B84GL/jYCURAelNBl9NhHPC5GSdVMkQDFxf6eTud6UiDkBz7VwodSJcfdf2l UAB/Pap403SNAYorRG7luZKQoFJVauXGBs+S4blvzOiAuGn7o7hEEnpf0KDz fv8S9i/bmZU6sLFfyZvzdyLI4JHfP0pLXQTU5l+dtdTOQT0n000OeuJRWKLX 0+ROIXa9sy4hdVYE9bXIjmdMMEDYqNds/OLfsGZ/mUlAIwvxipVzGhN74HA+ xXFupyg6zZ9S2X1tHl4sU95VaDaJvc/PSxiI/gS3TafdNvbDg8e5D20nvvFg 9flKsmm3NHhmyfd5KPsXdMte04Fq0iCe1KnijxcFW0opQf58Ejiv7+g1dJ8G nrSI7iZeoQDxjAL9/g0Oh/tkmkOO8DEwXrGm7bPhS0TTQL+RdUzLRtreTEBD R9enXyT7spCGRd7dS0wp5CLPSaBWkVBPd5qu94ZPxGzfIlfEE0dAs6GKd52E jBWNkhghC3A99XtfM08UsXYna2mc4MOTa0UDjmtiyPDSTvOvazTQeH+mbNhv AY7dn/+RrS6GEtm+juKVo5AY7LXxonLQeJKJ9Nb++1jmiibBeeOevPkTqYll YoArbKjxrmWgZ81Th/afIoEaC4Pmktk5bInQ7r/1uCQQsfEemdBdxh4fFpqZ y9LA7tZiotnYZ8jpLNRvpdDAI1P3/BS5DX0YZOF5MTrA6/Piw33ZoKZBhUSM 4YCwtz9K2S00FFMhhv8wxQF7V22KpiNx4JjHWRFhKxNY2T+hVu8hg/8BNEDD yQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 253-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81fn3x+91ufdycfd7k7JMIylkKZXK5+BrqbSNJSmFoRFJiayFJmTC SJQlpkKULUqpofc7WwpZKimNCNnKvlz7z++P83j9f56vc14vZSfP31zESCQS Xp7/V52TyuwYUx6esHJKDjP/jjZYLAwFkF8iexs147kILqTXmaiKn5wklMSV SuC9FHboz/A1PcSDn7Fp5WR1cTj05zQl+BoPOOLWSmHzGJGLsz1SXWdQfcDG qLsiHt5SO/bd3qcbZUa2B0gXTKL3Fqz2n76fCX+dnNdy17g4ujgXF9qJQ8v+ orYfSApeVweoPPHkYlIm6VOUFgUX3XFee2eEAcTGZisxiXbC/kl79vZeNsiS HytWkjhg7fVe/tVxOhyvVjbfQmVD96Wm4xdBDHIqQlT94jsJ00rnd9pXh1B1 /U/e3QQpKBuLS2hdLwVmH3Dm3SAKjrX2mXNREUA8ad+p0EtSsKC9SZXwlsLb RoITze9KYDf5tgkLSzY+Gvl1rPS3lwSDHNNPnRViZbXtBsmhNJiukQsCxQHk E53VOjTOhtF3BAqJoeC+uvnx3BQhbNQtpq6Rp8L+jB0nXpwdRAebDGPtWihg ZaIpSu3tQkXmVWrF27mQ0KZqdjCFCV3GfVdaZcm46KK76rpSEsi7NL855UeG 2uhwYmDNBCq3KJo3kagjyoMtV/KCWwivyOwrWKcfbZUPjd4/R4dps77iyvJm YqYuRI9px4FVyqGVMgUC/NjsMvW1kIFt3sv5jPwlxKzJLq38Ux2oZH0by2aR C3M2nTKj0zwYTa1oUejh4rTh+4gyKQOjq/ev+qV5CRnFsy0L+QuE2Lq7Zq2b hpFLaIF63n4OSB03uWenv4j2la2RZaULYVt2SR72/EyIyNcPVuxm4vi9odWu VRwoqjpm/Om6CCWmNnd9HafDh5qtUU6GZNxY06MUe/cdYdtyKcRqhgU0elJo ZI8AnPbc5LiunENz/fF1wxo07DZldbGljYnXNWR8WvOZhC/XrixSW0EGRmbY TusDLKykkCHc/XqaIAzZWWtf5aALGXoicRMu4GsfZnYkUCBz0UvlgqY0NN58 GGOqxYfK8P3tK3s5+H/P9horlfHxnw8L+izPCnHA0TO605tZ+NyD5jL5KBK+ rrqn/lUsD/OaPih4XWtH99q93+SXCXCeBw8/aeTDJpMwnfoMKVxSd/z5oVIh HmV+OsgM6Udp7tdb9F9TsKyBos9VfSpcud1bjo8JIMfUNm31fwL4EJqTVrqz Cdm4dnsa1fBghfk6K28vWSiWE//If8vAG7W73JulZPGlpPS/Cson0ZJqlmVa 9Cxq0Gs6MLedjNuqJMv7BU8JBY2t/nL+FBwRP/ynLV0A62cSt9otLhLcBxL1 yj+FeHV43rRlHh/i5fZaT/rOIGXjGr/5QQ6+5ymrtsf/MfIrvbG+muDh4Ldq u/dlNKDihCTb0lYuNmCPiHsIGPDFuy6CgmXwTVnx9mO2kqDh7RBgbU3HNwzQ 84qSOdT1jZwVpkCFmoe3rWbvyODdu05WiOwlobxpXVqekSQeUH52dSxHErzm bbz83zFhUjORY7qVAWOpH3kXNFgwkfsi2Pvc8p+IriXy5KiQdX3gx9cmMcyJ ENuR95qGk2y6A/d96yFk87J3KPIF+MLmVGdOLAXSN274I9S7EPVopYt9bWOD M0PH7/mcBOiOXh/z/imJ7R6clkof5OP72wUdbro8PHuzenzNaz7krrCvWBOe ierbth6tcJ4kUO7o2evMOUJj15c8/YtUXH9SN1W9iQRNGjVXDN3IOOV+RwJz dp54Yu3LyPrcR1jqnPNMXfuNONR9Y3trCA+eOtFi4DwNaLV5+xmKHHz4xZaD NhECuMXoIpV8loUsdx3XMDc+fvR5Tm5Ml4ztJc98cHBmY9il4dhiJEK1u3yC 9NgUbNv7ZoCRZIaqLv/ST3dcRAEnzJ5RexaImEPDQpuNY4RepvNERygL3/i1 8FEMRwbUflnPStzDBX9Fb96PUB78/mtWSEOLEHuM7bI6lcwHh/jCgTxFAYwM X7w1nM+FclpnetfvXIiIFPQ+UqXjxkZBoF4UGyedHv3dT5uFE/wtzspd/o4q tUpPxeX2on2fuIxE00V0b9PwZG+MCBkE6Rc5GbOhpyp4X9DYNNHf7PDIkcHC NgnRF170YkLrcnYsuszERy/mV91mFRASvW4l3io0XLFkceZEEAVIHWPVN5Sk 8Z3642HDjTRom0iU0zQg4RSlI27/WsuAv/2Ot0NzfYTKeM8z90Qu/Puqy/Xk pilk5BTsZxrPwSG+L8s6m4WwmVEkVHelYPb1B89qVzPx/lnaSJifNFZ5ka1/ 6D4bO/0m7HiXKYO9z7zpHawRAvO0soFbYgf6uBhhmHdjmqAePfBXsvYIYj+f PHvy9DRxNH1G8+y9EcLFo8hITpaJGcYJDupfuwitk4m/3fRmYrvIBuPV/nTQ L3i+0uIzG5d+DZTUOiwNFL/x8tt8LgT1zgTfOi3EnXoe3Q9vM/FLx82XWI5s XKdROE32aUQ/nsa7OjTI4Od/eFurbhhGlIE0xmMHCbxWlkwyDZUGqF5d8eoi A+vujew27uCBuE94UnlOHyo1bxDIeVFxayVV686GfiKQLO7q7imOPTMfcXWO LRCblI3SzYf5+MDvmhK/7CZBGRiybNRIeG+f4cIbFTrEWQVG1f06j87oxD0J XN7nKgPW/ZnGThQVY5grcOMC+2NFfHPrOJE8E72njODCnWm9SU9FKVjKV4ib 6ueACVrX8KJJGqqrg7dpm/HwlMXMqlNHp9FkbYSRbqcQ99CJtZNfJCDa/KOZ RT4bk6Oj7PRzmFi+VP/luQlJLNMnDBxoH0WeoUznpmss7NbO2pSay4WYLz/u T1WS8HmvuMPTqzj44U6OQ51XHbJNTgraxviPCLF6qiFaGkVsFsOxulMCNEVz VM4/M6jH4eIIeHOhsJXdcK9+lBhw2hCYc24B5R/JunahiAYOjv9o6EZy8UfJ jb4PxEhwomgPbfrRAjrMWGvXfoMOW4rfR6dONSPuuUqzY7PikFKR1WhlTYIz uaLB9gwOnJ9qHde2YePUCFaDyJ0Lsg+P2B3InkN+hwIlI+Z5kFModi3Djoqf XP74Z9ogHb/Neqn1dqeImN/kEfCv7zI/6b8nEi4s9wEz9SV3Mg2/9ii+LXoj wH0HjPIs9Sg4IMr5UWzDItHjaHZPa1Act1St7Er9zoGg5PchT8nLObyzwMiz nIcdrA4oa4e8R18zGZYj2hSskHNhW2HeFDpfsEYn26SX8BCQXiZrfUEqAzfj DU6R4fInvwJ7iSlUfKaIZtwkCy7TK2SmVn1A9ncWtNA6WVA4blioRJYAhTzG OY9JKlwM72l8b8uB/CrKZokgBgztdt8QUMnBR5YGnsW68TAtybZlLZuFbVcL IpmPqVhLPL/zAZ+JL61VkL8/Lomn9O4W+/bQsYHSjmiOzxQi2Q+um5SmYt7m WE11x0mkr2g9vCaNgfV9tU37F1jAWeUbl1kjQt+SJkbvqNExhzY3dD6mC0l4 Oy9XOgGuMd2SOPn3LSJtVkPcZtkfS7UQp2nOAOHiyxKX5xzM6hoKci+nQ4nZ 1srcnyMEtc7NnHyECWIWLh3fdWeI/z1tc2yqZcPm6hwJk2/d6Op2qZ9v/mXD PeNjmXHyssDl/e1Ff8cB8pbxK4FufGhXOF3l18aH3QfzmcV6NPj1+BbJHTQh dj7fcEIvi4MHOxsNb1kIsVNefuuQggwsPCpj/5HEx1eX6KWi5uU7Chappw3K 4me+kQ4Du3uRpNjTf3y6qLjJ6Wbus6t0uMm4Io3Oi1C0zJBj0v0JwtDZWj00 pBTp7DxdvNKTh/8Y+LsuIaUepfFTOp3C+5DFUYMW6YPdBMMva/ZKOwcnaxdX 7KhbIlZmCFKrpfuI/xzq39jiaeI0/7udXMpyjp/wuWrqLw06npHVmf1svOLA lxvh6lLAeluR4TskAJJx3TvJnxTwbZHaUBnGhXkzKRW/u0JIkQj3fL7MtV0n 1iX4MA+mf6RYrratQP8HXFa0PQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 254-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlns81GkbxmcwBjPmfIiEthWKRBGS3yNRi2hzSJEkSRGSKCq0iI1UFCVC 5LxCWqSeB5lMjskqlEPFOCRn4+z1/nF/7v/v67qv67vRxfvwaREcDsdbm//v qooW84vuHDRt4/Io/MAAvBVZKX2kvhoet1M1XrzJBI9jIosv5QgxRTHFMtAm hcoev+seDeSA0Tsp1Xg1MWB2KHjC5BUHMMRsFcOXEFRgdHBfspZgY6BGdPoc C62WVwRrPB6AmVHdgeTCGRj+Ts0xFnzFrmjl8WXuMpET77BO6XVx0G5V3PUT SoF7yU2LIkFshMvEdURvF0VTkx71vb0UgGm02ogQujHnU3UhRnwmoOBfKLzF McDx1VgHwrgUOMHbeGCXOB0E3zt0UbBVDOTVhChfju/Dnlu2zNT2jkNe4ygr /b4UUNHMyXcaIYP9/6HM9KuiKHj9tP81A2mkNx6ceCCdgGQngaBGiYkco3om Kw9XYXElZ71ud/+El2KyPv+aogPzNzZJUskENNiwNJWfxAWBGdl7DnlJAKsM A7c3F0agMHts2PcnAdiYbJtLFnyHBE7SlygjNrjfpbz/zyQqsLBO95TrFEHF 1z2UVSpx4JnDv/vqLUVBfUwENrxpGnKnK8KLhE1YdbC1LCu4HQvn/yWm0TEC ddeHxlgtSoCE8wuWfa/asPmGEB3qMQaYuL2pP30dByza9UlPCFnAQF727dsl NkoZy4GiM9IAK91q6X0fj/bG062L2MvY9n6n1TDDCXg6tFCtwIoB6vLlZWVf 4JDl600U2lMu2PDFhhix6ys2h4/7s8aMijosR7wb3rBAca2TcUfcHGycEV4q iiOB/+p0o12M8Ih4b3mDTsl/mH37jRCbeRpQuvwkWzRFEp2btbne3kVFnQkZ JV+eiKCwetli1XV4cCLetimWyECK8hlcM74QkzPzGZIs+Qdey9CZEzNhAvrB NLWrGQSQueKrdG0bGYS9yvZE57jgbYRVt6yAgeKlO7o8hunoYm7r6/XROMTv F/cPquAg1of/5H3vdsPmyAr+Zl9pVNZwouJIJRcxXs/serLtJ0zxiGvX54si 0848M/G7EiAyVVCNnDgAGHxvqBdywLoDKjZ+vhRgEDzmWVJBQRqa3z1apSjo 3+aN1rHkObiqnGWdErMApwtSvVZIoqirVrJ6iPMvVn2hkHEqnIBuxo/9ZS/B ARmNua7uinjAzCU0bhzlouP+n15OT3NBvMxB25mAeTgaQaj1GmKhZ94UVfMr L+Bm7UNt084cFNykamaZ0QwHCE5trDE2MqSPi53nkEDuTY3HwT40lEAR63ay lwSx87+iAn9IoQeGsKKmbBEqdPNFKL4SoO55qs1CmjSq8TTsnpQgg+oPKikF eyWR9cNCsuIJMvBdsvO98pEKUNbklt/YFDCZ/Il1TZ0GRkOLkxiPOGhXTD1W ICMOIpWf7IxrEEOMmyIGBXwiyrZSSgvVGMQoBdkGCmwOqrP46zovhQCeamw9 E+pXBB1Z7yeLK5nAlaR1uWKRAPBXy7QjssjoWK6X1NMRNpKY3NRpYc1BCwm8 qU18NrBLVXyTyc+CjV26jjWuM9iA3tcm5cFlTP2PLwX618XRv2kfGdP3RcAH 9bpIo3N4VPenT6ucKA68tA0gZXUOYr/pBPEOUn9gR3482P05hAVMDWbOjY1K AmJ9gRVJgYEEmbr+CnlcVNK5KDO5A48W7mjEPdVlIvCH+sn2vXPw4ztRehyD gOwF74dJD/dDiYC4ySt8HAp0218u3r+MfXo0unti3TSmk+k63RtKQ+7kOqVn NBpQ/W0LLdGcCZQulRZTczng1O9ZIc3tXHTili6H1ssFzvFFwwUKHKB03/L5 N8QG1cS+p99PMUG17js3crEUamnhBOlE0xHeQEfMr5+O7l+xuCATNgBro/6u F6oOQ8sOJinRdAVanRllr/99ERpe1S92MaaDbv0lnEHAAjbU6lxykkRDCt8K i/v/qca2h2XfgWFU1OQ+0xO6pQgjCM6V+SkRkW6pm0AiigBwvZO8B4pktHrh 2E/lw1KgazpRZpshDtFnVRrfatPAleMGTb8WBzGLrv2Pcdls8Ordd/ezO2fh A+3yvcGRLBQSUPW6r5ULbJpNJwt8CYgel1tev4GKvti3H6UFUJHSm2z9Izl0 9P5V9D6iCw35+bwXjNRxgcaC+y29I9/gp5WbRgUPhFiTO7/mYf8EpFfMXDjr JcQS24w2VbhNYqfPF++VoVAR17F5h9ZsP7b9bOLhBD8qqjTQzSOQSUC/sELW opOOSlDSOy8bKhC9PFWdymaCJsoX4sJOJmpQLxLiL7XA0YTgL0uXaajijJ+t 8tYxiEjUWpNUItpMweNMQ8kgUqFPhXKKgnYcjPph3MsC1imUxBXjEVh5oJkj 4yuOjpTeHrT6MIIF4cXcPbzFUIBtBd1XHwd2btz79MDaHyaXp2aX4kTAa2BE s1PFId72O/TxwrWesgmKbvh9CXrruexnrN1PzpCWM9/SB9v0YuQb/NiA/qkm vvXzFBY1bHRrxYQN0oQ6M94KUiCpP8xNS8ACJlCl+c0HMphzxSUrn+WgWYt5 OU9HIXRs+LjL9m8mwsdEH9PPoyLz46kORoVkJD3IDRrunoDvpCBlzIqBznXT dibnM8GutN3HL0WKIH/fe0eFcgz0/Ql6VenTDO0fPbyqR/qKbaHdFk/8MQXp NNJJXh8BBDp6t/84tAT7na+PAz8myFRhDi3mT2HDLluD8i4uQ3h7m+mN7VLA +eQT9R1RTJTUlTRRXoQHbsXmRGHJMgyiKHUK1EhgV2lbTPJsKyRPiNSoaRBB Uk1Wi40tDnh5XIxof8QC/rOfpzTt6GjgD5PZXn82oDx3OHYoexFmagU8i9Xk grwikbsZx8RRlQSu9e7fJNSUVbW9ac8c1hbEld/nsKYXOXb6/jUiWGk6f/SD pyTiny9NnXvPQVDq79CE3QQUGO1acqd5BTOtQlfc5ImovVb2e/IAAwQdSrlQ 8LwPlu0p3OtdzUIvr/nv2JzdDnsySdbjmqJo1dlx3wHaPPQv3KSVbSLA3lmF 9sUr90Cl4YR4Q088YIVYI2A3B0t9ionGHyjAv0Zx/IztJ3g8bXk7VFnjEOfn qpk6RCBfQLp4fkYcGOiXb240ZYF/akW1CVdJoOePvMq3r1nIYXW4/M45FuoM D7GurKIj+w2cKOoLcZSRS3hgpk5HNzbLr8+ZkkT5IRtca/8iIUNFgxjGpVlY enRPSoaTBGJp39mmdnIGyidm5rwMpyD9AE3ToWUaGDIeMxs5tQi/PZyeSFOV QD+843irj/shwc91DZE4iFBf5CW88wRLWVAXs1vzh+B27PzLzRTAXakqO13B QL2VETGSx0mgbL/u2/zRccz+4IYdSdZ0IGJxundgxzx2hOe6fiaXCbR5eQST bz+gqSdZE3vIBM+MnTLvraeAe5o7hjobWQC/ayoy6BwbnMbFHR3r5qJbqxKV c61MwMsP20Lh0FF5QJTzsJkA7qRWmr4wl0QfXBLyy29JgPaewJIzkoswRvrX yYc505iD/95n34Ih1NrjVSrrzUK9fW0uTo4tMIWd1OcSMQiHFRSzyH4DGOly 1kJkNwNxlg2M1e/hgWwGJ5lHHsTyGsh3W7EFzIs9cEwmiQ3uts/p9AdQgZZ3 FC9ziI42cC0EeqNkQGuqyQj4xQE90a1jYQRxENAutfVtOBPc7T6b7nKNA4Q/ k6w32NfACHjhq80RJlrIijS+tjqNnTha/DqxeI2n1k/bfbwiBpY1epYDPzGQ vk+UTxtxAcptYuWenyCjbEtZfKsaARTIa/ocNKejN3smHYbX+FnJacpy83dJ JBiQM/fDGGhMz3s8KZ2MbnfgPW+mfMUKcolQwCejDDiYMZUpAqq0a/m17kJ4 NfhoeuFOFvJ62bb46vMKXHgYYF+sgUc9/JogMTsRtPAEFyslGo0N8tPau26s wn18j1dRzGZsHw2cZg+IoJkcAynH6nnM5nRvrkLjAlbw2yV7M30mcvNwk0tx XcYs98tOKa/lN283syVZEQeOyunpmK+jI7FTS3+mG69idqfYGm5FU9iC2sBh iS5R8PvBpnV5QUyU3sE77K8tChzE7otk5DNRgUspo/OrKHjjPMxk+HyDnDGt mfhyNhgPibk9ICkN/gdRAu9m "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 255-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01PsfxmeYMRhmXyKVipDsLe5cfD8RkqIkoY0WLSjJlr2uRFFdS+vN lrkUEpUrxedjX6JQWbKvYye7sfTz++M57z+fc5736zzn2Xj6itU5ERwOV7aq /1+LsARf+9ISeMJGxWjxNhPI8aeMbm8RYvIE+VzwXRKp03R0CsV/wxpfjYik eRZSzeVtH18agPzwdl+pzBmY3nuqjL61E7uunVYp8zcTGT+qAMdaxUGDZXbL CJQEsSKhYnb5XITj45ojNEWRYftg33oaHWAa9dYixHZsuXd8x0IbG1Dw7zaU 4BjgGibYtLdUGpwq27h3lxgdLGauUfi9TwykFQcr+cR0YQotNy5opUzCsppR VlKsJFiaztRcnqEC0x+In+Qvimau+hDrlWjoj4mgx3uTiAjwTnw3U2Gj4+Ed k5+sCrGsG3cXvgnGoWdkStPYFB1MNmm1TneT0ED10lT6My54c0S/iY0jA8tk PaeCq8PQPB+s/48nDqyN1eefC3qgDK/x5vcALohtUTI99IwKfKrInhk/CCg7 0FlJ+RMOfDZ2akq0IYLPkaHY0OZp2Btv7pYnV4cVBR2WZQU1YI1LGq5zZWNQ d+2NSMtFcUAc6b6wbqgBW6gO3km1Z4BCwusfPy+v5hRDP5zFXsZcmzH3asoU PHcjc1uGJQO40B2/1XuKIIv8zRTaCy7o8lP1Yip2YvP46EPF+6ho4WYs8+go B2SXnjRqjp6HcXucBrf6UsCPCt2I07vxSJ1PtfBcbMRsG24GWy/QwIHSR6Q8 Syl0adY6sKGFilJkgzwOxBJQyGfZbJU1eMCbVKMujTCR/Ppk7r7KOYx48sW9 qtk3MCB55zzBmAlGFkMb1IdJgL/irhigLgWYbYI75dVMdO1Vff7aCBzi5hPo 141pKLf6VN7RT1xU6ndu8oziOIxzjm7gVYqinuOy19y3kEFYgqAIneSAgrtl JmKLNKSh1eNcL0lBliFbJaVjhPC3UsrhuEghFME9DvoiRUQtpRJFg5z/sEad Js/aChK6HTP+l604Bzw4WrHu1qgIYL4i1mwc5aLDFoGmnnJc9O8Vior59XeQ Na2oJafKQI8ohPaTthLg9qDHvdBcafTQAOYV5y7CfYGbbHUJZFDxJsFamCiN 7jQJTQoXKaCoTjkuw1AClYjvTlmxpwL3JRv369+oQFmKXx0WTwOTzxtZAWo0 0PQho+jBkhhi3BbRy6gkIcZyuUF63hBGyUjV28DmIAnFwMsdvSTwQkP1/A2P LGilSotZU8sGZ8naPnmLRCBv40MXSaMi+1eXJV8Ms9FH31FT2X2vYE2L7vHi szNYWvWeTa9DcUDNrDWDFyiGijTlpezvEECdWkXY7kt4VDNcclg3Gw9yjniT U34OYBv7fl87o9qPHe19+GdTMAuIPvC8L50qBUifMyzJGxho3E4iRdGAjYCZ mmOD4Tw0L8cbj5qRkK2gaoj8xBQ2LXpucY8UQb5Oph/E+paxEw5KFyR3zmI7 +WenO2/QkNVTeVn1QjpQ2bSV9ticCSikcX5VsDSqreX47YygozOlQRNm5UwU e33/VZmQfugyQDN0GhqBFs1M8mOTFRhs56LZtLIMDfx52aeN6OC/jtCiKmwZ G6x3eOtIpqF3+5VthvklmGZI6gMYQkVm582zX89nY0TBpVwPRRKyDPgc3FRN ArjOybKH8lJIRWBxupYjDVqmH8uoG+DQr9Z45e1DdHD9hN6XscUBLIxXOE8f 54KP5T0XLm6fhaGs0P7DWRwU7F2Y31XPBQ5ft6ZufkdC9OhXHz6voyJy0nlP uTN0pFiQyjv6ko5e+L83XL+WgTzcqgTDFVxwfjg6Wcy4Fzau3N6d8XAOM05S eHWtfArS82auXrw8h72VMX2mbDONnXPNNpShUFHHLv1mf+MBTPPiY6tHHlT0 knTRltcrDXiZebL7f9LRqQ3U6wuWdCDqM1WUwGaCnLqgGzI8NqpWy5rDe9ZC 3zV38YHbGSjvvMcRJdVx+FD7qfCUnCTaQsHjTG5IgR3OpNJHVTSkcyC816iT BRKG9xtzNo3BT3u/cmTcxRCqHjm9p2AM88MTLjhfIaBl3WzbU+N4sH2j4Yu9 42w0F/HZ9WKfKMgHu2k2Kjj0T8eov2egNIiy9ouoVliCYiH3ghRX85MzoL1c qO2Cafd5zb45XEBvLI6pb5rCzH5OKBfe5ILEuZ0zVzZIgoNrXuUsyXCBMVT+ WlAnBawzfGouP2YjfGSEPW+V8wqhz4nIt1QkPcD1G2r/BWcExQ1zeix0qZ22 /Xk6EygoVOLc/AjIyz3Kbk6Ogdj6Vreen6qDtk+f+P9BbsPaT42XayzNQDqN 7FjWRQReIlpme8x/wz6HwAngwQS50ZVueQUz2NBpVb+0a8vQe/T494RfUsDB MV5NJ5yJ1k1t0txwTxQ4ZZuT5t4uw8aIK51/i1PArvffI5/P1sMe+85px3gJ 8Kw4pdb6CA5YljvNPy7lAK/ZpiktGzq6eJ/xsTyXCyhvjtkfTF2EHF3dRLYb BX1JKdT8oj+PoTR2r1nZ6j+k7k/HBpDA7FGLrcdkpFCl6/uE+SoOKk6olDL0 JiHfiLNvH3xdwWo+Wko0RUighlLZnuf9DBBI6/OajeiBufqZhleKWEhvoklc WbIZdvDJhye0RFEJ0y6T83YRemVu1k41FmAdc/5Fmru6oOLQoxgDFzzYGuNz P7BPCN+7ZZOM6ihg6s9ngUmVzfBE4rImVKaALJ0o/xcpEmB9Bvma64wYiNLt FP1wgQNel4ruIPqTwbb2sGSdEQ469nvow4NLLHRkx6EntfFMZLuOE059t9pz iQfVixYZ6OaW9WtfTkmgHQtXlaMuUJCBvF4kw3MWVuA6D5aMSSLWjgfq2xxn INt/JragjYZ43lomg8s0MLLRM+Ck8QrsfjL9K1FFHB17+pdgoFsAiR5nVycC B7VqGUy4XE3E4oRqBJtVHvb7GXVhL2mAu1KYey6PgT6yjbyK9Skg11S3JH10 AnMRyDnIbmECkf3nOvt1FjCHNwb0gE9ssKMsjWjc3Qtff+s4OJTKBv8aneRH raWA8DWlo8JlDsDvmgrzu8QGG2xFVVjdDPTBO9xhaJ8AvnkojCiaJqO604/S P9wVB305RcNHupZhpPSY45OX09j82iT3pfOFUFv/8nvZKyz04ftLiTZWPYxj P+s6HToAU6u1CqJrBzCyT4owrJ2BBjM0mLudRYFsMud5mdQA1tpz3DVSZBm7 zO63l3nGBo0lIeyoM3SgfSW8jD9IR01yJk6S81RA+1Kc7D3GASx1S3kXG3Hg 3SCpWnKLCd4akg/QHdhImBJmFPB7GvM1H7ApF3JR3Nppm2/XCaA445x2aT0L 8dzC3b6ThDA4OXp/5hIVpVrI4uu3EUEoL4c8KsdEBfqTx4ZW95+lOpG26R8p JOiXM/fAGMjVrtYrmk9F95rxLrfj2rDNK+rG+DoqSoYDyVN8EXA00PCTRMcC 9A+yS8rczkLNczva4sh4JHzibZutgUfNxzm0LCMCEsbj7kuKRmD2c9ZLCRfx aE+l88dw5ldMx1WrbKCbgGZe6kkeL1rA5Ms7unPilrGMTZ62+3hMdMuyNXxF HwcsTGWnlFb7d1DXJP1bPR7Yyf2x03wNHY3+jpDNMsEDmzNsDaesKUzJrYIf 94sIFA58WZPmx0Rt6892JPGI4BghViQ5nYlcKqoOfJomggKHISbDrRsWylOu S2dzUYjp/OydYVH07ee/hy5EspD/nVfBnzf3wS+92uf5XWxkZ15x9Zn7DCZy d5tq56ovPviPnLYeBjJKsBo6qEZFcVZEcvqvVa4DPd0NJJYgJhBoiGJsJP79 WvDN/Bno8vxPlQlrHMCLZr2e95yEv7anHQkIEEe3iS4lia11ENxR2SjGW4Fe Z+6O+Hr/gOpKQSHOIr+wGma9jSMcg/F6VsswZxqL2ie81RXrgG22qI3vr6Gj Q7k91tYhfKz3r6MxzmX9sEU/e7Jx1zzGDA2x9fiHi/akFm2TaVnBAquflq63 oIG84LG9/cxFLH9AQaWgjgseRcW43yWTgd5Kgo52Kx3VXsIwE0QDr/+Wjnv4 XzfWqp44pf1AGiiUuYT9oy8OjtWR130bowN9INggUkwAkxXKPyKN2ODWIfmd VdL9WI+vqvITHybgFUnkOH0hgf8BkzDodg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 256-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81G0XxmeGGWOG2ZfSJiqUpfCUJvndKEWlSEWrJVSkxZYklJKihURl XxKRUJGW+0QpW8VTKEv1KKZR2UYk9Hr/OJ/z/3Vd53ud2a4H7N0pJBLp5eT8 fyfs/3s7Xl6Fd2zWsfwTyUfaWS3Tr3aNEeqK6mXoLQOob3JlWvPIUH/UIDpj RACLhrLu303uwdlRHUdVCodwNqVV26r9MxFkeKt66iU+EK9epJUEMVHT+uLW 75iBbGIp00+18hBh0OhAoXYQOSbhb/f4ctCuqtmrl9C4qH7naI9xJh3dqgzT OnL5M3HGPfKsZ7IcV9X/EGTEM5As+FAkkctFq95BdsYxBfBAs5uqP3BhaV9o 4uoMKrCCOXFKbmLYHvVx4JH9U2K9u88a7/R+7B+T0/JzkIt8YuJ9eR4MkNaN DeZfF6PAlgWays2qaH2WqceTQz2YsedmOPsFAzms1B9J7u7E4yNLRWk0JSg+ 7qWl/YiEkgcoXnPilVBtzGlCpinH0cFts/2+NRIVoRvVBKFNxH89ox715H5s Mi08Zv0fOtrfYmfN3vie+F0Xtpi9lYf00tuuc45SweIyd2ORcJz4u4JOl7KH sHt4oW7Beh4amZj1pNlDEWwfa7I4mWKUcfCm59Pmz8QIOc6u0oYNg98+rdrR zEHvXppEu5qTYfP3FUnzwj8Qjk0nwhx+c9DwbgOVUWs27PvlcLyplQ0BZnM7 jmIaRNSqFetMIaPInuFSf6oI1GdmiW2qhwnB749jp3ExDslaPKK4ko/27MYy nQMMlD1xeG6IvgpKkDnN7PgsBN+8xsfToknA+Dh9+YU/XCir21W+5ZEYvhwT Vo/+049TvOKaJNUKUGOWEO9DZqEzad0VsFOEdA+3hRo/44HBok6vRgYLfG78 k525axz/1crZmBIzikXn3u6JsVSC1ufKFd9EpYSF911jfWsGRF7uPelIF6Gg VOX76j2KiJ9HrZ/9QwwFpjFnVwoEkMBS7NjpqIxs/jlst92bA1fMcHll2R/c fOT90LVWVfTyTprDaLoqmNR1D47M5KKKBu2UAgtlcHPRwFc3ctHhsc2Hg/5l o8aS9ErxLh4aSG4WhOhxkKef43ZfT2XgRVJMC6qVoPTg6F37sz8IVsFN01lC ESiESZMX7mGgTIMFnuF+RfhFgn/8m1AubM3zYWT2CKFkz1IbmWoBrm812V65 e4gokA3/TLWkID3rtgLJcRropp9MdS6hoQa9l2fM95GBGqzQnndeAd3fFMjM +SAl2gv7TK3CpMSWL1eWtYQJ0J2grTkJt9hIqbZgPXMWD65dahgXHBUDstZz abIYwSbMfeUDj5TBsbtGxry6CtPMOrmDYYpw1GPVA9rXcaJdc+8oM3qEWJy9 W/4pnAM/TR7tM0rlIx2N+ZzENXwkrdkquLiOA2/eiIIXR3PB7trbwrpWIcQH rT00NaILB+zbliuT92Lb93xmotUEpkgrKpbEkcDsmKTY1ZKLmO8Fs7J1SOhb o3OJC5MDWqloSUtDFbEw4uZFHMGGYxNO5MDhuwS1e1+Z31wluMCfVZOxjoFI nwaqrqirQHmcuQ2Jz0Gt8sSp+mYk6GqhjUXV8VHQDtNXP/9IiVLDTnAwZAA3 Lu9B7Qw2PLn3VLh8CR/mPrkp2ZLLBe1H01SuUgTgd7Cmu+elGIXU9pRVeHTh 5olI84Irw8SHR4mvRluHMLd86NBen2HCOrNwsCjoF+G+v9hiKosNd3Qfrx5u lBEL9ybaJ/ixgYQ4kSciOEhSWK62dpIrc/bbd4g0+EjhyGBFmpCPNsjsP173 F0OdXtEw2f8NVvOok2fOFEC5p98mrQW9uPB9va9zqwrMY5FJVuEqqAlXKN0+ zwOjdVFfLD8J0DrBJdOiG3340erXoqmHafAn8N7zibE+IpisuMfrgCIEFb7b hBoVkPFsi8zVvUK44vTdSDxORY+ROWezDgn0EuVTrNZyUKxDcHTdnDHsf5n+ u61dDOSY6K2SW2wYMohHURFcUJWKg2Ud/biI4yX/sEME+zo4xsn5fLTMQkT/ mkGDgMOxTsPTeXDicSTH2ehf7Hjt6rGlzHYijnr27rS1I5jLYbpUfaaivHHD JqkNGb46H+9DfnxEcavLN6CPEDLXBcG3fMfxay+vlu4xNnJ2SdUziuJDG+ti dUoSFXkUr1EaLhnHDx7yTickctCSe29jkn814nMi/QXL7VTQ9cqcNw6bSGiJ TWdXTQMHXuU8Xfhq+QihI1Vb8T1qUi+VC/L4ECXke+S1facqG6r330sbqRFB ndx3gtmrDEejd5dcfD1B7NBImwGmKtD0XK0zuYuHSq5oftx8/SsuW15ocaBC ABOrJ6Lt8lvxx2zmxr5FCtBwXse7PWkCBxRqGt5c2U2YLE38UkzrxHNlCZfN vMko+XPnj+wH4/jewWIlywYWIhnd3dgb2oZ3pI8vxNostEeB8Wf7VhU0s4Dp u3+Ihjoe9p3XvSMExxmiKPZdGnxsaVZvHxXAiXkzp+UOKoNm0ZBiVj0HzNRN Y3j+v/B09iWHr5WqIPjnor6uyxB+mCA92pLJA0ngIqtv4xzkfoZtu7CcBP9d lfen69BBb08OonrIMNVv92RliiDf20bCXpVJpIzqKW6e9HPoS+3et3t5SDzx tMy9nAfmToTn2D0OKltl8iz/Rx9hEuPsnqsjRJS17p+6jH4Ta2LjzAV9YnTD cmd27DQWSn9gcj+4QwAPAqOcZTbdeNtRY89DX1nQ4JqQ/+AcHT0/Wefy7QQJ YlR/ulzNlRMDGV5700wrseFyn3tqBwQQt4MeUPjnX5wivP7Z9bQUO+0fHrvt 3UMwj+SMnungwZxcDakwgIrUskTJVSpSgknVZb1SIiEfYdfWqdeFaAO5RoCX 8JHhgaiq7G9cSDc9Cy55XMR5VZkV+FOEnMZmHr/9lYECmxgLnp3ioyntZtJL qWIYzTljGfJXTgiTcfReBTFIDkYdfKs0ij1mnCwbyOfCTVs1cqPuZH7NjcYi ZgnhyfKBbbLJf4b7W0PilcKG7q7pa/wIHjSZjmu9OcaF8+/J3pEp7US0VmnR 68tcyMLSrMFsCgonm9deSRjDx0KdMgqNBZC566XsXBMFRq8GOhYbkMGaO9XY 2p0Go6mkCwyFaKJoB5pyyEwBVlR7PYzivyaOUPNuEEIlGMo1ZWyv+E0IzsYq Tt1JQgUa/o42Ej4ohy7bvmaQjGxXqQ1qTfLsJvacdrdYATlNX7p4zRQucIuv xL0VK6DNbkIDj6JBgl30ieOD6GjOuldTbgXzYVv+wjtGAUpom2I8JSufD+oD 1UkfLenoibOMzzv4H9YP0J//9L4Ijp3NC6vV/Ip7ze9MMfzKA3LY0vvtnTz4 UkEa2ibhQoo9lZnfzwH1IMPXgrEJTHR3GygQQiiw7vrRRBvB3snLdPocSGjb rfZ4sqcc9xvf2hQSQofiE3zJ2cf/YnRWZzZNMoGnta/5fuhBM9bXCo3wovQT kWU5y5LG+3Cqqf04vi8nlAeK33k7uBKatm9Su+q5kDtiG5v9Iof4cnLLZa+q LpzTdY/aWTlK8E9HOPolieHp/MLVP1TI6HjdteczbTlosb8Gq/f7OPFYOkfn SYMYWZXOWFnSqYpMJ9KMDNu4cFrDqtjqJA/dvqSacqX0P6It7WcWfzMHzany PpO0nI4SV9K3Zjfw0XLUPYtSqYie3V+BWWFidMpOfXGNahfBdLa3eBchRJIK 5fser5TQlhnRXCsjEZAPuy0R5PNArn58vnOuEC5dc9KUyzkgOqDYU9Ijgv75 8Xun88nAi97w2ndIAHlNDbW+x+koibaq1Bvx4bRPQ7eWhRIKU6deZzqpQsC0 wma37wKwX7T594bvXFi/qCax5+8ENnhCrfX6zAE3Oz/OTYEU84f7FK7yeEC3 XuN65ogAvfNYd5u1TBkC+3LX6k7yQOL2XIEdSwPNeb2Po+QsWKfr6bDqgQp8 uqDzrWHybtsOtnOLixRg13tB0L6Q77iX2OLHmacCuS/s8gw6PhOSANeo8Bl/ 8OtzK2w9b5CBhWdsCV1JAZMN2seTaAO47t2CHKYBBfJenmfpZHCRdtQLDSWv YmIRJbbsEl0FAoNqKm6rjhIP03+lufGYcK1GXHKqcoKYur/UxnBkAItQcaz+ bznhRnv27lI/G12cN+9NoR8d7baT+OeHiEDrV7x+6EseKn2hbXveWIj+B1ew 7f4= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 257-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4lP0XxmfGjBkGszyzoEKpJGRpE/J800IqZItWWStSeZVK1hRTJJKo KOIl8SqRJTwnoqSUFEUhyVjKLrL18/vjXOff+zrXfX/us9D5mLUbhUQi1c7N /zd6uzAwZX8Nsc9efeNUOIZ0pyeWFQ7+xVWoKkXogzQ01DxxbxuhwJuz2pGp EzwoCWRWGF7oJ9JFrWdlcscIvarJDrz8O35G70GNQgwGx1bLmp/YJ4caLfNa fhLSaDmllWvUxEO49ntbCq0Vl/OKr7FZwUUHqhearZXkIFPl8NuXDJjoQWWw 2um4b3iKUoTw2MvfRPWbX7zU69Ko0iw/BMIwZPoR0lPPScDTyKI7wU8xWDcY lGCWSoMlzp8SFM+NECejMj71j3CQ5HvWwgZNWeh+PT2SfUuI2kQdtvoBbGSZ ZuRefqKPOCARdlYiQRbZbl4xkST+TtRxHUUxPlKQF+iptqyUhHhiizEuWxrV Rl3Ee1VHiYyatWapXR/wiiAbRV5QI05X6FuQVztM6M8LibKcYqA/eRtTv0+3 4H9eB69h7eaimBZ/9R2ldDCJ49g84s/gydetPSa3jBNuIbmaOZZcNFB10GxR pCRYlKnKse8J0bk9ylFLi77jE+RrOyvNWXCPr+Jee5uLPr7Uj3TeQIYXN084 g/lX3KExNNj2DxvVyoc66plz4Mhv28DGFhZE29LrB1WlIKxWMU9dnoz8Xx33 216UTwSkrZmgbsZQYLKdU9saWZQ+67MkYIUM+mjY41DUhkHR6wMlu0qFoKz6 y2IvbYRI9rzWaFAjAfJBX2vS49go4q64AvYLkPUG2zK/Mh5o6373fC8tB6Te q1uNDUnwVy3DJjlqkpjHO24sLpCCliqpih5BIb5F01/ih4wshMcNnHdgCNDZ OJcvtkp0hGXR3iz8JYRzr8+PtusI4IYctXW/gxQyaTAPFC3lQrwxUVJZNEUc LDCqKA9io5cP79pOpsjCyah4+kAfF1XUL0vOMZGCqXZKlfxSDPlM2/ucaWAh 88im/4p28NBwUhMvQIuNWj3Ns70wGeCGU4xyaujwyvvo0Q/Wg7hcTqaRMl8A DdzzVsu1ZdE9bQ2PEN9HRLpOP/W3PQa7s7yl7/XxwWSPYSpf7iHxpkV/b6Xr GC4d6mO5T5uKtLZ+yTEIlITFX6glVwVSqF7rZcSGI2SQ+UNTW5dEQ0/s/JgZ zd14bEmw9wDWh+/qjDf8FMxDi/UVjVWDOYhem2PJVObCRLTfaM8JGXAQv+pl JpoSU489gqczJeGsu2mx5I8ZnJyTqzSsMoWvSXcdbQ9hA870/hSYy0fqi5az E7ZhyHD1D1YwlQvv3gn810RyQHus9WNG5hBh8RljJmyZJRxZD5T8d1LA+JxB nvNGDlLrdGbXfSGjnvdOjw8y2TC8q+WhkX4NrhOWeZUIY8HWvecDxzUKcZr4 SJHvEjq46j6KqufIIlL7cHW8igxovRfFvqjkoJbRBIUVxiRoK5AX3PzGR2f2 GdX1T3Xjw/4n9qeNyADnWlZx7QIWjOo/OZloxIcl5ZkGu+5z4LxRQZLDAgH4 Hn8l7nspRCYzOL3zWTfRNBu+ISd+HOd3XE48v2yC4JSMnTjsPY53PVaSqm+c wN2O5pkoyM3pS3pbp5H+C9c5nGB9w5cFyn16nes2cJFBboni9mYOOJ5e37Bu CR9JnB6puMvHUGZQnMjeSAAlHr52ahoDxI6/fw9YdbJgqRyZtCVEBkVvttKw CuXByh2izo3tc76ZdftF8hgmSs3eChR8JGGi2Y/lXD2M+5OphzyPUaHG6ahR r5iGVi00uWc2wIc2nfmn5u1goDK0gW2vToJZhcVOmAQXxdr6R75ePE2MbB9+ o7UXA9luoX9v6xDx+LLDHkeqFJzyiXUcn8+Ff6O0TtnqfyQcbiaeW8f8ii/d 6HvQrHmS4LCZB6u/0VAlI/9rwHwJ+OEUOIh8MZTjnJm6NnoS73XW8H/wzwzR TssY5+RwkNPBO1orRRiQ+i88DuigI/e8bfTxxzNEg61KrOcuLlpb8CEq6fd7 IlqWIk7fxkK3KjPe2dqRUOp0JvlePBfqMp7p1K2fwHfz22zlAubuIRM9ej2A jm4qneXNLuNAzdGCuxOvBHCJ+Y5tdl8Gzka6Pr76dhZvEQ3ok1ezoLFK8XtS Fxddu8e2wr6JiaL1uSbHKngwxVBkOl9vJdrSmTaDuhKw0U2YIuolwalcVb3M zWJc6ZLC4VHJH8SS3htxxl5k5Ja4Q2nKiwQFx/PoG+vlUJ3I0GZDUBuxL2VG h1gmh1TePjrw1I6FlHKY/xwdk0QuoSH9ChNCmPOUiJUvCQYFlcNF2kIIXao0 7/6IFMheG7KXieWCsYpRFPfkb2LEbOp5mg8beKuvrtA8OEYUrTzjn5/IAwM/ 3S09M2zUMjUjjjxHgY7E0aEUdQZ0puy/8lzzF0HzdZ2rLAEo6mY28y3S8eRJ Lap9NoauFI0dinfkIeHssyK3Ei50Z1p+FvtxUZGp/vPsX4M47S1f94SLEFG2 u7V3rfyDS+5t9tzDFkKxn8ip11xMNJmczkjjcqDe+UZ28WUGcn/zrPAkToEo 2f6DifdH8dzXBQNRJlWE3nrvAsVjPPjQEzaWz28kkvm3vjlf7CayktKXy1n2 48zTGZMRrVw4rXnGWlxIR4ppgqRqmW7cNH/ND49CMvLmd+1WuMVHLImnKurr +UjvmKg6vYcDnA+PEPkihth1lWl+/QJkKOj70Vwsi/wapTWeX8DQkdwSq6YI DDItFMnvNWko878XTwwdhFC+fnhP79x/kDe9/WHLaQ6Iu+Zv88W54DYeXJ1m g8GVz2Sv8OSv+L3H9seWe2OQRnSnjaRTUKfGULJb4l/iXJBjau4qHuiPcKdK 66kwmejnkKdNBo/s8FcmwIDJO6RoaYlIfCnL61D0JhpsqvF8KsLe4jbN8e9K QqVg7L6R9N6KP7hS3EbtagEF5Sw66WBugEG8oe7Q9UYJZGGqOKI2x5vtCbfv yFTRkOP8dWu2yXNgnORp812Bhuxd+Nruj0bw++q2Vk5vpNHiHXXyD/wxKKPm 6337JYX2UK9T0rIxIIxfxq6ol0blTr0Y93gHYcKzj/n1jQfk4HVPvn7nwqvD xi4rpTFItqYxs4fYsKmTu0BNmQy4WKwtgfOhjNOTUjLXi15JhuqDtiR0KaYl 3CryNzG06oFdQAADDCJNRJL1Hwl0SX2hpMEskdGXL9bVbyZWqAWFeVKGcFfd zzz2i2HijpH1DPFkFG/9kVXfv8EVV7V4d6frDQeIhhDjTtMsvPP8rjjP6i5i Dfl6ZEjcDI5dDHPwvS2EuC/C0JkmCgp8fbNKyYKNju6fx7cWkVBZ92L18noh ynSS+b42jI2MZu+u1PvCAWGUW13BSR76L0Y2Ob6wAy+VutTcLctFi6u9Im6v n+PclN2IsZiP1iOxMqWSimq7qkpWznHcoELqiXsdHT3drB4cPyiEmJuOqqOj bFgwZjJQpi6ErMb62n8CGajHb/wwbOHDRe96sZoJHcVjxUGJa9lwal5uk8tP HvywCstpq8PAUvdVQt/fWeKRWV12dwYXXHb6sjN53YRmB919xR8MGFu3OUec 5qHoQreKvR1M8Bu8v11zLp8pZbqy5UMMUF06UCYalQOHgaaVKeUsaI9W76kP JcFZ8zKfgUoaHPjMO3Mk4CeR++lmZf88Ftx/sTNLu/UbbtPUPhw5PkO8vbzJ wuNfMlxpkVQ9pksFfatlgbclh4nEpxVjyfJUyHp5RU49lYPmsUtje3bn47qU 2KIYhgx8m6U9UK2dxp+m/L7rwmVCOENSo+svCSkcLTTXmxgm8OfLlb5qjeMu ks8/xgyxEDfrBWUhnYlcdxqczA4QgNPOJxOrK3io8MUyiyur+OhAcUXythIh XEi0+88ynQPFrpw/gev5oGv6XKvhFglWLKitlVFjQdfCuzF8kSwcum6mgr4w wMuNLnE7hQk63qGqhzToEM9oz/hpR4JCHV6wwPYjwVg2wLrxGgO7x3KP3Jll hMoe05vju4SoX91yo6E8BT2UXuQk8VMOvAungxoaRvAJ8XLJ37EzeNVB31d7 3WnIwG2HT1aDEBadMms4kUpFz3L3jqR49BF6d/K+FtfQ0X19iT363rW4RvPz /upkKiK+lIZxGRRUU87mVYXJoPDnigsogXw0pu2oU2zCQqv2f3DdxJBGwy4t 8kGzfHTjxh3lU8M0iD7xbF7EZQzJTaM3WWc7CKmcf2cvyArQ69KI0jOaZPQ/ O1D1bw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 258-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41PsXx8cMZsyM2ZfQQiuyRBKi7ydlqW4kOy0iXNm6pWyhum5FKC0k kTVLJMqSW31OkshSKFpdSvbKGi2jn98f5zn/ned9zvO83u+j4h64w5NMIpGe zNX/e/xLZ79iuSa8y0Ft489TfLTtlN5J++tSSFlauQq9oMM5SQFt+bg0NIdp x2XNCKCO4V0c9n4U58Z0hTFLpvDy55ctnrV+IkJ1bzQoJPKheHtOXcQTDuqw Lns7gunIbhauOdHEiNBusyPLdBG0L2YP28UCtKdOxXKtLBchJ/VH2WIWuvHo 2IqQiz3E3W1vFnZofsd1zZ8FWZfoiJLDe7nxvBBZvITcrKMU2NybJFfXIgTD 0ajLllky8D1aS1x+egofjs979WWCi9Tte6bVFnFgoOnXRFGqGDm7S/uvNOQh 6xxjrwd/DeNYsqGSpwsH2ZlpzaT1f8TqMjTtikVMKIv0XaF6j4QiephEfTMT NcafJIaWTOJrJn2huxQ6iZooW0VBVAfxNuAiHT+exAZKx+Otf9KQrOuUh/+X LuJ70zF9tgsPVTJPUVzW0cH0Ite2VCghzLjssFt3v2PP4yUaxdY8FBFR0qwz TAOr+0tYnGwxOtddfY/b+ImYkbpg82gLG/bmKZ8dTBSgl/UGce4bpOCnZnf4 be1uwqnjxDG77xw0YG2gfUeJD/u/2UV2vGVDsObv48/rGRDdqFimNk8K5V+g blbtq8AROfoz0mZ8JKx56lK5lINyZw8ui9BiomYn9+6mb0KoatpT7XhPDIUr 9BpCZaZwuu+FDqMGCtx3ZuWwbXnodEZ/DewWIfmExXFdwyLQ1vno20ZnwQvb N/QNo1Lwe0WebXr8D+yjOdKovJ8Jbx/L1QyKKokzjst5/8hz4NTFr3870UTI Nr40sTZODvELZZpVPotB7pa4ai1bAEnrcfWjqp94Q1xax9Q6Hqq/lWH3I1Me oiYGB/cMClBNq2p6sakciJXp1/LUhOjgL4eDoe1sdD3c4t3uAyI0ntYpiNDk IH1XSxV7Kht4p8jGxQ1UKJGxMdxBHydYxfnGi4QicH75iHtYmYOytVd6Hw8q xQFKn8Py9wjBpTCAnj0shIRvPXedHpTi5rcGOx/tmyJCjPrV26xkkebmd8VG kbLwAjK30aoZqFWz/vSG/VJggHjbVD9SUYV9MCPvzQCR5e6v8X3kM+HYm7Tu 1TEBKq1j7bFx5CNqY7E1YxEP4kyxb00gG5z6nw4xUizwwIlDHQKGHIR5WdyV /SQhItc0LHX5KSH0c/dNdh/nQF65ZNx5WozUFqtzLm/lI+Uon48pg3x4/lwU rh/HhY+NFe/nRU9gq9d8xmXzWXzn76qE4vXSsP6oUZn7Ri66lbV92b/3KWiw ze32XgYHclidQ+v/ayRWReefw9FsKH4miuxIvUvI9O+vClpGhQBWRIYJh4NI 3eN1ScpM0N2h1M3L4qO3k5cVtNaTwMHn4RWV32zgXii827iADSm9USp7QsSw 7EG+kWMBF+SKPd4d2jmMO2dPbShOmiZMnPeMj5X9wNzqqb98AqaJ3NMnTS8e +kl4+peZKrDYUMTR9i7cO0qs8rm8IzmIDTEVLSUVGgJkVFKt+McbLtSyFurE 7hYjSshETYaQj4Jbk7XCr3FhOUuKZH6ciRJ0nbdHFopg9baY3o3dAvTB0bHz iMMkvmf5TKRwUBYy27eN/4cniXAp6T99A6Xheu/LXXfW0JCeimm25VchzMY+ pXq8paP7aAPHQY0EsPnzK9kBPjpvFx7XtPQXPluwFfw8hSA/IA4f6hrDyX2n w/tyGXDk4Hnn6fk8QEyBQd6hTux0JeWoIeM9kfX47ccNxRLM5TD21vXIINyw awF9kQx8coscRUF8dOwfFcU/XCTEkPvK8BuHJHjF0WWvv5/mI7e91zRXx/Bh jWN5TYInHXmVbaVO35bgMNvuQRMzAVpb/iI+7VsbvjOUW7dwKxelPsp7bmdP Qp2upm5KZwTQkvdwVYvJDNFt1v/lZs7cPZhnJy9FUNHMDOWr1DQPGvzLM2ae imBN5W7jiSI2hMXtu33u2SxRMb4/LXU9FzoeK35M6+OhRiM581mPIVxlUmIa WCMAw9vN67z7uvF/uQzbUR0K0Lw40z9LyXCkZIluvlk/caLpwxOhST9eNpR8 cb2fFFoSq/fbYAUZyg+UUTe2slDogtvrsr178K5MySqsykK/3f8yLd3ORQuL GYf8p2SRBVZYKXdSAOuVjeN5h7/hMWM3pXBNHgjWnNPS2DuFR0P2+jnVisAo WMd8UMJBYz5Xv5oHSMOHlMmxTDUa2BQsHlFZNIplgvbNRcrc3nkq2WVn8oj0 H5rSDkV8tH3Ah3s0QoTEsw+rPKt5sD8kom2pjwBVWRjUFn0eJRrPPXhi1cWD VvfkortnaKiaVD5Voy4N8fJf9qYUTBJcqSsyk5FPsK5JQLlioAB6HtZTtv/5 CqcLU3vcTw7g+Lbp2Fg8SjBC8n6cnpvzTvtmbYQ+HSnmiNLqmAPEkusX5L0u UlCAsM9FIVWI4iZTBiQhYqQbGFOXO8iFr3Zgff2CEHFaHuUEfxGh9qPP3ef5 c1BwB31l7T98VLR24b36JCHkWylKtWnIoGFbj3Yzaz70983fGkTwQD+jcFji Oudbr6X8TqW/JzISM/K2hQohBw/kTOSSkSkj2VJ4RAqORjlnlegJgKVrGWdG psKPlGCnMm0pWJV7sPq6CwN+XCOdpVPiiPnzZ3xWHqfCpgbff2P4zwgjd4dL 53WYMFVgTN9Z852wfjpJaZJQUPHiw05bjPjQYpMYe2dEBllZKE6smOM/uEOa rsGmIef5hvpb53Gh/J+CQPIOKnLwEGp7lU4QavnltrPp8mjptpZ5N8L5wJVx fSXJYyJX6UvknCI+aCd8ZK7OlkcP3Ib4vAMfsBepU0ZdIAapY4YV7z/yYCri sEY7XQjpO2QYRWMcCPNbzFw8Qgaiv1+bQgjhwRMXap6TBPulrVMbtSOhQHLE 8L7hGTymd8M+IoIGal63A/6c/wqjWDUVWaNZrKX8PmDRj3dYa0VUtC95jKBV /9yUAXM5b7xDgismiVWz84YcPbyIJVbPr/U1c4FsP1MVwigmev92vOhb14d1 PpE+BzmREP9ktFPQVTGkt6v9Zd8ujSKbrjxeaMVBb3b1zMSak9H9gaVqD1rF SC/mglc/4iHj2YzVuu+4oHA1I/PcVRG6mSifnlT5gbjaXUshTfLR0jq/01dN aGgwwNU3+W8xnAxo7V9hSkXWDyyXG41w4YhSSafHyNz/pXwvW6tXCNY6Ty8P /57FreU7+LrpAvCwCeLkCwZwk9tQ4ChPBLTNW91PhwiQ9TVXi/mtLAgeLfhD Y46XXLRjrUMiA5Ys/3o/ZpIFI6eObM2P5UL3WbXB1hMkOGau+t+oPA32vBaE 7o8YwbsVNnTBKi4UPLEp1O7qIWyP+U9onyXBszObrLyvS0FXmlelko0sGGxX jbwqO46fxZSElqyRhcL6BJZaFhf1P2UJJyIrCB3y+apEGhPmDyr57W77Tfyb +S3Dg8cAy4TkrOQGMlLwr9yiOzOO60L3SX9N+054yNa+TBxjoy3UyrHWLnm0 z8bocFHEnP741eHzx0So8omqVYKeEF15vaZ+Z6gYdCxqNdtTSWC8zPLMJ30u 9KlkJApj5GGybjj3UihjztOplKuZDFiUofBhbaocJNG680bsSeA9qJ9qd74T 01S/spOb+HDUz7u3lAlY2dXiyrSjGJFjb9j9+ZuCbtEXu1FGWFBBOtKSNzhF zPSry347LyHCNc72nLxORUae2w4WtothpaYPT6pFFj0s2TmR6T2MVTiVqqu2 0FGBAcXVIKCRUG7aGzjRIIvwu3vRPBoZJZVlrk2JZqNTtYoLyJFCZMxrMF9l zkV6u1/s20SjIzcT+szDFCFi/ULNhWEfsLZ62+PQOS4uZFML74y0EVcYC05m m7NALax395kkPurdHG0oDpjB4FvQb7ObjbpU1sUuFI3jo14Lngz6DWDpbPnX lpEf8K8TtTcjwxkIFN34mUlfcNeWZ+r7k3lIyfbYGmXF24TTL62bUfZ9hBPT /MDDTZ+IvO0Ou74xheiT7ehk0IyE+HFmk2at6AN+Z5s2UbmOj3YGtx+o8pRD ZsYLy28dFyMTvYOdhqkyKGFdWm7ivwKkW7S9MClGjP4HwpfQhQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 259-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVXk41WsXPYfjOM7hzENcaVAhSklC9Hs1KURmbiohFaJEQki5hFRSUiQZ EhkqddPk3SKFEJVKXZkyJR2zjJ/vj/3sv9baz7PWetZe5OJjtV+CRCLVzM3/ 9/QFrbMXpmrxbju1TZNRPKTYXc44Gy6JFlIWFqMPdBhccX+taJk01ARpnksf 54Pq0VKfuIxBnBXdHCRbOIJ/Gtlt3jq/mwjUulspH8+DEzKCsyiWixotHnzt w3Q0lZn8o1ZbiPZWLNq2jspBu9Y32P5MY6O7ZadUTlxuJdScpAh4P4kran7x 06/QUYf/ezHjkwgZf4Ss9JOSMLpPvTX47Rj2j8v+3D/EQf1kbrFuPQe6304N 5SWLkK+ehUWdMh9ZZBq4lxz9ie16KZcLuFxks2Xl+I2udrxKa9Kvh8+CB6Ge KqrPScjWjKZi8pGFquMiiV7lYTwr9SXcOOoL8TLMWoEf1kic2ZZTQhkZxbp/ hcdZTNLQuknXlGRRK/Hn7Skd1t9c1HOKHpYyLQsbL3Os7wumCcoC3riF9xTe H16okW/BRW1FP/PkYxhg/kKZyc4Qodg7rsR7QTcxTk6wLDNhQeAqnfvPngnR xze651yMyOCrmhAa1t5KODSePmXzh43OgrmuupIAPEZtQhu/smDy+IeVLQ+Z EFGt8EBtHhl5eyZDofkTHJKpM07ZwkPVevSkXZ84KGvGd2nISln03vy49bH1 YzjVM6FRv1IS+PPfpHohPjqb1vUS9giR7b1L5XrvJWFWJds6NW4CF9n9yFA5 wIKvr2Re9ggfE1W/T1UUv+BA1OXfZxxoQrRvQ8u1XANZxMuVqln0SwR/vwpn maoLIXEDflpWPInlaQlfO5bx0Zt7aTYTt+TArergNzdFEXpZr5qav1EGKrpH 9X1c53yasvMNfM9Cpkv4z/cs5QA3SsIgv1IayDTr1zTxEMHMv2OwQCAEYeGR zNsNHJShqX4g3O8+Lj09wlK6OXc315ue8VMAtOIjvzkpRbjmq65TmdsIEaHz tcc7m4ZWbP+Wrx9KhScRJ6ajM5mofsWbs0YeZGiNO7rD1J2O/rUNYGQ3dROl T/Pz7aPFhH1H4vrPp/hohp50RM5ZgKSr8y0YC7iwaudVNd5eDjh0VfUyrhnj Mdt1evb5DAhyN35C/TFNrE459GR7PAnpZLkNt4SzYfehtGPFZCG8eycM1jnH Absw0/iY+BFs/oXHSNo6g/1bBh+V7KXChpP6D1w2cZB5nNVFg3op1NPgXLSP wYbeZqPk3JpaYlXEnYs4ggXqQeSjVjueE1JdHsV+S6Wht6Ek8SlwEKllsCJx oSx4f1fIvvtAgL4OJ8mv3EACe9qXWrMCDnAScp9Uz2eB16ejdCXDfvxpJsoo P3GMsF3UbvcmfBpzno4cPeQ9Rnh8DRXk280Q+w8/2CjPZAGn8mP6Y4VBYtWh JKurfiwo6U5V7zAVIv3CpwpmTRxourBAaySQB8uYZNLWcFnEPqfkQQsaxc+3 1QnlfanwbuRwfFT/KBFMphz09KFA6WL4/E8pHWkv2pix7bcA6vtlNwUVyKEX yIhtp0aCqtkyqclZAbpkE3zu7ZIpHNMvSArJEoFctyi4t3kA/3mormxyngnH fS85jilyQfwfXsL++QU7XL92Uo/xH5HpWWi62J0EHDZjX0WrFFLO2dVXZC8N P5xDxciPhy48t75uoktCvS7qwXePTeMiQ5PO/kQBct53c8WaaB7Eel5KNNKQ Q+4PTKXHiqax/l9yVbPuQrTu0Ye4G6MN2Fr5c+ATRR5KLst+Z2NLQjNN67fp PBRCbXbpqlrDcSLjy7WxlBE+VB5+lDZeJYR73x5btJ/iQNA5t6KLdTPElvEQ nx9MHjS+Umi/0clFjwraZyKX/8LFhoUbfV7y4axX4haP/Db8PYthLV4tCd0q 5uk2ORQ4XqisdWdLF2HQdTC8tKAHL+29enmDFxnZ974q+MOiwKMjD6Q31TNR c/5QiaFBO959a3oVVmWiPbh/snUxDynlM44dHqEi86BjMckFQtiw0CCO6z+K zV3Wbu8Q8oG/9uJKjX0jeJ3KRLrjZSq0XRseuKVGg3kmxz9q1g9gKT83QrNh Drfa0ihDKpdInVhBscvjIfF3753554Wo2Fi3PO+XmJCpMavZ2cSHepereU9i aehjVUz7s+1UiJPr33ctZ5igfqWujxurxFqG3o8UfPgQdu+w0O9PE04VJLe6 RHbjLb2MjQGnBwnGieyJs81cMJP0cTMcl0UKmcIbFbLdBDvoU9b5DCnkLej8 Wz55LudHPYoSPosQu7YsM6BfiL6sULF3VOGigEa6evk/PNTWJB1B/yaCO+YK 5AYNKdR9Qs9EzV4AXZ2Kpn7EHP/NZdXsZBGc/0L2ikr9j7DaWFfk/0wEmbg7 cyhLAlWc8H+kbSYJJ8Mc0wu1+UCx/Pi69LAMTFwLcHigSYZFAaH7F65nwsRN 0gW65DmivHNWhzQhA5srPZ9F8+qIA43HXtxWZcFIjgHd6eUfYl7lkDV9HhXl L/Z3MNHnQXjc48xZfRoyN1YYUsnhwDM3bb44kY4cFfV0TOdxQKG45nTrKxlk 5yrQdL8/RJyxUwlFe9hoyY7aeXeDeUBvWbw98i4L7aJckcjM48Er8vHABGc2 KnHu5XGPtOFoPvupk5EIUq2kGHkDbLiHr5kl9VCA6OrSlCQEkGJ1qm/fOhJ4 3VivJrYhISJtvoZVzCQe0L5rGxJCA+Uo7eaLWU0YxagtourP4POfFyctlWzB K1XCIjwlBoiDm5crOf0exTcNrKbxv8PEv30PY+aXHCSUzd/d7KzhwBJ70+Fn sveIjjP2lz0rOvG+5J3rYtgSiBcZ4eCXIgKDyoIxGkUahb69/krJnI22G/r2 JmpR0IvuJWol9SKUnqX3zy4NPjKYSVuj9W1On0rP8zpyQrSkwutsiiENDQ8N HKuo5cHxvwo/ufbxwVUz6ad5pRBcLf3Yd/jdGP1863xQmgMB4hwzjbn8fn6m rHcxgAnKy36/iB5mwubY0OwBFx60XFDrqT9NAgvjprKEK3TY+4Uf6BHShyWU ruZdmeVCzmvLXM3mVkLvgHI1dYcE1MVuNj9wmwz51ZGM0Rwa6O5UDU2hDuL1 gReDsmNpkPvmPFMtnYPCLB/X3vxWTKyWuFQcT5OF/uqJWxevkNGzW6NprlwG 9Ekt6PMsoyD5w49NtMYHcTzvpW6GxRThSi3/GD/AQroNvKh/wtnIzVLfPy9E CNuEI3gvlQedi9LiBdFz/3SZlOrO3Uzw2i8tmXKLASq/Hv5JN5OFRFpLdp8t CRT7zwWNyTZhmupv1tW3PMh/wwuse16KF+4yvj5mL0L3216QG+Sp6B59sbNk HxOOdPnXpK0bJ8a7llNHL00Tdyekg7cr05H+/h2+ue9FkGJvwZlZI4NKC52G bh34iVOXXJgnwZRDObqSu3S9qwn/u2t2nNGUQfjb8wguTQKFH+4WXfXgoKhy hfkSoQLEjS7V2iriIe09H9w20+jIzGl9nfV3EWJOoZrcoDb8W33Hb2oLHxIy pHMf9jUQLHO3nvanbFAL6tgTm8hDaxVVGxtnJzB45nRZ7mGh5JSTJdzpIXzS ff7rHq9ufIlMvrL6SAeeOl1eEBrMQNnOgghRlxg3m9Qt97jKReOpSWIvxUeE w9TKgjDbTiJzT1SxS3gXkb3TbveorACZVxer3LtAQhOxm1eUC9twbXDkwDkj AXIKeH+keL8Mkl8zafOqR4i08nbmJkaLkKJIaBWpIAfaf93uPDjBAwWXmyTr AVmI3PxL4U4DBZa4Nmc6OrKgdvkjG7OBFhy0Sn2QVc0BHStH0a5lDEQ/cWrl y2op2Fa+bNQtVRYerkj3z70mC7HNdelbMxigW259YM/1cfzO0ffAQIUULBJe 3r0tngSGNzWXV1DbiI3fqzo2PR3ATbVL2ynHpnCLhoXxU8U6rCQK1T4g2Yn7 Pmg4Lu3KJ0zf5/2xIzGhwF1DRm9BOTG/q8BHcW0D9kwIV7th852oW6WzbuuZ YeIMyXpinD9AvHT6tvFhIhPF9Gmby7ybJPy302tqxDNEkKpSSZwmCRng2/Xd G+b6dl5vFd1ZCp0fXjtael0WVmv93aXiQ0UVZUbDgZJirHc0O3J2twySWm4c UtcyQOiIDSwrpqUQ0VrIEA2y0K8AzhrfN1wEvQdDuPFiwl08/uJEIgcd7HBw uq0ugWpbq15PiVmoeK3nFcXdcsgFxl8ri0VoYeWAsC+ZDvVBlKnPO0XIaPzQ jUNbO4kj/RfbvKX5SNfS9JdHvQy6LeHAhQ4+0inOKzaw4qH/AdmNDEA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 260-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1fkfR697uS6X6977uUtEkRQhUkxJfd4pFENjp1L2GktKqslWhmFU khJR2ZeILKU06P2KIiEkWsgQgyQJ2bJ8+/7wfJx/4DzO46nk6mflQaVQKLU/ 93+qG6hOe61sxU52ajt/RBGoVEU+//4lMaQoqliOXkvCFd70K/trEtAUqHUx Y4YHj6qSYlySJnF2dHegVNF3TM5K0SJzhskzOnfqZeMIqF7iukaG8lDH3tLO ESyJtv61PSHVmYvu1Jxb+0d8LxncFOA8BYu4tukLL+OaJDr+77++BuZz+GRM 7tvRCQ46n71l9EsxAUON8xMFN4TIv76SI20oQHuzDDwfH/+MWTJ5+sazBLIx Wj9za7APs8633PtXgwOlod5rVSspKLatokUzkYMaYiLJYeVJbHQ3sClJr4us PmstxzvbQbJMD6rKH5rFm5eHxez9wUDPrMa8G/o+krON5/Rk9nFRyrwslxBj g2E8x7qEv0C+6FM7U+e9hD3CijQK93LR5za3d5f9WGBRpcxiZwrRO/jha5oy TM6IXLWsMZWBS8t2NCg+6yMdOv48ZzPLRltEE69V2QnBa8omtKNTBg4ZNxq8 nGZDRINcqdoyEZTACznLmqnAIVl6M6JGBEpwZoo+eEig7EV/lZD1UijMSJ4x UTCLU7yvdujX0yC0ifOiwEWA/k4brIaDArS5sG1gYUgMltbmWqfEzOHErXJj lvs40PlMovqT4CF51LhhzvkGAVHxX8MdGAKUv2/0+KdNMojIF2tS+iKEhMLr uSeNBOh5cZrNXLo0XJlYYolMcIEbRTUorBcHOaWKmNeMKZJVeNtgJV8A+z+l 2v1ZSqBMLfXDYQEluD66BEkUlOGmzs0Haty/k/1+RR56JBNp7ukq1A+lwz2Y +KVulI1aNZ//vcNLBCIOXP7O0ZRGD2xPM3PfD5F+opZqccbjpH1/wta353go pasjMyZViMQbCvcyV3KhUb1CoU6HAIfBF8PMJBN8c336xvAEFgR6mjyi/7dA 6jhTFB33UpFetvtkTxgbfv1coUN2TGOLdwTzuvEiVmjRV1D+hwHbg/VLXXdy ELY0WJ4lz0CfXjnfc2GyIWG+85cwsVZSO+L2ZRwhA0U9W/otTTApNuhVHqAi Djot5k/upRCI0jNem6AoBXvuh2zrmhOizsnrsuu3U4B2jNFke54AztX8Rw0K MsBp30pJLxvDbxajdhQmTJM8waVd8hYU4Pzz/fjvR6dJVpt2AtRQkIdvqaEs SwYMZr5mrKVOktq/X7dKDJCB8N76AdtIPqxhiVCMw6SQ/+0TidpvZnDl7maB rD8dVGh04zH7WTJIRPSIt58oLLP9WN4fJ402KRlm7v7Khz7H14MvPdmoCu1g 26lRYPuF0WdBH9lwyv+K47Q8F5p6ehd6srqwQ3JS8BbmB5JRL/o6dyUVOGym S22vGBJVj9yt0SgB/zmHjqEAAtU34t6FERE07KoedOfEAjZNrCrZ1CVEzi6p mhujCYj1crnwbgUbeZaaiU/fW8DnrXsXzFby0Y2a3BYbWwpyyb7t/VlNCPW+ ZWkzLwSQx+/LVHEgIPCi+73LzYskVnPMorH50PFMru/WABddfbPhR7/CGC7f VmToV80D+wbmmElWP/43m2k9toEGpae6jG+10+FUkbLObaNBMn6el6nvOoJV hhPjt/uIoLTSKR8lDTqUHSsV39nKQhQTjzZFw/+wU/qCNlZloZqSYHO5NXy0 opB5wvc7HV0KV95eu1EAPN3L6zVcvuPY3lMHjScZ8DFp8lu6GgNUFZRX9BdP YLEAd1LrlQCcc2xHyeoCMmVOU9SugEAbjzwwB6YQWl0TCx5dYKBl9J0FzekM iJEedUnKmySPXzFxulvaiHW2HS2T8+OBacavXfebP+AU/o1e18ghnBT18VJL wCTJ/CN37u9uLrjvstRdTmUjuSzBrVqpIfKOQoaN6rA4Osof2Cd7g49UHeZ8 FNg8dLpDUv3pXwRqV56R++eaEAYH5M0CSC5Evb2Y/MxaDILPOmYUbeLB1Tax j+5yUjCXdNqhVEsEpj/rHYq6z4a5VEqsJO0i+eNquK5bmRTsqveuiCaaSY7g H+7zXzjwPc9A8kD1LFnkFqLR78VAhatOOpjqE7CkXHv7UJ0ksjCRm1ibx4H0 t62HX7tKI0f5LXpmyziQ5pyxrT5ICtm58bU8SybIqQrZ5m8CLlpt/nLZnSAC TixoZcue46D9oteoWQUEvLC/6BQuy0WPnYcJ7rGP+LYdaGbKiwM5OKhFI/mw ttymYv6zCPjc2qo2ZkNBBY/bTJv9FvG3TXdsQ0IYYGhxkbvk/wGj82pKdP1F HCv4Q8KwtBevX3s2wpv6jew87qHZ6TCLUw2sFvCDSdJIV16428GbVLZoSR1o 4gBD7Xvx+8oSsj/cPt67dgCP3D2vMzRFQ0RkhEPATSG4Ra8uvO8ngUIbk5+t sGCjMpZ5sqsVHVUNrVZ73CpEbfFnvc6aCZDBYtpGnS4O3Cym1XD7+XBqedEb txEeHIIRSn8rF06P5f2q8dOfRxndPSPtbFBe87UqepIFTT+qqgZ8+NATq/ap 9U8K6AxfPGntIg2H3vHOeIWM4G6tJxnCJR7k1Vnma3X3kuLe1uZPtohC84Vd FodzRCD+3eUEEUMmbP5NNfQmfRzf7O5mhisyIf/5JZZaBgcVKEXELZ2pIDdQ r5THMaTAxq8+f+koDVWkT6W5cZkQaKrDODFOR7K+D011ZsYxTfzI2549S6Qb /Wl73DcZlPD8vN/INi5yt9Q/WRAiAJv2rLDrdD4MKKXF8aOlQWnz9dPedWzw 8RCn3UxngorsmsZYYxlIYPTkjthS4MHlaWXHF12YofpVJrGRgAnT9i2Hkmuw 4n6T5Gl7Idp55kNtpw8DFUuucqaNsGD6KhA5NXPkzOA6+tSVBTLuSpe0aJ8U 0vcw989vE4L158ejMe+Z6EnRgYn0w5+xXNbR5FUsNsrbTNu/+WgD2dDrFpvc zkS4qzKCy6Ai8VQvfhhJoKincgrUUD4KjCmcMZLlo00HX7vvYkii6fxWXTZX CFczxfPvj7wiHfwCPK1DuKAW2H/wQgKBlpk0h9V0LGDwzhu0PCiDRisDrm4T TuFgT4W6Tz5DeKZaYeB0wgCe//Pp3dAgJjKxOMHXvDuOu02b13klctFho+iL LTYPSYf59XfP2g6QrYkm+7bNfSJzf7NzmpLio3tbNYLizalo7sIuzaeCj9jM vGL4TYgQHTjddqzcQwIl2RF60nw2bFqeM3BkjoAN8ybtcfMyELnri9ztV6IQ luckV2LFgZfrymx+/daDid0F1ivzCdCzchTuX8NE52bFDBIEDNj9dM2Ue4oU /F6cqlNyQwYudDdnGGcy4WHseZVa7R+4xdH/8LdaMXB7fy3Vfi8VtqVqraul fySrTUMkYxMn8PuXKn2iJ+ZxulSn04YNrXiFMHTTYdoAftLdGboyspg0ayuY taOwYCHTyuWHQS2pMHjXT173FTZYeLGC+K2XbNbW+8U4fJL0pae29faMk9UH ugzvJ7DQWB726axcJE/ukWxqGlsk+6I/PLXtE0EGOKd1aLsAMeuOPjyfKo4u TepOPUmWgj+cJfXVGxiotmbH5BnaGM5Tvmw/x5BCYutMQpp7vpF/kesWu8wZ iOwtYgrHZVAXup26tpqHYPhICDdujBT7EahFOUagI/0OB3LUqejEF+PFoBwO Ktf1vibvJI1E0w5nFq/6+asszb54tUqgm8VO4buFQqRXXlBuYEWgh73KO8O7 uLC8ssyU2s9DKy+cyK7OlYB1u+8m7JtlwW9x3THaq0XBLyjCsSJTBNXkXcoL FqdDs8uD3PENHLTHeAP2t6RCCWtwUuxn56Q8UwMNyyhwY8Qve7vzPCn/VPrD w50z+NinN/70ShoKmqndKP43BVYZybPzTnORjfxrOX3fYVxN+iy/NyiELPW7 hkc292Lx+rJaQ6oAfFa0lyWJjZM55jrv1WsFsM2oas0N1R7SaXWUqfYBEZBp VRzSOE5F2r2m4Vl7GDCPTOen62goLGDNMeZ/E3irwV6NEn0J5GCo2XTTmIe2 DHsGr7JkodU0aaVYLy6YtciJ5xmwkT7V7VAYVwZ5+67u+6zLRxmFG4NzbvHh ftGHoUZPAhV6bDHTbZvH/wN/ONHc "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 261-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk71G0fhmcGM9PMmH0p9LQgW0WSIvW9U5aytUiINkuhkESIkFJJKqKN VlualCWKuj8hUSG0KU8o2dKTZUgaent/uI7zD7iO8zjOWTsC1ntRSCRS7d/9 ny+/BfH39Ddhdyedlb/jBWjxZpchtWYamqk4sxS9ZsBlIrtMw5IFdeH6J6+P CcE1ff8zeeUozjz+KZyVP4Lv1i8bVw7+ToQZ5tVOOyMA67PNx+yzxOitQ8HH fsxA+389v+/jIER5ldFaB1I6iIQjr5kHJ0lQXfddeP0cAxHTc/238Sbw/sTs 9/8N85BUHUvFlSLoeSkfvn1Jgop2alUzBGLkaDF/LL37C16u4c22/c2Hgig/ Le1yEvou8LWrCRSgF4lHiT51GfY0Nt+6aH4bUXFog4rw0FvianR1rxFDjpeo xiQ6/Kaj7z8oBtvbO4lfL6ONOa58pD/FxsujiAfmKbwN90QThDSsV7XdjQxe MflzpQ589GXFofiYRi7YP1Jnc29IUFyE5iOZ73dijJy8rnINBygxqjt8Wr4S zm9jox1/cZEvP/dFJvAh7oVKgc5UMvrod9pa3PsYR940HlO0ECCLS4dczj0X oczJIM3I+SyUGPjs8NJtcpzhl/zWtFYBTB0MqF+N6fBHK3tDRuI43lgqbzsy TwAfn06p6BWXECbZ1jEWeSKIT/lx2JkuRtSW5rBTy3lIcEupbtZ3CXTWTrM3 GBQCP55iJq2lwZ1puzqFrmMEW5pjNkMkhqj09RlvqkTohr7ezpjgezi9rc0r frgE131c4lbpOUIcSHB3qFNjo3mrW6WmUVTYpBn7IO8+HzXOqzm2wpcMTwwH 821ncNH9jaHM7A89xK49RRXphjJiU2fq0vfRQmTce94jb7EInLuf9zEvWGE1 cysSrZsL4d5WD6hfJ4hvSs3q680UkXGmp6w9hgvcqvCLVOdxbN8iYJ63nMRu A17zPm9gwvKDpgU7VvKQ5y6nmqZMBupt2la4ncmFeo/qzNqGJsIgLuc0juOA 5rO9aQ+tnxBK3b6lwZo0WF7f+mTwjgiR2oeqU2ey4ETUlqCA8yLgJd968GI6 B46oar+LDR3C7ybjV0hTfxI94aw/KkoU4D0c2evj/5NoVeNI/4mnIK89BebT 2Bw4bPvK+qPaKGHgc359WjAH8s3Mm1trJTCHTSZZxrDQUftz/07s+43LrRvE 04KosNTm+JAVRU5EkBV3+QUowmRtv5PCJi4ymmV+w/qHCDbm9KZ6z+SjR2gF 10mHBOu7As1FuXwICTrr8lOND2nDRK4opw07X7xw0IT5L6EcVPbsMk0ReFzm 9uoOJXS2xdPvUSwLvm6LGkDBArQSGp5mNCigvh16EXn7JvCG7eZv217xkHeB De1n4QR2T/r9QL5Jgi5VZr9y3EhCpOhD9LFtIgg/6Vl4umGS+Jpm3zvVSgJv n6p8Se/iI6afZVJjwyAuXZZvHlAhhORF/Jv0V124LZO5YWCBAuRxQXen2RQI yVc3zLHoJrRTopt2b/mBNfvSUpbvJqMOU9K8qTF0KA4soK1sZCPdcx5bIqK6 sfu1CQOszUY2PhpWsVsl6B8pc9+eESoSW5aVzE5hwucLssFrOnRIstZ/x6wc wUrBnoR+kxiwR0txQk0+kTE+T9HptgAVHXV8/mcJExKV/9t+IVdG7Kx4mO9U 0oANl/kXqwQI4fdkdoJeWDvOEF3q2HG0B88xSbdKvjRKMA9kjx/7xAfyc+0M 1Xs8pHJTnF7N6iGKTPXqaP4M5C/qcp12SYRWP5D1W88Vo9C3DL2qIwL0QOWA 7u8zNDh4yOV6vpEQFtTdlNM5HBi/EOpcoE8GdmTbOZsQPoxfISUxFE4S6iGZ 6xwfcmBVrV/ZcUEDURjsq+JKE8BIrhnDreIXkezMvmknZyDp7P3Oa0wFQPPM 5LidV0b2VirDWrk8aGnyTycv4yIXNRNjm6k8eNT+IzovnIOcPET63veGicro pybyCQHSsKufmhchgLS5uNJykwBtVjxHuXlbAJuDVQeaSEL0eFufgB/4GWvw iyy/npgCRHe3vgIhglNZQ8mx9QqwO32pzoAjCQ1Tt0+52UiCQaO8jZGRdLj6 be+FAYt2jE7ozKKaTmKf072Xik99wfO1DsX5UQaJnHLvUzYKcnzFbP0Evi8j /KhPt8Yu8SfU7V9d6arjwYVZRaV+FwuJzsObUvyqu3CZ4Q/yHi4VCY7GOQdf lkDhsXDipBoLRb28+PQfey46MjXAYWseHT3q0dB53ChBp3vbi9NeCiF0INd2 7t//bdw2IaNLfFCf8+PRcRkbavY4doBUAu1JOr2NsSR4m2zYNdeMC1tbhGG+ kf14xPWdnZeRBHKfrbul/6mDKGl93GvnSoWGhFX2O7PIUEhrK/kygw1L1mpH XaYO4VcH1+1oG1eGWzWn2DrXeShsisDzqftjYgHlbOkZOgsyFG6sNQlXQmXX Rq968Jkw7UTWKgu3KWjanpI1hmNDuPdlz26NNWTkQa16c2aQg9L0HNZydYTI c53p/tuRYvB582zBXTMJdM26ekZ0XBm206fazk3gw24vmsLla0z4NXsvcrDm QSq9Pbt/Iwlm/iu/EtXYhunaPzhpLwUAoSsfat96imdutrr486/HTq/WLgqf ZKC7jNnbFPrZoOYBC5anTBBj3brU0bMTxC3dhVlP+jnI1Msu6FazBGyn1C6N qGGjJ/luw9d2fsN9lDnt3o95KHeJwuYl/i+IEBb5LKWSjXBreRyfTkGpEhKp 3EKE4qtUplOiRKj1WV284zoJMtry2nMVnYGUSh/Yzf7rmU5455aEVAEqPOLz kRdJAvDL7V63hYN2F4d0kn3H8EHv6c96d/fgqyoUafpoD5bHVt2JimCi9I5d pjMyZfjTmgZd3zQ+Eq1cueF3zQPCWT7/zqGNXUTJ9ZDnWcX9RPZaJ/dRlgiN XpzR6W6qiMYTVs2rEn/Gei1GhcxqHhipZnXtGheA3xbDwM+3eXB01XeVnCZF +OpyMUeiKYB63WJH28F2bBtRUXe6TATG610km+cwkTHrSc+sKwywrpoz6pnB gvOrK366hPIg4VPDdcsbTGhd6LvhPWsSv3IJ2jlYrQQPk8fD15opwrIr+rrV 1M9EvH9/KSt7BH+o1/yiuE+O1buoTD6pGf8jiTLaqdCFl33LC6OsLCBsmm// ciKxweUxs68kuYaY3n0nQG1RE75745vpwtlfiAYD48WWh2VEZlKvrs6/MqLC rdW8KJWNXM8b2C+Wk9D+1Yy6uoFJojloy62hKgVkhrMae5aLkYukDp1RZaBT skWjTy6yYMNE/fsibyaqrlwhC1MYwCLbo8drf7ORkq5VZEP7IIHPBvYtaf3b WR35TMkQB9E4LVdYg2IEfbsi+WcGiNH8xQ2OESK0q9PZLUuPggaPKiYVxAhQ 6SK/c2ruyojGxTLH90JQLS9eQ+kUovi+D76HXFmga30n1fUXG7y30RIOmFMh ICLOpewGGZXITV6fd6ZDw/b72UMLeOja2ld2N5crwj12t0xJjQYte0K2qoRS 4FJ/QObybXLipAs5i9I4jgN73wVRyxXQkzAFm+kWFJhtocbNDeWjkpOd/mVG 33EFsVu1sFsCQXtPaTHpXzCttrjanCKGBd3TdRv7hoksO8MPetVi2BEzNDvn YwfhrhG/xuBvx/15XSst2q6IDDrWHL65mg4HCjQYia1KKCZ4TiDz6zB2727y HelgImfzeXWXLYUo+rv47l3gIg0F5VlJvnzQOKX7X+MgD5lSPLbG8DmIc7mx YiJQgq5LFx7MShfBdX55s85eEZJ6mdgsapbjmhEtq31ZYshHk5/htQR+xv2U HXkngU8ndNnXTguh33bZn2PvBPDjaxllM1+A7GFp2LEAHqhYf1ZWtxLDh3rv xP5yZTCxWbCvunkYf65vjWX4K4O6k9GkfT0JOSFG4K3Dk7jyTVTm3PtTQBaS NLsvbwJr6mLjxKkfiAzLOe28igFifqnfqp5YHiy77ZAt0f5GrB9+ZGMXRIeQ Kp/ASO0vxP7Vo38aU2hg17E14e7gO8Iw8fAfauY4cfoOWStSRkZmnsFEGh+I BjVpuPT1OPFRy8dUXcpGOkv3ppYvY6BvS9w36s2ioXbz6E25jgz0R2P/tfcn ldCMlBvBixZxkee+nJ5QGh2pR83wffRWjI5w5clLxyUwZnK3LalTjAzdfB4v NGRA8UddzanBQqTflxm72lEZ/Q/YIOD5 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 262-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41G37xseMmdHMmH2xJElilCjLg4fum7KHkmR9qbRReFFEERX1SKXH EkkJ2UJRkqXvTSFJIhTKm32rbBOS5ef3x3Vcf17ncV7HeR4fhUO+dkfwOByu dnX+f5OAEI6PtmFuDsKdf6I5kI+3+33DngLXi68vg20U5LnGsvIQYKCmEPVr D+a5qOzUesF3ld9Y1tWeEFrRLwyn+o9FlOkkOLs9v0E6joPS90j6GvrzYf6r C8rB8b0ghlR2ivwGj+qafnAfJFDgf2NL160wcOh0bPbnnzMsGGYRF++8wEXF Yd7KKpU4qDFN+73tHA82xkaBMUURJqNp91eXfi+oCd8nww3vAD0WNtuVlpYx XdmIWNs/EnA8r2w+gD0Mfr+7oMNwZkP59Egb5qoO43jWvie8JWCsLdXpqEFA RyKKthTYsuHG601jexPZyKZKkc7MEECOLUs93GgSzIv9u/eVJQOJ9RhTC5RG gGNH5AX730wY6nzD6OoLLrrUKFMslBKDIrlEgxxuNXY+U2de3IQD8wWnJv5y XcHSvP/t0G8goJTL6TEdNRS0opy9Ly12Aev8MZL3ZRsPddeuqRnlPwd7BqX7 CqcFKDp+4qKjBB9SPDeNddA5kJNHbFL4IUAsh8wHZCUBYkfjDQoayChS5v6b F6MLgF6QYyDP46MNrEiXw8HlWFO3rusrz1/AacknpTaDCdUsvhToh5HQw8/6 tyILubBF7c0VIy8xNPm/Qb57CwuW7g+iZneNgMFG8S1edrPgwEDi358vcOHv 7JJ93/0FyHH47Rg12Qy7Jg0/yhSyUchRsxekwSUgr9XQpuhGgjpZnqJvEUxU 1uomay23hNl0cqi3TZcxq4956VmadLTjnH7xoZ0sqNZ/tM8sQBKOtnqUHKQy Uc5GYt2ut21A41LOTewSAxE6/l7myrwCxGGvskAlMroj0UR8OSuAuG/TdYnr aWgLw7To69dVH/7Ne9Eox0D+72O2Pzsuwj4tRxsVJM6BFZfodSZjBMQq//Xf Ez5zILlZxfTXWXF45FSxsTSdgfKD7N/r+M0DjRO37ZICGehqb1ejwoFlrNK8 mS/tT0KllY8/HRItg1Ax8ePevuIo0odcM0VnQy0F4wzzCR46FcFL8ZXgwipo xHQQ4tAZr1aTsHtcdMb/ltPcWjZ6JFtL0QzrxRxTks/pUb8CkdRb1/4NJMRi Ug/W9RLhQPPbYedIBhr0CJuEgRy4shjXLjZIhGOHNofmByxhGjiPkpjHHHi0 2Io8V7KEbaz6NnzzvgCFXPMsudm8DIyERmIHi2awMsMiY98aLloeP2hloDOK /S+Lum9yGwFZXXh6trOfis4UKW7PMRkGL2b3iYfvn8KUxpLid5wUg+8bDH0/ canomV8xeWcLHboG27aS50Yxt/QlDUyFDtuvnOHmhNBRX7JoKl0ogR7nlNr/ os1jxEBPoN7KR5YDJbqKN5+AtAU1cYdHHPioZ8hrgkdHsZI/DybnikCVRsb3 +1Et2HZDn2cyvlxkTP9z94lWH5bGu9N7KGoEe1FxO8Z4cR5Qg7MXrvSwEdHk mLZfLAfKZPLv1tFGgGZsNZamLQl9eEPO0nd4kCXIvR1Po6Bz4U4PirS46Na1 bOf7QhZaSA5yLFYXQ+4e7ppux7ho4R7uBoVwDeTeOzZrdoWFdjV4V1zlNIPP 87EaBWQe+pVrQHGt+Q1eytvIdrdKwoINpx0t9Tko0N+UnujMhDZmMjPKuSzU aX27XXOaBZ3W6ulYSbGQ3Hu7eJkjLOhwmKd+9MkM+KOuewdI8eFG6/dS+aEc ROCUPhfz4EEX8QR85iMOck/zwA7J8uFLjzEO268PKzK9PHRbn4bA8LA6AfBQ RLkcqu8nopN3/xZO2uOgEcOWHpyIR1Na+fvPn5dAZRHqrpzFXgz+I1Qg6S9j N2rnKCZ3B7GtyuGXvPFTYGmnZnXEr2XsnoHdElYqAg6p11x4JX5A0ebDvaEm FtK/4vFAJ+8ZGLh4IN67bgjravX/dPaQBOREXXIMTBWg1ndjDl4sBgx7l1K7 zoYJLbYIOm/upMKqkY3Cly0CuDGjoDJhkY+CJnN3b1n9d1Dz0STlm1ykuGmi 6qqIjtrzIWY+xULundyzXue/Y/Hri9rln0qg5phdNsceiqFd6Uz3kCwm0t2j EpZKmsa6gyj9xDgmyntznS58wIKnI+f3P6pHYBv+VlmcBA3pPNDdFFJJhhXp s/cPs6lIKWLvLRaZBqVPPbfcPj+Nmb00f5cpS4CHSa/b46YY8PI7y+huMz70 3Kt/+tF5PlLfaU30C+Oik0fIhNR0KqJxHc3SpDkoUeJb9vf9OKR3A/+Hm9CL SahMMJLecZCdkoFh4FQ9tt7FLGXugADyqAHaxu2S8DFlgwfhOx3tLfv61NYR B+eHVUmzt5bAQdsLwUqZLKh/xNo/76MAuR1f9yQDz4LVRa4z6cfGsYrLPYcV UjkwV5fgouvTCLzWPHp6d4UJsS+Vl9gSeCicZqUFRQpg9GsZOXwYD84UvWTv TuAjYcjAf2ISV/O/R28Ep4dHyDt3eO9/GPBnU/vNfX8WsHNH5epHT45garXn WS8Sx7HFyNeFYaFU2L11383ZD7NYj2WzqlcSG/qPhTzXCa8EjotbC8P3D4GG 12XEe+UTIHuPg9ssjQczlSLnF5xJcCFml9prfh8mnF0kxGdykJbsw6HjCxzk aEi2q73CQVG7fsjktIqj8zzD4BgVHnqv+sx+99Q3rETQ8bXPWxKZv94065lG Qx8/vr16x5qDYnqaH5hmUJGIG2QtSsGhD07+x6bqiIhhZ7yi4EZChvfUVetI feDAlzI/8Z9zWNd7pX7xgEXs0+JF+fSVNmydIEzrGGEIWx74EVy09Smw+vjo twOOjg5fsy88KWwEcsOFvmu1W7Hk2gp1J6VB0Kyh85fpRRHgIg+zQfocqHH9 Yvw0kQ63arukXq7Fw9MWlKamyWWg4BRzWKeTCA2why0jO/jQXrh5MbSLBq+L tGerU2hIgVnNCzCnw7pXRqKzhEnMe6f7paV1LEhUNTvf/G0KwEKrzKNFkhD0 FlEF0wy4Tnw5sKRKAI8POLo+3IyHJuwTWf3XebBM2zthrZskzDWn0G6sESDZ ymeW+AEu/BBf4NO7n4FUzQsTnX/T0Rxla/2bZAnkG3rJqSJDDBa4xL3kjVBQ 88HS7OltLKjZNBT61J2EntCHRcS1ZNRljK8yOi6O7nz3zdrhsQhibO5H4jOW ML/RT/6kSgLcmyhfj98mjjaYrGXmBrFhkkvkv1cUJ7EacFK2ZHiVG6S/ffOT GMTIDc/qjPF8JC9VH8wkzIKH1tu7NtfxUTNF3O5MZT9w2xhtqeEqhnIZSaOB USSo0Wt5MdNCAqlVMLSVhBIwInCTH3VwBjvod4qV94EOHY3VmlJNuTC0bsi+ 8uIqJxEkFW54sdGZnqoPojYO1Mcfdo9gM+Cr+IDnZ4oFsOCInpX2x0XMREZc pfoHD00MVuBd2ByoNxcVM7eLg2TM+yQVzfjoecdE1FsfJtKz2hZQ93EGq383 m6S5k4kUHbSWbd7jYA0lbyT1Cw69ag/L2lK6Bu257X/A8wgOKaliOrFSXSCO 0p1vfHkabC3z3jUSudpLO95IQ8JPYDdTZWXtL4F8UqVe7t4yCE5bzK60xJNR JenFJ+czXWB77MUVUtYCIKSuGRz+RIAGnoEgiY2AuYkSl5m9BLqVT+grFtCh e+GgOcBJwnFdt/2bFcjQZabTOEFaEq5sPJ3++RoRvnMprkwYZUHPgJyRILIE /DDKD6pP4UP1saxIC3tJ2OL3erdhFxsl7NHYXM0Sg7Tknv68VDrS1DRpq+hh wXIG7QMtHo9yOOX4tmA+6id0yr7NXcJojXLyfYZEKAovyNDu/oOVL2hnsVvY UGYm8MbRou+Yt8B1ntGBR+avbt311mzH6uOufi7jTWJFnpv11OAo9vQCkpe8 0wi2tq4tn/rxE2ipxFfccZREDf90xtQOtAFbZStjhrU46i5dcy9Wow8Ig9qT ++3mMWXVP6djh8eBk29tQXDxGJC7TrS9XD4OttBVH9adWL0/y3faIIWHJ6LN Ddavcjg5IrLl61kq3PzG7XF11go4W2u6fprMhVZXIjKU3XloaoWw42sRDy6O pxqPz/wA/wdJSLpz "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 263-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01PsfxmfGGJNhVjOTSVpQlmS5ZPf5kBCllSiKSq5UXNlarLm00Epd bUKSkBIl1PdNmtImKipRlowtmci+/Pr98ZznnOfv55zXa8H2wPW+FBKJ9PxP /t9j+Gv7tEoj4eWmtXwikYc7R/PMDigr4vnU+aX4vTwszTNWdbfjwOuDekmZ o0rQYrSra92bCSL7WMtBhcLfxID8+2elk1J0wDCvRvkMD3yj9K7draSC+PUP pcxUeTyVeCkuFMgQmpzzsX+Qg7d9ys7T1BNCUVTAYs0KEi7o3taa81iIXyYn oB61IcKkeoX0sXw7qoreIFKKbkBH9kRkPJpHBtM5sclrJuh4QDuxNSu6G429 ilnG2szFFVY6Kl/T+WCbwtlwlz+F3P59UDBhJAu+sYVLCtZwMfXkkqrK40rg 8kiNyc4S4j77e2u0R6RolHxu3RMnFrwrGpl8U9iD3BviYjaOsTHXUXFZgkQA 8S9FRVqzyVjNwTD/6LcqIvL6slHqCh6+eUe92X4jGa4GnGswr5GB/vjf793P KcLM4pwNV5PHCY5xh3XsHiE0PZ1V1S14gD49VfhvkMXHvFuyrxf8EMJRx0O8 DY+nELPgpuU8vgD486rdOTaPiNdNpp5Pdv5GxnX+N8U7uFh35ZcC8ygaaOwJ znVrEuA63edHbXaTQbF3vtvsuzx83zWckfO5C+VsE932yxtFmzrOW3yMUcLf i9vkGdlKcHCXw0Pa9yl0Nlxb2fYBHS/L3jn0LZYNE6xXE6kCErh84jH+s58m LINHV/neYYP1YfOi7cs5WOvCwrrZ9mzcXe99z4fBBiyXaUcdb0D68TdPE/Es 8CPFBnurPEWykt2lIRpyMPb3pyGDk8NE43SiTcH5EeSTHHE3lEIDTtnvf/z3 jSBH75wI2wwa9t1bZKvMZEHaItPzepQJpO//3/oLISygZx9TIleToMKxVqAc TAOvoJZjnSIyPkSm/h0QSIW+5gPP1H/zsNEC2yzHn3x46VW8+ZWaAD/CNmw3 LRKo2QiZj18IICz4rMeIChdynx8k6bq2E+4X0w6bMZqRztN/V7SG0YHDZviI W2Vxryi/wsOfA9+9owZwCA9LrNrzIw3puGe7zqG8/VPE/q+6qreq+HhXkbPc yL0pQvnIUxnvyt9EqVWhbWCVEnxKfH6a3txLfM1mbBgwkAHGuVF6ZT0TwgrV DG+ukCBDO8w30BwkNHoupFjvIeNCneFTYz8UoSSoSG55HRPHlr9oEhX1EV4Z U/qEJhPf+vB3cGYjG9rShqQZWnQIk1ETR6aME7IhO5FevQAeNF9ZQ/K/h66O 61Ld8nl4g3+eyXg6G5IV+33ScodQmJ7V58it7whDq30lokAl2HB8rkyzagdx lX+pdXtCFzGt3N32+/IEYkTkjB9t4YK6n65f8yU+Fl0XXBErdKGHirZLaeps vI/fuVn5z+4UU1/fW6MAh6M9MguNlGDihal9yQgXxtPC3Yv0yJD3doW4JEkA 4+mkU/IySaic8mnTOm8e2NUElB/j1aJ7sozxVish/M61lPesGkN3t25U6D7I xgULQ92dzHlQ7jqW38HlYhcH0eDiXA5wTedSfT7wsIeK2TLn2RxouS/fFGTG w247+Hq77g6i8C8ehTHpQryFmkq5ns+D3p+MWdcMWYAkEj0ZxAdLe9VTCw3o sOeKhdbARhI+G8Xp7j1OBalRnmtkJB1sHeJ8nL61E/i41gKa+TQxGdMQYtwu IZYujo4PoEiRxtSM0r9zyJBuuX6KuD+EqNPW3UUhwUjN5W1652sODJ0MKj4i fYA6jmxKCRB3Es1VqytIg/KYlxDvHnJZCBZr6rlSbQ6OenXxqaoLG9P2jo5c XsDEj7rUtR7XCXHohVu7XjwUgNqin4+ODTEhf8zNyOs9D7Z9UjqwO7KPwJF5 FKvVDKg9Yefid4MMn50Peeb6csF0rWbUZdovgpqVuYi5hgu3np9kamVy8Kxb /dyQE1XIgHK29AxdAQKzIstPWMjj8ozhazu4DJh0euxZMMbEynsfOBmO/iIi RLkmIlVZvINW/eGMlIX7wsfqjG8IYI+vnMzlDAaMCgu1mufw4Tz9W06fKwk2 ffanhe9rJ+iaP1kXXvFA7cspq9lhL4j5WxwujmwS4ozy91LLw2x8R36ht0wf E3z+ms33YVPwqESbNnx2CrECqwVzo3nY3Hd18K13Qkgxr/l59RUXVxZ6Dmb4 9RLTq54uEuXzca6pzBbTfS9Rl0pZkkMNFxNfKuK5dApGyi7rr6lRAQJyJeu2 svCib7YV4rop4vCuuc+693QR6zliUXxkPzEZV3076hAD//oiMV9uMka0ONVq 777AxX0WDkGhUQRyn1x6O9q1E9UwmtA/R6UoZ62b17ACH/ur1gq/FtPx+Ak7 3WpBG9E51WYaVMIHozk3Ov8e58FH/o+Pxef5kGD3Q3SzngrVSRUGxtuF8Ea7 ZOMq6Tcif73DE4otGxyrFw3vvKoArxO26qx35cOJltpM+ywGGKybHpLbTIG3 HsF+UrEsnNW05eIHdLBK19MW09pQ0lp6g3PwOPH5jUY7df8kUW1AdZoyaiRU hVFGfjKdhHpznRnX5T5yfvfnKSQmZOZ7sh5S36C5ktuBKsb1RHOBSUv+Vgmq 1V9mYn9kCKXf8N9VcmgMVXl+sS0+z8TkoAKXvsdUHLpS/vXrgWlURmXmh2jQ sSVxo67LWoAbT2u3bmhn4ZNDxsOVFxXAbdsVTkc5G4uf2AwdkBkgKhOk3KFe LpbVdois/SZFhhfPJKzzY2PUWsgQ/mJh7R+0lrXvhLjUOCBVxUsRW8+zdxKv 5YC24+3zm8eYMBP/5Nl8fQYEHor3KM8i461xuCmuQhFqfe7n/DLgYFVeY62w jA53mZIhWRU5OKWZ5FGUTINLfYHZ1t6TqJTYnxPhTYKg7sZgWoUMfjXDHs5a S4OFK1TYueFcfFH+/LhCg5SoQnvm3JMIYdOE4/IyawkhV1MitqX84XZNzZmS DaPoxmrDzzpiAcTYW1z4UPsdeaknOul7ksE4oSSlt4OO9VudjlxfSYdS57oT 1+/J49iQRUGM74PEVV93Oy05Dna31X192V4Jn6MZvzUJU8LqMooLTu3mgqzp 4HFJDx+bU3Zsi+WysCJXeuypMx9Ejm2Kag4C8JZMqJlpccHM2WC/+N0gEa1+ 7bLCGAfU3IymXd6QcMiLcbf/Minw5ENU9pL7s2CxRez3D6oU0NAmliXP/owk e12WScKH0NLSALuuOA6soITRc1IH0PrBR86rg+mQZtedsmWXBIWuHJ6pS5GD sl8dv+qsm5Fh8pEZWvY4UuB5zdLul8WWO0PQBS4g8q33MyXbSbhpsb+5WgET qwkGfyXS2LjX1MtVZ4EcPvyXO/moEhvPqIdmfEySxR+jX3Z+fsnDO/ff7AqX o2ODF1U1dR+UIHWtvk4lh4zJO+cV7+1hw19/rXhf3sLBaR4hx9FRKtzklVHe RwggaeHBUpOdJFB4OXdem5UsHjikkWpUM02UjRtnc+u4eMWNmKj7934SAULP UVYDBfhbQ/XN9zUSz84c+1jKHyDcJi9pyHb1EsUxME/x0ktkKVK22ySUIiPN lPJL7orgHytz0UXYiNYsdrZlraaCZaXo2EpRB9IK/5DWvn6UmF29uOJjQz/y CHxaEFHUg54YsjSVsvvREqb2DbE/F68qzX65akYG+yc6Ws4/zMdMYXFPuhcT 6zz3ulOZPYP4o1du2/zxC+ejsVmLt/Hh57DQvmpEiCd7L9v2Dv5AqYaUY0st BXDJ0/dhahMNVA4otv5TpgiGVTlMdz95aLAaUju9hwOSmNgoMyoFggJtOYOf FKGh5PbzqBkpoSJqt7J5S4U4m+8xurpsaLy9TV/aRoPR6MGewwNUfDat2cUk SB6CYsqMthzk4ZjEO/tpKn88w8Fv0fN4AZw40bP7ewQFrpSkxn9614nMpf3x 0sQposRvpBR3N6GltRlEGGWIKI6uv3H/myz+6eO70czzDbGjXsyzb2VAytIS /+i4H8SVZOGRm9V/uJ/YGJrrOoZ2vZsZvBioCPLCf/jsyRFknTpfd4o/SkyX O2alJI+gZ6Fdcmsdmwj+kscalbLjKHJkVo4dowO1nNu/to5Px3WGrRbtmVyc K/HbrCliYythnoVZlhKuE2O2gQULBz3Mp3O1+fjce6NpoYwAr0q6bxrxkwL/ A5l7268= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 264-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVl3k81Pv/xRljTIYx+6AUqYREkqy934lI3ySy3SiVNWWLkqxRXZXbnqXo 2omIbK2fV2hUcm1xaRHdMIrCyL78+v1xHuf/cx7n8XgelUMBdp4kMTExwW/9 v3+mriy0vthFuDmqb5s9z8a3+h3jwjgMrExWrsbvpOHwjf6DJlw2NIZrX8qc 4kBpaXnzr8cLRE5Cd7hMyS/CSbBbR7xXhE7pFr5WuMqGtrTpzRdGKCBoHOZk 3pTG/wo/+nqnS0BoYl7nDxETh9cvP3qM1odqou0VOdEdqP4p2fPVEAkMlsYm 7p6l4mCrufC164fQ9NsYfbk/WPgar+Mvbj8fzG4w7Uu58+hiULr1eIAUeMaW rLu/m4XtZ21M2x7ywOaZKp2Rxcd3rk0pfXovQlPi1/fUWsuB/E6rUduoYeTc cSZm7zQDN11cViX4WEdEZutPkS3Y2DbsgnznGglI97veYfRaAiqbt040OzFg US3PPj1xhthx6Oc6KUs+Zt+TbFQZ5kPh7tHsKwFimH4/32QFlwdqOxyKXDSA aPxg4Frr8QsRz5zu9dlxsNaOj/eNoiiQw3O/aFHLxZUOJ2l574VIKMSKqdtm kdPXW8adMRy89tQd1NPMg3Avy0eUvnkkuqqQ+9CWhvVzPMZ7YhlwPs/j1bN6 cbDpYtOSty8QRi/cTR4HsWBLhFHZoW1MnPdo9xs0x8SDre4PD9IYINb33jLT owvpxOdfIeLlwCv1cE7N3nokOXCkOmS1FIg/NZ8JG54i/l04v/X+rUmkV65w RtqeCszHv4J8/SeR2esywQXSEux5rMxMgS4Hu2TsA/d1zSMd32S7pBA5kA1t FnmeJ8FTqyaeQjAF1LS95/wHSPi0ONnHL4AMbwKDl4XTeVhPxSzL6icXnuqq Hilx6yOcU1MiDGmfkKTTo/jEJTRgMmgHBb2SOM/1hcvKLWzoc48awSFs3Nnz KWPqmTT+dkjzdOHxecLV++6ZZbQpotq0xCyghgOn1Zf+bdDwg/icQ7Mf2SAB qu2CXlsqE06UqOrmWwyg65duOE9p/iJWf0u6seWoOBbrXeXSl8CAisAyqW0t dMy9qZj6sPIn4ZYxr0OspWP8v+4OfhoLvqSMj2aoU2FR6GOi7D5PSIZ4IO1W HuQlvy9IPl6B0me0yI5FbBwyunPZzQMsSJT9cTClYBxZNFxVnPVuJ3RN/SsU AzgwW29356ZJP5HOvd176JyQOGDIee8Tv4BoYXkzf3azYF5+Yjqvl48Vs3lp Ahkh8nbY8zqpg4n9uf1/KNzm4jeZIJBskYOIaJfMEj0OKFTv1Tw8wYGZlJPO ZdriwHwyXr3oywXz135PEthNaMDj63iaPgvfXxnqbG3EhiqHFeQz02xsY6ko UitgQnlh5IoD37nYZZmh/k55Jhx/2XKWirjY8TBX26tUhLQmCuesTZmABga0 JRAXKoKPkk49lYajacbqI3vFMLLJahMvp8CoXqFDZCQVnL5SdvhP9hH4groK xWiBKO2gfXDx+kasV4uO9yONIomS5XrLhSS4a2I3T1SOo4+X29pSPEOQqk3z 3f5GJthJFR9TP/EYfY1zuuEn6CfSarPfXn8li9nn4p1D7vAhq0TVR32ahaPe pr5cbsPA87brNvrnMvAz4Sr15y18vPH5nTn0jQsHujinjkQOEZwE1cRd6+jQ dNHcxjtXHOxxysrZvRwwsF0bdYcyRmgcs7NcNObAvVd/0dUzmbjIzsOfiKpD G0jXqq9SZeBeTlpQ27wMfpIx8fdhFg0uxOlT2pSYWOFYlbXu1BjRHFTVcM9R Ch+m1LVfHZXDf77wDduwlw+3qD15Qw5iELmfsyfzVB9BXftTLuktG/yPMg// uaWRUN5nmTrpxMfTA8UpXAMWfiC90l1iiA6mm7qePp6QwFMDGpSJa/Oo02nw NvUSFxt57gq+18aHgz1vauoEHPyixFWU4f2dWGS/+5oi4uMCA4l9Bv4NyNwx 1pddy8HEx6fxLCoJdw9preraSgHwKxjYs18OK8193WsbLgYRXkr1g0eFRENo 7S/9rhFi7kxdcdRpGs7Roq3W7J4luq2bNI4ksXCrokGWrvcL5Dy3vjjaoR91 FWfPRLmLUJ6to9uEDBenVWofYtjQ8MxFc6063heiJuzu3u/zfNBbmtvvM8OG smqPhPEPfDhnPqyY30qGNkWofjLJBKu6NRMe6TLAbK8PKL3Oh4vdTZnbs2jg MlaTrGxFhmaXYO9RgSRU26X7lNrSwPSutoaA8gVZ7PfPcjCaJ97/s/o/8vE5 4qx+FbMpp4tYzo/S85boJ/wOBUyk5lajnW1F045idHjRqLb/5K1mpDRQHLBs Uyuh2XB8sqdtEDXp6G/eHjeO1t5fo9qsPodqXD+ald+i48Afov+FD1Nw6A7p xsaRBdSf7V50pUQamxC5LcItPPyWrpT/M52J/xrfNPEiVQYW/j4c7R/FwoLa reOnJEaIW3LcSM9BDpbUsIxs6hlFlrYBYxPKLIx6S2j8MTls4T9nOL2SDRpW xbf+mKZDNtvgiooMHQJOx7s8yRLHBhsXl1/xZ0DTwcq8sQ1M3L6joqTdngal 9IFxyWVSMBy1duz7EBVuDwXkbHGfQwLNhUeeCiQIHPw3mPJUAi9k/CgNKqDC SotljIKTLPzBzXSzeaWIqEFHlz4c4MOn2NpN1x4MElKvKwRmJB48Kyr6Wvxl BuXu0n2vKeBBhuuwB3+pELmtOm+t4yoO4wte5zTiaFin1zouewcVruTVVCWe kcWxIWsCaX0iYvCt5db0FhZ2NtNqvLOdgy+7V+1WTuPhVRKyKpePsMBAr/qh agIfFK2+yKpa8mD/vncl2iwOGO7ccFzQJiLCS6JWjn1kg6qj3oLNP2L4rVlV kV0yGWrbo3LWVS6B/Gzmy3IKGVZrEPqJ8u9Ra6sPbz59Aq2v9jMXnmEC54Tn mObeMWQnerZzVzAVyqZDz+7/OIhCd0wsttyQgj+LCnKWqvcg3cS4RUrODJpM 9vG7Y0LFJh4hKIkFyGrbzP7PS0n4g5qvkep9OpbpPRq5WMHE3w3cHDRVpLC3 GCsi7CUTL64Kzei8JIk3n52+1dnDxR7H84Unpaj4xK7LJq8ofLhpq6P5gimO jb8VKXwqZcHGjRbvnnQzsfxDw9OypRTIZz8mvQvjQYTzg/wEJRLINCit+GIq iZ/XxSpJS4jD45lNOazfOTI9Eubuxo8SfnzXKbkOElhMGksx+7qI+qsJndXc EeKaz3qS278/iPIYWCF7uwGljo71RP83hvTW3nhy21kW/EPOGoif7UK71Xaa ye0ig1RJ7fC5zf1I/WR7yn92U0Ru+er269KjyCXg5f2wsm9IR33xGvvnCFpH 18gV+LLwJqHb9YcKFOx73spEOYKL/4kuuJBUz8Car9wevMhZRGtiu5v9jjFA tyaP7uwtDfeeGaKSrWwYiImNMiST4IjWpbPvohjQUVH8KmpxlDhxQP5zhpgU nNnaF6OlxQDlGGJQZecSmIoWfYsYIWODf8IUlhjIQmDMY7194Wws9nz7qnPL JYFm6b3mVTwPepIL5UyPkCGt4mZ8V1s/opgcbIjbIwYV3pPVePADiqmKqdJV miDKo1tzK3skceU2J/8WQTNxuFXA3t5LA255aUCszQiRlsiPy69j4Ky69o7a xVnk1bYoSg2QhWLGdGZL7AzaclNZa547RWiHbUuukppB9aFCKVurD8QedfUU 95o5FDm5JM+c9hXRP7tYWqVL4xbdXuP/Mll4/bFy2wcNTGzKLzQ2zOJgo+lL rRQzJg58VERlaXDxwjEnQ8ff/CIeZvkrU10M8E9nLfkxDphfno7k1dxApBvy Q86YD1eu5m593s7FdzwOartl06Fg51pDu988qWy8I2yXLxmS1ARe637nqpZi 7aSyjwxVZQZR6uYU2H/ycYkC/zeXckNtW6UGiUvcGKE0SwIoPc6Gk38PElVB TUL0uxe/9Wu8RI4czOgUun42+k6ciMSZXha/9xn5rlWEqonJD5OFs1Y+yHR6 MGV0/ANx7sul3Q45PFz5C9Wab+8hpsa0E58Fc/FZmsv7N60TqNwskGQ8woMk uTjXXMEE0jH1XzT+/QcOcSPI14fE8Gf7oCDVjGnkr1+GrU2W4L/o/p80NaaQ +r4uNcWzTKype0k38jkJ/g+jHuS7 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 265-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1en/xg/OOZbDOcdZaVqQfU8la/edhCSUSKJJiUqhooy9mEqWyihK NJS1yBgkNO8XSfpEllZZBpUtI8exr1/fH67H9Rc8n9eleMR/7zFREonUsJL/ 718MmxYlTDsJDxeN7fNX2FhjYsLd56UsViArVOD3UuBHJFtR+FxoCtGLz5rh gMRb4ZTmPAmyY7tDpJ9MEqf01ByMZibRbwaPXsvfZMOJyWqahpsk1Df9x8m6 JYXbM28eTS+iQFBC7udRoSx20xkxFLcYQLWRTqs4kR9RO1lH2XGYDEa/XExw mJfAb93jKnqUf6LZxihDhhsLq9d6pMz2S8Kxi0+0Cx1YuL37eb+fYBLNiPyx 54UtA7yejQ1usBtDrh8vRe2bZWIcXxAfTH9FhD80nCHvYOP2w/tZoZoUyPD9 46PJazGgDYWJfGCwYFkt1ykjYY64b5Mmx9EUxfTCPLN1XB6csTQvvtVVQzR1 GLm/8JpEbFmbDfzzPKyzs7PQJIIK9iX+G3MVl9D+b7dNP0dx8EHmpgBFfTo2 zPaa6LnIBNuXXXAuRwzs29m0VKslwiQrtdvxCAe2hpmUHNkui1Pdr10I7WHj obbDf3vSmKCxM/1/DsxOpB+Td4OIYYCiwKzrR8NrRBk4WRGoIg6t+KteRvw8 8WnpyrbC29Mo8LnxR0GvFMhWTp454TeNpEpC8MADGj52usRCns4Abq1/dVQE CeufSN2bEsiAPgcBzTKEDNU2zTz5s1SoUx4r8/5GxqEi5OO+/mRgBqt8/3lv gHC9eyfMmNaFslJlyiN7ZUCWSfOs76Xgpd6dnkaWXPh+OGIMB7Kxo0Rs33SC DB4+ohX66NwikWc2ZnwuaY6oMH9i4V/Lgb/+k7dWIwuIf7NpTmMbxKCktX7y WxsLzj9Zb5C3YwBlfkuxWzo2TagMpyRvPSWCb1TaP9OxZkFZQIn49lY6bhWs q7e6LCA8Mhf1CXU69u4fldyaxIG+OxOCTA0J8Gs5qhRtSgJKoBfSa+NBiF+T mVrZU5Qxp0N2eczGygq7DbfbcyBBZtTzTv4EEoqUNTnmfSIMzP3KVvlzIGOo +1frPwaJDG5a75HLgwTZiKxI7SJhWnDu3NVuFiiNnE3vKmdjP26/m3waF8/r aOi1JctCWOSBrCebOBAWX3WhXpMPc3cuuJboiUBHa/HTuAI+WL72rYplNyPb 9y5rFhU4uFApyNXWhA0sPft2OzYP21uvEqrly8L+3sYKRigfuxzl6nn/JUTF p4N8zsiwAQ0M6IkhLhyKvjzsEC8Dp9JNNcb2kXCWx4E+C74kCDY9cg4PlwBN Uqr2F6tBAl/TUKSaLBG7d6XSlXT+I3TVImN8RQWoe1zroPp3Mtw327tIlE8g 7bsfzF9cO4/W27fc72+SBaMjDiFpW5+jb9H7k33r+4mTb/OppkFMzL4c4xp4 jw9W/zsXsDTNwRGNd1+utWdii5xDH8q9Wfj5oLLGP618LK1ld8zlMROa4yzt fXJEwPRlXJ1XMA+MHNUj7lHHiQMmjbjBnQcFDYl0jSxZbMV8WJCQU482iCZV 3JSQhgtMnv8GChNXZU79eZRFA+pTM/2CYRaWP/3U1mBmnDDJyN0h/kYSH6XW fbgpYGA6adjmXdUAIaH+k5HSyIZLCtoUoXoLoXDQ+u70fj7edqN7+z0lDi6W UjosNkIHs3276kyYVDwzoEmdSlpETpXbx9Vb+Njk2O6zBe/4YPgtc15liodr nrgLM31+EI3lIoay4zxMdFbHsCREsSHpwT25OxIAvvkDew4xcNsXB93JzaIQ 5r3m1dCpQeLA04X+jxnjxMKluqKIUBrW8PKu+a1xiei2bdY8mcLCohkxh2tM XyDXBd2iSOd+JOeppWlwchLlOrp4TElz8c+xe2pbdOh4Ls5Sp47XR3Q929ES 3sEGmzrVKa8MaYi6kqahf5IKLQfO+gjqKZAae3xqrT4dzO/radZT+5DacC4/ U5UEX96qfCWfWyAYVunO+107ibX8iE0+Yv2EcsunfXZbq9Cud49nXUh0KDQK NWY5t6E1A0X+qze3EZ9ezt7aFjeCmvUNt1hFT6BIdosnW2EZ1bp3WpTepuNV HSVF9S6SOGinVFPT2BK65OjKkI6QwWZETuvgVh6+aCy/7PYbGydObJ6quSsN j3xKtQ8GcHD9i20Tv4mNEU6Zjym+q/mYomkd3twjQFtuYGWGJAej3ic0/jgD D6o5Lm5U5YKmTdFtt1k6/H51zv76XSb4h8YcqHogghMHrqbMqLOg2bM8d3yD LBZxe/wuZSMd/qIPTFBWiwPd48oe0XgapI34Z289vIBsnNfolZDIEDD06Sy1 Wgyvmrq3x38bDZR2rGbmX2Bh6gmxgoWGSaIWnfrl7wE+kO9Tt5h5jRDir8vq LUR5UHpdmHStfBHl7Db4olXPg+1pxe6rHw4jD+UrtvruIlBKURcZ8KFj/V7b 6Ic7JeASN9o5doWLi4GqAbTvQqJ11uVP20YOdrXQabpnxcGND09PJOnywHjX hnP174SEo5znTJWQC+tdNi3ZvyXh55Mux1trqfDiQ0S2drkk5E9dFfYpUkFF kzBMkPuCJJjJWII0i3QrfC0HL8kCjJz5kLNtAu0VPt+1+6wE9NSYVT9IHkFB O6eWW5PFIaA6SMWwsxcZJEQvU7Pn0OzY+Ge111LYzCsQpbAAWS3rBfuJkXGH 2gmT9YUrfvWve/4piY1/GHk4aymK4+Bhiz2CB2y8rByU+TmegtMiD/1ukM+B jRt3vK/qlsU4w3ppiS0JeexK0fcrnP+TqZWyg0IG6Tdr1vWZU/CzjW5KzCZR qJzbnM1qZeGMqOqfVu5CwpfvPsP4KAq/LtidxhmdxKubsZ8ruGOEYWDzSKeU gCiNgnUyaW/QeF5isUzPBNqknlyV5ioD8RMtVrxNnchBbZcFYzcZhn9Pv1Kc MIg0Lny483XvDPE+8dRbrw/j6ID/y8LgkmFUvsRdS3o6jrTpmjn1J1j46UEt lcpTEvjEFRszhTAuLmtvFvGIY2GtBo/imuxltLglMK5MjQUGtbl0Vx8pKHLN 71K24cJA1MUIY7IoNPkfmR43YcHHsqKGiGUBYUT3nBb4SsKlbd+jdHSYQJi5 vlGYoMFMpHA4bIyMh+St/j2owoSAqMpNB0PYOFuFwVLaLw40ax/VhhgerF3a Kv71OhXSy27FtL/rR3nFD3W7JUShzGe6Ag91IKVhqn9KwAxRGtmWU95DwbOk FPlL19qIo231bKteGixWGzdfo4wT6Qn86Lw6Jk69qrN0V7CEvN8tC+/6y0Dl cdKh8F2LaOstBZ1F7gzRY3/ua1zdAnoVNCjuaNNBOE0dOfukYRmFT0vmWtK+ oeZR0oHxkzK41aDX9GsWC8/XCa+3FLCxOf+RqfEDDm6KjSx+zGLjgGePJVia XDxrGVV2ZmX/RYKtJ7M0SECzrPkmrrqyd9dnw3m1yUhoRgQVjTIhf5e68d7/ Vvhq0jD/kkiFFLV6b+0IJmSa74nVj6TC0xKjCA1LKrw6Vf+KI0+Bcm6QY5v4 EEEN3fY+nE0Bao+r8fSfQ4TjlpzFvUNi4Kur6i104eD1e6YDRORGifPhOMt7 BwtSSjZ7tTdWEtMd04/mbY4jdLLFP/t7N3G5L97BOZuHncPnfw1Y6CVmxvUS np/l4r1d4i9tjGdRqUWAqOkYDxaSRt26tGaRvrnfsunKv7Vv1NM3KxXF/zqd ObM+cxYZXdf6/dlXGk6k+3Vpac6gaw6J403ubKxlEG8Q/o8otJeph5hW8EG1 IsZ0eQMLpyVHlX3t4EIGucDOPZ+FU60tpRIVGfCmKan9vnCSYL7TYWS4iEGN 27xNqTwXqvdVty++osB8XKq0uSoLEqsWQiI9KXBj0a5YjjpCLJLkJ51fSsON jkPrZCa4OKoxmBPhPk/MuIwF3yf3E53iqteHLswTV7NoS05kFl78M3q0ijtJ iDEG42cofOx0ItTX7u9PKCFfu/PZxlmk8HriZPgfk+hn1cGr/ptZkPb2vKpc 2SRa/idX5vaqHyjkryWdMm1pvEWV8/Hv2FFUGWTf46BExnzzhdVueQPoONEe qmMqgc9vYTAmuwRI4PTCq3bFG3n7Twcoy82g0vG3ns7SdHx0IFEsqJsCupK6 AWGFTKyQ+pCQ9+xHn3i30NVFJrYe0rfOqZXCnPS+H5oWXNyyeYjdAXT4PyuZ 554= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 266-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1vk71Pv/BnDDmJlmmH1JCh0iSyVbJXq9EuloUUQUHZWU7MLRsRahRUcS USnKlq1PUYq8nyTlRCKkVFpkK/syg/Dt+8N93f/Afd3XY+lBH5vD0lJSUjW/ 8//9b6nymKJ+J+Fsr7lpJpaHg+a1D3+6xcMqZJUy3EKH5/VdK9/uEEHDP6vO Z0r40PbARc65Rhqyznz6R654gki97OfzyFKCTujl1ylc5IH8q5S4CrIc1DYM 8DMv0zHBP/vCZZIKgfE57YNjHNy3r4CytqQPVUfYLuJHtKFVwNjnvYQKaxVP xlvP0PAp5WsW9wxH0FR9pBFrLxdb7jpq73RTDg6fLNYptObixR5h29dhCZKQ Lu16asWCxw5O3FnpUeTQdipy9xQbH27utjYNqSPCbhtJyBY8PFj87oeDKxXS PS61GdfJAFLaPqA8yYN5jRzb9PhpImbz4oKlPDJmFuaaKAuEEEcXvEupfEo0 dKx1euo6gZTeGnUcz5bCe7qS17dH8vG9/NGPx4vY2CjLdfzzSTasXJR77NRD Wdjxjse4snmOGPopjF0aK4QNocb3Dm7iYLsJ5+jbYgHua3a5f4DBhpjOgBNd Mp1INzo3gYhmwbYPL+KWRdQj2Z5jZQHLqHC2VVPd0X+OeDsXu7EwWYzKQjZm PCqVB87jCT93bzF6nPlRVXCeiQ973TNTYLKgY5n0X8nG0ljX/YpNSgALdE5Y xaZmUKBiS6NQwZ8CG7sSq74LqTiERD7q4UOGU3Nvdt5d2E84pKWGrmN8RMnT 48FSUWzgsBkHar/I4rxjOutfRorgu0v4MA7gYQt2Fb99Nxv3H9QOyT8+S3Tv NC//5DxLlJkWm/lU82Haq85q66tRojOLYTu8WgY+hk7evd/Ah6BiVb1cix50 pUPFQ9wxRSzrT0na4EnCzfMGL6z0+VDqe4+6qYmJJZcddRftHyOcM2Z1ieVM XG4ay1SoEMLX1PGRDE0aJOVuXRo/TALZAFe0qlkIeTa3G4/rP0bp0yvI9gU8 DLFBE2JfIcTLDx5IzRtHTe6mqZuWvSf0TL1LF/nwYWGntunw8h9EuuDql4Mx vQSlBN+UuyWNGcE503GfuGArTtLNrhNgb0H3XoWrAuyu/mbVCm8ehEY4ZhYb 8KHu2r8/BjcIceEfgQ5WxjwwdGgNOcoUAOrpWSWDBFDjZNcwYMsGz+vrNYd3 S2H3Jxl6DY8ZMGKQbxcWRoMGFnY80dJP4LOaSynGc4Q6eTTZTnmYWKkREe0h PYIqzINrykVUuGFiM0s8GEcxZ4JWFfUFI9Udr290N3CALvx2fXY5oK6oPUke td1Eb2GYzB5dLubFRDsEXBPB5QN1s+d1RDi8Pu2Z0g421q6/O6pmz8dPetU0 K5tEuP9MCGeDFxcaz5nvOJJNgoTPnkmutDq0Wjqx7CJNDlYyno1Fl3Bwecbk zUNcBgRqpfdKevhYweuhlZ5klGhgJ6ScOCmHD1FqWi+OsPDO00Z2b4z7Cdry IVZKPQ9e+9eZL/jQRKjss0wT7xFhJbfI8kdYiO/S/3CR+ckEF2vVXWYHaVjS o0WZTJxFl1y0hPtXMQA88np27Wdh6wMmKWYqZAh1W/K8z7OX0DjhpqKTNE78 OlVTFB7CwGk74x+1k0nwyapR61gKFy/52umXsvEZcvi1sijCrhuVe5YGP70j Rjk77Z0n5QT4he/mkLcFbDx9znxFjfArMXKkM0xlVABbatQnXdPloCgOVRQ+ o8FrR/8jI7Wy0NJWFuFfxAbTG6u0ailf0ZVU+tvgdyR4/2rZN/LxX8TxOB2b CNtOQkkUbnBEppsYnbRu+E+xEm19UzBlL8WECvl0pyyzFrSkp8hnsWEzsdHT 0KXm3BBq1DVaszlqHHFkWsbo+iRc7fTBrCSZiUeY9fLzUnI48E96Q8PwHDrl 0NPG2MbGJkR2U+/vnSndUQ3NPy3AF8YNJ6vS5ODywMF3WclCXPt04/gJmWEC Bi0LQtWEGH0pZohGWdigPv5O+l8i0NpSlLx3igmVlo32Vxy54BMS7Vh+i4Q/ qIU59nL40HjgQc7oag5eTVYtcL7Lhv8xe8ZlF1OhRmPR1wI/Jlz96ZO1weUX WmfDi9+gSAHfvrf+lAoZrOFVzzZTZsIfFovZeX9zcczBZoUYnoSoRp6K93tE YLamy/22yxBBrSutNZMWwumZjuubPKRw9na999q1QrhwwWv/Ib8B5KwWa6Xr RILiAnM/iwY21v1iFXX7TxqYJ/+IvSTLxScD1H0Z38cIg8rKc/iXEDuYrWi4 tpmP87NvG2doLICnreFZOg8WQFb6w65ngTRYpkUYxS98jzo8HZcvzZhBK8s8 zHtPcWBRoRmTdmgS2Yw92brdnwagtldTNXkIBf45Od+URAUjY/Em3pNvSC8+ ap6SNY0WZCkZ706TxyauASiFC+jJyqBQcyUK7tBwN1YtZOJt3j5+bRkC/GOt s532UiqOJj10rygR4Hm1wIz287L4lv9A4t+tQtDXt2gp/8TB+8H08OqHDMjl PZZuCRaC9PX/NLarUEDu5RLlr6ay+FvptY8bn5Ph8bRhFreJi68PBcbFHZ4g PEROElabNDAu196pvtlJPL94pr1MMEyUx0gnl7aOEiWRoCx/9SWSVcwtEnHF yGB5UvlVB3lwSAzU8tbuRNYaW81Y28kwoWzQV/3HD6T5d2vqNxsJscfwaFvQ 63Hk6POsMPheP6J3P2jvLBpHOkyt7Fp3Lk5yXkq3m6Nj99gtJiqhAuxaGvw+ K5yPtV84363KmkejdU9to9h80KvOYTococPwGZ7T0tMi6Ik8Gb6OLA15F89U 1y777YLSohfh8yPER8/RP10XysGpjd8jV6xgQ872kMzKLiZIIsb6Q4fJ2Org mDunnQO+kY8N9v3DwyZBNqJzLxcAw/KI+otoIZAOeaXsGaLB9dLL0e/edKOf diVpXoMyUHpEXIb7OtCMY4RLmvQMURLRnP3gsyxuXmMzeT+shTjUXMvb/IUB o1M296B/jLgeL4rKrWHj9juWK50VSNjtzfxYmo88zL5//11RVwpvuKyyYlYg IX5t01EVvJxHzwN7qTu3dBA+gQF1RgkkHCZekGPO6EKSN5SOsI1s3KT3Zf23 TC7+zPtauLtCgE1F+evX3eLjKcOgG7p8AfZ9VEDjagmwzrnvyfSTIiAFW05k akpBjmOpU8IDLuRtXb7OZkAEBQ5rx/UGaZCiUeumE84GP1A5/+0DDR7eWxuu aU6BZiW6ttIuKjwQBO5spvYRnOLhsmErKlA+O6wT3+wjRsovKxwjUcBjpbrb 2O+frzFNUVTOGCaCwnCmmwUXHp2oOuSe/oQQd4jzZ7YcRZm+tz2ruF+ImK/n re2yhNhs3fUV//v8jZCMrop/4i/AiU83LznyeQaVmPlKrx8WQrPRT9fEphmk a+o9v/63/xSzogOb8sm409bPTzVjCrX288uuNzPxBab3R20tCercdaFiiZsA a+ud1wurlIZPG0Z0P+hz4GVD4rsbYxMEjxFlYfmXLFTtndlSoiAAk//ehnhy aTBz7oqcqToX+odyU9UzqJAwu+3uQspPYnLhsoDxlyxI6NivLD8uwJfuGtpq ms4REvvh4BvkbmKkN13u731zRFwmY86WzMU5FU6GHtvFhAyr97xEVoR3PLbs d1v9HsXn6Xx4pD+FEti7otzaxWiofF+cjyEXUhSLpM7OitF8ZY588qIfCCq1 9m1WZeE16vy2+2cGkWBfo/VhTMEi01+L9+b2oJ7Vi2wSn9Nx0BoWa+LjCHKd POt6IWEBzt3j5au2UIJ0ShxH8tPY+FDPBZnAT7JwrkO0IMqbi1Wu3CYUDnSj 1LWTv6Zqfzu2T9cyu5qOLVOPn4oJF+HXhn28DmDCJapl1KdWPtDDZnWH7wig +9p/1Wr2AigPO/n8xpYRoiXXK3jwmhCcFTYJjD26CakHuZVaAwJwXijaN6Iz icKqdVlrFalAHwq/GKjEx12DbVt5BTMEHX7+ixXlYVrf3OL2TRLQrjl5NFJG kJZJas/ZMwnoh3VeSWkYD79qD89//oaEw23bB8boNGDYVv316pEMdi+qOt2r J4D7hal7kzwpWNLWcbd/kgNbr2qXt3LkMY+zhamyiI3/D1vJ0oI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 267-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1vk71XkfBnDO5nA45zjrMEQj2RJJVJbPJ1GihogsaVpEJVtDi71SMVnK KEpTI2uRjChLfN/ZyrTYyiglS4hkXw46PD0/3Nd93f/A67qXH/B3OESSkJAg fuT/zVLYEJJo1k14OGttXrjIxf+QdKJyivlYlaJait/IwBm+akJmJQWyYjtD ZB9MEzmFGbyAt/PotEFeg8IVLtieORejMMuE+lffeHeuyuDC9totsaEyEByf 0z4yKY9p07VmloeHUXWkoyIvsg2N5Fi31F2ShvU/n4m3W6DjEFdlHVnqJJp7 GWXEcuNg7Ze+jsIMFhw682DVfTsO9kw7I7ny1TwSSf65s8aGBbohBwxHBiaR S9vZqF1zbDxY1Bphq/WSCM80ElGsuLhYrFGq/l4abvn82baxgQxBHUr5iSwB LGnkON6KnyeyfjnqeUuPhpn3c01V+AJQMt+eqN9SR7zqWL+nxnMaaYZYCCq9 SHj352sm7VE8nF2cFJbsz8FGWZ5TXWfY0DxRvW2dBB1+fcdlpG5ZJMLBWvmU WjfSj869TESzgO1Z4XYgohFRB46WBqlLQUOXsxqjVQL+W7y46f61WZTIydNo OsoG+fLpwCN+s8h/zO3y5m42PuRbZKHAZIHb0EPffeoUrH8k1SEliAX4jZl4 iCQNT6wbBQrHacDcqmEfHy2NQyUph338KRBxqyBhx3/DhMuN62EbGB9R8jIZ 00TEAXk2Y399NxW/UDBWjJPl4KEDOqF5v4uJ4rUXyJYbJaDU7IGFfzUPCspP rLr1fIr4lMVwHFtDBuJsytVGsQBOPFAzyLUaQG1vop+tSf5OqA+lJJsfk8Sp +/UPaDkKoCSgSGpzMxNvd9n8Lc57mvBIF+sTmj/2m+SO+FYyUIM8kV6LAPJy Kv7tnnqCbs3rUpzzufi18I7/2r4PhIGZX4miPw9itEZP6FFGiFv8tO4DF74Q fnXv9FtTKZhxKmc+ppMDmb6GRfan+RAW6XrngSEPvAw7zzpYCQENDOiRER/e fFbRi2Vw4NhfJlpjuyRwpcvNlINZTBg3zHMKD6dD5ZO/T7dlfyPwH1rLaRsX iSEp19HDzePEao3IaB/SONJMkX57+rw03DZ1EBOPplDoUlKeb0woUvu16Xb/ K3n4/Ok1jf/hKfp8bneyT30/UTy1pC2nyMPcC9EuQTeFQGnr6r9/WoArv6zQ qmoW4q6VpRPuHjxovGT5q3e2JPyxtO3u3nsv0BpSUukVuixcjw7yXHeFiyvS Z/4+yGFA6D5XhXZFIVbwfWxjIJog8h3sqNNRLHyQVvv2yjgLVx41viclHibo mqOslJdcSPNPK+x+0kqoum+9MbtbiPdksn6rmZDBogFt2kySGAUuVHjaMJgA PncHdu5l4TBn/nNVcxqEeSk/Gzz2hQj9dljZpGqG+H62tiAilIEt3a8eYjWS oNOmUftoCgc7NW5L6w1/hly+ry6IdOpHmu7JK0Qa8yjH3tljRpaPva6Plr/0 5eD5S5a6tYIeosp5MDZjHwOaXI97j9dT4WjIubkkfw6Y3dbTrqf1INWlOT3Z cjK8f63eS/n9O9G5Qkcn2K6bWCaMMPQm9xPn9yf9Z5QByLY1f85Zggn3VHYf WO7ZhpQHCvyV1rUQZcLM1fF+46hR38h4y7kplESx81ImkXH1ng8WxdeYmKdb 5zY7wcTB22RevRpbRPRrl8UtJA42JbKbv5gLMKXVLUy1QYgTptbNPL0hC5H4 vWnWVh74h0a7VmRIYp0cH2XL1QJo3P8oZ2KNPK4p0Xr9TyAH/mEOTFGVpKDm Ztl4Xgsb0ob9s8z3fUdiP4W7fn50CBj87zjtCRmLQvczlmex4RcrJfbdkxw8 MtJtR6TNE9Xo2M8PB4QQp9GZW+o8Tkg1lNRbkATw9WyZlaM6CWfvMHivUy8A k8AAgZzVGPJYcdFGf48kJH7tacq4wsH63TbnMrfRwfWxcNe/Q1x8JmhlAKNv kkg1qzL//JIBNW8jslY9kobJe/bOu+gMUNcmjOJ/eo+2njq5lxK7iFaX+lh+ OSsP2cTHidpKEXKYrLTdcZwOTpk3da2DxlHwtpml5mQpEBZXyJxr6kMG8eeW aFnzSFEhJjvfnY1NPYNQCgeQ9qEycV0gHXdoHNmodp+Jo78/bt30RYi/rvdw 0lkuhddG291cIRbipRXB6e1xVGy8bzHdK50Judxy0ptTAkj/cMyHGkQH2RfK Kj1mVKzYsg0VztCgfH5dFqeZg7+umdpxM2uW8BHuEbHaSLBFMnViZUg38exK bHspf4ywtOxRamqaIoqjQEUu7QUaMNbrMoucQ4aayRVpLnKg/xMY7dzQjew0 bC1YOyjwB6+g1V38DWmdfHu910FE+Cc+//mjxCxy9a+7f6poCBWZiKCyYwat Ympn1x/h4Ab+peUKb+XwkYvWpqphfBxQdd4+MFuAdZ57FD7NWkLLjtpfKlsl AIPqHKaLtwx8ja44ucFSAG0lBc8jlsaJT9dvhrbIsuDspr4oXV02tF2N69zE kQdR5ORQ2BgFb15nMh1RyoWAqHJD9xAufj9ns4VxVhYYW71XPo8WwOOqheUP EhjwV8nV6Het/SijMnk5U4oGJd6zpXiwA4mdXgQ3v/vhdmRL9qMuKp4MjaZ6 ZbURB1vquVu6GRBrkGa1SJoh/ooXnsutZeOww+oWT/pI2Kt1afKGvxw0+E59 muiVxOZXVXXFfBHBDdkyEHtFEj8L/iJlb91BOFV3Av8IGYfPSudYMj6j5xJq bZqz8rjZoNuk9w4H8/y8dj6yFeKAsnw6R5uPJWLLd3kW8OCureYGh29CwKyu xz7xDEjRqPdaFcEGpan7m2xCGPC4aH2EliUNjKRdTftqpeERP9i+RWqQ8B/+ 96R8lTTQulw2zP49SPzCu17Xs5MOPqtXek0687DQsqCxfd8EcSIc3/Gy4sBY rNfWEQ8gZjtm8xasD6P+uo8pfp09xIWeODunLAEWrG75/Gm2jxBN6MVXHufj MrZh9/jrRVRsEUAyGRNAbUbv+/iqRaRv5rdk8uPPFF9/wfVop+FPjoGBaulz aPTuoIcZXR4nMP0+6miLUJ988JpN2UKsYxBnEF5FAlvmnkwKmQsvXiW9uz05 TdSu7UwvuiUFT90WrIsV+OCy8TIn5oYMLFxKlTVbyYH8ntAgF2UZuCzeXvgT bZgo2xW8g5okD5c79qrITfHx+0w7k5wSCRA5j526TeknjHfGSXvVS0DMHcai I4WDj59WLnwNcwSZ9SVORBXioZrt8X9NfEDxd1d9KFs7h9RuXOj3dptHoxXu Mf7rODAybbjj93PzaKkqR+6a4lfE9PoU1Wgoj41X8toexo6g8yvW3w9PoWOh 2Xclt9wBVBoskk1OlcMnjFms6Y/jaOkJ5dh7LItzd/sGrPhJhNKTVb4/duXg gwMJ5OBOKpjO3RPW7OVh1dRMQmF/P3rhcrH9IvDw1kH9rdnVMlisnL+9jSYE mXCx/tg9PuAmZd0byUKoCD/z7Lb1OKFBS5t1jJUGmdGIK8HLePhEpqyR8tVF QgaGE/HPcqCmJYwxCyUD/eYen0baOOrK30T9d0sS+mp3t7gknIvPvhqrefqQ jCMc279NytBhr0rssv6XVHyk4On5LwZ8oBhV2Dk8p2NRW0fh0Iw8xB0/OYrY bMyVt2aqKrKxz+VSlUInHlT363nfM5QF89a+4BqGAPrMxYqmTSLUFjOcUcBl wzMzweEEz17iu6yZwvQuqR/w6R43RkIwWZg8GuVNB8G9niQyiQe1prMbrfVk YNXsvriGKQ7YGvyypLlEgpMzFnmGEb0E9R99g9flYuLw7tidOqNzKPBlv+C8 Xi9hLjrh5V7EAY0EgzndhneEffS40jV7NmhdbquUyKsiZEG9PPCH6zvGNPut 24dRsONw8ud9fBCt33PxmvYSWnyoZlDXJoWDFlRy5wKoONY7d7VQmgzCyGZF Ey853PLMCrpsZfFveg8/batjYbcEUxuxCQ+X+0yVNifycLQE+YNe2Dj6H/Yi tR0= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 268-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlXlYDGofhltmpqmZmn1GiCwtUukkxVG9L1oolGiRLaLlFO3ZMpU6toRC RRROK7IklHTe3wnRoRMhbbSvVJO2aZn6fH881/P3c1339dzz9gQ47VOQk5N7 /iv/b5n1Lo0S1Vayw2XRmomTPNzZXxSpKhNhTYpmIf6kAgkUAZ/9gwaZp78d Yd4fJpLQ41qd2TJ02PhOuXoCD9Ynnvf1ms2Bsope/q3LKthp/4XaOCtVCIvP rukb5OB/r+SMz9jXj0ojN8/kR1Yj+p1HrISVTFg+KzreYYKOS/KLzOZRh9HY uyhTljsXO6feuxV4lAP7ou/r5zlwcb6NbltJmgxJ5S9uemHHgrSEQ28bp4eR W/XxqC1jbPyp/fDXqLmV5FiGqZRizcN965TVlyQyIc3vYvXv5YpQo3NQbTCW jtXycsznCoQQs2BXzUONN6Sifvn2F3uHkXtPZMNiFwp2bUtaWRPFx81ORzYM 7OJj08y9Q03RbPD1I0FeJ1RgYy2PkWIzRZKqOm06JS3IKDbnAollwc6MaIau 9wdE7fyjMFRLCfak3PhBSVGAL1MnV+UljaIRZ8fbHxdygfNsOMj3wChiPaSY Pc/m4n3781erq7GgbGC9x5s1NGzkm+KUHMoCw4DAy5syGPB8baVQPZgGZafK FyYtZeKj8hQfvwAKiKvfVlY29hO3q1ciVjC+IvmDQbqNenzgsBm7y5qpuN4X Lot/8nDPnsVH74TIyMy46GD9fnkotLi/OqCUD7cjOL/9Jh0hjZmMzZLfFCHY iWuaeXmaaPUkX7L0l8fiL4oKX7JHyY6bMiOiq4ZRQe1n924qUEP3oiVVQiiY 02SH5QCljRtQXO7ysAk/sn1xfyMxtjjweGYAH7gjThsWJ0lImiC1ec+JLoLS rwXuekHDjEPZ46e+ceHCVmv24WIRRERuvXXfhA/H41IDPAZ44H995SLJFjls 1+IejvrZMGByx/nYMTqsSXPWT9ojIfjMonm036eI63KvFQseDhJDnchYP4UB pDw/+3SqCRPSzZ1k5MkQevmqARXuF6MFG9+nd1RwYIPr7OK+5y9QW4zrJb+y DiKV5xpbmQkx70SsW+g1EYiyBTrZ0UKojLPa6J0lD5fmtj77/eJ/6DeFxMIE OhO+v7oyg35DgItvjtzw5DLA7crNsYs+HOxJe/k5YYCFDxn9+AwUCaHr9rOS 3/FAKl5os/79Z6K5zfbqqKsIL623nHB4o4qlnXq0kUQZ0vTI9JlxlQ3gl9u5 aScLXykPFE1eokOEl8brbv8usv9uVOD5+WNk8vjLe+KjDGxWM9geXk6Bb3aV en8kc3HJCWs9j5Fy5DZpeC/SuQMNmKuUG3VNomxHlx0jTAHuqdO7PraDj8fj rAxeCluIx8So79+r1OD91mDvgTIqKMs/udm/iw8W6Uv0ymgtyBrJB+hVUKHu P61WSsgkQXKZt2PntZI5IrGJt2IHmTCoH9X1LEX2H++Oucipwb83t7RP/F2D NDrvBcxeVkVqgsY+Na8ZRJVGpmY2MUMoIn5FRKs8FZdub1hdkKSGgwRpeRoz OThsnUpFhWQKtfQ3PCCdPGxOsj50WQpx6WjDx2xfIQQcjd1a/Jc8bnT2irfd w4eHap1D1NlKYLH16NPUZC6k/gjItPSYROesH4abyTEgsPtLMO25ImaZv/nL Zh8X5lvPZuce5OLbParztXxkpBT5z3rUKYI47soncYsGiVL547LVCkL4mv+i sUmVgrM2GNctLhOCk6Z6t2hiAO1YeNLOaLs85DxrzLr8Jx8bNdvFZKyjw9i9 8S66ohBHh2oHMtoHyfx5nQ92F6nBi8/iTP0nyqBXdSNZq0kVtPSIafyMOhSR U9Sd0CiHDQv9rLqOc8DowIf/2l0nkNNgif2GYDps4k/ONrMbRGHrRqY/XFKC utI9wi+zupBxfMw0LXMc3WcxE2fwudh8byj6NRttoytBlyID1+v4/r4gTw1r MmLtGb1syOE9U/h0SAhFT/3z99IYwHyrMbfFgopveFZeH/JQhmfjyzK5H7h4 p3e7uc38ceIn2i5lVSsA1QckjxxbyeuE0zWFAgmJlbS8QvKjpCAK5qqmvkW3 iiuePzWYRCa6l4pT3VQhZlVqKlO5FTno2K9mbaBAyGHTy/sSJWjRwc9XWp2k xOvUrMCl/mNoa8CrvEP5PegpfWOq/poxpK+ml1Xmy8UDPW2W2hFs7Htyrblm hADPsu5z8NblwPFV7VEGBmzQN9FLbf7KBWnkYE+EhIITnSr8Q94KIDDqmcm2 Izycvm87LSmaBQxbb+03sUJ4R91SeDNUDa4/vhxb+7ED2Wu53J3jRofH3qOF uLseDX0fHvxHLAcFkVVZT5qouMqRvNVQqiWeVWU8m2YGnIxKDb25WUqux4ti cl6y8e73hmtOtFCw18fpwasBqvB+uYv9jVeK2PKypoFMICXypeOnzv6hiF+H dSk5rq0nT4OPGD4IoeJjo8rZVow2JCccPlJfx8MfjJtXtt7iYtmnFxbL6oWQ a6+7wqlXBP+pP7AzD1GDZJ0yL30xG7TPBJSKdqrB0/zl4kVWNGBETxzIP8KE J4IwxyqlbmL7aahWO4QJtCa3FaM3uonbpOf07SYV8DPU9hp04WOvNbkjOQ5D JPwYvuVlzYUnLjX0ZGEpGa0fvTOx1gcFX7EcD6lrIydazjo4ZwqxdJlusatt F5H+XBJfEizAX5zoSqY0eVywOlBhpUQIXg+id+jI5LCRxYHplb98n6L812Qg UsaNm4OCFtwcQzHm4r2VVVx8Tu3A18V6UiQO/YvRqiCAtxWJtemDw8RnIiDo 1kwV+Md9Ym2BugAY2g06FV6qMBGXwrTQ5kLNrhRWSAMTLsjWP5hB+0Gilce7 +H48uFC/c67qkABb3P+38PRBBZC6SA6lUzrIE6O+XYwzCnDqFmNqM4WLM860 VxmETxJFVtdZKVWEJbahhtOyRhSfq99QtHQM9WqMH+2bK0P9xdtOBSzjQpGN 27DdBhma/jtbNWnmd9SnvTiOQ+FhM21+9aPTfei6+ae+ZAMGFllMznbP6UQ/ A3KnCtzZONyMxRr+OvDrV2Nkp1ewcI7r/sCFM6To+xYj0ze2fOzZeU4x7BsV tOTOckxihFgzJYOo7+5ABwz95qzqF2LbbiPbrFIV3JGXt+frciao9IsTwubw 8TWjj4arOuRABX6cx7NU4fMRl1dwkgr0a9v9KmkDKPyOUWOD8SX03SG34PEx Hl54b3uGaRkVizfX9A6q0CEWazTViOjY994/f3YZC4DK2WF93pOBpdX1D3pG OPDyQtOCEuBgHmetmuZMNrZ4eOFf/cNCKO1Y4n37lxeV8neuPvWSA68thD7n 9rYSWm7RmQXlyoD0DILNkAikTOv0c1IVEN5uSVRU4IM0rusfawkT9Ec9zpYP ceGq5peT6VMUODiy+o6JuJX455R+StsvBz6upzct7h9DXXG9uRyTdmIpDffa ls+F3JpZ8QciG4hj7MDsJEc2COZsyd/6EwgTtJ4FvWOAVMclqb2pH4Vt/nGp zUMA37sjVOqWy+OpRwuMX1UrYWpp2NFV+Ur4tHeOoUhZEd5dNYAWSzauem0N TfZMbJZ60NrlHAe7nzO3k63k46alG6P8ioQ4Vk6xYUnEAKKIY+YohgvB8kPd 23FnJvg38OnUXh7EbvF6fdV8mui9V0lJt+PB5kQS0vq4jXyri21KK/vFs0m+ VZYPE096fbS+uo0LTM111UlTQjyUMVpSIq8EGXMMEj2LhZCV0DZjdy8FmguU q8/fb0ENf7it78iigWDucupzbyV8153vKWtoJSqBLupWzlzce8V1Az/iI1Kw z3p+VkLF71L7WD0OFGx4Yvv6hItKuDpGm9bhwsEu8x3MD//9HTl7rtIMnRbh n3FrxZ6OHMi0qSu6qCnE92q32c6sVQGd69Z5eyU8bGev6yjb1U3+B2YCmQQ= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 269-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk4FOrfxhljxhhmxqwVyokKIamQ7XlyKEtlX9J2StmXEknZkpMUTlF0 WlTeSIkWdByp51vEKa1kSwplSWVfxjq/3j/u677u/z/X9bl/2x3qvJciJSX1 7Ff+v2uVw3UqWF1ku7vW79NJPJyfFbbd0I0BucmfDivcGSNQXt6k4y2FowwK ns8/w4NH4o8mom9cqH71k59zTh6jZV63rHU4EJF6o7l/RAlvDfD9rrdlCD2N c1nAj2tEyX559vdXscFY+Wiqw7Qc9r6zZ7+S6QSafBlvyPbiYiWXQRs1Zx7s PXpHp9CBiw8+PvZFZYcUFktnOFXascHh/CGpFY5i5NmYEO86ycGrc6to5Qbv SMx1QzHVmofd3TbuDcpgQ3ZgRqPJcxloiTJXXjCfiVmF+WaLBEJY2ZQonsl7 QV61Gm+r3DOGYsXbT5VG0bDH10zT5ng+bgmcZSckCrFh7p7R9qMcOLmWlpjq qAibW3jM8+vnyNvKVdNt/V+RfmL+aZLIBnel21dKTeuRbE9AWfgSOrStyUjM SaFC01zSusLMCVRZqN7sosgHpfKx/f4hE8j7VvygVDYf7w2+bzmfxQbNz+79 phflsL7/eeescDYI6wpvnExhQYXNG+H8MBrIz5T92a7NxkekqX6BoVQQDWRu nLs0RDwv/B29ltmGyv/sV2i1FYISh7mrukMWD0tWZKUwhbhv9/IjBQdmidYO JJCrk4Ey8zuWoU/5sCCkSyF79yT5nMt0GVwpA3LfzTIo4dKwpC/rrEWQNK4x DB2v0Jgi26/N6hNNFq6luD+0N5ID2fA9aEWdEJIkqIl15wnKntKlut/m4Q+n Ny46kttBDMxDSheE8uHAZKjaY9dhki242LH7eC9x8hozsNBkYOahG1MnPnHh /slGT0d5IQRdNtUadJXC3b+5XNb/hwtDqwvcYmLk4FvIq1UVysMEn9T6jWYy R9qKE845VY4RvWVxiYGUIdTUZO8nrcOGK2bOs+TBKIqqo16KfhuP1De/vdL9 SgkMrc4+9Hr7DH095nE2sLqbbIy4edGw6y1aSUkvOyOnAA7rqz5Ydovww2vj V725TAhqNH6xwZyHvWlVDWeG2Ni542WiXMkQkdMcYGe95MHNupKzF5SbidrW DRcmPES4t0k6VRDBweIebdp4+iyK+YkG+Fu4AIE3e5x2sPGH1uWf67SZEO2j WvMtqJecpu8S29ZMk5mEqqLYI0zcuSW4RG2SBp/s3mgHZHExDn2Qs+veS+Q5 o1cU59aNKuIsSqOGJeiGo/v2cQUBTpFE+7glCPHUKSvdKmEnIQeUD64o48Db LWG+Q9Wy0C9jZhSfKATzKyu0q2mdyPrqx50a8+Tgw+slX6gHZkj1ZMrv5zW6 yEJR7GpfmW6StHYsysi5CtnX3550l2KBfqFsjPmWVqTaUxSqsqaONNcwrqbb jaE3+oZG64+Noq1/G+6PNqLjp9s+WpZksrDjliLJ6W4ujrCVf/VqcA59fNu9 67ZEgM1I3rtei1/c6cmbipKEcI/VMyqrQoexHfYWeil8uPgjNNfijxlEff3M Tq9JEfZ9awqjVchgF7NheporHxZbq3BuRnLxFT928hCSgqcoSLm4RwRhEuWQ SN0xQn9eWm1JEUKJuqLWWy0azttk8GF59a899Tlq9ecRtF0jyU5/mzRoioTt ykVCrN9hd+y6rRzUyRjn2U9xoLIhNlfnAQN8qt0M1yVwYIk2MUyd9wElG4SO fcylYL2yQKveBCVYq9vlITCeQ84jj+w3hclBsogemO40hiJsxyXvztKhCpDR 4PU+ZJB6TELLnUI7bTrsGqd42GxPOMriAjp7v2rOslURty7zN1EvZOHjSdMq T0q4kM8rp7w/JITtWhb10p8UQaFWdVGnuSzOfRLKQgoKUD61Jpf7jos/R/NT uzpmSKBom5jdSIF/01g/H3l2kZozyc1lgkFyrv3q4atBk6QkHhYpXqxFjUXh Kns0JGi15tmHFz0VIZaR7JfK6EIOy+wt2ZuoYI9PNqU7DiOtyIa/vziLiVbs X3m3582gLaHPCg/d70NdD5VN3L5PIx2Wdl61Pxev/3jh2IwRF/sn2ZipRQtw nr6Zw9ZxLiSs64rX1eXA60ceS5pb+CCOG+mLHqTi+9SMoR9+SsDc4Lv0v18c os02Wpvfc+By6bnElvpudKL+v0dpPfJQ6jtRhr+1orH4gLBPJhQoiavLe9Au i/sCnh8cy28l3nXVvPUdTGhUHbl5vnOKXE4VHcuv4uChCc+aOj4d+9RLRi6E KkKwEd4w3iKLLc6p6c4KxCREtHDX5ghZXBPRS3e0aSUy++iK60rpOGaCccOK +RUtqBsQBA8J8DuDDtMvOVx8KfZ13ol6DmQtq/bRieWASKaxsqWGA//cN47V sqKBhw/ZGRnFhgeCCMc6+jeCbDbkqu1nA63dc+3E1W+ksrQowLFEEQL1lvqM uPNxwMVUj2Nh4+RgDM7xseZCVrXrbNZsJZlonSiYtvFDaGR8ZQ+zhxzvTHFw yxXibbBehdrQR8TDK1IfhQnw4y0XQs+8peASy30U00EhxGjN9KVVU7C+eYjE 9L08JFsGzV/Tw8SfXfbvV782iSyNpVovvuLjNFZI23JtMcq5V9aeaSyC2lfp LVdGxsiiJA12eIsCPPGatimZL4Bn2e/CVyEOTJ86r2C+lAuyDTZtcV1sOD27 8e482g/S+dhuXleEAE637likOCrADlLWLyv8qCB2Hzx0hdpNFt5+80A/hgon cphzLlQubnRPVIsKlxAZdm+KWFaE/2Pt87hd2IFSb+p8/HfVJNpfQBPIz5PC Aw+3nghdwwVXlv/EgpVSWPL4hmLmgu/Ih9iaKFAF2Ggpv7E4uR/dcGiPcmWw sMh8RsUrvwfZffb6ROP98r4Rmz3WNoS4GXUM1XVKON8jeJ/GPDE6ffj94df+ QuzdkyYT8UkWzsertpfqs0F+IPZMxEI+XrbbczUupIA8/PgLKytCsovmx+Ba Oshd2hb4hjaE/E0mjO86Z6LvDjdLSmN4eL1Bik8ERw7HujT/HJH/5Z9VqUeO X5XH/kVP/uw1EMBVht5zsRULixtb7/aNK8F1J7WMB9k8zFOyYakt4OCdV17U 9+TwoMZc6Je25wux+PRyZnecAiBt3TAjJAL7U4tN/nmtCMJbnekyFD6YGh2x 9ptmg87EHynPR7lw8taLM+2r6BA5blmwOvYL+TMi6OfPZRTw80h2Wj4wiaxo 4sKhkB5iIT7os/U+F+LuJkgXx34mjolDKpmOHHAPlIrMLn9KFGBJ+f6XTOgK M6/NujyEIlx+nP36hwDCIiY7T8jJ4LlidYNnjXTsnmLyCenL42TffD0RQwZ6 Zp3SN4wq4boaa2i3V8CXQ5nFFF8e9kozs5s15WMf9r6cOFkhJLr61FwwkxDV jB0dss4CcEknB76UfiUH/b8at9nyQUHNtjFzTogjmKr3lgcz4PpC3XTvh0IA 43/b3qnRoaOE0fjXnU5kc+PagWo5BggWGctW+NIxpVI/6L+RLiK/z32+lRsX F9TZahedaEAU+7yKlEFZPH7Fy6Y2jIb1jm/beCaDjtV/W9L0SOvXz1vsYBb1 +DuKPr9KxYQhxHb2mo6zO78Rrn3b7753RbC0Zqlgd8MEWXxrpXK2qxBmp/+o ynzeQzITHWSuBfBAo/mBpH9KgniSC2KtWS6IdQrunCsQATdkb3swQwkkw8Vr MiaYePMNaqTxHgbQ9F5oUvXoMDFzK21BjjxI+dWm/T4xiQqebRjZa6oAe2O+ ie/+Hw83Ki8e8PeWBg9W6fvou8XEiRy/1GzcT7bjXSW+Hn3kvfqmzS+Vesmo Zu7CpzOyuPVkIo753oNGL2Zzkg4rwMf8NLXgjQMosiBB82hxB5K6mbR0rvIn uhd2drh6eBht3OutbF//E4WFGXx/dmoYWZ0/sbjh/mtUYF3SrTE0igxsV2YY OM6gtS9b2JE2DIhWVsqor5bGDTFLafGnW8jh1HpJ2NZRdPjuCv+AtnYSci+/ yUFjFsWGajTtkelBs/POPe5/IIUP3JlRqNzAwPG9m6aLuUx8s3CZ+sIXcvhn rZqqznsu/tAy71JlQTlZORNspc0S4EOnDoUWL59D+ZP7oDRJhD8kWMfxnKTx /wAbbtwZ "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 270-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfc/1f0fxjnnODg4yxlok1FRUt2V9X6TSqmIokFp2TlSRt0ZSUNl72i5 rayUcRfV5xVRklspIyozosRBzrG/fX+4Htcf8Lwez2vJUYH1CZKEhMTrP/l/ qzZMUh5s7iMcbJdtmrqiiE1eBKWZzclBRtjXc/IPfhNVffGlR+eT8Fm93Brl aEW4lMqLMejlQHXdICctnoZDN4TYlrSzwCc8q+XXKAvrN5WZmGmPooogGxVO UBP68Fj6WpcRCzbMuxBuOSWDLQ7cb72cN4Em3gb/xTjAxqG3zsVYHeDCiQsP tPMt2fhpjofvGx4JiyVjd1duZ4Av9ZNTzddJtK8pJHjPBBPrvnw3Vyn5gQhI /0tM2ayIE/8W4dfeLLjtHtukX0MGGy3hcMGIAqbnZxsu4vLg2bKjF6PP1BF1 bRvsK4//Rim3HCQam2SwXU+CQUswB29S+Lb4ux4Tdn1SlEvaMktsEkY2+Kr2 Id3Q7CgilAHrbz9zuWbSiKT63B6fUZeGgASVqN4SKjTPXjHJTxChkOIPFmuX 8YBV9vuUq6cIGbM+3VKq4eETJx+ZKtMZsHzlC1HZajms65pknXiGARP3DIJD O5nw1Lyep+xNBc+INYOkjSz8tyTFxV1AgeOXE2zX+Y0S+24mn98o9wWZ6O5m 5fVJwWOjB6aCCg7EyY4YcunTRHuGnM3wajKo5JxaNbCNDOoDiXHGHpL4d51S 6u2eacLh3owuoUXHQl8FunklDaTOHEerGnigfsTRRvt6Jbo9qUOxzVPE+lZe hQnB3YSekWeJioAD/eZ6x8xNx4jb3JTOo5e/ExrxW59E18lhOf+syatf2aBJ EQq4DzggXJu7NyBABgRVNilbyWMEvrZsCVV/lkiLqHUxVRATKzWDQt1JQvTU 0SMybSML7hhazxClY2jLQfl3q+NDkNqud3d661hwTqCekjPvNeq5aBfnXt1L vNvufE85rwGtJsU8jpaRh51k88Ytm7j4GPVlY7SQgaN8yZ25UaOEjNYQI/Gt IvBVBhzy01uJxQe33hTZ8fHRs5+TdHTZWNy3nDoeM4NOph8jc7ZyANzv9+0+ xMDXDe81m1HpcN5pwat+j+9Ee0lKrG7RLDEd8rIg8G85vFVcSGQek4Wv2+uX uyWy8eLO1vHeknq0b3plQdDeXtTfFhmwK0sSZ1nZOozLc/GPsv8W2Z5jw7v9 3s7C6j+c5lF+frpLg9b/1Lspp6cJz8TGrGaHPmIhP3CtM7mXsKv556WtTzWy +JA3YStBh+bTCmuiN35FC/oKBPPXNRCWaqah766IUL3uX+u3XBxDVbEbXaKz ZXGF/WfT4gQ6Nq4YOnyqm4N9ttHq6oZnkcmTMrpTCQ9SfgoyjB2nkeOVts87 Apjg1d/sTX1KxvwyJ92ffjxQ3Tyfed+PjR1VdzZ5/5aECuQxr6iPDwF4VV6G s4iQrimpNiXxwPCbVujVQBmcuVOvdUU1D/bp3VxqMP4bOSy9sl3XXhJi7yUb O1WyobIxMEO7VBY4lhNt5cZsUF9O/BWu1Ip4SkrmQykUvPKxu9n3EBa4PfHp bHkkga1Hn1ns9JaBEkfaixuRIuSzbXzufZw0aP/TFbzTexDphV+co2ZMoorX cf0vOTxsePwMSmQDMl5/SSMiiInbNF311fLpOHvtTfvjeRzIViwjffTnQYHq isvsC0yQr12wqMtICk/VdiOnOTqUTa7LYL9n4/wd9ZRLP+YId769mNFEgop7 9lZnE/uIV9FhLY+5w0TqtQ4tdeVpojgYFimk1KI+3w6Xk+sk8VqtuPKUfQpQ S4r8dwz1IUtNC1PGTgo8DJtuzTMaQ8v8GpO7rcWERmmKj6rCHNovqMr3fzSA KkPKN1PbZpE2fXlmtSsbd9IdrwWrcrDrFXPDxee5uMgy733PGAdCTL4F6+gw ISHa6Le+HB/EQaMD54cpmKx1dUGOkSLIbXXWeB3Kg+cTpB+uyWy4VRIf+ulD L/r1Kz9rsFwBSpxFj3F/GzrjfZ9bqE6B4qCGzNIOKax7Z0lwbvRX4lhDteKW Tjkosi6T9C6dIW6F8y9mv2Ri6d1SgaYhstjpw9zoTYECsILVn5tryGDj+MU6 M1wxsSvvZD3tX2n8yue7tJV5G7H66t1lUWtoOEAkm2Um14PGzjWmRSaxIVGz 2kk7kAmWZ0SrM6+z4d9HGwKXmVHhYP4TS6/jLCjl+lg1SPcT7RK0hx8Ps4Da sW+j6G4/cVinOlzGjQnuKzWcRm05eF9hMb3zPzHhG4DTnDazwdkto/8dv5oQ tYlyp8xd0LXurBdO/v3E5a4blnszePhyTvpHQdYgIR5ZFf7Mm4uv704KW1JL wcWmXiSDYR60th8KZQEF6xp5zhl8pEF/8wzTr4mO221OnVK7N4FoFzuNSmZ4 OILu+WXFcjE6W7FJT7eLAS8OTJkXK3NhUOpz5d0xFkxdT5I30mBD9MOqLtW7 LIia2VGoRP1J0KDr8MN/+RDVdmiRwhgXO4zJHNCPoILYdtj/DqWXMNdUHvqY ToWraXKzNhQ2dmplTuQfkQQy4/sNsRQfE5JJZ9PDulH4fe3PT9ZMoJ9B/eT9 NZJ4qPzgVcE6Nhyd7H8p/00Szz3PUkhQ+YHEX+9ZtW/k4/UanKaisF8o54gf nZzMxHyj6fkHsvtQFqHyX9aEIvZdz2D8/iJECvkeu3NYijjb7qTXUiUxsvlU vsTQkAW0ocBon4Uc/Ljfy1M5nQI0+BmJ5ymAB7dKkr2DBjKp9u71VCFac/SJ Z0luEvpheb+4JEARk82OcOyTaDjQpmVwlCYDLR2Dwx4nFbBrwYtL3/W4oD2g ryJ+wsTiprbCgXEWJJ1Nbh8r4GJFljl9sQoTv+OaSCQWceGVEc8l4ng3Ee46 rZsZyAC0XMd7PeKDUnL14Tv+TODldMWQSRzoLo0gGeexQFvkeKNmjA1b9AoO xaXLgt+4ae7awG7CWcc6/QWTAi52YbtXDE2gpJqo2rZv/YSx2Nfp4CM2FDqP Jexx7iSsQoXzE6yYcDfe8VH7o5eEPKiXnXorB34RPRNf/UaRj83PuB5HLmRO lr2fkpHCs0VqelVN0ljyYIiXnVAehzlnr+TLkiE6cU1+XrMibni1GTos5HHG U9UtJ05x8YEIw+0zBhy813P/AfkoPtjEEKe7S3qIyrc6N+Z58EB+8bamhFke TivYTyKU5SF9oU7MsXIe5KQmR4dGykJnsWxT5IMuVDQ3/fxNjhxwF22Qeuos jW+a5yo1mH4naF62ymZ72Xi3bYPJmbfNiGSR+fTGsBR+5GQaqVsvg1dett8R HSuNZ0KFDQU6XGyraml49vkPVOluRDrhw4WlLaVzvybn0BYH2Qq3aQ6ItXMf xOfy4YLjpcFFH9kwN1K0LlYkh6OaGupbGfJAXflGi7JSGvzL8cUVf7wg4VIb sUk0gRamhGaGrGHAiYB+ceE/irgjW1wSs54MdvSSj+cLi4jYrPs1ZkXDhAM+ UuxsN0DgcjazOXmAGNPKWFgxLYXDVeITgwUDaCzlNvPKOXngWS1pv2EhRH65 IVoXijrRts4vAY+8h9FD77iR6pER9Hy6U6jx9zDy9tb7UXV9BHmmhqL88Xco d3Nx71LhGNrT4b0laPsc2vj2E8PPXBZ8uqv6vTLIuDFAgxoc9YnozYupuRY0 js4VrnJ1+9JBnG05XeajIoEDBUubj5P7kFrNUP6oPwmffjAtX7lVFj9LD7ua +kMB38/XVFv4Rga3b7uEF9RzcOsnpdTK3DLC1dYBFDbzsf91f0HRilnkfaYi PmIFB9gjamoERUh8rdUtP3KVC7E1ZnXJ6/nYM9DPqY7FAv4u9aq2YC6Y1Fhc nwz8c2ScI98843j4ULLQ/lcxAx68TVorxefgCmnfkOUiKqwykFSmdXQRqQKL g+3OUqB+p975WgkLx/w8knmZN0OMXjg7niyhgNN1wgXqbh3E6kY7N2EOH2rm aSlfMHlDRFDGn+LfPKxvdowkv+AzKi/sX71tAxd6rK3MvEgz6MPBqieadAnw gM9Sg79IWKalYlVC6RRRet6l5/UFCl541Xow4LEE9gp9/vLDGjmsv+fEedaP KdSV3fJiTxYVX2QtZ12onUB+O5tdFpjI45D3bubbQsj4qLKmuLmGjX99OXRM JkoO1x8rGLEu4+G187wFYX/2Nr5h6nqMKxd7PqMZLHViQez2odqtL3jYOi3n iPEsDf8Pe2wB6Q== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 271-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01fkfxrmb5V53XzBZZuyFEJKlzydtol2WkZqmQqiuDFrsS7RRIpKW qSiSqDBCfd+T0oKESGlFuKKxu9b76/fHc55zXn89/7zOeX7dKd7sQ5KTk6v7 mf+3XO487FguIba5Gy2fTuJhrnunH3OICbnHPx1hFI0Ra3ypf8vIFHzYouCF WioPTpNu9H9XFUFN/QD/2jllLH2QnTEIPAhNvtn2Y4SD3UKs7Q6bjaHH0a7q /OhWxHu04Jsqkwc2v8Qmb5hWxJLu52PVf8ygyboYa5YXF3/64exsnSUCn9gi 48INXOxQ5vLo9SwZS+XTNlU7s8A7qtfY/t4s8myNi9kyycY2FYrlMfItRGSO tZSykodL1XvrU5x4cDkwrdX2BRl86l32Rp9iY2Zhnr2WQAhH9y6Qb1j1mqhv t/Gu3j2Gvs7zvX7+Lzr26Mqwa4vh43cPVPYr93Bg/Tse/fyqOYI11dTglipB Zgl5Z4gEFgSKgwxaIt8iak9AeYieApysrMzyUlOCt3NJywozJpClmqyzW4WJ zfzPb84MYcHWjKXT5DwuVDk1CNWCaRBvNMApU+ThcHnKnkAxBYYGImlr48cI zwtZEUvoH9FSs+95YitFKHcochQ/5kOlV0bHPnkZ8TmX7jpoTgZJt6aPwyYq 6PVlpi/dK481Vi3flfRDRmy7OmtGGDJx+orw1a1pKkAN2Y0WNgnB9v6Cy95Z T9HlKROK+20eHtV3GsxP/kZYOOwvVRfzYelkTlbFrnHisiD7687EXsL1/W8B v1YwMf3Qzaljn7hA0/eclLYLYciywC0yUhGqqg+cUNMcJ/AJo19ptnNEwbXQ sab0KcLUIDohkDSEuuYJo3yVeHDFfvMsUTaKHuuaX48/noB01r++0l3PAVXr fVpEzkvUFe+RHljTTSRdqJE0X3uDzElny1MVGZDCblwN0SK8i/akJXWIhdXK YrWDrowRiob/sTLreDBxlZtLDv5IaG9dfWHCQ4QvGzj5fFbjY2nPfNr42Vlk fdB/i4K/ECAwv2fTdhYOdzNS3JzJhghfjWeSvb2Er1vCw8/jcjAT9+ROVDgd 6x9f+XQJiwGfnBvmB2Ry8Ytl0gctRxuR54zpnWi3biR2s7PIjiPjmxvdt40z BHjk7eSJN4F8eP17sN9QDRX8i7oMXuxTgfev9Dopf80Qz5Uyt4w1SQhNUZSl H7mbkOjU5sg1PUcuzbcn3eWY0EsPq7t1/wvS6LkjnmfVRHzyibf1lJ9CDWbW i1fFj6Ja9T39u7Yy8GPvD44lGUzs5JF/qVUgwqFrlOvrB+dQRme1huMSLgRJ 3gbTqsj4ZJIwcKKNDI/R3l/u94jg5J6jm2o/ThIKL0prHElCkIWdayRx6fjG Oov3C2qEMMW3LU9cKUXbdJOczbzlQXWZ5GVaFR+qW6JyjcuUIOOOd/KYER/0 5hPWyarvUXlV9rKGGho2LQ9c0RvHgXZj+yZxCAlvHnnosi5YEeShvKJLaQqF rhmXNaYrAOu30wdTVg4ii+R4GS13CnmGm2qCHRe3G/jb6hQy8XXd2H2yNiHk 8SpIbw4Joc95vfs+By4wajW0Ohyo+IPT9+gZbQ5UTFnlchu5+Elvf2zYdXkI FHlLWa0k6Hg2k3OD20c8Sz3eVi4YJCS/hOfcVJERJTGgpZJdi956GbKAQsaW humV2Z4qEKnhWjVwV4I2GLg4stZRQKVUjnJ9+zgyOtiS1blZSuyt04pLM5TH v4ufFh6614e45qWtHQx5bMycf6PGn4t7S1JE2ViI/ZOc7LUjBLgj4GmPlpEI 4pZ9izExYUNS9Nfo+8sFQF/tp/88QQiD+RSmSQofLpWeS3jX3I0u1RfedtjP hlK/iXIsaUdH0rr3aK+gQUl0042yL1RcaWk79XvXF2JXUw1v1Vc60LMTla0D 5eBSsig+7wkb6zDts1XMGdi3WTZyQawCY7ZWjPBiZbz0nLbJrEBKyC7+zT5h pYyfhfYqbHRqJyK2mo7IjTFw5ITSzRX0LgTTn17bJfMh06DG1ziKDQVDWg/H o/jwzz2bKKOfOxQ/md0pseFBmSB0Y5OChFgRWSq7uIgHtC+eSyb+lhCkNXu4 EzpcCDTV9x1x52ON5VfTXgVME2GR+Jrvyp/czqI+J+A5MdE+UTDttAftCKKH Ger3E4kdpza45Qpx+2WXvr6dg4R0eGHyw2ABvnWrzlo6RcMljkEku0EhHJgY 8Xz0g4bNHPbL7N4oA2Nm9v02ZQ7+7HrggM7VSWSqxzqy/jIH/vWadipRE8C8 JfMxq40H0yfPMxz0ucDqSjh+5wgPzsyuLVal9RMN711x3IAiSN0HD12hdBMp 6yT+kTQlOHaNPudK4eKiRfXMPCsykFm9p6RUEbZd9yOiIPMbSs43/vBg0SQ6 1bLe3jaPjP+r3HpMbMWFmoCRlrc1ZCx7dFMlQ/07yiws8e/w4GKRw8w8r7we tD2h9GIYT4jDFrNYYx+H0PFDLD6PJ8B5HvuCdFWlSFzDZ69i8ED5v6jUUE0+ Ds24ZtvSQANl6D+Nf1EBl8Qnl4VsFVC86B3YQBtCfZcW+A0uz0bfN+SXlEby sGG6Y7HvbhUc5do2MKKsCEYKDUc/OLKx/51/j/ZaCOCN396X6yO4WNraXtw3 zoGNNeKD/46LMI/jxNRWZ+MaGzWPL9MieOYg3JOyu5PwGqiNXOfHATTfJHgx EoG1V22R0JILwlsdZ8kkPrBqvLNYx3hgPLHj1ItRLuyLLomZdmfAwXHHAsuo ToL+3ChgzpgGezyOb1rw3ySKyI6P1r7STyyVhvluvceFK13Nb7rtOomNCUPz MjayIVve3dvoSw3BAL2KA3V0KFUWxiokjKFQ1/70rh0CUO1D9a5IAc/d17F4 2qqAzddcrcqYYeHjfnmmIiUyOI9cyOgdEOCmZyvhiwsD/6jcGVB+T4S9Uuyd Z+34eNpIoWATkwU5miZnd1UKoS5eNacEMeBriVLr6aIONLrWUf1eGhMEWjbU Kj8FfGt/3wPK6z5COchdbYUbFy8Ot1ayXPcekVxuVJ0apOK1ScfE+oF0bJro vTY1TQH7Nf7T0eEnwu6/bbA//Og7Mpy3qlHnHxHotpXJfkzJUM6CHJ8gcxFI jQuKzhWIwMG96TmrgQ+y4ftWaRN07FXkYLiLzAKa6UtDiqkCpJ7Id25ezga5 PbUpyycmUUAi1/q5Awd8IiXS4us8fE7cJpLaU8GDWfomovg+0Sro5veEDBPb 8J8lfh59xBah5Ukl3wFi1DBX8/EMFadu222KFg+g0ezL7KQjDBBZLTdcpDGC DhbEGcbe/4pO9h9afcJkGN0NTh+uGR5Gyyrvbu+wHkbBwRbfn54cRgplBX/5 Ek2oYGVJt+7QKDp08a403FkeL6l7xzropATNExe9dpdRcUukPi3mzDtiVC/I ZfVHKTpSvNA/4OMXotDnxBtqnTyOEuu+3U3uQULq7aa1ART8V9EMo3q1EjbQ zqZkHmPj/EIDHc2XiviA5oMFf8iE+P071YvVBRWEZr/vwEVnIXCHdXQIyhDR FqJFaNWJIO3FivqsxSK83XZt546PXBCt13vaHiOAxBizkbEgPiD+n9/2pwux ZJ3bxrVHOVBUd96SKuLjI62PqsL/VIKFdvJqyl86iO6MReoWeQqgd6XB70Qp B0fpOZ56y5WDkdjD41lyKvhVtBFJpNtBmLd4BAzdEkEC1XOjP6WeSKGMV+Ex IZY7fuzsBOczqiyWmK+xEcBqI9WhhwpyuHnr0wcGTDkwsDE4dKefghXbHi/M KJsmDMXNDb35NKx5bPNAZLkcDtxbqGfDZmLbLT4RnO/TyHaXehJWUsLxnPmc 2NpJdNXuG/XNEhaOawxwWvPzZ5j2Ier9aj7+8XH7LsUzdGwy7cLi3RLh/Q+V 7XR9OVC3jx1bpcGBaSXLW6OvKaC97d1co6sy6DyPIJ8bGSN09WkNvx0iwYfB uvK/w5RhePCCtXXvLGGfbh75MWKEsFa50mrClgP7myFfMx1EOPpaU/HFOy+J g4fzVyXeZcOJECu3aHodUTyy45JJFBNStT5UhmYOEuo5abV5exVw4vb8oC12 j4glmmEv+Bv4OOtTxeuRvkGUccaAe4Ovgj/kLNEmgkn4Gf+Zaf5iLjzc3vEk 8DQJuzaq6+786eWDzj9sql+RMGmpaVhzZBeyzmOq6rpPo8oHW6o0NvWj9F5d EcVyHM3d7rkk1p9Gw5ZVuRXuXDzHl69IT1fE808H1XV2CPCPlMzthsEyFHLO 19kqR4S99Tpe/XqNj/8HeQ3+zQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 272-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/1Ov/xpnVMmP2GXtlS7LlFErcd6K0yJRCxfmWji1KtJBsUUSplKhE pYijoiyp6P0qJ1JUKJEUUpaUNUZj+fj+cD2uP+BanvM8Azd5kWRkZGBW/+/x un7LHwf0Ex4uC1ZK43n4tAYpkqXCgeyEz2GMgt9Eb/2eni5NGj5sll+jksyD 9eGeXi/eCeBg0q3mXyMc/KB5aaBk9zh6FuWsyo9qQm05cmnzWAKwVDua5CSV w+zV514XbZ9BE7XR5qxtXOybdiGJpUzDEtnzGyvXsmAy+0hwp68MdmuKid48 wcYbbjOdWRYfiIib5hKKPQ/HJVuFVTgJINP/fNOyGjKIn9xrYa7lYqU7ucvn CIRwreeEkfxUPVHXaule+c9vNE+q8eOeixJ27Uq1ao7m4+N2x5QVa3iwoYWn eHHVNNFE0N6VruhHpsdyzxLHWNBUmKcrHmtB1O7dZQd06VDQG7NCo0IRPkzH r7iTOo5+NkS/SUhnY1O/i5vSDrAg5PMIFmfyodzhjVAlmAa1STfASF6Aj8hS fP0DKZAodNY9WjVOuF2+FL5UsQ3VEVO9S58qQJl1gW3gMz4EmKlkq2nJwpds RefBRWT49LHxhfEZOuj2paXYBMjixJzKv+Zmy4LH9SlTQl8Jb96/ykHoxgbq gX+QSYMQLhUxOr9+rkaZf4woLrd5uOzksPFYfTdhZr23RDWQD6wAF/vEJxIi U5De4RnXQ4z4vUor+cPGiqG3/pz4zIXB3xknUoMkBE5cMI+2bJrIj1+2M3LH FGE8P+qYP2kIGdg+fTQoL4CryzdNEaWj6PinrIn99+OQ9oa3V7/XcUCboycW BdehrljXFP+q78QXKil2z+smtIh0rixZjgGLV9f1XP42TsjpD7DSannAnKD8 62XfTszdvvryuKsIL7WZSudYCLGk24A2dm4KdSRCM9mFC+HeGtW9AT1Ehei+ RSZBgsmY/+5GHlHEMfUfje6RWPB57RuD3Wlc7Bda5pDh0YjcJo3vRm35jiqC c6DrDBXfErt4jDEEOKpl0D07WQhvtwb7DFVRISD8dhhrJRs+vtb9Stk/SZxW 7jawTuwnNEWRi33I3wmCprDFdu8rtK7x9oSLjBKkba1/53qwE2l03w1UX9JA RPiajURXTKI3puYWq2JHUV1YqKTNhYWfuX+yLU5Vwu1yEs8ebT7s6/0QTCsn 4wNxLRouA1R4hgLUirpFcFct4at56iRBrympsiUJgVfZX97cx8Q5jmYfF1YJ wb9HxoTU+Ad56MSvNXWfzf1E/LXOPiFUvo/MNiyVh7aVG9qbHYSga0CYJyl/ RGp/951UMJTHxmX+dj0xHNgY9dPbyYuCN41UrHMMloPbm9iZI1WT6OCasZn6 FDoYllz8liMdQmZJsTO07D+I/PZFeJ4eH7fO91umfUcJF2uotsTq84HxSmNO pzUVB8axavV/ceHRnyXZ3Hou3hzAf7Q9kgz+IncJq4kE9JPJztff9hPVyQnN ZYJBovvIAdU2fVkojoY5zPRXaPmyIJU6ChUv1k95nO7GhMtKDmvLvfqR0/x1 tixHCoS4bEjtLZOgBSHvL33dJCFUo3rmnxoj4a2Bz++E3u9Dc326xoY+kLCh kkFOlR8X3703Z4dltAgUV/vovTgmhKNqu9MuPxBCRsmFYy2N39F64+DDGfpc KPEZL8O9rWhsl9bSjHQ5KI5qyCltp2LPDzpVuvmdxK6GKt6qDkXQUP9qZ6dL gowkUWzuf2zMWqNezdNnYe/GmZHLgUxouuwnYEUxsc2FuUZTAgkhWy9RMh1n 4OqDPXSxQyvxUc8xYKMMG0eMy9+yU+xCPH1z6ZlSIaTNr/I2jGTDaGNv8csc ITy4bxm5wI4GrN4Lpy1tBFAqOChuoPcSlE6V/9IsBUBrd1s6fq2XuNlBZ+5g 8MHfWM97xIWPvS7tsJSunyYOReAsb3suQKJxAX3yJTHeOp4vdfBFQ+bLneTV B4i4zlNOW7KF+KiTS6uK+jAhGTZJqggW4M2UtuYCL3lcbLuPZDUoBOsvK94Y usljU+u9M1bvFOBLD9Jd8J6LvzgHBWlfn0C/ug635Yby4Ok2qUOxigCiE5Pi t/wSgPTkRYa1HhfeW9uXa8UL4OzU+kJlWj/hdfTI3txTiiBxGQy9SvlOTIS1 GNnlKsKJLMVpZwoX7/M80NSyjApkVs8pCVWEb0XN0aK2daOkPMNPD/+aQBGa IfdDH1LxwOPtJwKXcCGe9fjChlYqnnlyi5mq+gOZ5c5b8dSej0XWk+rbcruR +zbOk7C1IpzrumefjrIEXV/HztNgCkBhIDL5oCYfC37wD5HN5UEB+s9gNSb4 UsSfHVhskLvi7v+GNoSM6LQpmlYm+uGUV1wSwcNLBNq9X6zZONK5+eeIghw8 KFrkeVvCwX53nx7vMZvl1k21NaS9fCxpai3sG+PAPgtLyWcrHiADo2ALJIIR tQ3PF2nyQfhv5zkyiQ9vs26Q+y8IwHB8x6maUS50+QR/md44y4kx2/zFkV+J SBslX0aMHPi6JmxcODCBRhqPOzy6PkDYSA55b7/Phdiri5/Dim+E+NiQeqqY DVnYy5HlUEMwQPdRUK0itH1KchVXj6ODzv0pXTsEsOdYX4fVPXk8XaRt9ryJ jn3+r1P3220OTvDJNRbJk+GqjJyS1QIO3NQ0OrfrsRCy1Huc7C1Z0FEs33Sm oBOZNdqcCP3GBsEcS2q5Dx1Lag509V7/SSjsc1Gx28LFISkfTFw5bYi0Lqf8 1CAVZ5bfELs7KmHjOPf1yefpOHrhnjXiGSHMDBctOT+uiI9H7blhqs0BmvFL fYoxHcQZ06oVExyQ8X11euX4BFqY4lErZfLAK6JXUniDh1eZscuqQ+ngqlTy LrywiBgoK13S6DVKeOCdxT6ufcT9feN/V9sMEqP62ZrPJqk4ul3s2K8ziEbT M9nxYQwgR+qGNcz5jULyY/SPFnWgm88SWL+Fo+hecMpw1fAwcrvS8Mhh3igK Djb78fzkMHopifLQL3uH8u2Lv+sMjaL6Aa0kqjoZL61tYYU4yMNH3KQ9MU3H 7yP0aNFnW4ip9SVRZWFSFFZo4re7rZ1w+f6Qa5JPxpGBOh/+IXejrNdXgkfP 0PD+gklG5Wp5bGnqZlVuz8V5d+Zra76Uw69ffPu6poUPog26z1ujBZDMl+0W pwkB8Xd+25sixNOO4TupHjwoqL24mCri4ytKW3a9YzDAxEpWRaG9k6B95mbN 01UA3atvfBJLOPhepcGpy5WyMHL08NglGSbmbhx1j2V0EYveu+4e+lcEVdIz rPdyb4nTlLFy/FuIAx85aKGFHehxYe+iNbM/s9J+vdDlgSxu3P784XwlGfgn Jmc/Yy4dyzU/M0ktlRJNKlYyqgx5rHli08+IMhks86Ewq/4KGy/b7BXO+SFF GQWL8zbmK+JYjgHn6KsJFPj6+rD9Cs4sl3c7rIkh40EqKf3psBD/avt7l9xZ RXzQuHJ9ch8XpPKL/x19S4GTlXZ2t5SZoP0inHxh5Ddhmms46eVHgU+DtWXX DilA8zmWcmmcDCxPWRTRFj5CaORt1ckDWVh+60BHmrUId1qIo6bD64iQw3mr 4u6x4elCUdC56ddE4ciODKNIJfAeDHRa6DJMqN48/yo3gI6zl5y1uFkMxFLN QzV8Jz5ue9K4Kej+MEo9O5+bw2fiB7u1/graRcHV/GrjPAsuVI2GtM2LpWDn elUdT8SAmswXJVo1FEyyMT7UGNGFHCp1t+iYT6PHDzeXa2zsR5y/d+i9SZCg 6dvdGYF6UhQpVfAMs+Pjab7so5SU2fwtfT6+GmSBns/crRl1rYTqA2XtXe9m d0E8pd/UUoIyL15f4xAd6LLBmYk/Rfj5zq2rvN1ne2+bW2adKMI/nsRs640f Rrwv3Bvtc9lQ3l/0+5lRA1Kp+KTq2MLGTevwC/+HUmS8tvrMWBhz9o/cOk6m kPHduKB6E2MeDrmuou7tzcZPTpVGnE+oQCsT27wdt7Nwm+oFsUO6CO8JNoqa 8RHgZe4Taq8JAfwPLsyq+Q== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 273-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVXc81e375yyHg+PsB0UaVhlJi3TfkRLKykiUp0RRyIysVGZERCkiEckK JaPP/WSUUdkRMpLtZ89TfP3+uF7v1/Xfdb3eS+qCs/ElHA8PT83G/D/6iuOU yA5TmLWZnBY3hAHdXmZcsvtNR+lhP30E8xYw66EOHS9XMvRWya4VjWEgS9Wj UV79K+BjgIkYM6AdxHY3sySPcdAB8VuRBlwydNUg/vhrwgtXGgL3US3p0En7 y+yoAxku88YaVepSkYrRAf43W3HQoj0o8PSKCPw4rtv5T2Yn5vdi3zJBmwFr Egd9gyM5KNkxtl2tFo+ubx4wubGPCYVzMg9Jstio7+UnumV/C/al64BVpe0C +KR+90hlpQg0H4xX7whkwtyoZmZFDwud6mRQHh1bw875ayX4qU0B5TuZ0dgd KvKLOPnLoKAbEIcdStx38CHllbGxmZfC6PtayJGc+CUgfrBOKWfjbuUrj4wT 3KkoSL9c26WWjcp1vrFFXUlIPpPnTzjgwJu8hMuOzgQkvDRZlHJsFbNIfOx7 kNIDGNFlX6JjhFCJRp6m80cmKqls3m43hUO96RST6d14xPUw7/XlF0A7xhLi Dl/lhZnl+3erBOKRdepfZUxWGG7h/kySEqEjorstUGpmI72YTYy4f+tA8qoC wew1A9btdTqoazKGqWg4FYs5M5HP6Zl+zIKLJbOe9F8IHsGccmJPd1XSIeXG y9XQn3Q0TDc7VYTnYjBcToqktoa5/JKWfafOgxRlAu444mZAeFWq1wXIQc8O Gf/F3s4D01/LoRGsMLDtVOOzoS80VLuPL8pFuxEM3jaPc6wZwgIkn816qHaC 3bgHJTFkQbTy70rj+uVVjCw7RU1oYKCf06KN3tx+bMvZ44lL5hxY32ZzNl+L iXztNn8avTqChcqmLVwqIaA/QVW5/jcpEDUa6n7dSkM/db/JOyTQ4SP3ljGc fRuw+KOYG2A6BJLqmYRrrXzwpaGZ9aIgCyoNr78ZXKahH193/CK4/cHEO9/E vAifwiQ4/qr2+CGsJ4a6Xm/4Fei1vF4x4xFG4XGdLQZ2g2DzcK7zpr3NmOpP ykP9ynXwTXnf/mO35wHc/q3dyIgGP1p1axbFC0P7/4v6LKvJRi6j311J5Xho vbCLOqJBRh/BVfHCYQ469CqpqC9hHeOrLa7RxLGRYyWpRT5UBGacVPmxs4aN FtXpHfvT/wLr7SG6yla8yPz0TdOqJgpULHE8OhJEQ03coRyXcBI0nqvQO+lK RoFhd59VfFkHHicW15vi+FApWyywuXcOqETeXielr4KIZVMBVW027JK5orYt Rxim9R3QhcfZSLB+s+SABhGev/kqsW2ciUpX96bTm+jwSkLFqEoEETlyrJap 7Tj03r9gwrljCvsUE9ZRwprGeJML/HoWcagoEEkKPakH8U/kvIvU+KCqbFzZ EwshZNQy2K9/YQoYyOhpUk8S0NMxvdwQYy6Q82p7/Mt4GQs2JH0VWyDAM87V OTfejAEdLbk8nRYC3CUsn1FzhQ4twnZl3KYxUbH9Ugkc7QJtW4j+0ioUVBTQ nPG2jwhjphwv1qQOYhebaxjH+ikoNYSr2yhEQEmRnNuZVSIwfEG+x3M/Ddq1 rM8lOguh/tX+5UR9EXj44RaFv6xljMztsAnmFYGfPEb4DHW6sMKcjjypPBr0 W+J/eZQyCIrnLQbkfDjoLcvDsJlvFBu/ahU948ZBpD6Lg0spo1hx+EC3tOwG b4rSdnNmTKipxN5x6QMP8vSDz+206eghsu6NbP6CLXUtZXN1LoPPwcoR35Rn sOCBewam6WwoQ7XdlIefx5ZnlSIrXFnw8h/r1940QVik6YJTn2ajlYmbHeE4 Qais4bSu3iqArBpUf6s2MmGvyfXr21JXQJdbZPLQHRb6z5KrUyTKQsG+aXuw Og6K/quf/w9pAntWfN3L1lUYLZtN33hGGMIUdDaFDUcLo9DnlDUTAh2SGiSc XTz5EJ46cm+ZyIHbvtqPBJ0fA5FZu7rf71kBfT86bG1wZDhVdjbUeS8dCbRm aFbLkOH6h5dC8WLj4FSh/0y0PRtyNP5ssswcBt2vOL8HtThIYMo/xkOCCW/a v6mo7aYgATRxH4oLoRcuiP0aoyHyUyvHb6QZ8JtcjM/KSAHjBllFxX4MKJ1s GiQ3R4P+Jh2TcwJk9LP7UG1INwNeyf3v7ogKC91/97hSKI4Nl9u78scWachJ 8oVIyREWAvIKrvsBB9llfTbvUGcj9quBB3jcRk5ETcSxuzho15LNvdp5Onqm QXybcoqGvBY1s1X9f2EDO4fP/GZR0GXzMKOdUytAo/FgVZ7PDHZ42dPu7Bs6 6ssn7aP5D2OGd2Y2xRuKIKtxgbCy6XpMEO0ovd5AQScKMwvuHl8FHiYTcYM2 LFT29PO7JVtBuFa4TaW6nQ+eGcs2/BzKgGH2mYocfjzyyNIw1l6ioxcSCg8u lrHR34caKVcgDfUX8bffzxsAf69Nu154TUcsyQPEcns+mHh1OqHn/DQm4GIm etSUDs8eLiatUvsATi+j/N40EQY2l9UnfhCBisFW+jGxfHBc6uTRR9N0RFKs kyUobvTRznLl4h4G4rlcH6W1tAKE8lqdeKksdMlvdDk/jQFv0lnppdP8yFy4 uNU3vxBziki2xEUsYtbw3yJ78zGsVKHISG5+BpuXTZf4+IcIV5d6Nsd/nwHz T5JFQnwEkdHxRqsYiyXglR0ke6uwH9xbbant2LMIClzjZmtmZ0E75am/JlgE rq4q49URs8Dkn8eHeYbaQbZ20dD2mXnwpM57x10JIjzY0En10uFHuU8nKfx3 BWCbnzQpMLoTC7Mrfxxzbg345Ctdcejpwwp/1klVlBOhv/P277b4YXCEU/fd YYoM3fL+CFYe54fDd6Sc3uxmwqwcmW0SdWS4R7OiIkmAgzindlR3BbLQc8eF dUs7FspreKRK5Gz4NcDyBIWHipTUeUUF+gYwUimxR+j3BrvPvtmHF9NgXbug RH8qHs3d8l58zCMEuywah0/KDmG728wdZl5xkKD8zsfhJU1YFGGxHC6woals SkHAygAoyx/dfeIAC62xVM4bx+Fhy9nq9zLCPMhG3db2VRQ/JHd8VIp/y8XM zvn98MqlQIlQ40m/Eh54K+yIH8eKDtVOX/KljXOBrc+g6vE4YXibJk+7Vb8C 0jSzQ77TGDCoyUHnRBAeJj8VtO8ZZiIuv+qr+UYC0r22x5/AFEHbPvviH84t YOZFHNOFKBLqnm4oSfEUQIZFjLJMLRw6FLfbr8d3DruvX+qdkoxHh1669ydo cOC8tvKEp14j5uWddSy4QASl6h8JCNnShOXP2SQp+AsjYU2D1S6teUzsRWx9 5lU+2Fr35Z6j50fsoIRnLdOACTMUuWbtWfMgPlqGnsEUgipu4ko2oST4iflJ MWs/HXGoP0TssknQpEls+wUgiKRbH2VVLpMg7rCiZ4vfIPjgdVGjpoAHlr0/ Xb7ZaAJcnV2keEtwwdrr4SRnaS64U9dQIGPHhmtM3tK4ODKkd07O22TQkLT9 ljNJX7qwq3lmNzYqDhli//G92CqM9t/L/H1r428+Xtfk8EkO7CV5RGzdOom9 0cws0QjnQL6C59ptPvOA0UtP69siguqurZbt4bQC0YpusZOdInDrLg6+J20N KOp+ur/oI4R2GlDdS9KIMDf4epOSIgM+Lc+rnpWkww/33vrFhlWA9A4BrWoT GuwRe2io84QDzWN7k00zOVDNakX8K7ahB43yzZZKHEQp+9ESXr6xO1xTQGtU NHEs5ZdxpiC8o61U7+ZAQ81Hq4QINnSY5KaWHiu3jGnKJ6SOR9Og3q/EQpUw HOpQtSjVTefAtdXZjlazQTCDhqnhhWzkzjpyW8phFOxzb/NOvSsCxTZdViHX VAHjmwq9GmZ0eE0mL839+gqwV2PYZZ+lo+c3Zsti5FbBYl9vn5JkI7bYt3nb u3M80Buz59lbNQI+nMqptnhNgbVOF/eXdDZhyu2O3Yk9eLj8Pq3o8OAMiCyP 4ks/JgDdpYm7J8VxsE1UqdKjngSrFIVVk9Jp8EFlIyWIuYE06aUzohQ0o6d9 Y247Ez4w5X/0qJ6JaKcHLfkus6CKY8HqO30imnwvXu2kzIRiB/fKJ54QROcu LTjojTBhgtTeXrenS+B/UYnunw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 274-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1Pk/lGsDgPExZsyYMWPMWipyrCljSZvKfZNdZClk6VROllKSiXJspaK0 IkRSyZatUEd1eO7KlihLliIka5aMdezveX+4Ptd/8FU46mt3DI/D4d7/1/9f Vpw/MegixNwcNuxZiGRBnZSTh1R72Cj9ameQVME0FmVx81kugQrP6+R8WH2H hXKyVvAmSYvgXZi9LDusBVAaMj0jVcThXG34VmlnJrw/3krcv0iBIrFY2/cW 0qi0YEuziEKATi0Xw/fPMWBqYWxJp3MHFvJkq4hgzIKuZndCch24kJ6XtUue w0Xlw3UxSaJmrK59u+v7v6aBz+fCVIVIJnTsjd/ZFs6GyQofMtMMhEDrUtZt 7JI0YkprWje96ALEgeMlAmUSasSdJWePM1DrcqRBXvws6BpK3txqxoZa3ol2 CQJptG2zTg2TsoQ5Jd0L3kH9Dqa+pc9+cWCgkt0Fhr7v2MhUUnm/7igBdaVT 7ce1xVHSJ7vm8EoppPwrIU7fRww25ce0690gIrdHS1qYGh2OaDgkCmZYiCj4 C2g2ctGxnntt7ap14MG8BsEhlwVVlBf1ZFaNYjq7T72Q9WWjy9+9nCV2LGMP OMk/jl4ZxBbMTbU5pWxIPZc5H9XJRAEV2ymS7UsYvLZBQUJvGfPpKUytHBdD fNWwSyfwQtDSgJcYLIkGitb1qf11MqjsgKjz8kID6I1wjDtR2Y9VbiwQMNvb gTY+puQOWQqZqVjvk9Zawshqv6UTalko+bJLwcOun9h6F9OkWUceJBNaTpgd 46Jgj3VVQz6D2P22blOjfgm0eLE8P/RvKpxhWMRuHGeiTovP6scTmPDk9NcI /cxW4LTIzw870A+Grux1F3egwEwbB7cZKQ58lWAsUdnBQt8+Kf8k+C9iV7BZ pbGTQkyOF6rrKd6P7bfW+R2O6oFlU+6cA46OoqzOc69H94N1A/m+a7c0YtFv 89p23RCDn7W2bjOJmAKx0sX+sYos+M61w7A4ng43Vxe5xddQ0Dvgs6ZogIe8 g/r+1D8rhkgfXlQa4rmoa7k6y8iYCTOsdL5trOSiwp6HUs+P4KCbUqSFlqsY 0h7oplSU0SG/5ITR4EUZ5K09l2g3RIZ2k6WWVmfI6NsTxphYrBg8az6z0hBH QkZzvh+GZqaBzo2IFYn0eSD8WFO5Vp6HXs9vSWc2MKHtoGLVrs8kdILnKpJu waNHyVHs4UQhVnXnalsJZxzTZGc9F0wTUHE4kqclfwTrmJqy63Mloa5a3Jtk JxpKHBTfluYoBPtULQ2lrQjIZPFloYrOMtgQ2Hzvp50IixhTj3HZQIIHfSvy zhX+Aly+due8OAluoqtnVHozoaZsV+MXDS564TlbAofawbxgxys3Oh0VhzVm vOwmQtQa+WBPXT/m3ljJMvlBRT/DW5tLN0iglBu8iKxyBnRy8nDGkVjQo2ll MsmXhmo7t2r4iTOh/t31GkscEdZV9/CPwGcysOrsIMnGrB3r7YuUMYhmwZBZ yUwjai+4kJ6wonMBjwJC4GMPYybqskNeZUH12Gz7bM6CmReQ2HWsP31lArvS c33fgXQudAnWG4uWm8FEE5o3Ss9w4Ise7wwNojQsNjyN3znORc2aWRW5U3So tfvUys4vFBTVJNgRh+PBLns/P8VHc6DGxeuXSTUPvXVeMCtezUFHWyrcZZoY SOQwfi6V0I/dYhnmjv5koKjH1GV7AhN23lE8oDQmicSlB6+LiDzoc+v7dIzy KLiRvanj1eY5kH3fbexjFAX+fuMS5buFiSpGcu/KF1LgSlkmLV52GFSozmpM 1tARBY3cgmtoSNbf91NUCguR77ue+CwhBEmevlyRx2MwvC+7+EUIC7psdYw8 3cKCofZto5MUMspQaPA1meRA7/y3lwd1OIhztDWGFMpDQF3jzDbAQ6nfVtru rWehwBnDHN3Qn5jkVM13xd805OV41Xbj7zng2nNO0dJ2EtMXBXi4FDJRTEd1 WMzMEGZzSbg23oaByF4N5OXuT9h/Qr32q6WiMIZ8hzR1CZy1H4nrPcxBOlMu qf5HpOFykaJORQsJUvN01EriOfCqZxafJymOPlmq+g1Ms9ETOY0Y9zdcNNZ3 VLKXwUI/iiVbbhX0gE0myweV0tiII7+d+K8nCVaSOl1fr5rAKKcdVhsdYEKB lmmfL/oB8JYZ/14fJ0IPwkaLUxeYkH/Fde+dWBKc30hLvzLGRhL8GjUCn4R2 14FrsVMchPP6eHPP7Bwo5jRHLxjz0LGQIdGzNBa0cuTjlXKkkCP9xZfgZ0UY 0Wo6cXJIhLnBI8Wejr8wql8DiG6dxKbU0uXeLRJht5FR0cw/k2Aq+QEjMkgK 0e3XEhTq5kBgzkW1C0U/wJTsFsvUqyLw/EzcROXEBAhrNzfdFS8CZ87oDFdE TwCflU6XCOuvIMe4uF9JOAU8xANE6x1JcEftV+lAM0mkpLDmT+o+GmwOUZEI v/0VU0cGq9ZV42DQM03v49+7sTktpdpFIhmG+iq1/iU+ALrOPvUqv0mF/gWL Uu9NJaGYF8bxsOXC7DxVRbkaMjxssLf/UgYPFdQm6hJ5bDj22qXQUUEGae4U W03p7sGGon0c8L+lkXLqZ89rL2SgacpItqCQiCYvnJ+5h6NBKbAx83vwIKbd 7Hhc+JSHUkQv3TLvNmE3CTP/wmkuTPvHs8FN1AvePBvSNt/OQT2Vd/rOpRFh k0vFK1U6Dgmk3156ry8FyW3vNONfLmATXQOa7xLoUC7KbjSkBAet2anJnhZs qLf/WLDM8ALg7q0eqeljwAgZdZkLH+eA2aY4qjGLAy82HDczvygO2122Fr2S 5aEFSd2nU/UEJLSRVxool0GK1cHidyenMdULyX02Y2TUMV5b8jCAgmoivMme mgS0K0475HvwJFYU/9a/I5+IdmUKfiTs5sE8ToA/H9+IBZ7PNrnynIEmWnQj M0cbsWeTh1M0QunI9c+Rx+eOzWCyT2I/ZvmQoHAp5364Zzm2Qy7gA3sfG4af 6Xq4qWUGxN9WZWawadCwfvVlygAZVrGr+NnbmEijmuqM0SShfYOs0lEghUrX 1g8Dd0mI1+cHNIX0AvOcWkvoj4dvXu3/d53tCDjR6RLyQLQElnMHUnxVFsDh yrK8uAsspOK5/mBKXTtGyb33mPSfCzbYW9KTP+goZd8h1pI+DZHEzjy4NsqD st2WVQarx7FCw6yS3dd48FaaOlnv8QxgdTHTutcz0IHRUo6cbgtYXdoha/WV AZ1bXj72HMNBvkXVrZkgGrrT6h3l8IsE86/4NWjyWXBlVWrSbxIbll1/GRJ7 tRT8Do3oMFNhwe+yd23MknkwdPyRiJsvg0ZMHv60y5KCo0ILpjNgoUajchrh MBPa7I1OkiuexwzVEx4N35aB9R+/QINgAmrTdXptkc6DxJvGtqeD+oEQDUhf K+IiB5VknDt3BGwVNJ9/dJkB0eZfOQemK4Hd3xpdux2YcKITv/9vuUXgqcfy yHFhooZLSoLpoUUw093VrSlfj3lazY0JeHh4HvPEbSkfBDVa1kved+nwwyn3 bSVfG7BvVvf8AqaIUPQqrVi/VwgSn8vc5lFoUKBC1B5dg4eLU0cN+dqSsJxP 101Jl4Hle0yOHOpmwhgZldmDq6mIolk2tW8PF8YckExM/MhGrS4brA9l8aDO iefz/+wlIpWg2KM4Gy6U3bFFPclcCkF7ZfPNa3gwQWFLl//9WSDQazwULctG GnxqRYTNIEYn+t9Xc2Kgso2Bi+uSaMj+fard2bUkRBVI4GuvM1HNxGyBwn4J ZBdk0NoQ+BUz7DscZFQvidwD3XWdG4dAgLKHnshECgnK5JwyzuPgm9pvp93t xdDc5u50nTVclGnw2jinYBm7LSxPEycQUIPcpVNi2ULstOnK9ZOBVBSc/m2Y btiKTW6fJMSHSUFSqRRu5mY90FmZ0Pq7Cg/BbMaR44F9QKn6WOc5ZRbcabKB dDYfBz8QlPSfbmagz45P9xYr4uCvkwzz8hY8NF51zXZbPA6uWN/O91jkQnli 78OYWAKczSK/f7OTBpdEmx45P6fByj/y+Rl9JMgNYmaUsenQj++XV2rLgGqr NnTW76DDPJScbiBgwf8BdWLFZQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 275-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/1G0fxccYBmPMPhNKKjsNSRRxfbQRt7IVbXfdqQgRKaksUVmiLKWk 6M6SkrLlUdT3elIkqVBU9iUUisYyIvP0/HBe5x8473POor3+zvvJJBKp6o/+ 7/EDCcU2hiJi11bdtTPRHCC90R44yBXgnNiOE4oPJoiwskdxqm10CDHOr1VO 4uDzK/UX7LouQc/CXVS44c2o552ob5GeDEy/jjBlbGdD8cEhnZ5GOoilUpyq 7Bj4zsz8jjQtWXBvjoxwnWaC3HXTOrutnURotqmYsp4Dc2/LmVq2H4n61pU7 q/ZNoBzJ9WhxCBfc+lItPkZwwWl3jDJii5DRmbxE4gwDh3e4trw6241kBrzL gzSp2CpxnSkuZ+OWuWjrgtQpNDLnKJ725oPRwavOV4IY+F3I5ZkJGgm7X0s7 tYrWjrQ1LSOfKrFxueWDNf7PuNjDKcvjpjoVd+bQXEaXSWMfW4sqq3oG1vx2 5ZKVrxT0ER88TzZQ8a5/fxsROkpgBxVWIww+lgnahwwb+fhO53CUz/x3KOPX UsrWexz4sTr5ShFnlDC29Huo4s/Fj/bpMv4uIeEMXnr33nODhAvRdCtgiA+0 47d/xXSwcXNSprpfOAlDnO4iWfM5Iv/x9/31TdJYqB1+xoc8hnYEbHtnn3UB Ldn0LrO/noV9i4/K3e9sQn1Rbpd8qvuJlJScx/TaDrSMnFyeJKeI52X6XRep k7Cczg/GldccnOIq+7R48guhvsPm2pSbACJEzVFvNsnj2cjn98NO0iDTMe+s 0ncu7rB7q+d9hQ1/K0ce42p8Ru6zwvvhW/oRxS2yhKNKh9uOW3dNKvLg/UTc yvMiHv78RrOXcmSWiDTwYhmvFRFqgjATT+l+ovbhxqvRUY3Ivune9FaSEg6N udV0/tsgWjBw33/+ikbCdHNdQd1+aXhrZGq2IWoc2Xze4d+hxYNnO9vWlKYq QdGbEbuv6XT8DPmqlgwIsPt4urGNvTSm1j6sXkPmY1sNC1vhMi7kOhh/1q/m Y6XjMr+eqpBhl0a0ndFOKWz8pb11/W8mCMt91g1GsjCvwpAtF0MDZ9ETe4dA Ofwu652qga80HN04KWm4RMUKFxdV2GwQI+OEKIlszi+UOrT8qI2jAvYR7BQz msk4SV/XszRQRNQkxX4s540S+8zHvz7VpeLSCLyQnl6HzKuK9zvvVgQTnUsV 6e50rJRw6scFPRHarG2/huFAwVVv6CVJD0igG/whrddZTCS1+WqOX5WHbf4v Co4Xf0N6ffLzcvzlwUBJL7f6IBsCWt6H1KUzcWl4Y25ZlwwUODiVGiz/Sng0 VnM2dNOwmV3y2qAwOXwjQRCV95wJe60WkeyoPDjQJBFd86fjds0TUX6DHLC6 rL70N09M5BzZe+hxPAdqjg5SHW1biQlL7aNH0ngQOiV/ex2tD5XRJo28j1Dw sVC4dWA9Gw8IHDv9TBuJqdap/BlbL7QzQitFVzJOnOuJ37wlhw+6fJNxbqCY EP80THgSyIN/HArnlmqwoHTNYbLFKB8/vnHWg6HKAiNLP4nFewV8rKrxPe0q G4u3jh7PpPQToataGffvsnHMLdqcC4UNvJ8OCrZ5iliaMRgvlhFAnU28rY7q KEq4Y9D2aPk0ehFHPrfchQ4/KnbE+K9g4+vRjp86I+ggeXqbnqoyhNSOe3wh UVhYAQ9fBFU6Tl9o8PftAh6Wu77T563sGJq/5aL7oa3ZaGjzndKHoRx4q9dq dH6YB2EuH0dECnJ4doNXxaUlPBw8uSbfJKyXkJS9MoyLY2Ivt1gn/R/TSHqb AmX/tgnCSnzswI5iNk4dO22cVjRMOJ4Zm5/qyMQ+ypvmGTIbCEWs+TjgNQ0n c9ybTiuS4KjL8KW+PTxcZW6tre/GgrmSJcYvmqkQr1i9TNwqgFjPPKFAXhoX bNv+2FJPgLPVliZ7VPBxUW/cmBmbh7tL5ZsvPuhBP6/q765+w8e8hStlKj2p oB3nUz8uEREKh7cqr9vChrIAjVX/ZPQisn1uZfyoDDzwcv1P/hEuCM/t/Csp hQpFNypt+YsFWFb4SocipOLmeYMWUg8Y2E3p4ftThSVEy04F8uOYGWIX/FPq 6faNUOBN5FaNTBDjOjlqz2ZlwMhjrqXt1QQaT89gRp9QxNbu6Etd1CwKzo/U OV3SjWxNXXXWqc2gosBLP6t//kT6MvWVJgYzKDDQeOjF+Z/oZsAZ+/apVpS/ vrRfY2wcueeodsXWycOq158Ywbby+F7uCsw2ZsKHUC3ZiMRPxKbWsvTR82Q4 UWh40Lu9i+i4yr5QG68AYf4aLfukB1BEd4vFoyAlOPJgVrHKRh6Sn7dfTvjO xoYWUsoKXT2EZdfQkn05LKyZ+dYz7iEL8qzdj2f+omLR6ZDJNBId4vYEc/SZ Q8SyD27eY3cFWKvQ+NVY9gfiAmWyEib48Dli1HvSYABVFH5dtnElDwszn9gx v1GhaceLR9pKJJzYnv3e3IwBch+fGaaWzRCBZhfX/WeACWoxziOh5SQok31x qtSXD+au+0+xhmbQb6PXp5/cY0MUS491um4aXcLdk0V2Aohs8LbdGCkNp5LV Ch2zOHjJy1PSl0UTRMCqw2/jE2i4bfR1+c1jCngk6tbXtk2yePWlZaHtp0RE qf7NE7mTVLz6dlD3FUsBtLZm98gPNBHBIXc2nCtiYoXH1jUbht4ThaI9N5aG KWF/81SzYCwmVLJT6vJ8qZD9JmauLb6aWKV2rJa7mQufTpxMk7GcRqmJ2uxc Lh06HHFi5Fka1HBrhHfM2Di4OvfMxkIauDSoaOxFijiL1qv+UkkRyFbCY02h fcizMGhc4kGBikeulQuchpFBv4JqzUUSzN0buOGvNYPahXmZzy7wsJan+rYb 9a3EFjmtfFceEzsS/6VmL1bCWl8Vji3XZWKqVGBG3IgAvHm+4UWvxojiNXnl lnECOGD9757r0tOI08nO6lJn4oVpDYNDsR+R8pM2FYdPTGhu3S1YU0YGoV3N xckTdHzIpLfN3E8B7p8LaDAUcqC8WemL1RI+PI0vC02JfYIuX9/+ok2XB+0q lx1t0wWQ9berg0ocBw9vuNnrnPenx8+f7Ulcz8ON657TKXvYcGt15w1u1G9i jd6Vf4cSWbC64fvG11my+KOJ+2O7HAH04GS/rJZBNIYHGHElfPysDZmnK/xA pkEfQv49y4S5Xt69o7trkfPJpZ2WW9nwRSIJTeBIkKc550D+DjY+PNM1c2hc gia7OrsMF74jPr+8qJEwJw0hhCdpxfNBpNl6PN2nnwm1fh5m5Z8aiPMtxZ7J a+VA/Cir1KpvDN0+siJDTGNCkJbMshFVMsT6dfsEttDguVDJ5EYOC/Ty63qv tHEhmaU1tU2ZhpUXV+a/NePjpULaiyjHQWJf2LnOFUw2fqofPLvgGh0fXDB5 tThOHtOCZMmv49lY49Bf3g4Fctj5hHVLQ/AnIoCf+nlttCL2CPYw2d74FQUM bwj5Cxg46Kmae24ICSob9f/bpimNp5d35Rir8nG4v2vRyPgfbsaeZ0lTKPh2 ws2ek2dExGEbSfyhYBqufRmdCKWfCNFKESU1XBEe3fn5svqvRmQs+Wl0soYM 5AuxGbsfDSCNl/s7jmtyoGI27cVlfzLUUjSs7i5nYnFHhb1lsxR8O8Tc+LyZ DCn7Zw7UuZJBsinx/oFZPuivnw1OeiILU3lyVRUWdGDHvny734sJ1YvvC3O/ UMF5b9gbp0wmBAgDCp44/cnT65LJ+hImFOD0HOsgDnzzWMXY0/bnV901Gp6g 07HLotrd2Xep+OnM1I1XLaOogFZs0BJKw/cW7fC/VfkLSTamzVvvRcO3ejrL tv/Zb++0oZM9gYrY3o1mXTHMAaP2iG0WWbMEq2I2DOQZ0NXve6ZmaoTgrLuS KOP7iuihn4ncU/+ccGyLcyl0kAG65vXKFfHvkIusiWHXezr0f2lcvACLUd+D L1LCy4rg9UBo+t1JguqflFI6trHhDXVmdLxIHtQ5hQvmHWZhVXcv+4wgJqxI UfPcfpiLh3Z0FGn5siBUye+kdIY0+FjVZCZPsyHZ4ZqSQyAfLFVHD0kVscBL HEh75sKFoal6A1MrAZRKehdmWQ+g/wEFHsor "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 276-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk71PsfhhkzljH7jJlSthLahpCS9HlxRHHIUojqFBUtIilRligkHZR9 i2RrcRQVic87x5IoyZZjX0KW7IyIb98fnuv+B577uhUcXC1PEYSEhCp+7/9M lJP99FFjFj9qvfGPxWA2NFU8qCP5M8BL/Un16kg2Sh0anC/0FIYyPytpjl8z VvGH19E5RzFYqPXXotuxIG1BamrUmwEC4fsW/xrTUdgDkdJFb3GwbQ7wP7jA gPwIk2Ahix7c55GWgLiXDZnZtzcNNf2Hf2zbeeTfk7PYRd0dTMM0Ltj0x+h8 9edAolhO4Gv2LKZ2MzsCv0lHLyqcdSKP9mGkwbOFHhvEkMWuMHpdHge1LAfr PYuZx6pT77xeKRZGtgnx17UlO7CIyI71ozNsVKj7j75rGQe9UzjTZxougboy JK0mtomgXM+ohuJ7TLRhODZqz3lhWHVR/FaZJRkdTfulhqvQQFf5qovap3os 5edWovVTNoyfgeA75ZO4uu6Fl9KuHPT8zwRhkcsElCKV2OMQNIR/P5nzJkmH gCB0o4LormWc0TpFS/tOQnxlv5vnCJPYW9WRNN6PCGy92ecHAx+ZKHev+M13 c01Yf6BN1LnKAby6k5ozQ+jBthHuFUaKU5BD5CNf9QZhJK4yTo+tZaOfojpD ZMMhXN7eKGHehgdGzwUWagJJtBRQnut7TRK8q9SCIxV4qNO4btPZWBasGj18 rr+vHbNd4uf6HRrAKD3i1vZSDMgytz46R5GCy4N7jn/eP4vL8nw1nUQGcIeX cZG/LjdiJg1PF6yFaIjwsErP4fYIJjOY67p2+xe8yCjuDtWNBHVqWjsMA2cw 9cY0CfvjPCg70q5fEEODxZM918KOMFAZdn5N/iAPHT1IkMEtSUis+mWlPoGL yGvHJBrNuZBpqv7f5kouqgy8V6pKIMJRxWBjtSPCSOTuh+S8ShbwC88ZDAUw kYrZ6ztGLjSwnC4xMXUXRxqEd9mrPUlwef/cSn2UGAq64Ofb0vATU78buCKa 8ROLc9d2LOFQ0TneEQG9mYD0JAubLHxn8arI218LpSZwysFv4yfiJVCBP5Kj JtZglz5+NtGyp4OmSlRxoi0VXXqQPhzNn8UOKJvo002JyGrjyInPbgTY6NkU 32cpwOdLDhmsM6bAYdeKZ1dfDGP3dzaLXltLgS20TZmVZ1jw2JFdNmvHQgV+ XzJfdZPg+UJwRGbrCO74pZJt2COJThm9cR1lSqLku7zA7HIGiPWy7D10eXC6 YWU6wZWKig1Ox7oIcWFPtPzWX1ICPGH3qD8nUQqqLg+Jme9rw/HOIPKvTh74 zEtkGUj2Y0Kz4zvEEkTRFR94eHovC5Wdnpeplm/E59vmnyzuc8b8WsbXeWnO 40G9YQcOZXCh71IaCYiLuGBK9W6JuxTIves0yJtkQYG+G0FngouOnLRRSBpk gZruhRWdRjJiZPOVHodxkMB64uoD4gB+IL6YqZ/GQSEPJZetiCxQ3vli39cn dCRCHwoTkHiQpqu1uaZ2Erubs6W9SGMBK6VsqD6myYDxYvsQ1+0stMnIvSbR lAErpVnUGOkR7GDAZIf8JxYio9FwWENFVqHVveazPCSedORcnegkNkMO0F72 ysRGDuQUvPRhAy29u67wCA95zuk/0fTtw6vjRAf6jFjI2ea2xebxBex4oP/8 trh5fI/gymn7FywkPtNqqvhqHDe/Obk2xpyBjr2+SIlt+4JT0IY3F2slUSz/ tEHCW2G4bDUa1X9cCjUeuqpL3sSG5fz16hXNYpBCSQkP2c9DPQUSzeH/9GJ6 NXl6LtJzONnNerXBIRZ4n/geHpP7DSOYZL4NmyDBoN542oEELvCDjvwZeV8M brc5C0i/f2xDe9l4PS8fTz7sqkG5sIwfhRMFTjbD+M7Q2L2bdwvwGZUM2bIl EhT+QX4fJyXAZhJTGMHeFPT8knDTrcAVzPNJgMqN/B6Ma4ZLnBT8wp67R01V Tk1hu3Z8GKsRW8bc3dVHKu5MYfWz68u7hjqxJ3sLBhQnZzBYc/iHRAAFtGtb 6Z77JFDrS7ck2QEmNPkoifpHtOJJJoM/9/kRwTtP9czZjm585vnj2CQbKvi6 KracFBnEBjSjlO0bGXDpnyXKv0YSoKzJWjYY5SBVHeHV5O5evNlQsNfHn402 PKhzCn3JhKVefdjlT0bTN7zm4oWoYLLT4lTd0Bi+rcnm7ORjHrpnOtSWN9KC /02cewuzXDDF7RgTSd+x4rzv2/bvlEIezYzdYy5kaLCvKFKmCSG9VIO/mjEm iH8tU415tYg/kTNJ68hlgWyI5ZhPoRDs6/BaCknnQCBzE/NGzQJWrNDQRy6Q QuvfXxeJnp7Fte9qdRy/REPtE7WFqVfIqPhWb7V3ljjaHbXNp+P6ND7Xa2na fI2Mdmd59MT+9vC4Q6xv33IT7umVYxj0nIEshl/P+8q24HnTx5O3+tJQzxqV p912i7j0o/s12efF4OX2FB2h0fe4tuyVas4BDhQd4t8P6V/EYiKUWZkcKnzK +arke5YGVZwqfs4OFnJ0Cmgoj6eBVb20ogNGQUnStdEaBDoQ9vCvNPj0Y2aL P6Z/hYhCcdHBtzIWo1iZmPPXZ6YEWH46mOyqtIg90FP9a0sDDyk5yR9O/tiG J+Jbn9pVMpE5/k7s0Toa0nNJdTdvZyIxYfeU0DEenKgun36VM42/0M8u1A3l wSfDH2lSGYsYu4uV3i3PQPHdCe1xsm3Y6pJ2adNWBqQPxDdSc4nAN64Kn/Om okkDXX7LdirkBl2sV+WzIeSKgSDHkQcd0tHm+xJ5kFVVnLc1TgqNGqb2WWZT YJVYxbxRAA99MSinEo//7k+8XE+DmRDS3xSbNhLBhF7mjXFbkgT6qmn7xjiD B+mesjXXPUawSTRID83nolv+L9q3Kk9iWh5NXmm3GFC0amE4llyLWV7b2qVr zQLuptTzcluEwWkX+/QTexa6rx8y7pAtDHPdXd2qcp9xV/+95V2rRMELdxLa Xj6EDYvncF2fsaD6guOOwtZ6/F3Bzz2tn8kgKEov2NM/iVlPhacS3jLBQ4m0 bWwNAQ5mVdAoFTQo59M0kzOY4OQu99qAxoN7TKX5w6sl0ceFY4uhc2xUutlz SSaBilS8LfqP76IgSQ9RQm0YC+V7y4y82CuJLL31Wuo9W/Er4w5b7IPpyNHT UdPuy3ds3Z/6Rq0GTORRKmub6SUEShkjJqc2ktCCRneG+houkvZU/+BZQkAR k+XpIkQimty4VUgQOYu7Ga2EuXhKojHH3hemzu349M5pYowfBfRyZeO9tRsx 9ZUptWtVBBjWL8qS2TmMKb4/1Xl1Axu8YnOKpv4iQjVRcc9jDQYqz2Uleb0S gWEXxv7yZgII6hepNvpEWDGLyD29xIWwO85TDQoSMJ8t/m+xDhVc9MyMVdax oHJdLj/zmxh8tutc+u8YCy7yLz4rsWDADx+vZ76XWfAMJWboebDhwWvLjrPf 6GjVY7XRWSoVdbKwiiZlMipdnE/+0DKB/RSdMCA60NBTBXvXh29/YrbG71y2 GtPQw96uV3a/e+kXfJvb5EZHJjaSesWjbCjLm3j0R+YKzixe8gUJOuhfabMw D5/A2QaxEaTzH3DtBumSS78qcfP2UKs8UxKYfuB5vN3/BbMS1VTtbqSC42WW rI/dItb/zzdhfjQFbGyyb8SaCcPHkgJi52EWNL+x0i0/RQF5dp7MKjcm6g12 rc1RZcH2+7JOdm4cJF+84dUuPTb40C5cE0kRgbLu8UJ3AQfumSbQTN25cKiS Z2B1lw3OAnfJMisO6O8esOMf5CF1QyWd0kwuUhY+Ji9VzEPfTQrM7fx4MDZ8 YJ+7JBvFNW+eLtX+7Vem2dv6MSZaWPVZK1KBAX+XZ3eR4kSQaTJdYbOOOBpp Dz9RFySCUMqP1u0KJDgoo739pIooivd2/zVWzAONyS1ypakEdL1mw+wPYxak xGTdEN65gPcpJi1s7GVA2dOq7nznVozhx+zMay7B8GY5fw/NJeyG+8nKIg0O ej8vPr5WhgAN2pb0fAk2dPPf66RF/+6BIDpTkSOFuPuDzuQEMKH53fKN7y1M FBX9LWdjOR1kYi6nh88MYB9ua7+27eKCglZPYAHGRN97VZpbJaTAzCk1q02C Av8Dm9XVAw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 277-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk81YkXxq97r911V66SJiGqyRZKlt+hRpahYkJRU2miCIlkyx6JUknJ pM1WySiEpN9pI2sLrrRYSsiWJVyy/P1fnM/z6nyeF88530d5n4/9P1QKhfJy Yf6vdTkZednek+Qux5Ubf8VxgaI377rJmANBunerF53j4gOFTfF0Oxo8C3dY zAsXEO6LN9eVtkrCVF2EAXMnB3KdLm68acABociFbc+tmRgQ1hQoLysNzoKo iL+mWCD+zindUOUrGZZpIKT/wQVy1LXLM/czWf9xvevz/eNEm/DfYG2bSUI7 JjeZjGFiCT/swviBb4Roz6FSfzVxlMAl0p2f5bFlLs7sXuokMdHkeyoojYbO V9JCDaU/E87a3dFGsvJYavKfuc8zHm5cX6R/nJDB9ixph2EdGirWOdxo8+Si Wt+lFFMvEWgrtDUJ4TNw141ZbVJDFmJufJJIuddIZEyvoTvmcaEgy9uv/+YY qWviXbzYh4f+d9js0X/omCGX3rnvZC/p307fG7WCjpCwUllswxwZtXyxU9o6 CdRUD4/xpI4QfS81hr4XnydU7N5c665no/ZEgJmixXuiK9opxbOym7QdlPYV 1n0hdKjnS89JyGCTUXn3kkIaSmj8YF6q42LJ92DLlMY+cpnL5iuTTnw45yAT ZvRdFmeiXuSfCJGGjFC7rLLBdsJ5RjM/fHs3YbU3RWpfJRtytjrumpCRgzf7 EwVTJyfJpfwTeu60bjKhuHi6/V8BYdOYN+VIkUUvpVj1Su8hQqkn32eJ/jtS 4u+BU8b3xeG1tsE6i+ifxKmGphGmHAefEV6KhT18PBJWyG5NFkfx6uJKc6o8 +hifN+laIga7VOOstV1F8IRe31MD5IFmqeem3ig2zmfsWWT6hgX2YxU2tn4S 6KpxZb9YmTgEWE3Mv00RR9eY/1JVsmcJ3aToebGsaULoE9n2gc1CT76rkCmg 4s5FZ0cpTyfJqnOn3pfKDZOpA9VX0q1lsCgCf2Ok1xKR9cdPlDqwQU8jpTzd mYG9liLWXzwmiS3qNuZMWzr6hwR72e2lw8rA5rSv9kLS9nl4Ue1GJuzweXnv +IM+YsefV+2c2Ez4XXZVduVBDphZ1rirW/GwKPxd9sMOUZDU+ng6pGqIdHtX ybXolEbBdn8K9jHwahI/OvcFCzL2VYxWd/ChKqBXfKvlR1LHxa4xcVoCj4XB zQN/cPDPD5QTxaYCcvLj5N1flh6Eu2TujHHWFHnyS+KW7VnycFBE9+itj7Ok cFQrqcJPDr43/6Xw+AcPisx9qUbD8vgyvirtchcPtE28542apDAi5PrcULE8 Ch2Hj1+jL+QZwtx9v04e429KzznQOfDr2NufFhFspDF7E4WifNgcm79aMm+M SLr9+6eytVNE36WQsNxeNvwod4n30edgXYQ7NWlhb/5JDiN1cT9xMyxzs88r HkrhwFlQZKDn1yd31Fpyif4tt4uKw7jQ6IlKPD0eejid2rb6xxRRPbCm2I87 TZoKjx1wecDB8kfDqZOxI+TWmJElqVtZGH5ebXhLSxMpg2qPjtRJo2ntLifV KzQIcBhI6dojh+f+MDanacrBXKGK7kuBOGwe6nSJOywkpXwdF23azgFriRew Y6KHoNpkP04cFoU4T/22Azu46CRb3BRaUEjyvNVe3nlDwV2wt8jdqY98e7u/ /s6rafKnRtbSZzOiUHOI1iCZMU38TM9gxQXLYEXtWP/cQREIvBulEVnYScRv 3d2QfZYC9/1SRitHR4lR/WTVVZcp4Oen2//y9ChhyUapBF4ncfePom7VkZ+E iolpQkokEwzrWpmBlpKYm14ZJPaKC81hK8QiklvJAWFImlqOGAQXaB089LmD vHfY9X6DAQtO+Ki27Kf1EGGbVDYfT+PA0f9mZJ5vlgSWlXbnpd/4qGUkskiq 4wsZ4GnSnJQkh2rXXrsnFLNBdmm9crkVA8cigybSKAwwYj99IhU3TOo0Ox0a ucPH4m+CrDKfD+QZ+sRjGJeH0PKuY6fsBojygu86VuvlMH7wb7dIfQY0urws U5eloGFvtY0ZiwsS759ppT78RbrFNWz/ksWDpfH2g2GlFEgZVbqk/1oeotmr 2JG1U8SFnOZDe2b4qPIqlHZxbJyc6jzw6d9GFn4ariu9fkwKBx/5xG4kpNE4 RSfsc+gYuW7+x1THJgYa5/h3XjLhQ/JQoa7ClvdkYNBti5P3WRj6uFplLLGV LBjbc3XNCVn0qTjou8dojlyceaE210sc6ktsv80m1JKGS49V87bwgHKjLymq cY5ITVbnZPMY0Nm+7WthAwuqeFWat9dxsDNxd3ZjLwsc3i5W3bfA+RfuZ77G L2cD1VTzWGNYF8HUzu0s7ZGA8rK/HittGyAUrpkNBG2gw1xez1WfFb+IhNu6 Nv2ZXNxKPhXPXC6L4x+Gt2pXcFFcxC8jYZAPtYe9ApTKx8kH5rmlJgl82JiT 5+CWNEdw2zm3OpaxsKVld/5T4WdiUcWnxbatLIhibspq/iAGmtZVZyeCGTj5 4PddaqosyD955K2W5sKd5G2gXfzMxwGL61/tc2XA5Khy/zdRKpqvunSjP5kN FH7zMCVHGt/rOT+yzuKDTu06uXynIWIEe5gJhfI4aB3eTRkfJQz8m4NuxLKg IMym4PxsA2EfsqbdxJEDP773nQmcpoL7Bu6Buy4cTJFUK6mLpsFER3uH1m9v yIysvcw3nhIQRLpT9F/0EoOvw01tM3lQ7e22rrT1Lbm+CcmmmwwQlt0qMu0a IW5RzTE0jQv+K0R1BhWp0G5l1l5BYcMLTVm9q1lscKBGzoiy5PHJ6sAZpSsM VO/uXL5Pl4nS/mLUukQOOj4yPy5UkUX7YLOWt4Gt5IGoKh0lLza6Bbrp7Xz3 nVgb7L2sVo6L/k+WOmcHUSDwSP6Qmps4Tq3tyNJVlMeamjOZog/pmDzy4haN TsfE3ZMqpYJJ0nfzfOLhQGnMNXx4VOWfdnJs/Rg9NVwG2vvVX8/vEBC686Pa IVVUsHy1TUJyeoBQffVP23E1LvRTxG5Fx4hBNV3V9M5aFo5JG99dVy0KfYdZ Vi8EVGB6qDfUuInBvF1y/oEZeZCoX/40uFIaJnMlnpcbMaCSvSRtjxQPKpfn a2Z/E4fdnWR0gC0PjmgeuVexjQXntOSfBB/gwT1MzzLz54KCooIl/zobFe5o D4wzGDjVrlwr1SuDT35NXq1pGSb8Lue10GtYmKfs4nPz8TThF7w/4v1jFt78 0v5w50L/mMbGDt/5m402TtJm5QNcuP7LIVonTATZ5TMnQJK54Gt+fpXtKMnd dClZ1KuGDD2Sae3tUU1u/ZTgUGArCl+kbnssNWgiHMT0tDqaGKAq8uPg6IY5 ouu/byKaF2VgycDue2eX0aC+oojetoMDmSX7c7bvY8IyboGSgi8bHSycH9su 4oH+haXuO315OPOZys3cLAdhst4htAwaKL+XiWSs4cN52yuytn7yoHf02qGK dDnwEPpJP3PggdW+v9PXysjhZcHqsSeGDDzc8bAn/g0XpxTeGJxTZgH3naNM co4o2l5lKq82ksCS2b6lCSmiiBlDrfrKoqB/dJfVRKgEpgX7zQ6WL/xjl+ZF i1Q6htaqjQ9ZcwBVSO/Ztl/kV9V/p1Z+YUEfD3408D4RrHB2W4GggggVa98k WD1PRPrtryxby8OYakPvejodGg3tmYWSXFj+khnQQi7wWngxW5UnhyJPa8IV d3JB8HQu8nsLGzlGJdSSJDYopQbcOvuzm2hdlbfKCvhg534956OkDOh+1dXT uCmHZ2xtaLemmwmZ14vGHgiZaEW2Ob/icNDrqsFpj7UcnHB+ZN+7XAobunwn T7uw0bJIcIP+Uwynaowz3azZGCy4DZ8maJAxpXayTVMUZ7d9OFq20Ovdyp2R wociGLzGo/55PA2b9nS4RnNnyZ+5f6p3WVGw9C/ezkNSk+RGk4pD7ywExPDe 2tjSg6dJf35e+P1kCWy8V5IzndRP2kec0S2ZmCbcf3y/tHrbACkfm+vr8poD 8ZaF39D0GbHbtvjuUIwsKnannFYopUFO9W8B5i48jLC7cFHckgUahdUuPa4M /LNvD2UihQ8Fl5NPuBiPk7+ndJvKafCB8mjFuXdx0sDJK2P6W8hB1cG7K5MX +PU/hDLdSQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 278-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwV1Gc81f//BvDjHIdjn31KSoqQsiMVn1ea+MkqlFRfDaEiiVJGiJIZkkQh spNR6uDztiMKZZUyssqe2f79b1yP69Z173o8pWwcTc8TCQRCw7/8fy8pGvTe 65vHrc3l9y0GMMD/gPSL3bJMuKmaUbM2nIFcprV2VB0jQ5mXmTjTqwUzKYgq fBMuDPN13hpiJ+jQaE3o4pFiwhxPhEm5vhiiqB8u8+kXAcsWH++j81RwEDSV u7WlD/d4oTHHe4ABHkMkDdezXXj9950ny8/NYK9uKY1ZlMxjyn6pYbifGFIr acGVXg5g5AH7QhcZfuT6IKduaxoZWT6Jua0l9ANzr3X3J+4UQ53JQmbjKiQk nZDPX+HKQjJ/oiN1LvHA2ExN3ikGFVknLCvjcqLwys/usQ3ejMUvbOc1z2RA gC2DGJs3g6tqXykQd2Si2vGoa9IP+FA8K7bbxn8Q/zKu0EQ5wIcgUF6Kb9cK rux89EtcuSBSlPXycyBOYBvULbIzsyKxzUcanvXX01CJ16HTKV++Yb2+FpEO Vf34/ZOir2WrezEV4sPCcIowUnA45+RdSUYUuTGx6DoGQn+CTdqTR/CNVoee /LXgQE90aEERk4aWfCqyPW8JQYf8mH/2i27Mckkx2+tYPxakv+I49YIBL43N rWeFWRBW2T5nT1jAN3A81W1J/bgWZ9v+3OU2zOBL5rw5QRR9LM4OoDWOY+sH sh0ldjThK8sStySVBOGzsobmQd9pLKB4IHtgkYHKsEvr8gY4aJRzYdlMSBDx 1xRU6RLZKL1FNA+cKGAtHaCvfJIHJe584j0wygbFQof9gz40hGe8vzEcSQfT qWIDQ2cKkrBq5udqCsJ1vdnVxkh+xGF7m6jZEEA12HeVL3kBS3j5Ud+3jIYc OCfnxFqISAvffjEIFvDq8PtthaxxfP/XxnqT/WIo3xtJisR+xN7tU0K7tjBA XS6SG2spgm4/btst3zmPGcka6IoZ8qJ5HeUBkj8fyLs1x/wyncOXDljPVR+k wXHHyqwbuX+wdZrXQ/q30mCb6NaUKjs61Fb0xJo6sFG+V1PKmy4yLEj1XWQT J/CzTVWMg91CqC/2o+z6e1QUF8zxTa2gAl3PbiM9Vgi5ekDihQN01O1v4f48 qg3/+/1vxuLhixiVlvC9wGIJ9+8JMjqWzIZXZ8qulXsR0NykUnCxMwuy30Ue urSZA/m6TsTd42yUbbumV4LDAWXtK6u7vwoi7l7T1hsWDEQSGwyaI3PA3nxE Ibt4BgtO29bxTm0e+11CyP9ay4AxrtU9xx10VNboo5r6mwGrJS9FHokPYTTD eavlv2wkiIZDYZ0IunnmsvzktQxsyCgtv8CDARtzbXv5j7LRRYv7Jgpj81j5 hqutPo1LuM6c6wWrXDpKXtLKKrOewo39JiQeGVPRs+AncVcorbgwknl/tU4I tUQbhQ+kkeG62XBk7xkW6rExUoOLHFjJ26xa2cIPNu/Xt2quLuCCTuZr9x+j Q3Bq71/vW38wokFKUdA4Gc7edReysmEhC9GCr7dz8nBaZM/Dc1FEZA3/5dta /MHvRMcI1MYs49NyyRvKlsgQqFt5JMt+GZuOjacGuAsj/0uLg206JHDL8JG7 k9eNJb5etyXQkAivnSMnqyYnMYPsXTmT5kRwdlYdqnwwiYU8bd5t29WDZRzI 75eemMasW/wlhy/SQKuuXcztsABq7dshEtfBgmaPLXzeYe241jmmnbCAALjn KNnZ/+jCJX7Ek04M0cDTUbr1HGkAW6ZXDO8JYcK1V0vC5YcEwNttVry1kYNk nn22DSygwZiSovhmJSqaunNzNoYgAt8K1+jz7Z/EVZot7CfSOYh7V1bXU/MH HsI7WwQzbIizJ7ulHR7DuDm/VfR2slBXUsP0zGYqfLGqfCcrSkAFB6zYfjQW UNrKlB69WcQH+nmVPjWyYcM90xGPQgKouQfOJT+mo47xusLnroKINuPa8F1C FO2JVPH4cXsK36Xine+yjYr2vHTpjtbmQGWH/5GoH99wt5tpB/1fU1GTZaP4 zz0deM7Umbjtnv92HafK0/MJSPxFxMfUS/zwkC9/S7DTJ1xrg2sN04gJNxIn GrkUHngUJktPYYrA9SG++p0RdKhmViumadKRpm/RECeHDmaN4tI2mDB6VbPY +XOMDkQdRdcvHr3Y7tNV+/b5CwH33dGi9SbD2FDMyam1VnywkjkQ57hlEYuo mcpqKGAhY7yU/8UmURSwGiWV1MBC/DzO8YEjHBghX7NT4Z3Dc3VTC7UDOTAu 92T3UjcBGJ30pK6NVIQbS4d/C+3C1hZ3iBu2U8FEdSdrm64AKOpXh866i6Dn 1E/Y+xYaZPtfbVRSZIA2V8BGZoiEdLdGJwyF/ftFuqGhT6goalO3fK+fzAH+ 8KknRyrGsQk0IBaYx0bTupSl81PTmIZL882Eu1RwQ+MKC5KNmOmt7Z3a5nR4 8/ZckeM8L9juYlzIsKKjSjs9W41wMsx2dXYpSTbgRdd6j5kuC8JN3Jawo2IQ O/Vxs4doAxtqrpzVLGxvxDWTHKxPn6HC3LukfJ3eCeyzl+dxxTQWuGwhq4ys I0LIla9k/1o6VCiKqscl08Dii9EHOW0aEnLhI9YF0dHn0IhX3JdUZOq+t7XR rR2vGjigobyXgc66nVU/0fQb06sypSRxWMilZINlyk0CDOu+vtrUJoDm1bqS Vdex0a+F50tJv/hQ2ERFEomXF+k1j+4LslzAnQ6tBl12E0KJz+6/VT/ejU/t nOJ95CUMzx6cDq7Ja8NUVyeVb1UTISg7TX0taRyT/nD+5w0ZBkTbx/FU9VCg hldaJ12NilJjfI5UMyjw5zJVr6KFCBbey9uellBg9UhY9oUlNhQdUQ8zyBWF v6mUcu5uEUj8wo2fkGFD1aZsxZQ+fli1Ln/OdGLDVcWrWcUmVNBY1+PFfcCG LBSbvNeFAWmedm8S3BloTbry8IyICIoSN3trNCmGShb/xtW2jmOuqhEpQiF0 lCll5ZhYtIDp5Ggk3faio8Sezjcn/vmvvUz7fkWNgQwshPZyhxnQeC/2NPUo CdG4S54gIAbwbKBtUGsaZ+yPDiNfqsXpodIMH2YdbtwRaJZjSIaEOQVZPfMW zIxPXanrqwjM1y/OXs4nQO+rPh7FKGFI53p73t9MhvrifN6fx+lwbDNTNNWC BhsZOevXONFQ+naLBCcNNuyI2GB7womJ2Kc6yRF+HPAQvXKLFE8Ce98dz/26 OXBxzlmozIwJ1OB6rR5dDnrcojBVoiWCztBTHvH2s9D8mgaNcCkqKELZw6hR fmQYJyalsJuCSK6xN0Lb+RGKH23fIUWGZ/F79Q5ShVCMu/PyCJcDAb8Oq4Yg PnT7o8zMqD4d1pa1ytnUr+C/pJ/Oy/dQoSVD6VUHpROjetF+5rQUY1t2Bb0L 1OKBO87nqt6pMVFuco7VB0k++KJlKpYnwICw4/XSFtL/PJ2LSpFmspB+79HM TWdZ0FK6cud3Kw3pW53PMb3AgPWPrieFTvdjmxRrlZ4OclCIoQEpaaEZO/6/ 6V8l6TSkh/+0/ECnozwkbXx1PRPNWr43HdwkiDoF5Ua7FBnocH5LAu80H9oa QU/7s46B3FvSoGOWBNyHGgGqdvxo2eTbtXd1bFSpqTv1J4KE3LdfrC+/R0Lf re9ZbqcR0HTq/2R79QjoUt+99lLXeXyfdrF908EWzKCUYP7BIAR34WR6vQ6j oOeuvge/XRvFTb1DVN/OLmAig5KeDw3GcPbdVCerz3T4T81PfVG+AjtlWJAx 6ieKPo1Y6xA/kuFljeR1XSsmOiiIR9us0EAur8Zq4KQIUrviILDPlwPVdhny Yf+88ap7eTQsmYomNoaujN2noYKRMdZKJhV1BHsn23j+xtXLfFX4T/Cirz6l Ee2pc7j47FfjB5cF0anE0utGb7pwwwkrqleIEJp6Ebj+UgANBFaKMnk2ERHn U3dM9WkBFAcOFW3vp3B9ofhTrffJyNhtxMaPO4f3nRT1vD7agdWrsar3pE3i buP6P25JTGMrAXfHee9N4l72XewyRRKw+3+P9vj9wQeWaS4UrjAcf2DeGt06 gVVrmL6t+zmMm2XZp5YWNWL+qhv/87KZwTrWyAzCSQJg3z9lsySJ8NTpzqGn UkQY9/6hcOL2KqaV3XDe8Qo/fLq6S9i3rwcnlcZtVh2mQsGGq3Vqsqv4mQVM tSCFDlzi6bychhFsScZuwqxeFF5XRquguBmsrmg+XPqTCED6Y+fn4QtYvG9F 1xvEgebmQvXS7xyUtXOxXJjLgkeJQRLj+WJoPOVz74u/HGgi3VyinerCTk/0 P9S9xgHtXJ3akn0z2IeKx4RVZzaYj55sz5VgwP8B2688XA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 279-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVV2k41OsDZcaYwYzZZyIUEW2EpqJ434psWZItW5sbrbKESLascdPNJZRC sl5krJf6vSLlhitKuciSbFFj3/n3/3Ce8zzn0/lyznmO/Fl3y99wQkJCDb/w f07N5/fUp61gTjbbjixHMmG5JT/+oz4H3tDIb5S6x0RyoqcL1ROI8FXQCWlW UAc4pPqfw/AfVLjYFLyXas+AIzIuqjO6HLggfP94nTEV6cab+r4Op0G7jtBg q0UaHOkZtZ44NYwFPt27IKLPhO82klr5MgNYc9d+xzqXWXCQXF7t7bUCdt/O icduUxFXJXKTiOIYIAxfrPRWIqIhcVaEg4CI7FKSb2pJ9AA3H69KPUhHvVkS JwTqeDTgGFebXclFSmNJCbqXheFQvdCYWj0dOaWv7sZUJOGYScOdUdJnkLa0 S8SmgAlvPw9rGFyexzR0rpZJu7PQueymo1JjJJTGTu0/GzGCuRY0MtMekhCM 2SYvqr2GRT0QZfASKEhVOej2JdwksPErS7r4XyLYYtb6eKiZjgQNlVYTWT1g MMw24VLDEPayrtr6/twQUMf9UXmPREZDSqukAioJkVR+UpOamKh0wNpQ/KwA 2+xgkDJvy4UX1Lz2Pu5joJXQ+sJbARLQOSrlfmnQV2C3oloYZD0E/H4KF3aW sWG2hY3THJkNM3tKXvjXrGBy3Ft7XPFDmJ3dW/PYtC5g0l6waCMkiWo2mCp1 /DkFZIcL3WV4bZhr/kTlBgEZ/rt7776jYTNA5Zm55DSbg16Byxv5w1y0xSI9 KPotGREbyxoO4zioBL/jtjZOAjopRhrvdhRGoSmWlXujWdBy+oWJqScJ5VX4 Ex4ukuF1o7n19wlEtBaiNWW2EQc14sLWRbOWwFJBeGDBEya6xHVcoHbgUNs4 rtUev4q9uRf9uZItwKpcAYNhQEelwWgTJfUdmB+T2dW8jQ33qCRUp9pRkI3c t5SqpBVgrmxymGoqgiL/yi+6OkiC23w/Jn+1XMBgQNDnCS4TnnR//ZdfyRjY Rkl7K7vIgDsltz9ruMCAE0u+zbimKexcWwPzaL8EOnQ+Oo6nz0CP4rhhOfU0 uGOulWcZKol8AmHG+V+60qf1hKgdXdh813z+sqEbiFEY+NBkuY5FDMSaW2dx 4L2rVOLyARxamFKLe+HJhtYHo6hap9kITx2JXSBwYe8BeXUicQHE5e7srtJc BLnq71vLe9nwZ7VDlDuPgbbILB15K8yB6y+zKYnS34FMapE227YQfDfPLS0L ZMI7BZ+ULnSuY7oLPucdShhIELvM2+k6i1ncnpRJtKAh7bSPL+O9OzEyUvrb o0kCNVpJKO2cJMLrJ8YTBn/5SDu41sjsWMXEr9lI6VkzYGxvSmGo3gTAmTyr iRUQYHyr9CGpDC6ylSz7cLOYj+3LS/eujhZBTvBMqavtGBZz4Y7xaQchNKOS JfdqhQC1ftDKbA8JwZnUNFqkPxlN3YSKOH0C9M0PVQnh94N9q71+ltoi8Lln wlTD1BQ4bzZ+vFJPBHp6anx/fWcKbIkgPk/vHgT5+qVDipMzoK3UhZerw4Ra TZ1UX0MxFGm1St2QLwH9i9UuXOzpw8wIFS9bmpnwlrviJxf8MDgp8JAvqOBA r6IVcp2BGCxq4I32DtDRdMiNuWQhCmwKvOfeojaDqX+0vTiZx0W+dUvbqUp9 2O8iczVwlgP59TlOfkaToLp4VN1oPxupPqV0hXfQYbvD6yplSSGkui76T60h F5I+v1JLLF/GnsuNBVnFsVC3oKnyiY84slg+mNacSUMHE9QDe25OYzhZxROj vXR0MNu7P0mHC9X0LcqGi3sw3xu5RyOe09BC9tXzCrxerHj69KNdtyRR3nkv vqcPDkk/vf8u5zIR1peUrJDbWjEtOZ9GljkLusn/peTQjoOJ8cqMZywKLCv6 W9s6kgXfsN6o5u5jIH/DLYU62Sx44r204llARlIDRrVVEyyI01X1aQ8cBIZc qtyJS5KwusqqRvb4OMj5XmslXEaCawXDj9y3LoPdpoU/rNe4yAKrJT5VkETu +K3dzTFLWMnhnEqdGC708282i8rBQWYvI7NvMw2luBk615kOAKkX3dKmnTS4 mGRSqTUmAVWN39yd86egeoUWPr6CCQsjPN6rqTLhATOhO1fwoujw9qT07/F0 GFF/XF/lKw193mP3t3EWFwb/LM6ojpwCk2iYGsPnoM6jwa1+yvNgr/fHG+m/ diHVtt9GYqINWAbs6tWxYUCq9mZ5JVUidNVmns93YKDQs7G7Bj4S4Vxfb5/a plaMaE/Yv9xOgTcwVyFe/QhQXg9vMJJiwIWqzFLdwUlwQey7xykBF3pvJahP /OqhLk2pM171LFivKrnnURYdSvHUUkwoTCThLYprimWgy+G+LspuDGTpf+jT e99ObNrZy++BARud8z23x75tFJzOFI8KN+ci75dyds9uCMHJYzjFyngyWtTs y9LYyEF5taNhwyZiKH6yPhMvIoI0NYPb+2RXsWsG67FXfCWQ/o+YAuOdX7Hp /dMiiUFk6CqwLu451gU01qd2B7zBwc1KH633lEwCxbe/ffFTYkKLiyVb3wVL wEYRRd08TRrq8BU+RXwoDseu0IzqO3DQpTcsr91OAq6bxReeX+HAuyJmu8/M 0eB8Dqmu+gAFxhn03WVFstGGvN3jsxQK+jyMDPdl09HL5flH/3wSANKOw+UP Q1ioQN7BPaNmCVBHyqrCPVgoY6C33L6PAOWaZF+7/MqJia3EoepxJkwLP9Lh 7UhA9OqVW1CMCh2nNB/fsJ/DmHpJ8YTL/2Ab+3Y2RpL+xSy6Y04UmxJgwLDy WGHRZ3BCdI9a3wcKDH6kGKrmg4ODRd+EVf8kQ7GiaZcCRyJsflEq8uUkA3rE yRokbGfCzcxi2Q3X6OjnVg/tcU9xZPqIKr/jAAlp1gyyix3EEUr70cmTJ0DD DhnviREKSvb3XJ2o5sLtmWRpeSUxdPOd0uwPYwYct/2idJIgjL4qPlzcNkCD amcC5PZt7Qe0IPqX4o4XIKhSVPmYGB6GeLo0VGmy0H3eeLanFwm2a1lS+WJM mNzQ/OBQ468+WvjzmSKLjZL4/L7ZDC7sqF0LGf1ER2dznqCMa2wom3g98+7M ECje9FLNLYKJjLAvdm8ZDHT6luAp/gAHzdn9bTmiII7E+DJajppsZFjakS4y I4raq7ouu8qxkX9HLuyew8OOHwdHQnrF0Orx/7yqmjgowlAhWTSTgPx3uTXX ReFRp3NAeF2tMJrJOaY8aCSEFJypBraKK9gRnRcX2452AAOB5rvqF/GYN7cg 6Hk8Cfl3g9nedgFmGfy7RsXcEhD/XCjJMpnEOOE51xz+ZUDLMzq8XsMG4Gxa lv/jtiSq0NCQecUmwezGTdcPO7BQus90w6cBJlThNzoMO1KQZ+Ox9NrfGGhy 8921n9F0lO097zJ/hYG644Kzzt4axf59TK9YCBRFH0Jr73fmLGAhQk072DwK cs6ovW5e3ofppYU+uOwtiaafxshejqTDjKpL4zxxEcRt6U9+c0oMmeoURpFb ZjFjiTTnT9EEZJaTk+pmvYx9c5S8df1HN9Dl75zJfTyD+QqMewJkZsCIldOr af8ZLOhiH+eVKh62jUcf6TebwIZX6d6kajJ8O7Q9daFiGrzZa1nR9GUc0/9u Mmqe0g4iNDafCTo7CzpyPl6qYeEg6GopZG/CwQi8bs9rMREoCO7ZYX9zHYhK sptMvonBFg9tcti3Aczlz6ty7/kMWCbn0aSpvI7dFTU6/OUhC1bjTvGLWydA 1jue8XECHT5/naSOHs2CLKtL1mZ+NAjzHng+ubcELLrfOw7XsNDRM1s1YjOF 0D/9yRNIj4u60zSObOv9BhRa7oV3zXCQS/lPrZNhzYD4RIwkFcVCY85/RauH zAPXe4IUh2UmUtxye2fEdwpUtYlOtb/KQAtUszkFey6abr+m53SFjrSNtCaD lBexooJXF0QFa1j8H3wnfCATrVkolLIzFrEPycz6gnOSMKKmXzQ2rRP8fnxX ZO5NDvJxy48fTBoH1ltPtijWrGGF0TGt+xZmQWJEp3n1dA82HSCd3nWDCGM3 Lwa/dmFAMzn9hLcEBtwv4xh1YImGymtTfjoUMqCR/koMafsXIEQv8qh2Z0C9 //iJf5gKwIHEvkPuv/4AnL6mYcDjoP8BppXoUg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 280-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlHk01XsbxY/jGA/OcUaVDKXCLSFJKt8nlaaLSggpV4MGpVxSZCoRl0Ii uRRSUbrGSuj3JFGSSJEyE5WS8TiG8vb+sddea/+112fttTVdPbbto9NotJe/ 9X8/+l5fwjZ1mnK201kzGcaFrNINudIseSgLtJnJC2wgM2FraYCnMoxXBxmz HDnw1nrByxRzDuxoOBO0fZwN8Ql2c9e8+0L53zAWM9ZxYSCueK0Do5t69dFk 59O9o+QSkSs6cXya6IfcjqZCWBh+hW//pusbkeo99NBrngyKxl/3dXjJ446r iaeXM1uI32sRKWZzsS2DaTNgIIk/Fjfqh6Zx0Tn1pz6lrQSXrnfwpaI/kJSJ RQy7u1woHZWqSA2eoAxXHS2c6cHD42cMM7rOMzGFn9ThGvqZMro4f6f5EiZC hI6mtOkvKtIxOXPTDjbqLQgMOUwfJLnfNqndX51I5lrVXut5pYx374sc+K7t pPusfdzhih5qP88/+63LF2JAj30YI6uA5y5YhfsnyKOs9g9WQjUXR1e6J2rO GqI0nNZfHbMXwrWWMxFtzTycOlN+L8CPCQetM5g5kZ/Ijim9e4G2PcRwnVLH 7l9CuLXFzlmkwAeVnk8vdcumKTVhgJGbZA+VHW6iqBvaSjbX3x23oynhiWTJ CZOIETK7956H6tI31KwvU4HGkyx4rW+8zOLsCPG1eLU44DULZV4UVpjTBSg7 f/9ZtyZFcNYK26S/UwLXlobfUssTwLbh0s2WnrJ47M+x0WY6G7w3iqbr4mQw oW/8Qw2dAYZRZ6elMybI/kLPS+q5fDws3ClmNdAxzGFXJJGlYWVM+PuH/AHK ZMaJUqLCxYIgVFdMeknW39IuubJHCEbaccVJOxQxaPZbYWTiNLFesNmcZcnA 0i+PAq6fYYKOz7vErm1iypeowfQMPjh4PMs+mfeV9Hz/mTA4xoOFSro3Kw5y 4Mr6AGOVihFqz5sKrkUHE0meefxsAx4mRwnP3i5nw15FZm7rRzae8Ie0/es4 KDlekKco00qNfRy7M7nhAEnr7DrHsZbA0M5Ia9sMAeRwN175Op+B4qHFUaWe fPg+YtxUek2IkqzPkWIpIcwyjBL/iJogUZkLm4uWjBM/UcjWiac5pM86s6DQ nwvBQV+rvBIl0Ex8Yr9THgcDzSvV3G+NUVtCBlXjt7Dx4PuFBn2azZQCznt0 vJqJA1bpfs+95cHb5ltctwsfE1zpZTmnaSh/zG7GWlsO2FeuTIKFA4S++WZJ 5IAUWG6e45ibJ43O8FeBm/1XqkOyVK+cS8cR7Qy1sikpiCtIz/4lkoCRpBR2 mK8C2p1sNs4KlgGfO2e0g/M7CFVQ59DvKA25nnFDFUNDxE+lZp77fmnw9DTs e/bPEHETBkdbK/WSO+sKerQGR8he+vbAvDV8WF7dxPLZIIcGEZ8jZeKUwDdn 8cFDLe3U+bMXaBJdfAjw0GrcK9lLDpZPHDhWzsXh4FOiRJoi3EgYNbC2FlEG 7+wPDWYJMdi15XZJYwd1gSEqgVEB5LaVZPTMHCbFOV8MNprwsZLnXv3iPhfq nZ4VLVCiofndd+Z37guweaD64fUT8hivQg95vYeDK+MM/FtOD1OT4j553Sdc XHnLqyNhlRBC441t5h9op3xOZVqE5rLxjrvBWLZZB5Uz7JK8KEAJd/6XfvS8 GwNn3rj08ra7DBypLeR9i39DLVc78YJnzQPn1V7WxjUMiI9ewLnJU4TxgQOh 8jkCqORV6mUu46B1nR7Lql4ANnUztVyJAj4YiH2/RFMIdDO9E/X+3SRA7n2M zms2FBdtL5m99RuZ83bYxNiKCb/u9iZ7zJ8kk3b1wYdtf1J55rcfrooQgqn6 i8DOFAZw2zjp7Rq/92G+uyjGtJvMKG2eadnEBgfl+4PVTUqgt6nyoshXEQ+6 7N1Q+4IP90KP1y3W48JlmWx31e2yaK6bkNoXrQxRqao99ZkcfG+049GmDCG0 qH99nOY7QgaxlxWRL8D+V5uvtcaPE2Ovd6dSz7FBd8Zjnatf35JtfovaVtlx YCqMkWiWIgduptz9d5w4eEQu5+U1e3kQtbe1L1avpdwalq0+78eGU5QbbWn5 ZyII+2fTJRoPxEXpBWbdg+T81XaD+GEBlOspGSVnKMPi6KoCMyU+Mr2k6dWR HOw9Xrm2xJ6H23xXN9b5NFHKpp8MQ0OEuMdnj5Hjmy/kwg6GRE0MC8eXtGcY zhKg7UT+oskRJkYPlqdLMhiocuD4v70CGh5bPx15xIeJ73GnbZD+J2rYZJgR H6gA3X9br+r+o5UYTg/p+1XSIYlR5XXzwjDRer6v9eQ8LljdyML1+5TgBUPL LGsJGxWfzy33OqAIX4+wN5Y30CFRJsBYdbkSTFtF39s/JYDe+nuOHIoDY7dl nxavUASj0Bvh/1UJUSVL/9uooiJaZilHBp/h4uPJseSqxgFS5pY6+SBTgHc1 nTzSSibIhElQ9Y8EAaZ1tt13bJeCxrm7jYr+FuJme+bq4m9csOSJl8UlyaBy 8VQAyLFgvcWseVsKxBR3bUK0lHsVVVgHprLz66gtzRE2OZZSEN1Iv7B9w0di I220uP2tIuxXXb3QzI0B3f99ktC7rABxzLq4rDo5eFVawGh14EB47O7aJD0+ aHBzZqscU0bbr6xP0it+905maf6xQhb9kxbpOWgqIqb0Ny3VlAJDf7rDrDA2 Jvp6/vxeLIR/Hoe81Khi4umX80b7N3Egxvy8TfJrOnZp/Tuu08mGwY/Xlw0M dxJ2oHJrTkMpMbXgXKuXk4Jgz70VRUt4KLMgILBMign1y7ex8uW48NTvsK5z 4e//EF++qcXjY1LFdY+OXCHMjvdOvzjSQ25U6HBU4vi4kWrd8ZzDwXXt7+fq HBXihoKGVMaINO56KFSn2QvRtyETmkWScO1zdOKsKwr4c+uHv4uqBTjbYVQc 80UGfRcdePX0vCTaNMRGvb8miSO3/1zQvZGG00FbDWRmTlNrVpUeemPRQOQl RIKTQbGUl/BuYG60LFYmZmgOXBmitgVdMHwgmiA+dfLp2arDlODc7WNOrzlw U2NFy8frz8kuy8I7/SFK2O38+NSyFHm49ULd29yJh3kFXFeY4IN2/gun3p2K GDG3foRvy8NBjYu/foQr44Pn7U+1d/GwOSoowzXgC2VS69sf8VEW3555cqnp tpgKOGui/WguG3elPfG2vt9O3TpnUqP/lo3DNyJmu4cpwxzNNO+yedIorOlI rNwth5ct/zBXmyGmNjFTdjWGS6FLyDcN26W/qE87lQK8+5tJXtcyu/4qEeUz sKnFT3WEbO0qKnJKE1GBh9oFZXqSwLjp5D9pMED1/lT2ki1WgCCtpcOtVaOk 0njbg+rWb9QzcewTYdY7Emqo8Veg6ygJCc5z+WdSEsjHmnt8dTpsaN2XbDFP GgaCWv5wPD1NXsh42QenKEDNcVOFs586Kb2aIA2nOzwoVDtevWTBNPXc6rBz Y6UAium783Nqv5PfUXrcb665zxIMMHmUuFiEqpcu4QBkXfG8HjNBIv28psz6 BGjx13zDyHQannE53teZI8Cvu7LDDYLHyKzYPrMdfAFqzQ1ZGNqnCEfD0g/G /+YrZlmJ5jgKcVFq4FCMORdNNy4fDFwwTmVz7iT7q0hgdGy+s6Q/F2WC6HeX b5+i3iZyy+/uUYK+wb8qtmxpJhe2LgrLPC3A0IicuOLEH8R2vkONVskvalo5 pOvhejGJD22yLh5uoTp/Zsb2DcpBpMZ40LO9HCiB/BFGHxdMVHeeXzHBxidy a2k2GTzYuG4qQla3ldAsTjqpuvBg7Yf8+FjLAZK5Ju1DjAEfDft0HC+P83HX F2NOYjIXJ9ubq2cdUgbz70eeR+qz8Zz8EONoN1IhbwRTRUXymPD6XNmomI39 uU/alIvpeE+hKGxREh89NuxbFmH5i3ojfaHkqLIcUrvyzTvt6Fjx363TBgek wFS1Sdtk2S+quVWpX0GGC8ZzvD82jtCwLW7LSut3PFi+Lq/n79ofVNuKXo97 R2nIuliY+i7lM/XhYZQOY6EEdktWRbikD1Br+r2ePHKtp4barHwihs6SrBOH fV4mTRDP8bLMwPJRonoqovd59k/yZ/U1XfSWg8SmRi+5+Vw8OpgZYLBREqDr weCDRwogUrha+mc9EzK31+05p8mD60zYMyDNAXZtw3mbGiG6P6mq2RckAC8d L11jX3k0NLZdeSxcAJP5dl6Pt/ZRxbwHTLUkPsyJKL687l8JeNddIlbbyofZ 5yyM8mvZ8D8/lxef "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 281-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVk2k4lXsfhdl7m7c9DypCmcuYSoOef6JChraEROGIKOQQQiSlhChCyklF OiGFQ4bz/FSUSJEhZZ6LI9vUJsPb+2Fd69P6cl/rVnT15bkThISEXv7O/zuN PVMfdE4YnA6r7/kVw0RyVpav/2ogo5cRNqtZEW0Yc/dCguF+JppviNxCPcJA D6+Pyu/WYiH7tqjIQ/M05B0QJlwXN46HP9wiIJkwkTz9xPI++WH8/VeDo6/+ mMUiRQ2NSMeFkU50biIeTYXHzb8eZv/3AxMZ8SoLUBaDSJMBB11DabC/nR62 TaoLq4pa7JJksKEnW8pmUpcID8uvy2woYoNT1pIOrkZBXTsf6Wg7dmGZC5qk w3lMNDjsHrzffAnXM/QpWe3LgqSr4Vu2+1Agk53R53p5FDfMXu+fSqUAilVX FN2+jPtkh15wpDFASzUi2pvAx6xGCypKv2Vg6y0//jX8ng6Cubx2zTX92OBF u2Tv2mFcpKG5Zg15HNMl3ChLEifDq/ywKj83aRBX+0FNbWCCBzHg3zuEGVzB cd/tn3Zc1OQ9O3yTwoXFqNcF50OlUIcGIvR/HMHsF7UKImyHsWVPqdI7ccKw lnte34M4jDMCIp2Wu3ox809584eFKKCroc3aWTSHyY0U+MpubsY3KddfWJdH Rx90tmzde3EG83dUbZi/SQexupJaIwIH1PtnPGLO05CTUoyZzlFhaI88gvOf 0VGg6dxKU7IYvOtvYyfLiSK9+IsrotkLmHDN7AWVeS54c48KqG0EGOfQbYZK heFN0tXPZexJfNJtsdphNRuKI0FeOqMecyfyYzXOCiMrVXMjqgUJSub1Ai09 KEg9qDV9gCfAT07kmCvyuMjBtyY/+Pl3bHdzSP35jVy0kaKRU3uSgW4be5p7 zM7hbs21zL19UpB/KPBWtTUH7sZzL+a+piElbz+52iwGnA1H90+YMOCpCEGy OrUX//n155Nf+z2xsfQnWVxFIlzuj7OyzeagfHXeSqiJKAimtOOr/NmoezV9 oc9+CYt/vLHzxaZ5rEh5w2PnmOfYmNXj4pJwJoqO4qQd+JMIuwRnTzg+Z0BA kkvrXqUF3DqaL3vLmgax2erjDtwenAzK5WcapMA01UJdZ5c0CrQZTx48zoa0 pGtpKQYEkPQ7vMrYloFIR6fgaQ8fI5jnVMZNiiC6/VORD2wJcEIuxR523/Gx dLZ4yAIRZtSy175cFEHE7pmBvC9ENJORSYs5RwYXh1aHuAUJFPQkSu1CUR/m 7m6v3FQsjp75J0/VTk1hIsPXbKOrxZG/v95YzbUpbKpywzQ19Bv2xKR4WIk/ gzE/3zLeGslF2xo6qEH7JWDHu6/4oyEaOleofdKrqxd3U3rok/OZDdMXQubS haTRXOZ+mflHAly31c6L/zcXaqKTLBXLBvAE0lwlmuWgE+Ryxn65Wayi8Juu qQEbcvREzBLr2OiTY80LVYoQDGifCvjBY8HOZN3wrrBpvApSBsVa2bDzUUBf qiEXbV3XqNSv2I8HhTzee/kZDRzb8yvmKQN44fTxu5rnKXDyhmTCUJworH54 sz73lBjyEs/ceOpaC75t7dk6lhULyX515R9bFkW3ElUZOSxpZGaw+LX8JgNV vDhUKXdwHHuioTx/XJOClvNG7vqq/MJiVv2bnbZZCJ4b5ZYZxnKR7J+pw/R3 oojZw3jQq0CDPfpEE33HYWxVVedqiw4a2hqo8nwzmY60zN5cnzsnDdcZudcV BiTBSCM1ayyRjm7oGcxZ32PBZ337crNsLgr+xNEl3J/D+DBCjS3iwEBW3/2W fYvYloDWkKxLNDRbCHog147xQjV7DA8zUB6jQ+OXFRl5bGeeeOLIgPK7Z0O/ yv7m3tvTqy3/Ed/HMxi12MpAIbiH0ObXo1hrs76n7BoOErx4ULxrkI9triLZ KZlwQSpAlNAQx4BavySqXygHeOd2tzcFdeCyY7bGA2foML+pN1tvDQfkZBMX nw5RIJH/+gGRRAINtZfL3LfC4LdvJe50kBQ06subC3mP4NMG06RbEWT0c+0q A9m8XkxvZUon9A0B7S47aKp/dxZTeuveHazMROYe/0Q319NQHUlp19+baCAu En9VDtHQ99M009dtBERp+7bOq4iGViwTC04scpDk6dOu9aUs9DNX/FXFDmk0 7uXs8fY6G/799fPuu/ZJzLhkF1WHKwn0isXzSIKK+hsnPPwtfuFM49REkVPv cAP1aK/K6WbcujPWptBCBPm8GlrsVenGbET1tXtbpH9PDobdjBNFg0+HhLVS yGjdgajMD1fI6H1VManbgYFsihsbRj25SIFZKCfjR4fUE7KSRFUaWNylKm7Y IQ6JS4qRzTI0gMyJjs2KIqhDKz1LxpgB6ef8l/6r4CJXraA2m38oEFavPDth xkAXaZrVzHckGFC6M6/eT0O+e5j3DaYGMVoEvbuwrQqr0q8/YITE0AX/P2pf bGLBf86WSZZd0ujTNh61SIKJVofLWDAFv/0TpOQosdggSMg9Re/gginebf+W wYD+vmo3QToVlg5++fNFAweoFLMsl9OScE7T8/2rK0QoShx22FwoAjO5B1QH TYVAMlLKv0hbGPYYVnk1723DEv3ej2T4J+MB3LyIZ4nicLvSNygnfgbnRSbo lc4tYKM8yvdd8rM451Kun+MHBrJ2zfOe2lqPOVuUPJmIpsBp4eXaHi9p9KhO PtDIkQXdu4Y9o4I5wFe4vvzjKh0ya59GXY3iQGd8ZLbr+W+4C7HA/X2wFLRE Vd/syBXgy/l+r/e00cH5fnWg1T+9eHB0SohpOgOmH8bKnYqhozjbyXzpc+LA bexLf3NMAoLkzbgTWQu4mVSmc/tVEWgnjVfZPBOCoaOU84ETnVj9npNpaTrz eNCkWVeo7AymN2N/t5o4j0d49XJeahERO47xjTTMx0eW6AHiFWT0KX9uTQZb gL3Zwitt6B7H1U37fV347dhlPQWXCNdZrK/JTyqeLYqwr40FbHkCChW1+xAd Io4mI7s2HAlbwdzXvj8mmUVFjWe2ky8O9eNl680OfGnnoJK1Zxo2qa7gZK2f KpLvWOhZTaou/PbCcDy7rlGOhdDfaf73khawK91JhYSLHBBQLefWHfntaUGC p7wpG7abbuNHqM7jsmKHtGoGCZB4o8iJGM4ERwvjj1OWK3hLOvN1nhsFNQyE Fdwz68ESDmrGPA7jgI7clzrjs3zMVsWhUalyGTeuXw7xbV3Abl3usKqY7sKJ CjeEA/PIKE5hPrLmDwbSMKUUmxI5yED26JUdCzRwveRaq93EQaYmi7HiGt2Y 2NuN2c+iOcj4S9GtGxaTmMnRI4lap7igN6Z+JGWeDckqnXYv8tnwq7ezYY0X HaVlG2X5DtLhkuQUyWcQ8BIZhZm9V6Uh9cOll7MCGgRTN6kfKyJBAflFjGYG G1JLUtWL/xWCZtGESh+6BNw+JqORY0yC2qePwnQ9RdAtLbdc5+dC0NlNmSCL MdG3jz65x6oI0JNsvdOqlYVMU5RSLiTz8Z4dI74FPr9/oHEis2TzGP6lLF6d tFEYNl5Mnj/sNoXvmQioLnf9hAs/vid6W+oy9vdZ76D6jAXM2knFKJEiwGRD Ykfe5i9hLgn64dvXk1F6R3uAhAoTEmlv9p2xFkFooJRfWk5Gghhq2VmgoMeH mtwuKbLQyYaZHvNxJqJ9bLti08iFfKcz51t6uWhdbEWKyR1htFJTpyZ9nYvk Lu3VL/pIQ4fMBEKv7pEgf+PNn7sip3FycJiX2ScifNK84WDjMo3JOPDqpoiz uPSf3sSlaA7sLV917J/gJfzdKx7vG5MOafwfZx+oC/CJzva/ankkYNWob2pt mcTWO3PsE2404A9WC+qnkvqwpFHXsJKISUxFOZjAqviBtZoZHXdaZqALc7bN Czk/salRzXC1JnE00n8to15iBftc6nM1nEVDvJrb9pwjUmghxW9BbZcE6C62 DPHERBEaUm0WpDCQ5dxhO+d8aVRrqjqd1sGE0b6x7q3r6ahNbs5uSq8FVzl3 9GWlJg01B6g1JVuSESc39u00nY1YMdG2Lu7SEPn9v8tBZhy0YdXKj/3lg9j/ AEC4xBE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 282-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlfk/1Ov/xpmF0Qzes5j5cihOFMo2llNK951WSmpkqei0kxzJVolGIiUc Skplzum0kqSQJL1fURxLpBBFluzkYGxD+PT94Xpcf8B1Pa9LZ99R0UGKnJxc /k/9vz/TE2xQ3kYFDxeDNdPRXGyWMBJGqVXFRWInDZ64Hn0JbHq831ENyyrD rVR3cvD6iBOCaw587FYfEb5dRuAnlVbjgXH/kWF3rCZp67jYrXh1VYd/D/nu yzL34gNjaODUoks15lRsGvkggYxUhXJJV/DtO8OI3u39PFBPEQpZsT6W+gS4 XU8JXc5sRiFhR1+52Amg5S7TaciMCqOuQv7haQF43JoxJfVV8JLoEI1/l7Ui yZQRzSWDiyXC8fRZEzkQ2vjmahzlAe6KNHvzngCJ2o22fed6yMsXkupO3CQA xxjoKFjPku5+MZdyxrlgvFgceYQyjFxmTJ/ZNErQwi3v/+p6xwaLv/o2plM6 UMdZ16QjJV1ksea3tWhuEJlRLj1PZLCgjfJRzs2GAIb+f6pXK7lgEOSQ6641 Tmrv2nB9wlWA/e9y5dVFfcjth3Gm2LkLWfp8yNE4SIX5gtMWntQu8nDFj+n5 d9rRpo8ZMhc5FWjUH3L14suQVnfmUU3LDyTFS8ti+GcO1aZWv60/O4qCXrfM W/UHFxTLcktsKXywOhhXmGrNwR660fam7vJgm/b2i3s8FwfZjc/VJCnCCb8X StRjDCyMOzuncHcKra8LyBhKokJp4oWG52pDpEXPVlGUSAA54bBA+UYFipCZ WGzeTMWOizfZqjrQIFqcrzdcSWCD43Up30STpEvdMc6F32Xk/g8l3PVtTEg9 ccXF+yoPgsPwP4fWcUBjKOviaZd2cuLLxMPpjV7I8qM5uUCXDufaYx2d7/Ix 632fh1YqAyZHTOIK/dVwRqWXOOI3ORyXtrQp31yGVM5yl6wMyUH9jmk5uWFc rLdHQXHqNB1WTQYf2vWUA78GJ6hodvwgt0YOayZvJaBh44byZcZtJAv0Xhyr ZELG2RDrIn0CBzkNJHXsUQM7iWe+wUIazPNzUV/rzMH6z/x8+kCKKJvuvYwd omOxBstamM8ED7w3x9O1jzSyP9TgwVOAUf2784t+0PHYTs2U5cN0PHpDQkSH sCDJxkVtNpeFjz+M0D+T3Ya2Z1tNym1h4if+SSMlIyPoP4Ob/HnuTOzvL+x/ e3EEaSs2bFI3GEAP1+V06Q6Poq+imlvJGRwckmVy2Lu5lZxT/EurGk2TZnWu 3sPpAth+bGqIWdFJxtPGX+IxPpakceOLnCdQQVavmd0yNTC8+p3yazAfViaZ hTWHSklOxzYBd14Hefxk2vpzTwgQdG0VaBCdZJZ0T6rRaRXYe+PdTaUBBmjc uVzxwEcRS23I1D9z6snl84PLeI483NGZtjrgsBJOTljMucdTxrprd0x0RPNw Qf72l1rbBlC+5lzyYAaBZzO6U48umkYG0TJ3ap88PLV98NwmRoC7RWmTd0yU MLeFc7tVmwDX7Me+83N7kHphk4ZDI4Ftvi64KfzEwcb2pX+OhyhDm8TAjJGn DLaGV2/1J7DxbXfF7nsVfGiwcHthf1eAt9lrp++mytAwdKvGZPOhnfELG6+e Q1aBdSdvRRF4OXFti3ZsIxKdMmqxceHgz4ZmSrb2qtjTmnvo4S4O8GwyzVz5 BB5vbWk1WfCezFvdl0jq8PBJ0lPO8k0PqlYRvEzcwAWZeetd4S98MLx1e2Up hw0Jw29uU2k0wJv4gZ/uUcFvw1zsH8eZMH/Fahze1ktKl0lpyWIWrpE4ls/4 tCPh3IjpqVIK9uiN/P7rtwmk++/Bryf0uNj5flqbUgIHl9F0V6WbE0AXDgbf HmPjvj8Iuzf1FJxfOLaDCOLguS0JmYd+8HHXo73+KZ18PPGAUVywQhkrqso9 dqgVwKvpidTyT0Po8NKWljt1LGAX/DiNlVRxSrBe4vmlsyR37dUEuk85ucur znNuuJbc2hTjlOVAx+VJfZquaa3IScHCpLVWGRv7HO/N7Gfgjsed8sZXWLh/ aeWfxAVV/K4wh/Z1BweHXpzH72xkg0Oqqs6SFQwYyTkZYVXOBpAMNlrq0LFO mEF2uwkPUkL8Z74XCHD+5bIbNyYJCK3QGxu05+A6abVKlUwBvunelBm0E/gO I7F0yaJuRIjZX7PqC1H7xhfBa54q4TP+B0ryzXlQeFHlxONwAn9cLlLNVuLi pxsOLxiBnzxMXrmny1ODXc+X7TsUzIaZbZ8D8iv5EKnRr95toQwhRl7vis9T oY1K3ls4qQijDzYv7rCTA6NWov/ILAXW2BR6f1hfj/YXWcUuTEkmAwUZ4icJ DLBnD36m542TovB4Yd74FFIZLNkw6DpB8qMe+O2q5uCp25aVb3lVaLdD7sPB SBWg+SteC1hN4PtlC4Jsd/GgJmZdg7+7CtRGvL7c+GCSDIoOLgp/xoXd/7wO cnzWStb0qpsrxfNAeidGyyeajQ1bLXerKjNBUNWWUvq7EiSw3v8+5TtD2jMl uz9doAOESV6/9qdAp7vK6aDBJnSm+jz9Xf00eXzIvvmU5ii6eM6qbNXdaVLs 3covMqZirwVmvL5SKdk9ww5kFLBw5/abe1iSKVRqJcqr/DpAJq318KYGf0bn hNp7xfvGkNP9/uaFXgyMvlRlqi2g4NHBRI0TLCYeCm9esjN0DvVHMeK3hLBx 1TFr1tnOdvLHaNSxYhkfP3l71QxSx5DJWx2p9wo+xunX/P9OnELNRZHY6pwA rO2WD4sXy8gAupZ5UBsNEi5le1DDuPBK8j1teLM81KZw32TsV8GShtX+8fZt KH6bUXRaKB/Szw1YHd4sRc6LdlTpvpwl/cdTQrruz6Dkc42OBdJmMjDlQkZQ liqO1ZaFvz3AwXHr/ODAmACmW5sqf/Fm4w1D44aGJVyImjdC8+0A8lNQUTAW EXC1Oqpo7GcP9Ytm9J61KkAmKz/a6IYaHBPHOsWcocAHhfiXvmwlCDUxUHM7 pAAlj++HmnnRcbdT8KueAAo0fVUZZCn+/JcLHFlfLg1akraudKzjYWedQK3a P6Rky4ruo5m+cpDcvDBrM2eQ/Pw8zoC2VB54caJV3qJRcs1g4OsX+z6S8x6c ddTzOI/Sg48cr7gxhVD6xv41yVNI82RM97+PZtDe8Nf+lf/3k9vGT4FKi7jg Vy81d4hXxPhb3nDeCxZe9jI+3HKWwGnba/ZH/dwparpQPpvGx8T7+vNOVQKo flI8pFupAI+WXp5YFS4lH+lPbiZ66fDR6NIOp71SVBHraVG8fIJUDjhCnYnk g+/OVGP1n1yUF4tEvVw2qC0x5JvmTJGDTZ/+KhHRINT5gOFcyghauJvvFn+p kowTXD4pd+QbSuzZF5orHkIR6uqdT84Pozp72z0esxxc8e9ZSdnCKTTSYxSm X8PAif3GOgWL5HFDnu+FMB6Br8y61IZbq+CpK35T+quU4GTfvAxvNwbGnYs/ TF7h4K4lX6nCQwQusVssvdbIhbSMSNu/hzi4XmvcdURYS4oOBLQ5tbHxh0D9 mqQtLOxpHrbCxk6AedGRznsPKkPVnFvC9++qYLJFVrbDloKZ22rTfDYxIatv 8jqzVA1Ysx8FuJoJvofPnMqLV4besHb9KgEdKjUcl5gpKMAts7RQ5xQm/PZ3 xG+UKjXs4yWuXbFOHnrQttufvvNh16uBZuHKJtJU23I5ujiNwh/f2le1s50s 04ZHK54IcPN3hqC9whutT4zSCRpk4dDVP94c/ShDecKqgSObnqLcHRcHsrvl 8Iwp99Q6ohxZX56znr40hjxH9zW3wwTyvPlQylQncMPNYeG3Ej5cvp6ZzZxg Y/G9poAC03KUr7Vq48g/KljrfE10US8fZ+y0NOsN5+ICXVma0hsB/A8te4hy "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 283-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVVmk41OvDHrPYxjL7lBAnS4tdR2l7niM5lkKEVCREEcouhCQnRUMiW51Q EQlxrL2/R4mSZClStuyyZOyD4e/9cF/35/u67k3e0cviPB6Hw9Vu4P/ZgTWX LWdLQnbWOw6vRNMhm61fE5hEhW/CLKUYYe0gkyb417ZYNuQ1hutInqJBd3GK bogXFwvN1lkiHqHDSZbF/ymSxrFPP/aeees8Dwje0T0te0lQ40YOB7shiX6O /2GTEzYLSCNu5b6KQiiwOKxozw8qOpmaEqJL7gaxKbkP/pn8CR4uqxKt8+kQ p8lIaB0QQFoHPUulvBhI5qJmXvh9GnrITPvpeHMUW7ltaFt6moZgzA55wX1r 2PBf3rPaFBZSUw674Y7ngjE71/fD5Mdgm2nzo+FPVMS82F/gLjMMBiNtEt3r hrH4Zq/FYTku0MQnlMcLiyHNrp+m92aoSHj7b8nkRjo6/a9zx7vLS5jc6b9T F23YcCJ5fhRjTYKTq2oFYVbDQN/7x7yRFwnJsq/tdiUMY3PKm9zxqYPApC2f Z42TQDJnPF/8qFgBMiMFXtJ/tmKl3UKXGu4z4WcNnT0GkXPAWj3ZxTCQiYQ+ lNbp4VmoL14q4YIiA9opRBtrnBFAzhli3P50JvQzWlhvSRRCW6/sMKESyFAr NnJd8MkyKEga+aacTUL18be+lTOnsUn37/G9liRopmyiJ3mMiNwvfnpmEE+D OwK+pgxYLGFJugcMX4iuYk6tdXSDn2Q0kmic2VzDQv6hMNPlCA11hSou79Ef xBZ/LOatGF4Au0eJPhZ2Quhm/x0zqycsOPDEWeSzNhktzajHvvZmwplRUCU3 IQBjc1W6KrR5YPwMBRf/+D8wbpZbUhpKhx5Z9LbKGiF0aMnf5XQxDfl8qpFa nFzHzG9wpZPMKaiy+bDvh9V+TAwpVl5pJKPSpYumbT+o0M9yInHQgYmGiVo0 678Ekehl6836VjQonr2QVPNlHuBNnlbfmSbBonQFl4wsCWQHz5W42vzCRGQz 6r+4CKO57U9k36ySYP+XBKc1IAzn0h5Soq+KId5Z/eD1SkkYkHd9e8Srn2Ah OktWSVUCFnknztTNzID1bYbyuQckoLe31vi72zNgulPNwmjrb5B3pGRYgTsH aizbSfZZDHi1UP2iW3cfdtBcc5O/zBqm+dXGjfucjRSpyR2NzFEsjrhQDedZ 0PYPh3TBBh6oKhzTNNrLRMITnstpisNYQFCuwc0iCprvn6rW/HsEK5x1yFC9 JoEMczzUhG+TkVT2vY85l4RgtCn9US+7E9OV9f/AMGPA2i9vXTOZYjCJo0x7 yhCHUXkLDrmFLFhVcaJa5vgEkH7Voj/sQYNr+SMZXkorYEpSRfJEIwEV6+WU H4xhw41kv8O+kiG9l5bVJ0dBHUpCLtam42Dz6y6pY50UeGHth7ZfKwOqGdff XbgqjiIwX6Fb7hSktzP58TiHChUM+j1aslcAF41IxrxiofM75/rPHhGAOr5f gx5HUWBlgc7m+f1dwCJYtfegNQ3aEKTlTxlToes+ukveRk7Pams4BdZT4UJf b5/61mZMm5zW9g6wYBDmivuzdhTslPra8MSUiXjafU+0trCQchge59dDQxxu bRaBSEShcaqp02UkdPnv9TseAWTU1ct5bJY6gc3unSUmhYnB5SA4ybAbBFrr MxrB9XgYMXPW/ojLMlB4f74nUJEOlfryU5sjGfADUeHQc20KOtZ4frtqJx3+ 8qAY1bbj4eUVlWacCwOum3IKXFZZUPreGZ/lbklErVq9BkUk4U8dS3xAPg7R 9ZM5pEsNWISKaNyEYgdm3hVjWXiMBLU1T2yZutgPLAV3q/d9EYfxGJubFUOG gy+HBNTui0FuVOyAhAcVfnpdQuyxpcF0p+bmyEo6OpYhKb9rvzBy0qgnqefS EXo41fmnPAlqFrvdP2/GQilXvfmTVWzoE4yv/aeGhkI+Ks5PGdPgqrmzlYuz CBpQSOft6KfAtDjzBM/7Y4ASRu0pbH8NikM1SVtcxGCEt3NdhTYDjcnrda8f oME2XQvJVyJ0uItomd5dseHnpftPFRhM1LZfwjruKB3xj3/3qWhkIavjm179 u42Crqpe+PT2HwJK/i3MCQ4VRXM5R5UHjXCoNIEW38QnosMHX7u1GrSDTu2K 2HjeA8yXnR9WxBFG0rBE+oEUD7MIj9MqW1gGhirG7y818jBWVM7l059p0Pzg 8EerR83A/lhp3tQNCVS08v2azCIVPvuw1U/vNANZvvRR4dZR0JfrNfc6c5Yw tmNiPPjARPaZNX5m//Vhzj4Ki95lLDSbHSNzKZoKhQxI/LND4ojd9DOl/qwI ckzDK5QfxiFj8kP7jlsktDXOdouvExENnZG45jfVBcr0HfStatewgGnj7mDp ORAMF5o4sWtYmFsf640aAd7Z9yk/tGseG+FTfYWrxOATdqZSoRsf1OtYlDX2 TGBdAnmWVw51g5tacufCHOfBifBhvcM8UQh+NBUwt+Jhye365vJBcTgd3r3r VMg6wN7uK+41p8OmK/vEIof6MRNV1/VsuhDiJLyyI4TS0f7z4oGvZQnoSwq9 Nt9JAibxhlY2Sw+AuOOq0bkhLFRl9i1z3XIeWCnZNilUr2GBr42CVJxwMOlm p1nVbDdmbhlQ13adCu/I8cLfOdOgqqnr07jvTBQlOkP0HERY3EvlogIRGkr+ HPVmfomCrMw+Nz83FEEFYhXRqmlMVK0qU9LgQ0StgnHVnlQRdOvgi+2eNcKo 7uWzEM0LJFhrZS9b6UxEXT0SU2JCdCigzo68OSCIehPND5h9ZcD8TW6HpwLn sd79I14Fnjg0HFn8azFjGvteHruDqCKAMoPWP8b5LWCHp3xrKh3bsESHcYrM ZAx47u8e8DFtGZyS71RgOfKBdFDMyPsXfFCzRTmKpE6FKZ0dviJKdCQ5tsCJ FBaFcKCMW1YpBp2CE/0r6mkw90SLU5Q8A1bPuHX91hRBL1TuLR4Kn8UGIl6d 5ukIozbVBFvLc7Ngd3CFPzOPh4n7uBP4N1jocuWjRc66AGp4a2ExRqcigwyt aeVIPjbV1fGozoKIFo5eFmiNmwPb7Fkn4xIaMdvglZtNfkMgftQxpDRsGrwK dLxU5zALvhrrOdit0aCElV9+/MAqmBlVDd3eIgzvRrzZdH0OD7+Ved4KZVBg Rz9HS72EApfvX17efkgExf31vKp/ZEPPkHLr0n0a1Pnao1WxlQbrjJRnH3TS Eedu4NW7UwzYLrNgM6P1BVv//aCy8g0dtvpub0k0FYMJunytj9lUpG7K+2Cr h4d56lb2R3dKoMJfS6nkeibKRh1kfpUE8rwYEVwWJ464F0y0Ss2EUKOU2S5N QUFk7F/c5BIugfb8e30PvokJBe6kkfeyCGgUHM/qmGQhcysV5fO7ezENuT91 we0VsLM9eXTFcBD7IIde7C9iQys3rtnJDA9gEB8l7zclBsurTgbVxqyCMq2m CXeTYnA8qul3ZwEe8jXowUcoDQBu3pfZ3rEIXOccu/vRIjDzb8H5N1Dht3Su 1kAda+PXsQ2rvtNh2NMunyqNBvBuoXViaJICZf5piX4zxoJlIZJSpDgmrFLg 5YrUspG3sxKd485E409fxPZGUtH1S6XW9AQ2kkl51sPtF4SNbqVhjp4EtJxV 2BeitQYGVc3ze6MWMbUVR+W3oRR0cpzEc/y1jC39NzLXniqGelN33PijYgGT DfCKWLrDxy7ekx8758bFWLrf+xwFezBfp1tBPsdmwD09z3S73+1Yrv3fJasJ v8DOR59EHU5NgmlBAnnm6grwSZ/2iDnKQirynD8q9+Fgq7sbZy0cD5Me7CZ+ 9l0GtccnZY55CsEi8r0w1V8CUKUME3h5VxwqdSeUhOfwgUu5l5FNtST0fuT3 eWhjPxoJJnIH8tjokgj/fO8MGRJmSGlGm6lIcZOXF9OYCK+Hf49fOc6CZ4Ue 4XqmKPBM5u+x4Sts9HKM7mEjS4c3nEojbwtu9J/r0MHVjT669rZUadh7AtN7 KfouZZwK/Q2eEgLrKzF3vqbX3UEmPIB7axW7xkSGAhbWal50GHTuqU9FMx2p mRxl5NoyobFueHd/MQVV3fm2870VEzLGLYzBFB/8Dw0b6QA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 284-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk41OsfxsfMGDtj1pKKE9FC1krS86ToUIjKkqgkdVLIkpMlRJQtaU/q nBaHLKEc+/l9EVosUYjsa9mNbcb67//ivu7393Vfn4+ik7vVaTKJRCr/lf+3 gOPu0n9fBBysN+yZj2Diyeo12iQPJi4NOiTHCmpE7Qt7KYN7J4nAF1v5VCMm TrYxt/m7dYSo/r79WJnzNFojk1Wp6S2CNcKS44gwGdhXrBb6LHoaCQ+cy/NW FoH96c2ic4VMsH30MEBPog1N5Olyt3/uQU/m1KjWaUx8uivnfkA5BbQM3HLk 3FmA9GuDW26w4Ak7ocsp/AdRf85aed6EBThygyJtxxIBSlbJ3xufoXXmn5/2 V8tCyIE0l0aPH6g31OaOa0U/kedyW0h2lIc0yfF5t0Ql4d+lnxEfG5ggqjom c7+KCd1rj7yqJs8TCvb7Hs3acPGh9Puas4xxZLugnhF0pB9t22ru5JwpAmu4 V3TOUPqJK2b34jPe9aP9X9IE1iRpKBD9mWb7YgmtHshwl9etJwzFe7wnWri4 VmPrNuPQKTS/p4F/uIALIh9yKgzJHOg2On68bg8HOyhFmGocEwLakJvwh24u 9jGZWa67IwKLOkJdh1uksFZM6DLt5RxaneTyom5QBCpv3fiWxx4nVop1tnLj RbCFyn5DGTMqFFjfzFK/xsIbfBse9ljxCc2ZaL1Xi0vEqfoKpnGXBJQlGlm1 n+4nZr/Pps7/fhYNdr1d6VQvBuHd0RZHXnLwkPvIoBZdGvi8LTHFnmz8TSDv 8KqGgmNSNrfmawsQQa8p7iLnoyGLlLc5gUysuF3qq91ucdjFv+Rin80ABV2N y59fCMHBsAn5ewfpQD3mvIq00EtIgnLBxSoJYBh7UZKKmNjn0PCd3hNsiGkj SiIeiIK4h/XKvUcYuNJGvD9CgY/I+5OKoseF8Yq2Q/57R+nggE++PWMzSDTo fBz9PCsOU6ov15QuCGOHPsPe3ipxPJXwhB7hJwmzV52ikq7LYt/Uq6ohb7pQ VMMl2Zo0Os7yvMOr4PFQibi484kcOvb01Boqj+KheykrzRK0JlCq0dt+pYkp dKK0eBWtloP9Mrf8ca6tk5Auj+v47QUJNBtszk284kLq43y7PU8GiVjqTBGe 5uAILaUJh+AFVJj5U9NkOxtI2vYbey7/IHwvpxiHZ9Fhfs3885H8n0Tm5IlE tSvSIK543OOBhzTIvbj9Kfm8CB7kWHn7FX4n9NZc+sCyYOFahdPHKsRk8L04 FUYSSwpfsnzZyHZk4aW0gUT39fOI1jQU6NglDNmGyXkGkVz8+0xD1qYyaczs YDzvVKAD4SIfHaY2ilYWt8qZNdMxr/qSkiyFi9VNK2/O+EmBBiTMP1VmgOHG +38Pxcliz2fWk9yYJTQBAzKRbziQ3tDYe5xDwVu9Gy7/fY2Ov+ed71HQ6UBW /modBtYM3EdqUu5cxcRndjBdUu0ZIB6dL62SxMQznR2dW9Z+JpR9LU9ZRnNB oN35UmsVBxK674r7t7AgbuLdcwqVCssVvTKvSaLgsW85+oKvBHT/u7HkzOMx YnL7JPVekCQ+cDw33TakH2kt8zT8K8m46WLHGQm1RaT0/nT7n8pMfLFJSV0l jYM/UJV2vdKmQ3WdX8itMTYevEA3eddIxnI71AidKA5eNo/LcFngYP4NhdG5 BFmQLVy4gn/tmmettNrpAhmYe+/HCZ//SISHC3JV7zYTB1sjD2WaCeN1227V Z9v1okM0nS2dX6UwN183eYOHNO593SekflcS9+o4HtI3ZOLq4rfUdjsGViz/ 7UVGNRvMEmUUN+mLQkkmXy+igA3wZLRZV1EY+5OqVoQVsCDgk/L0qCkD25mo hEjRJaFH6bFgQzcdCw/RewyMhxE9SLY9s7EY0Sn5N3OcZHCIp3NFvjYL5Hye tYqrsvAXPSuZN2JM/JM57d4z8Ouf/LtJSiw2pMW++Uf1MBsWLVu88qs4cG2x /2+VRlnwUztbXXadAnfz4yKzjaVgKvmASq8JCT6tGf1LoCUCewyKz9UbNyLN gf6ahYcJhDc3LSgrThTWuupvDPhvnrAKjtXKnZlDqxa/v6WGLhCca8ke9rUM /FIo073DsR45muWkjoZJg1LDEV5NCxP/82Gtj6E9C1TT7JReRjLg69WS283J fMK//uhHpWt04NZ0Paw8LgbFE70rnwqEwFTiiWPTDWE4mnL/9KnrNOg7Jn3F Z7QVKbX8bLMlCYHvuGmbv/wU6vANdWB3kyDoXCenVJ2C28J09Vkb+MTAoqy3 aKEklvnPaJ/dbhKu3GqVW9U+TJAVrHf3q3aicC2Fk0FO0+i0Cm67UiuF0fea DPZaMh7bWvHH+zA6Hg9u23Q0YBlNXLDcO2rLxjUXd0iG9nUTMheX+VPBYhAX /8aBEsgEOd9Vu8MVheHrQ+a7tFPSOOek3H8Ja/pQrKVaREoAB2TUT5rrx8+i I+vtapSKlgim9i9ByJPxvfBmi8LJNqLuiLml6VEmjlYQBJc7M/Dh7Ajxw2NM uF97rXSaT4ezQn1WZyYkIEMyP0ItgQ36f8R1XXxEg3pabJGbrBhcbs2+M2Ev ARWv/wnQPCuMN8cxsj/doEFru/SopAgTU4qrxyv2i0HHnYM7LRpY2PkJ2USy cJbo0B9wz3AjwfWezQXHHHhES17MBupmIbjqRwrcVc8n9ox6lxQ4fSFqtJhz sqUx6NUlV99PCXOIFKLv/2AnCctfjhx4n76ItET7slMXGfhhc5O32HomfDHI NL9QLolxT+5EboEk7hw+7mNfwsIph+tOXVNk4Y1Op51+/yYB6Ztvz+4KniQ8 kh9TR0rF4YtavN2hk5PI6POfeZscFwgpL1fKYhgH1Dw9ppR7KfCxzMrqJ1MW DFY7x7abk2C0telphRUVlqhJfQfzZtA6R45tbHwV4T+h4/UgdwDd+uEUkBM0 jmipPmtDzk2jBlPDEw5LDFzV27LRcWQZ8X6oBarWiWLTg+ymZh4Vf8t1uxHI ouMVQgbrBn0YeO6ux5zqLjGQzx31My2SwrhPpZ5/l4G3jeQIXouwcIWJyuSD ZiZU/1iUUPiNixtXz9jwtL4SZ2gGeaWNbFzvrVp3x1wSP8oyQV+DmLDFXPDB zpCMS/wD63ak0iFzkP9IopINU+Qo16J5Orj9EeKfGysFkzM9B6zLxKBKzmKT Jo0Gw8H71te20GHbX1e3kWvYOCs4+uyqFcLwA1k+bxrhwO5tE6eMdnURGgq6 eihqHmWilpjfXPuJDwqQrp/FxUUqw2E2Dh7I+NY1RZ9RSbzxVvKKHVHLKFer Zth1fzbaLOS+u/0lFS9qMP2N6B8RJf5Vz3u7OXRmyqmtG2ZRS+cjTZ8UJv72 eEKrp4IDbd2qwSYTbByU1OpVqPERJTo8K8rOYeDV1+siSn9y8Ps3vMGj9Vxc qCRIEXvHhUWzjs3GaVwYSkqP6QiVhd6ny4lRl4Vh7nlmZ4DWEiog0hS1lwWE +ryTSlkgHY77sGWkiUWC/+/AVOMjSUjk33w2Ii8g1vi6h/CjF4knClcPGqNJ gqPX0ulEayd+2FJd9XZModuGbo8dxhoJfa/A9EuOI2jj02rxE0dH0IKCrVad 4xLyejx+IfLAL38N1y5mjAnhetdzcUvBZNyv6n5J3mARvbMcWW3mJoJLrHX/ ulpFwZtzCaHXN6Xwun+8skNOkbBLnruJTZEMzqgV8vb8xfsqyn6FnalcSC8b d7fvkcYUnnCCyUpZQKJFaXbnafhqcMuteUsOXlv+aODdvwx87NnYz/6LXIi4 rePHVmTjsFM5oVE0YQhWo6aN/OLNlbKc9f2ew4RNZZoOu4aJLxknUf6sLCAW Tqr0nvdj48snk7zyPzNBbTlePfABF5vqBbd1Z9MhO1Lnm/YdLmYNWZmi0UXk Vips8ekCA24b3ZvvdBAB0jd7628nxKHugKuvrZgslHoTPJWTS0RLbHGWkkAK difoqREDQjBu0ZJMBhLIos7/EgVPidaTuhWvh2hgaLFHxVxjnEjaSRlvWTFN iHa+PhbPLSPCh+ccnIZ4yKpDZaV/Io+olnbcOThMxvi1nLkfrR2VyJ0op0vQ 4d0WFldgKo5nyVDN/8pDUVFS906wJfHXrUmVGmICpP98wPBGERsbjDlnXYib Rv8DIA/3hA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 285-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk81PsfxccMM5YxZp+4im72suSWUvh+W2iRFEUpJaWFQioSQolSSdai qFvZt4rs/T5KlItEq6zJEtKMbaz5939wXufheXBe530WOnvYuJBJJFLNH/3f O/zdDFQ4suBop71uOoyDHS6aNu3w4+EXgbZK3MCPyKKaHf/McowIeGg0IWnO wRFTHWAdJCTqvq7c+/LQGHr6udU0fUAGG4SkRRIhCpBV3y3b1CBGUr2uRafV aaBdeG3Flrc82JVw299YrhWFtMRtzuzuRklTupJ2WRy8t/FwY/0XKTA0dS9Q 8uCCZWpOetMTPiTxEjudQ/sI74oNSSbH+YDDtRdSV/0m1swlHuI1PkSLtjYk 99SxgFQ4PNlOHkDfL9rHuFX1ECrifdtLB0bRUnJU0U1pOuiEqJc1DfBAWuuX QnwtB+pvBKvJNs8Sqns2JIjtBXhJUUlo+UsR2jWjlxO4swcdN6uNN9CThQWC 88uOUHqI/Rvvx+dp/0CWTVmTdiQGXD7lOJE5RMLze3M8lJc3EslX1KNkA5nY 8PrFOeqjKRRf6Dnwwl0Wqm9e+VzEExK4+bF1Pl0WW2tarlWwkoTdnwl+RjYf a/t8uN1lM0GMbOxdRFOVgIONVRyLTjmwcjdI7IU+QvxVnDm98SiazzvumXCF DqHfrlnvfMTHAxX9z+vvMGFiWP96uRcPV4m8i0a6pPD19CUtxf9MogUbGeEb HpaiAev0/IIADs71O/PBVFIezCa8D+95wob5Y7Lc5kAKbAsRKcdtY8KFsNqr Uwa9BB3US07WysHtHJ+Nsg08fMZ2MOa7Ew8O5pnMlevJgaynneL6nWzs1V2x VSVjCpEtU8quCaXwHuMxk7+escERH8g/Yt9PzK0Jjuuuk4dRrUcLXsxIYd37 qYNnkuTxaGISM+wcHcxX72gvduJgn8wLWsFPO9GjDzm2L06w8WOvmOGq4WG0 sz/txGqfPzlehgOvrg4jhkQ++V+JEZRpnt+jJhpFaWhjue4hMiz9YO8qyhDA x6ub+wddfxIRkuNleIyPYwTzrpYGzqHSvB9LN63kQa3tPZcO+gDh45tuEfqY Cc+6jaOj3QeJvBGnu7rnGfAs67A+p5EJSg+j/0s7TsM2toNKi1LaCOMF3m+4 1ly8NsV1VZEGC8dFarJTuPI40qcj/vQFPv6d1XvXQ2MaDWyVcD6rJw1P1qYV mYYLcGeboXv+HBNz2tkPOlSZYN2nvoacLUSK5S1KVl+Y+ATJPWU5gwtrdeLv D0SycJZZSUxjJwmLoFch/CkfXMxSvTbMk8JGpz/43r/ExLdlFTNVzDqRjZ9u u6kdGyew4ur3LODhI6s4hzP3sKHiOjVVt5CHxzvaO/RVGghSmenMkJwAIkWV DyiSkpA8FED9GSoLnhvmrp3wkYNT/g7Nz31ExMjKEcm4QDr2YQpfmbf3IcO5 YQO/ajJOsfBkbVIhYbXXLm1n1f/sPXhpLt+bA6zSmfNYRgGrnD/25qKjJHDW x0dKHa8hXnm4FAjNW4htLeG2eVZSuEFhjX9iQA+ypS7T73gvj81HZ8Qf3jHx 99xuCb1YOu72R9nERh6uK8+XbNvNxrzlre6JfXzw/099bGgzGz+KOqqXSFGA LrU7k9rfmFikHXLtPPqFmIGstryP5aim2E6+1Z6Fg70OVRX/w4XxvxxiSiz4 uMnYRuGpDAd/Hu+7fzRKALPbm08V1/Jhmd+JjAPPOHBO92jdy8sU2HBw6cQZ XSaMpm3R/L6JBPcEVLXYBzKwzrTctdHiI4orP6WuGpxEnBZkBT6OlAaX1htl Z9J/EzZBEYaF41NIPuLp4/QLcwT/UprnnrdsnN+38uw5q/don1VB5lAIA1qP tazeL+Lh1DcqZ9bu4QK3JzOlOYAL7y9URH9JmyD0Fq9Y+XMNGwT1nber98sA U2GvdEwrBTbLJe37dEUKOG58NqNXGrr3Ms6fGWpBGncSXPg1ZPARbm71Ux5F Wh/38x6mkSHQtYP/Qo+CfT8wam4+nSJ6Z1mnpUvpuPK4uitJLIGrjWwKa9sG iXuhyYumv3aiUEPVA4HOY6hmQVOevC8To6/1OTwVMpacDVANW8PGwqDWxQ7+ cwike4ty4gW4/uQq+sXub8Qq/zvku/p0iIx66kgJ4EDUfUexlwMN3t/mVGYd ZOCwedpjxva9KGK7bli6Px8Mp5P8v9Kn0E6N3fVqZb8J+o3MJXMUSRwX+sW6 dKSVOHphv6vdQR6+pjoZ9OoQG6fq8ero0nyIf3vpxdgEE7aXBb8t7WRADr04 TDeRBzp1efnkaWlopEaUubNkoCv+ilyECQOqclP9lx6Vwsx07XV3+qShpY0x RKdxMNF0Q/fTqBy0x2wzsf7Axb5qc4fExlNE++pejxx3ElDLehlvLUeJ5qLr 2pJLJODY946EUPdpYt3Q6YoS5yZCbbPt839PRqIMbzef/xKnkOLtvY8IkQRW 9g3vfZ09i8rYvIVTM1x8+8un0zIaHGi4eGQto1YB465CUWEJHactzprREfJx +o53By8t5OLE5ZOXJl4xIHtJtNgsaIQoDJrJOBktD026UbttD4ygNOWB+8Ld c4T8KTfKbAgflP3cCx5PS0HNSxubHxwWnKv5WiiSIsNQy6fkKhtJWC+zbUJK eRIt2sffFRFVS2iqhd3VMOpHN/uc/QsChSht35dSpUwx+rB5rZPjbzZekuY6 7vdQAg/36QZovZPGBf8s+dmqQcOfC92vBHCZ+FYTJ1h0mIunYj2ntMxkIMyg T+zpzsS4W7NxIpaNraRp0RN/83HVJs2RW184EJFcTmu6xgP9rZNvdq8l4xyt ggzJ42zI659IkKvmAc8lqXa2kg3ux4L9CiPk4fHn3PDJs3SoVbJevJRKhe0e zykJ99iw4t6FFeR6Hg65+vqm7DYa9KHtDz795ANNoV0rlNFFGKguN0ZXp5FV 1pp/i6v6iDeqkL36sQAfvGsaK+R5IYublxaeGaLjpQFaldhdAhca1g+6WT5B sW0O2W/eUfGsAcfPnFmD2m8JCTOVWXRk1Ln1G4jRYTl29fsSHv58R2TYVcWH AddMF49sLp5/+V3Yix98zD00o1dSSoOpB3kd/oa/0cKOBKW/S2cIvWlnzZcB TBDpfROLPUgw8ax39GMCHUzsU8KYFdPEAh+P4Ilrs8Tw88sMP/Mxgm/c3OFM bSN20WMzGh3GUfRa9zuOvz4Smut2TsevEiKd5DpZJ4efqF871wS/JuFTd4Qn wrfw/7/zPbcaKbjRzTXydxAZq93V/6atRcKV23/Ot3Kn4W2L80dvdkrhJYWE RO4NeRzH6gsAZTI+XOSxyb5MAdMbvi79/Ye3tRRLVZNMAVCvpMYHsFiYMiyV uEmRBQ+ukLxZr6XxhaDmm9Pb+Tg7Zv3hpBwu3vvvrx89JwVQ8/uK7fhuAQ45 WHDxKlUK7E06rfL+8OH8ywKNHq9BIqMjtn1rFw97W6RQzlaXEK2V79Sflgmw 74GUU8UNHCAUp2UnHLkQbR433eFIA9Nz1RvpmvLwboubzy4ZFiysW6Z49Q0J miPKH6tNykO+b3Jz4xsKCK2b/1CNBBqf5Tpx5n2i5cDyqtwBKui9ve+m811E pJhQhM3zxgh7cf+qBMVXROjglKPzwDBa/dPpeWbUKFHH2GfSP0jGx1dciveI 70AVSk6vmHJMmFZ7rtXBkMdiMtRNvB9GJ3fEJgX8+bH3RinVBjKTKHy1fu6Y HhesbghY5AscSNsrX3X3Tw/7F+8x9tChglFm+MCGfQKoWHduS3M2CfZ2vaho quJCoI1y8/WEYcKPGR5U6cEHN1qUwcUsBezkpB+vPceARazQS0XtXHhivSL5 IU0e2oyYyveGpOCAkOakyeZAJacy+dMjKl4RurBN4oUc2Fk4LHPIk4Pg9T02 xg50+DUvS7/3kwKO+ftoVUCzBDT8qqSZ6ZBgi8mPRZ0UCfB01mjf/ESAt5R/ PpEQO0DsSn3o7ZjGBa+jXv11D7rQ1vBN6so7GEA1Cp+p3/wNuV6N1rG8LEZD QcHagQ8T0bSOr1DxnCx+R5XWzw0dQd5nJ//5njFB3LLQST8fI4F9DojNvE4N obNh5xlhChL4tqPetZQKKh6Pqu6UZYyhwDOFDp4SUnjKqI7BGZfA5n99TBut 5mL+Ikqkrg4Nb79YJftl/hRhUTwvyoNEw7u0Du81AxE6ZtXVGDvDxqNvV7s4 UUeILYK+nb4b5HGw+O0zD7k+JLKw1Nmwj4OFGnbZvlVM/D9swBWq "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 286-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41GsfxhmDGcaYzczJQToJCUmlqDxPEidCKCpLyIlUOKUs2YWSvdIR aaWpCG0U+n1LKEWlIjuVLRJjmbG/vX/c1/3/57ruZYmHn90/JDExsdrf+r/b m/WfVv9AAxeH5Vtm4tk4Ud0/+EEFD7+IsFfkRDQi6c1cPfYZIRF200BE3srG 7J733IyNAqKudb1zpecEqlYS00zIpWG9U/xU4pQ8RFr9HUCxm0aSfT6lAcuk YeoySbR+dT/KmdYhO+Sz8Xvbmb+U1Smgv8n3kaIfB6y2Lzp3i3QLLbV+f6W3 jglGLuf3q7T8RN9jHM8fqu4lvuiGli2oCNEqUnppGoUG4sddzbrDxUDVyfyS 0JGHP75KqZG+PoZ2z+rei9jViyrWtzxi/KKBCi98jZdEL7E4dkxhxbtBZPkx f8pBjA4vDJuzkx6TsHLfPT+ltQ3EzXm9B7obWFg/KWZBKncaBVDGzx4xkIOa tDNfShVGiCfqzzrptTRso2FpIm9Fhs+Bl64v+kmC/Q3VbLNuWeCE6Hx3dhok hK3CuzN/e6P4eo/HI2fkIe5ros2uXC6OFxZYcpxZIBKsTKo4qoD9bllr2K+i 4KTb2m1PVk+h+SNxTyMSn6FBm9sPH4WxMZ9ze76cwgBj0YkDTvdZoMeQCWlO lIQdp0aVMnYwIEbSws7t2gBBg2VP/30rC09nLwZmytBBxt9hkekuFs5TN9Kk BM0hkmVeeeKIJJY0S/n2tYADLtj9oZfjD+Jif0P8iiAGjGvmqryYlcTbLD1V JlwYeDwrhxEfQoPpW8+Nj/ko4MC70ZpRD7pRtt0H5WEXDi4+el5QLRAgm4vX TA94c/DRo/qDVWcFSObjg8VO4hPo7taHvWqj46h3WPGioz0ZVn129Bm9w4Nd fNu2kM0jRDJ5shxPcDGlhvu810sclxUNrNq2XgHu3Pbkaff8JAKDb5vFFTMg w16ozzr8iygac7usE06HRbttvgsyWKB489wb/mFpPOl+xvr2ry7CUOXEa44N Bw8JbL+Fj7NwRqoGK48jh/98msqNfyID9034pZsSeJiZxb3j9pqF2Z2sG12q DFi0WJs0e0SAFlW0KVo1MzDzH36zjhYXTLQuXhtMZeL50UizvXwSHoU++YQH XDgS9d+mDTuksUHA5+BrsQx81s07yJn+Ddmd1Onc5MDCVWESf4858LCXEfvA XScWLET4ZDUt8PBkV2fXysXviQ+Tq/BftnLgb76QeCRQFiJlHGVkrceIsfVj 5IwIGn42U5g/FDqI9BcEeidrSLhAKobn9EEcq736pyNoGRsHOaWvk49WAGbZ bDimymMHvWHdj1FSwDa9mCp5uJZ4HGxothx1EjvaEuyLrCRxNH/TwNLWfmQv tWZl1yc5HLWndGNhBgt/L+wR171Aw19ew7G3sTxcV/GQ3LGHhd/4P/jPZikT vqllTy3/ysDJw9HhXqajiBHB7ChqrEDLSjc312uxcdRRz+onqznA3e6+Rvm1 AoToeNdVnpaAb+FOuZLdTBjnb9f4vk0MKv+18+3eRYMtmyp8GswaUa2G7tu1 rVeJAF5+RHEqBayCsh0iRsXALjJZv2RyGo3xP5nFHhQHbizf3+kdC39p81FT 9G9ErlaP7g6fokNjFlSk5nLhU/Tzc818EXF9iURXqA4HePXdmTX7qHBarbjH d1wSLGRzXJvOSEKbiUNYXKws9DjTw48PtyFrDSpZVEmGwBGL9pNK42hLla6+ +BUyRPh0cV/oSuBPOn/NB0XPEX1zzABKGQ3T3Aze3WuRwDUGdiVvO4aI19p+ cg3l31Ccvqp7hMcEkhqdvpS6hoVRa/09hcUkbKmRLkvT4eCRyPYVe0MXkGxg uE+oujykpj9wkQhjQwpwTde+o8KnTPbL/P10XBKzNir3zQBKttWJvx3KhcJn KdpGtbNol/qeerXyeaJiu8D7u4oUzohrtikbayfWhzXJr7zBw4mqU5FVniz8 2N9u6CKDCfdoT+J1shTAw/C81/ksWWiQSi73ZVLhelLSYdtHDKguvBW6ylsS 1/1tlGIcLwttHfRhmjQb0xvVV5/uoUPn+R0bbT5zcN6o8AJndpbo3NDnd89X DLb4xhGbfSeJltKk5WRtcVg4VLePZztPbBkOeP7U4yPR9rRnlat2Orpz4lDg m6xptLZ0TXbXJwmsFJzQ96pgDvXm13yh6/NwZnNTAFWdDfOrZlLY6UyMv5WM ljylYZNTqglYnAkF2ueExpFjxA6L7MIORwZ81EnfY+8+hixoMglke3GQO3ZI Yu4UF5g/T7umWlKgttLOboDNhI0Hjx/WH5SA4bamK9V2ZGiJ/DOSATNoqSt3 d3L6W4JY4cVtFw6htH6P0EcRIyj107ILuzWn0WcLEzeXeRYmFg8VhEZIYEG/ TpjmBwpmOuX6r86g4i8lvmfCOAwc7+0BxolcPH3Bf1rTmApL4u8vb9RkYdyj 0SC6wMLXXCl8ygcerLSeer3HhITXccUyxJ05UPRDdEm2RgFMYz+vdXjGAd+D USdLkuWg9ficUmqgPLxVtFmxSkoKntvLF6hkcGDd1eh1pHoFvGFgJO9hJRX6 ke2Npp9c2KTT6HxJvofQU11riM7OoNl696tv3AeJ16pQsKGYh6MyeYZds8eQ WVrskuPDNPxzWc++pC0SuES/fuiQ5X00ePxZgvZ6Kp7TY5/cyqhF/SEWU3ye GPYa92j/CkLkMaqVqN7CxcqnP8S/GODi4bn350qMZGD6RlFXqP48umDdPVAA C4TujIdGZRgDct74bIvTIoHocd944yUaKIWdTLLJnydUAv2iRIlzBC5627wy WkhwDVu6PKQ6CLO0nqT7D0XonIlvtsuvRgIZYXzm1yjSulIn47b3JxrttDrK SyThY9kjRxK2c2FgiIix7JfEDYd8UucjSTihamZEq1Ucv7T9qWzlK41DjD1N inUpWLuEEC9MkcOarwxMvchkfKDUb5tjuTzOPXu1uPV3v72VsFTdeJcHjn+8 KKS0s7CEQDJr2yImhMRczjTfL4ujI1vSZmy5WFX8qc/xVi52vv5roPdfHvCX ZCUZ/s5veOUj9d6jQ8RUh9gd+2gunNuaMdPlIg0jko9rRH8y4MP2Q4G7qUxw TGtVjE0iQUtyRbHalBw0kkubMzskYcSmhU8CMYhJyVUWxd0g2tzXVhcOSoEn 6UFhe9UYkbdRYqTljwki/havvNi2hogbmnbxGBQgrVgn6/TySaKO7rrxxxAJ V5c5nFZz+IqeK7pVMWQZ8Nl7wOYynYGFJKgTfRIgi7VmlFR1Jv5kkFejR51C dFvezX3WXLBK4TFJ0Ww45bQn2WCSCxF2Si1JlwREY/LMdIsqE5Yy42JLOznA t5vRyZFhQIcBQ+nqsCS8U8vfdpmtAC/ZL6805Urh/JeJpnsL6OBgtnfN3iJZ oJslCM/tkodff+Sv7GuSx8qbilO1yyTg/a+X0sZaYjCRQK2eqyOBv4d6p8V9 Hg6IeWJrHjpM7L5184QLnwOnXlCsLzzsQdYJ25Yp7aRDYu1crdW678jn7Dkt y9NCtO1g7tGKxBw0oxU8sihEBntfLEo4cH4CnQiaWv39joiwOZvT/f6IBA50 FxofPTaMqkRiVu0tJJzpopuY91wKPwj3YQ2aClHE8ZK9/uKSWPPNzjB+swTe +mcjf7yGg3+xKIZtmVRsG1Mt06w8Tezb/Ifb00NUvFvzgLMxjKJE4XXpmhkO Hn+34R83qTFCRCc1fNNh4Cjhu8d+sv1I4HTw6jMvBTyi7lAQXM3AtqYImQ+z YSKnYbqjiIr/U+tJ0XhFB1uDZ67O3VL4Q21l05OdUmCcfV9D7YeIyODfJdI6 yJC2M2d4l/JVVNu9l9O4fY4g2naJZVBaic3maWzNfz8SY1LxVgq/94LQWNB/ sayF4BS8Pi+oZ4LhkqDxlrofyL3RKC6wuZuIQf+ZL742ie4d8FXzSqBjXWne xM12Cpa/EBF43IgBd83jlP37KHgu86qh0hMB6qJc3apoSsU7PI08y073Idem gqpmMhsvd+2Y/1JPha5XYp5nLzNxgl9jknXZNNG+pDvrchALe6c4NOzRpOFw peJ9CjMsHBcd5NX3/x+8fyJ/S488tkuu75qQ+83F/ix5JXCw8s6XGzzH2JBl 618dTOJhirrrFT0lFpgOpLgERPPwtXkcsFqbAp1+OcklhRxssFAtWv6QCnn6 /cE0u9/8v+d93pnXQOy2XSrcepODt5rnPkYVIvQ/Lv4H5Q== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 287-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlns81PkXxscYY4xh7jPVStrIJUm0thKfzyYVcq0oUZFyjXIvJIQSotJW Cm0RkVsXpPZ7NqIVNipFckkoMTEzcit+fn+c1/nzvF7Ped7POUvdAxwOkkkk Uv18/b/XikVqsu1McHXUNptJ5OJ1DzrfPCZPE1G3jCYp5lxc+J01maEpJZre r3Wp8RhHM+r0jJf5TKx/Kj+NOMWEwX6Va3cFP5HcoE9lsIY8VMWb36z/ewhl Ta+kOBZx8cgT0nvLUjoYmPg/WBTAg0EP7zA9/wK0zOZl9kATG/ySisKGT4yi T3FOF33rBojrDoE+MSlTaDX5fGU6jQHJ5WosGWMyqO3ZcnXCSYgt2pMOZpeP o10/9Iqjdw6g1uyKSs40E1SFJ9Z4yg4QwwWSt/3VImT1qmjKkaQMmdMeVm7F FLx4sDhA5bdWwnHmch1tOQ8bpMTNUXOn0cwjk+BwdRbUp595V8kfJXxnXeJ0 W5jYVtNqI9OaAg2tzJGCIQocaK3jbu5VBPVF26u/GIuIifcThTNbvdATA0dI OsyGhI/JtjtzBTh3K5PnYcmDSfGqlCeBfBx3ePxh8WM6TinQ7awynELDNfeT T/QC+mpbcP9B1LzeVMvvAZVsMJ0MPbSnnAPiyCPPmS3yYHdqTOWSHQuaqzTW Hd0+TDBA49HRRkVYUGx36+EVFtCPOC7ctJODr5FHvlRuJWGyVd7j5FE5/Fd6 4qq8DgG4Yrf7nk5DxCPhQP4lQw5ItXJVn/6Qw2Y7f8RkCThYmpnFSjzOgPao FwcUC4U4rDBWK+ZeL3INyCjbGivAZYEXxXViMco3VK/sSBHgwECDr8/OipG7 WfTf/UYTqND8/oD6mBSFbulZmBFKhdVvnHzG7ghh64uU0xoTY0Qq5ftjPC7A tuHHnU9vkMXVpV9WW6zlQ97rElVa/CgRdqxgc0IZC6x1Jj0VXMeIUsn+6ytP KEP8z8qCoLM8WHTrwot8P3lscOZSZm7FR2Kdaui/PFsebjh3z7JNzMOX0jQ5 eTwlzLPZfF/5jBKUb8yvNEkSYsX9jBWraniY28252aPGAnIio3vlXila+KRz kXU7CxtQluSUZFHwGAwyk+4J4FST9tGhGgVsFPzm2I14Fr5RMWrhx+xHDhEr u00cOTgk39h+vSELjmyZSz4cpgiB6fc8m3aOE5K1EsqlaAZWXdqvKuMmQgZz Yv2IejK2OnTnK7dMFqs/P9gVrsHFxBuq7LJnQmBX/ziBFZh41VCtRlM3Dbib /kyT82sgvt6mua/d1EvYdSZtL7WWw2OCfal7wr+i7dQ1q3peK+Hy69c/aZ3l 4U8l/TJ6GQxsvYof8WiUA33q16a0P7Jw+ZlvbtZ8CWJFs7tK254gA4fQs516 fBwT6FFXZciDD+lLN3k85YI0f5vmJwsSeDy+8Wu9HRPMTJ74tG5uQyZ7NCoU b/xFBAuLosvSaHAzvVf5bhUZHE6mGlR8n0Yd+yrDHUxlQRCff2TPfxxs6mg4 bdT4Du21flAoOqUMPYGNhsQ2AQibe6/U71MAZtQ1VpIZDSwVs/a+PSMH3Nf8 qFgfZeh3UT4RIupESXmS90oSKoSNWn6IUJGivrzQV4YNVIj26RE81ZPFjofM PkbZkGDwJzuYVs3Ac3a0SuMxOVxv5FDR2DVMmKz2m1z/sh8lGKi5RbuPoygS Ka5SlYfR++Zi/hIyXvMhJWbjNgEePflhhXPkHKpxkqnJMGJD2vl7rrJRXDjX hVQXJDDg9RVubdEBZay8TXxcK3YYpdqvTCyIFMCiapV9Li1zaOfy3c3qj2eJ Is54dWggDV9KaLetlnwgpgY/dNI7OVDMqEpcmckHnJyq/zFWGVqpqY/92QoQ 5W/UpxPGgbqS25GrveSwiqntWy8/ZejsUhYx5Ll4q8kOXMZhQ/dFuw22b3h4 Y+qW2PUUEnQbDwYU+5Og+VBll27DJNFRmaJN0ZWBP7xqk+8ACcxEwf88cn9F vBC+KyngX0R3Qn3DXmROI8nB70YtQ/NzjiUNPr/7E5mVHC5U9+Vi3FcxVvGI gWernvoLXnDgru6FCdOTEmKEsUv3E5MDr1ae373dTYL2+6HuIA1ZUArylf15 SgD6UR3uxe10aKhxcPjCZcPBxgRphCwVRJ1vs+scKFDlfefymsJZtGyvYFfq +UbimdGtuX6ZUZT+2T3yQfQowgVqezM//0BvLDfud53lYG058z8Ck+Ww+PPK KK0WGg74Y22gcAsDv6vwPxPFY+HFK8u2PWXzMO7XbJ3M4ODCmlkXrZMCKB2a vKpYzwcT3gGf18MC8PeOiahIVYKCDwPKBw6woXGR7YrVVCockOoK3UEAv+fE /k5u5uPzCfQWt2MM+Izsb74dEcBap4QLtzYPEvpqv61DZ2eQw/HW23JmIuJf NbhrXCbExxdvpVOFoWhzevzSEBEDWwi7t/xmKYcrDJqHfa3KkZ/93p+63Yr4 pz43wpzVgIY+3y4beS6DPaXuHz7CBJp9KZr6/IMB0zdLeyINZpEs96Zpw1kZ 0Jtx16yJYkFgo0t3NpcCkw8HpW1XGaCnWpvNkZBANSwgZjL5J6FS/VVRbWaK EKzr6HGndhF3L5vrdFvPoAsb/a+5fmsjnMeb8vxbJUgnu4m+33kEndLRGQyK puCga6OHk+a5y3Y361liRMOtvj5psyfJmH40dexrtSyutR9ZbO0vj0dFW8TP quhYt4KQKTmnhEOCFIKcllDxocoAC6fHTLz0XCjVeT5fGmWt1DYUCsGpKNf7 8zselhXLZVosZIPX788vFGxSxrEnO9Jn7AXYPOFNY/A8XydqHiwfCBwmdt1X u1Q2f8dbtvmG7VJgQ1vadQothgIdqU/K1KeUoKIvzsh7BQ1GbTvyyfM+VuhM DKi4mEt0uv1WV/KVClv2lS1d3zFO5G2QHe1YME5EvdbzPP3sXyJheNrV/asY 9d0kSavUpogm5b0bhobJ2PiJdfRrs0/on0X7n7EUWWD/p3eU6G82niBD0+Rr MVptIg11kHLwa6O8en2FKRT5LB9kRRxYxk6Ir+zmQVjNF4h7xIYuI5ZKjkgO 5D+8iORaCaGWW5v9NpeKr4Wvk8mTsMBxs/Ma51JFuL2kJyLTjg3fFhStGnzL xL+Tvy3zbpaDl99q5U115rldcDR663MKHHFf3m1ZLsSFRQ8/J74bJXbdvhXq ms+DOr1hz6kfg8gmyUJDZYcy2IjX+V12GkA+Zy/oWJ2eQFpmgqac3hw0o3Ns dOFxOk7dk63p1T6BQsOnDD/dmSSKchxLhsLlcJjbhGlgkAg9LNuXFdtGwVdc 9ZLz/qFi5OtZ4l0xhaJDKpyPyMjhV2qn/ls4/weY/9KWL63nYbUQO/jVioHt 4+ro7Yunie0UcfvyBQy8S+uQiymMoTU1rKBqfSGW/md8cD9VQvDJzxjRvWwc M/HfwwDFz2h4NnVEKV+IR5c73j1Wx8K6dzoe91EFMJ7VOt1VqoDFCY3BIWQ2 2Bv9vdell4onu0rPj9+lgem1ck31oUnCdoFOfRBLHtJ3ZIl2Ls5BEXdi3Dr0 SUB07iRdor0n9G2z32dGviEk1ERr/nw+79GU7ib6Owne3X8vipvZEB7s1Ruf PYLc2tYnhLX3Esf8bfoOkKdQ8SF/dc8kZZzEnJBRi1DEzIzosJD1LKgzjHkn jp/n9UrOOpUqMVJyV/u4Z1gR23ms96g+PYiu/7gX94XCx9p7u2bfNSsApWdi Y0sYFycFtKXYVE8TnUmV5SPePOx1zrF1txYDv4y+qqE6zcMJseGegw0MfHXa OUcmh40dUpt7xpX4WNGrXdwlEuDFO2qNPSRcOB7Wr17UKcBGc3WT2vcV4At9 m7ZmiABLP+W92ZHXStCymo9SX85ztCX3IXoyibxZLmvSrnJhd4h25G1zHpxv uML3NeDB7bpfWvqmaogv22tshk2EUH6OfCZtQx/hxm4PN3/Eg1YNoubGn3LY zl2o1tLNBmeL6+fyRGx4tvStB82SBalZGrTLrQqg7hecapHIhl9CKhrOVtDh V5uOsaoBKeEzrtO+oY2Or0ghRfRTBoyVF0ydiOZgpR8uYZLcIWKOHyc8RJLB q4+oXP4oVMBnKkuXfAyY34fzcxW6Hx0PDOVI0t7SwXfOJdt23p/fqPGtZ3Pk 8XvSyVU1f7GxI7FB45vRGNGxfHP5sQw+9jIONDQu6iT+B7cJ/os= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 288-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41OsfxmcwM5Zh9lGi5QhRJBUJPc8pdFotWUqlKOpQqEgllK3sVJZQ KYUkS9lKzu9bSpG9IrIlRQvG2Mf2939xX/fb+839uT7LHN0tncRIJFLlfP7f Wy2uuhjeZMFBG/UtU1c42Di2jCFDTBO+93UnJEw4+J2tmbO+6RhR82XDgfKj o+iwd7x5kh8LawdlxhBBDCC/SeT0s0mY0utS4qlCg7+0erPbovrRbZGmhE02 Byca5Te2+MmCjpFboYI7F9a9Dz7UrpCNlHfX3/lRw4K6QpG7rIEQ9QTa3nCt +EE4TRqY+xhNozVi10piJelAWW1v26QiAUv3b00at5XHCT8yntaKxtHeaa0c f+sf6ILAxPTyIxYslvdbd0z8B3Fuu0Ry7pQA7fiQPWlDkoNBd/1va75QsVJv jrvi+kain6R9MsCYj3UiA+eoD0ToOWuCw29mwdvY0M8lPAGxKGowvvcGC5up 7djM2CUBdVMmcQ1KNDjSWMEx/SoDj43/vjdWICDGv4w/mvrnOLJ2mtV9vZkD Id0RZtYP+Jg6qhmfd4IPE8LVkWWnebglh2wSHiGLIx+uanu2dhKt/HPSdybj Ffpt9rCg0JeDg/rLv4XGcWDTxFnn/U/YsHiV5I0dltJgHjSkGG/OhFQDiR28 3YMEHVSen6qWgcLErO7MvWyQ9rBZaGzNxmJNtOuqc2QstiP9RYSAgt2ST229 r8SFkRUPFr+apuBfQ53qqTMcPJJ8m3nlAh1sJHa3/8qYRI9MCn4sHxpBhccH Dx3+IAlrPtm6DGXJg4fT6qbm1mEiSmLsBR7l45tj37ec2UzBpXk/12zbwAPf OMewmr+FhPf5h6Yh+Uw4/1zPL0R7mMgbPnxL008OzpYVtSYU8EHh/vX3mSdo eFD/GMTn9hD6i89Wcs24+Pu9QlKrqjyOj1Fjp3Nl8b2wFIdllkx4sjmzxChM HptlfO5eLeRjTic7rWspEwy9ZNWjA8bQwrI2hV0tTPzcWe9xSyUVD0EvI+wp H377+W65dZ6OdT0/nb8bzMQX5lQyT5n2IksfzU4jGzZ+ZqC/xamXBR5b5yJO estA5t6qNP0b48TwhmGJeH86Pl1Q/cCrUoB05oTaPm/FsMer2CxcTsHL3zl1 nFPhYGLlY5MAXxngGCfEUE5UEZ/L0vYs5H0jzNvC9uTtouCku8Eyo/sH0B7q utVdH2Wx8o+gDSYFfNyT+52sFUfH8ZdJXtkDXPi2PGVSvZuJNStl2QvkRxHT n9WR11SGbB3ybbT/lceXTx+teLaWC4dLOtSPNPFgJHOnWs82ErzcKn1mZBcL thiVuTSaNqFc1ZDbKfH3CU/5bP/8GEm4IfBv+JgvAZaXonSKx0QIPJ1jThpT gB+c6bG/jo1PH2yuajv2BdnvKnw0ECQH6J0trb5eGrbL3LZvDqUA3t/4T1Et E74fkPPzGmhDykaDhwUHpMBbsL3dR3EErevuP1u1Wgr8Xbr4r7TEcUi0sCuE Iga9MyxPyVI6ZmxLLCVhSfxW17K4uuMP4ZeS5n5lUR8K0Vnq4O84isz26P59 0pCP0ZfaHN4SMSxi379Oo3Ig5trTg+K+HGhfIv2LEcKAjzc5r7OPyOF/X/40 L7o8iKIsNK88vMiHK5r3pMTiyNhadV/t8hezhLtmCzdbQgbHh7SYlQ63E26v 23vqmrmQQ392RTOZB7W5D7BWGxMaqVEv3FhSkPOteXrPcS5U5GZcXHOcgt9c U5Uqr2NCW4fcAJ3GwbXt5U8PdLCh84a5odknLv4Ue4jh+ZQMnQa97jluJGgH p/+SnaaI1pJIdYlVZGB97YooDBSDLQOeL587fiCS9i1td9GJR1lnXb3fJ4uQ n6nKxZ8bJLHi+bDed49n0MMpeuCYFw/jb8VDxc/pWO8XT8R+w4XHq66Pb7o0 TPAtg/O0xzjwQfPavj0Ow6jBX8NxaAUFZM+4is8E8SFpv9iThGxZqCq3tPzJ YcF3ZwO7VVaSMNDWfKfCUgK4dEPjs0ISVrbn7426Vk2ITt1v6MobQrF9jhcL /QWorr/ff1A4hz5t33z44Cwb73aPLLhVT8PCPk3fFQ2SmPwladINM/DnYrdQ Xy4Tn21fxVTQ4mP8Xa1xIo6NFWwYiuF6HKhWMFu5hkqFYod6O/FzDOhDFmnN /XyI6xy/a/HsJ6G9dL0+Cp9CHnoLdvaUCIjKpfDYIF8eh+6r/Pz633PINDZ4 mdcAHT+7+N++f6/QcLFO7R/XHU9QhxVRFF8jh2e0OT4mzCr0z5Lo1PIMcXxs xLG9G8aRuk5nR64EE0RpeV0XdWYRU798oc5RcdCaclQr92WClNaZdnVtKkwU 9Y40JdFh3TPSK5dSMVjs7X55ImKGoNrwLe4WTRN8/dYuR2oHwYvKKydpzqLr m91SDg42EbzEGyeV+kaRxp0a6cN2/SiLf1TKOoOKz6QITobt5EN54YuH0y+l caOrS8zsJTGcIHvigWEdBb+26Ffa5UbDiT/tV1mFyuJVxQQ5N1oWuxrYdo6e lsTOJe7bbF8wcFKJdrDPPA+qxXcsNXwkDy9pNHEdaXksLqQkb1vIgmsahtbV z5g44FJr7JQFH4uRY+ppjznQsNPVe68UCzjVf2VwHlKhNaosf/mkLMxlro1U KZIGgVlrphiQoMBG7evLlgyizWF9Re5vKtDKb724rjpBpBuKC1oXjBJNjq7N zj7VRMgf0UHH30LkbBO+aMubKaJGzt7w1x8xvKRVzsHD6Qd6qXD4DVOGCao6 DsbFKRw8LgY1Ex+F6Bxjh84DIRd/1E1/qy01iSJGuh9m/+aCMiskuKSTO79L N+VTAgc6dJmKqQMUMHQU3pN9wQYbU7t1dnky8GUt73flXxwYXJC9ureZgVdm X7sZtFAS6gdf0zZpkMDRSv1S4zgVPBxVO7c/kcdbHfo8eLeFxN6M+2cPZnKB Lmq9/CHgF9odtk1F0UoOKkvOn1iW34dcwq9r7Lg6jqKzJwOVM++hKY3zgoUX pLGySVBa0H4ROntucm1P1gRx9N2JPZKlNOztML7p9JkB9EHuYVY4jYZvHtSK SH9JxYv1fbrfu04jf69iOw8yBTd8zLSGTZLYZFFT5shbLk56MKfea8zAFoEV 0i1KImLG2icuis7Ae1c4H9gEQ2hvxBqPX684+PJ4XZG7TB8K1Lzb5FrNBgvd /+wPfKViPVPhqxOmMrAp5Yna8l8TxDpF5dqTvlIQa3V7wFopFR1pXHL0TQ8Z iDZrUrzkF+JRjo9AkWgmhqlXdvHm+aj1ti2kYrCT4D6uvCGsZYEtOf5YuL0A OTRtDPFu+UrEaOhtfZE2hXKc3ZYfC5PDnZoFM+KH5DAjzt/bayMTqObJRiKX +X/dTNVXfCZEZfVmESva5LD50Y1HS6/2okv0350fNspjdfuO2c+1UlBE17ad COThMPemyN2lIkLcfM48PJqPj0fbNO5bQce+d+K/fteSxyEB5471VtGxlcK9 t6EXONgyqrZrVJaHa8qb3thn8WCfl/rFDBMu2C2tWaFjyYeMikUN3ybLCRmJ xg02fXxoVCHK7yZQcO4m652Mlxyw23YrOn1gnm8xb6xvktgQdVtFMrFRCrw6 rbQ2HOLAIq/iqvBiaVC7nJDovXCccBnVaDFsksbLlHeH2naLg4Hcgkk/fzau zZqVOHGmn5jjBco7k8j4oOSRAt9SGRxakrek250Fa96nerqulcU/fqUOxzRL g9i5+JEDz+c9hRrcGJ5Kw4rW3PC4eS+zIQxVBnWHCFF0vlFiqzw+bnB6rUF2 G3GpZ29AbgIf7P6T850TyULsruI4LW156NwfWCU1KwnpPxexySFcSHxiIPP2 BBUfEk9sEVKY0Lw7wzYijQllx93BqJAFPQaiKMtTQsSYvVEzPcGErX8Wp+tX S2OqX4KGohQT7ItGvEntFHyVe7lMr44G6eQouXwHFg6oCjdRNZ4k6Latn64t JeOVaeQjmsv6CI2sbdVxRvMePb4tOPyfr0RlAs/4js0wUpLemBA+V47etnDX O92TAOf1amPrE38j3cxo7YBQNi71+vO6PrkaRb73qtB4z8f2oqufdTiT6FPL Teau1yyIeTJuvqF1Gv19qN06y6qH2HmK2WFqJ0IzCULtMSUSXr4vmzkuGEaR u78s2ZdExp4jIfVJrmJ4lM45V39dHntxnot89CjYSLvitmepFPYUKJJXNNBx upLk9fo6EhiFPTjWksXCTb+HjnkHzBH/A5FEBC8= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 289-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk41Pv7xmcwg8GYMWYmHalOKLKlw5fI+11RqazHkqiTvdDoZCsUJZQt USlJKiZJtohCn6eTRmRpQZEoiex7tvDz++O+7r/v636u+/WsdfG1dhcikUhv lvX/rhi225Tux4KDdio75qNZmLwiXpH0aok4nak7I2LCwn0QWjh8a4ao/6zn 9NJtCqlk+CnctmVhrfPZicR5abhpvs6+6CUZU3q9yvyVRKE5LSfCznYUpc+p i9jlsjC740LM6X0M0N7KK1npKwulJbsiE6Tz0Trzt7d76pmw1zKJ0q00iboj 7K94C3qI4oJK+bc6S2iTUFLZZTFJMOenF+wxpsIax12p0/Zc3PTwsD8vfA7t /62RF2bbg1L10oRRNAsUuGf+8hTuIYJlmjJHqsbR3g+5s3YkOtgtPqImbRfH q3rzfOV13hNP1fdrHS1lQfXli5/K2KNE+b2+j8Y8FrZYv3e7tJkIzOtzQjfH iYPrewFr5zcJuHxmW4IgcJyY/jz9cH73EaTN//eXnSkborriLGyzONhH6+oN ug0Dxz9Qa3+6eRYlx6xUNU2vQgMWD4pLTi/nn36n9i6TDUYzgR6ORTIwSJ6s meZIgeX5MflrlgzQyz22PWjfGCEJSs/+rZOAkfjSG2k7ZYF23E7O2FYGG+o4 /FPwXRgL7eVXxI1ScON93xkDAw5MbshS+O83BY845bS3cjl48mY6IzpYEkik Rx0PD/xGD02KexTHJhFPI2xW4CsBm5rtvcZyuHAntoZxdGyKSBD5VYGnOHhL iyCw5YwoLi/o22Sqx4bZUFKng/okEXTqwc6oQgbY/D25RkNniiiYOHxL/Qwd LlzJ741u7yH0FQJrZC1k8e4gJfs4cRko2p5dtjWGi6kUuZ60rzNIrrJ9pVkr A7clRTZ7aIrjMeiVjnnMgYvr6qVMTkpjXf/mU3ciGTjMmO8o97QPWYeod261 k8EdR41CfGtYcHzXUtyxIAnYsXLtGWnpOWJCb0LkWpgkXl8u73ksfhxpL41r hVQLYV7h5hJNKTGs+Nq946QSC6s0U4/znenAMk5JpPjUEjpT1XEdnB+EZXvM 3wVmFBx10CHnoWAU/U39S/NrkxSmJFbI4D+58F0xbVali4HJmn/8GjCfRoww ZkdBSyVyreac/LyaBTu2Vnq939mCsuii14eAT/hzc8MKE8XgYfsftkKdVLAO T9Au/TWHas8+F6KeFQVOZPZxx0YZfPxJjtYz0w50yKzk4fB5OpjfnbhUe1cK 9kikH/p4kQLNalJ+Bsky8MOJfiZguB05LFx81CAqCUGje76EyE8i71KuTl+z BIR5feX8pyGMf0xTHSr6haF3gekvVi6JuRquIb11NFyta11a1zFI3FRe0Lye 2Y+itNc4h7lMoauWh6X/R2VDYtLjg8KnWRBhbajk4c2EphusqlxXOk5Vs3qz eGQMJVipRz8I5cCnl0YsF54wtlV2aFCsWCQCDmV2rGyXwteiWi3KJ74Qdifu LMyLcSFP8mm0+k02+PisllC4KwPvqQkVPKY4qNDUzwviOSDIvx+66QgFMy6p BbldkYH2DvqwpCgLf+hT1jrcJgudVywNLZplcWyhTb1oojB0GvT65vFIMKCy xsdw1yLRVhavIqJGBl2FDdZagSKwY9j/xTOXD8TvpZT/SVy4jnICvYPe3JxD 927wrZmvaFj+VEzv60cL6OS55NtVpVyMv5eOlT6TxPGNTck7JznwSC152ih8 gsisz9S+K82BD+pJDn87TyCat3xTlosoSPl5Cy+c58DLZDqqcmdA7Utr6z4W ExwvSalqf6fBcPvH2wJrEVjSq5ysfCaE1x3i7E9IqiMubIw10IyfQJd/uoSW hI2iYKPUK5fuk3Hznu2HDy7KYJOW5+H1VjQ8/lP99IZ3YlhlrtN+0JiJP5Xy Lp6WZeBadnnBiCEb6lZabNxEpcKK7RqVd12Z8BNZ3fs4xAHZoz829B4bJLTW 6Oij2Hl0Pdfm96qQcaJmDTwyKOTiNnwqiDEfjHZejlwbMLyc12KLTg+Jhku1 Gwa99xYhX9NKzUAKEy9osUJMGLXIyNT21lQZBXtOunzpgmmUaqn/cuoxE+bu FXwN1V5EVh/Vu3fzKKAx77L+5WkG4MY72vGRYjDzpHeyJVUSfJqi3V48FgGF IN+zM3ELRNQ30vfH5UsER7/tqwu1g/iTlnfsaS4JJ2/npR0caSFuxvPGB3Vm kOrtetrhA0Oog6HWgsXFsV/a6LGYfcs75tomdiRJCr/39kpcDBfCmgkpDryV YrjKamiVGU8U71b9VLXLmoHVSgly/iUpTJYzSdGjSGCPMl9T+wppLKSw4KUQ KoPPhbddnrfiYNVH9JTq52x4t887aL84E5T8w300JMShLaGyUHFWCvY99lpn HSkFoxZt2UJAAp/BExt+OuYQ7c46gvwBKvjUjQ/XF8wRfEPh0bYVU0Ta6Itm o+BGImpw7qDLwDjS40ooTRQsEvX0Q4b9g0JY7lO/HG+5rRcrD79iSDAg0vZC LZHLxtNCUD/TNI7OuJ98fk95mVu6/Got8VkUbFcZPaLAhXXMqMiyTln4RO8r PnCfDR26DPmMYQqE52zxCCiWBbudB/46UCABLmOFxUtKbBhZkavZ+1EaU62n tP65S4O3I1WiRqokCKO7u+u4iMNxF+XOPUVcfGVdupVd8iSx/35m4MFsWcjV 3XQodd8QMo8xVZK3oUOJP09o2HQAecUmq+69MI0KAtJd/dIz0bzqqVG5YBp+ 80pro8raBRR4cnZzd84MIfkuW3hCn4aDnKeNTvgNo70Zp7qv+onjGwc14vgv qNjslQd/6cgSCgsoPXCcTMEXd651jXxDwyZ/tGRPVstiOoN8020XE1tFCGit q+YIz5h3tds2MPH+DR5ORjCGlM86nJhuYeOz041PfCV+Irf5r6ZxAlmw0n1+ yOkbFQui8j+/UqSDUVrResX+GeJHMffzk42ScNkmfdh2VQbCG9wnLgiEgWi3 JV0T+0yIOj6OCjBqIyao0Wbs5b07V3n98tusb4Tso5or4w1MsFHefNOYO46c W7ZEBbV+I95ueMr/EbuI8jx4ip4xdEyauWbm9JqBpa+GBQVsYcDZYxsDZhoY eOFGhr7803GUkMbdGiHFxJZuW9zKL/Qiplh+Mqrm4hjflnjz8jli81KF/FwU G1snNHydkmJjckZwV/4YFxwCVELvm8iChfKIbX8TGw6Y3rrEH2ZCd2TD6j0/ WJCQriR2/b04MNPDFl4fYcMfAaW1saU0aOj7ZO8WPUt4Tam2GrbQ8FHfbdlF sxQwoK+YPRMmg5+5ZNeq7RwlltgRXA8SGXs1pjxQ5tPxxbKC1V2+TPjVUdzX 8CcD9/RnTCR+pIF7a1e6znKfI9TI97EZothCa3+XfQwb2xGGSiO6Y4TM0PGU pDwOXC8ykKj2oeI3x1+WHChhwkfz+/Zx9xig+PpWBjmJBd0GcwnW/44j+S1Z GpMvZGDXoAJff5lDzaPXFVvLmHDoyWQQ6QsFE0Yj37dZ0oBPTqAXOjNxyAdj 5aOD84SkfVtz0hoyzisU6LTk9BOqOaZ1V7eOowjQ7v0q952oSWEb37abQBtJ efRZOQGqbpXVcb8rAt9enKOrhA0j3exLWucuyuBM1duBzPRGFP8mQKD6hoMV yVteWzyZR82tNxhmVUywvKstJ/59CW3754ttjk03MWisOFezegEtpIxr/VpF wgvVWT2fxX+hePPPqx1SyTjtGC81zlEET0myTr5N5uIh6+Hh0hOieKuWIN2/ XBzPhRSDSKs05q8SS37bSILCaLPTkVEs3DIw5hl0bolwooU/OcFngXNnZIGG 7gCqtfFcnHNc/kfOkvWC60kATL7AP0MM/usyHFIuosDSiHqrRxMFXivOJXUd GiS6Y18deC8hDOMdPFJwWj9qGZOYfyc0QVCz7pnsLuDCz696Fit2NxEnqPqu oQ/FwdB9/5RGVx2xprgywiuPBr21TX6fhzsJSnHt+MLy/VlK0vsMY5oQBM93 9G8lg/PTxKhzqxpRjGdLdoPyGBKU2F1hsgdQU93jqTI6E/t5Bla6McpRar65 akGQLL7gphKmeXMR6Vx2KovYzIIW9TsWIvtn0Z0MtPHBMreU/bKcBiIn0bxb XqTcXyLQK0Wsf3BvCtkbUUQ6VzYjWmB6bP3MLFL29faZyBLD+i8/qO24I4ZL rKJshhU5WPndyfvcRSb2TzGZ+l1DA6fEGL7hChncVcEV3TdExkHXTzRSVbnY dlP71Wqja8T/AWp2FpA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 290-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81Ov7x2eGGYyZMWalKHVEOZGIEO67LIVC9rIUOek3Qh17JRKKSsiS kpSISFSiwvcuDpEUZUSynU6T7MzYl7//g+v1eXg9eX+WDV4Bdn8RcDhc8+r9 v0b9qaBWfp6N3J22mCxcYsKBbz8uqSfiUcQD3VlxMybcTpjxfLFjAfvwTc+t 1lsEbt3fF6PuwYaaMQVJWIwMWtx2538L98QgUcCrDNokgUI+T/C51EmQPa8u 7lTMhK8/heXbijGQlpF/+ZoAFnq+u9X+95Yy8If1p7s/P8ii+Av2nw6ZToMf F51Tfet/Yh01+AkqwK/+TalMlqSghTvbp97flkRKrntvzThzodyzlC9CiyXg sqhREun4E4yvXYkgprHROu75HT5iP7HbAwUp5jVCYPW5eM4JR0M8XKDXo9/S UFFQEqCg04Z1sRxOwyY2akiO/1rJHscUE3Z28MLZ0EbVao/MAXHkx6PuIRtS 0LG2eqZ5vzRSnbNR+M9HiM18myla2HcCbLPdmB8Yx0VxA1dtHPM4cMCc5/9Y mgGvFW7tfqk9Bwadr8WeaKwHQzaFz8sjmLDF5EX91SEuMp4NOe76lIHy6hLo HCYd2cZMKKTb0pF3zhYt3XVTGAVtenW6WRpVSTxzvXiCg8innORNHRmQ3JP6 dtsCERKs8quujhPhYHNQEsNpBRSZPf+pPCEE/Ot8/3A7Gtre7sybeMRFDQa8 Li04iyWKT1dBEQe66RafPTkjBV+XDm630GOj+K2MuJv7p7HQ8ELzuDI6Onbe gbr11AxWOnX0jvp5Gip4oiVBMR3E9NeFNLJsWHAay2NqjDHR0z0FlUYJXGiU cbPP5/wCkK/uXnOgkw4lWHvkz7ZLwwkkkEl4xkG6DWulG47JQt2g9vB7sXRo nx04U+A3DOzOqvcaOTFg6ZA1aWsPG53au3LVL1QadbTrRxY2L2JTelPi6ZEU OGsp+DwSJQRaK5OaZxsIkLtL26ImlQyV3/3VE7aJCUdPyy5/aqQjpmlGEvFk ExZdU3a82FqA2XYn2JceIEKKR6qDS8IksCft2Nb3hQpL6V2C0LdzgB4p21PK rwayN5sc3m5kIxOjal6bOR90G7zpS9hUiAVxiyPLkiTRO10ltUZzKWQXlahV MT0PqFbVffw5KcSJLTjl+pEBH18b4d+s6gMeB8qLRmNoKGTjsapDR+nIUjrb oyOeiFwEMptdLrHQf26088Gj3WAkk+d6fp6GQsctv59VEIITaFvEoVoaiuT1 cd5qiMFFHiVkjkBCgiXZIMnXFDjzJrYxLJsKG3TtKpp7hrFpg5Sdw6dHQJyW kmeklwgUK/2INDXkoqSUZ+5iEUxEmHQb/Asy0ZdMZl3xMRqc08/prDaaAokH 1S8VnuOggldKKlfCidBR5VCLctUyVnv58iliFB2mx3XavJ76jmUV3bv4PoOF 2kiJVf6yUqhm29yJnMss1N1DG6VIMOGMdqt1qzQX9abaGtq0s2BWN6vpVTYR 9e4SBJT441BUxR4fvdc41FV5bYv4VjyK9o6QlLtDQiajQW9eeX3GLqR/mopV uA0ehfiGvr89D0p1AnM/plGhQniC4N3jJTBmxukx/SqFqIG+YksxHPTwV9EA WM9ATbV2doNMWeSgF5W3toKKRrs77tbbiSMz+fc8wjNx+IcHxyUxpRmr0szL TLstAsm/vM6VR46DXvvqDf9Gi8F2yz1H3ZcZkPbOOOgkhwonf6lHbG6VhLOF Llp9bCb8WuEfH8GiwziVP/1rwrioeY3Nn9tJJCRu8f1c604m+gUO5naMcNAL y+R8e98xTFNJRx9cWQBP9+/2LzspxBqV0ONdZVw46ei6eK41Apgnx24IHqXA iiXBKKF6VbVahn2tnoKhzGJe9So3S5rMs2b0JiAmdTbuI14S+gi9vg+gGVAz 9Vw5I4mJ5nNL+85pLQOLZbe9+55III0FL9XaCDqymgkNrpOXRrMvBEL+LQp6 Jc99sbGfhNaFBlyYvbqE2XzwMSTH4xFHv6vPi9SD1dq8iSnyI8Abe/yz3Mf4 2M7uLs+6N/NA7e4H8tHDI4CllYGzK5KGgVnjfgn7OUj/e/ZPK2c6bPPlJS1H EWCnxok4z1wyrDs4onjAXwIayA3VvpBiwK0VGP7JdSpkcNZuftFNhccrAyyc q2Tg+2arz81+LBgd1ZW8cJADb+5Sjgp8LI26EqvLlOeoSK+M0Exfzblxm64C AsIhoseP2IwNj7FuT536J0MkVPlqoJQXuYTlG4qNd8mJsBntn8k93q1Y3PC8 u9fQJGDU1fbcF+HQB5qH4e9hApTSib/NPzwE3qw5+g9dmo4q03YJbYVcOENA H2a/TALF0nvZh0e5qEeXrpAzSkSEI0/zBvs5yMn88I7DpdLIl2cy4H2Ei8bk ircJOmSgF/BzDw2gok9jdRLGajhULspKuUeloFNeKr2WT7mwBFvXZl09jbk8 fBDiXsBCz7o+HnupOQ6sEyw2KTjQkO0l6XN5m0cB78oNNavLM2C/kOib0ZgP FtTCx+XPkKGFUd9shRwOhoTNaf94NIsZyl2vllmkwFDPGeO/A0dBmurQULsS BWa6a1zNf0OC2tnUOidXPIwMrjh8Ck+Eu/2eB05kUaHZWn6BsIEFt+ocEt6S Y8KDF+vJnYrzWFv9RMf2aQZ02XzczRhNgL9vm6UIRBx0ULfGw62fBDVeamuo F9CRcdZTVeXfs1jbhcF96htlULJD9qijYg7gx1v5zHQREdbtiEuX/IbJWLuW S+O/Y1OkSwfYq/myqcx8vSjqX4z1uDF1skUWHZ9sq3JengKefIO40M5+rCWa Zr+lHwdLjvsr+yTQ4PsWqxDdqwwokxYZGmywyq+YZFrMjVX+M3P0FV5Ogm6W 5a7crwxo623g/fqyAHxoPGqd0sSFdoktfSIqGwZaXb0lXGSjxOxNkjfbpNCR 86rWOwq5aG1wRdOVCjLazsc9eKm7iPFEap2GfDJsMB1LdrWQRLtocnPnIxlQ 68CxXsfFCWyFfZF7HIeHy5muu4vG6DC+snT9QIAsau40fQfaZeHP3zlTSR1k RF2+6We8QIFjpNi2KzkS8H7iuheWLVzohBluGtOdwGJOZ93bkMJEHdYPna/m 0tF94eWPgzls9GPXfKLd6UngaxLxcf4VC+0dXpev30yGbpvHNyynMZHHC2Eo 7jsR2mnLGFawqCgfn0gr85SFHONa3Z3dyxjFuas9RQkPTd2VrNvCRjC1RxbN aUaTwGZ91kcVhf+wxgy26V2nKcDYLyUu4fcONHSydP66L44ylwJS1neNA92C 65rR8QyoraOt9CisFVx7H1yv9p4Dnxq9sfLLWQbtnZn0A3WyKDx22bE+Gw93 H/nu+MjhB6Zm8vCXiIuDSxmTmtOKOGgJ747tdJ0F16y/rT90Cw8ddN1YDyNJ UERhhn26wYWq5dQCid9S0EizPjvotRS8pLLP1ihTFuYrSt749HHVLy5FQXqp bMgfmvAJjV7B0s1fmVyoYCPP3thSDd0hcJIsP1lSv9rXF/B6Zz7g0GbK1Imo ndLo7YDhiMpTIioTW7n9h9Jq7yrPpwx4DGN8OXzjHQoRTfb4485k/QZl/TL0 IoIII+Xlmu0r5aJfWlvJqjw+9jdJ/9i5Iilks5Kjxx/6iCk9r77IKyGjcVJC kXVeP0Z83jS5tMpTf6RGMHzGB+jMQs9vIzyqPL2NmLO9FST48AtaVCZARtIG vv7oCPjS/ExUSZOFg7tX9skMVoNbT6zVSkNZMP3+Ai1rEAd1kt0qL2oz0R+V OVwPwiK4lwP+LDRko5uHdG+fKZkGC94lsfI7xBE+1/Oe2e8Z4GxMFO9d0w7k B1Mt6c8XgUqA78mpPEmoMKAW460nDcsPxjmMKnPgpWsUUcwAEwZlmIkWG8lI Na28+38rqzu8iiuxfwQPg2kNvGvPWEjiZoStIEeAac38E+5kQ0OpqvP/LOrz MYGBQWuEKQU5/Pcgd16eBM/udxQk0yTRj0MS1dcJdCgwPrdsWoBHCYq1a1P7 cLCG9yrL1HoKKz9wMXzt6k4TnUk5nFX8FbNTkeI9rJWEY11vbxAsRkGKYpYu JYCLMCkBslD8BfZOpm40d5FCX8JEN07a/wLUdI+Qr3bDmI2DI1+yeAJY7HmQ VqXSjj04/WPBSvZfgJOp+NzSwoEUvQ0PaYWLQCjod8lSWwFxub8MiWFL4Lj+ mg+pEyR4cnGqqOggGZZ3qcnlH/kMenseXtsfIgV9JYz3h7oxoaJqukGMOR2W q0S7r3Nf3Skgi3O0hgtrnE+rR5tw4P8BTJUYkQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 291-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81ekbxs/hcCxnP845yTJCxISIYizPU5Jk3ylMVJooaigKMZEthMRU JhqyJylLYX4PGkVI1iF7irIvx3KEv/+L+3O/uq439/X9XPcuD1+bs3w4HK5t e/6/N08lVfjUcpCrg5LhehQThjvIPe3y5Ech2QdWCUZMuPuKw30N+ibW8knb pf4MF9hmaBgE/cWB+yLyErEIKiLN+r1KKhWAAuNelf67iUh9JFBQfHERPOKp EByKmPD9JC7p+AQTaej7lO30FUMZMdNaxNVSIGfRlvG1hY7CHGBh/8NVMBbu mOLd8BXzNq1uPE3lh+p8yZVJQiRkMyEne0JDFMmcNH6w4siB3TmffhxWw0Gn H6rFofZfQYtGfRunj4OkOTc0z/F/xWLlvsnVTy0D046iNQccBV24rX3FpI8C pcaLfSW12jH76+rce1UcaKloephqTkAkHENfW5OKTrc3MI+OiCKzz7I/TOOX sZVPK4Xrx34DJKMPN6LnmTA+f2//q/1r4JcCVv831UYwaZn/siyECZ0rmFlD 9XRkFTEvmWpFQ7YMx7o5GS5GQrtfX24WRWOtPIQzFYJ8pjnVcXMCMD131+UR KzwsNHr5VX5+CXwuImj41NKQepej13wBBw0eaRyWbuFhCYTlashlw5dHqjix pSRYVfJN3USbhSa9dV3XslexgGv5RyOf01Dferj2wfE1rGTx1F8qNyjI8q92 RbOpSUxH+mqjmKUYVL1I+W+UyEalh/Mq9WM5kLD+TT3bYxOI1/TvNO+lwTtv PjQP1VHgPBqnxr5goyhdg/S1g0x4wL/r2uNbNFjrk/Od4j0LbIJUhvQdGJCl uQrInVvYovYiITWUBM//7F++nLcMNLYW9gW95YOpUvpR506Rofy7s4OBu5nQ pXrVqT2egZhH0hIFLjRhz13zC9XrvmFW/bG2JeYC0NM15c2tkCVgK6ipNtxJ hoqQU88f+APQQumDJd01IEw86FjbSQ4y1K/xaj/aDTS8huipTYWYP6co9Hmi EJqpPEGwnRVFNmEJGhXLPKD63iJSq4yE2LfyLp38wIBeFmyzA6GjwM28rHAm goKsAmfjDcUZ6LjoI7eeGAHUzh9fRy5hoy8ulBtXZvrBWxZ/+FFpOgqYOz4Q JLkE/mScqG7ZoqFQr2F2nSo/XNJ0lU23FULjG3R/oSoSTJZ1fbHsSoNvD9hU NA9OYZdzDMqcjOZApIaMe6gHFxiH941VHmWhzvvMN0WnKfBhsLB1oyEXJFir ROUHs5GtzM2CV1VEaK/g3CpfvYmF1Y8vGuoxYGpkr2XV4gBWa1ZM1Ktjo3bB hGofujBarjeOCXzORv2DlBkSkQmfRkzdaB8joiHdcd9iHxy6l1f+tiSED/VV xisR9uKRH5GgOrchhAxn/Gtfe3RgZ9WBVcDyX6DgqnfA+4c88BvPMUbFmQYl r8WOv3u6AV67Py6SSCQhsp83/0YEG/lFmo8rEcVQU72NzTcmHVmjiLd3vWlo pr8no8GGgI5x7uZYDgtCOTe2U0JyMybhOZvpNLICkiY8gstC54A3eRZqJgrA ruOHT7luMmDwFI/eyKDBhQmVkD0fheARz1vWrzks+F+FT0yIGA1ak90D9fVZ aAJYZ/VMs9G5848lM13msX0yWjrg9jr4WZcecj95GWuUQU91n3NgFK+qRfF6 GDiadGvXlRkS9KO8s6ito8IKjdYpb9NSEPyx7uDBJjG4sY8ZZERrAmZJaR0/ R4vAc0seA6NoBaj3qGs6Z7AQL6tkOFhjE5zcKHq4vFcEqa57KNaH0NDNqlIt 70UyWi0fX+p+QELOZp3vZU2EkXSA7x+rcRtYxe410h53fsTW6Rv2EBzEbMHJ b52uBHj3sE+662w3VpDysVspeQMoZ7SInDoxDXzLA+4Zp1CgX/rcxVgzNhpb dVo8RGXAdm+vxM0wPujXu28w5RIZvrGeljL3IcIIubxll1km3FuB4Z/dIcNg +UpwMowGPSt9TRyrqfDApUvF7XfZ8GZYX9K6NRt27hrx+zuVgvoSap7Lr5HR RYyufITIQHOWfXl8CIdwrwtluTtKsH53rYZnk4JoLef0ny1mOJSjxz/Xt4OL 9aiNJKvqdGCRUzxXj8kF0LsnXQD+w4daKG5636f4YFvKYVt73RlQu/PUvzRR GtIc6tfcMKShttk3RANlHLpB4JFmcFR0yUNh6HgpB64MmJjG7lrDnHKzr7rm iaGjImdmM8fmgUWsyW5JOwqq1LXcbV0wB7xu31U2jV4Bsf8IL0mp5YN15Wtz 4tdF4PGRaHXxJjy8Gri2f6xgFbvrcazzIIEGA9xXDH73mwFqvF5/RTYV3ndV jcupFYQdDVzZnG1OQ69UnLiEF4A0OWd/6W0+jSS685beikEJclniPztZ0Dq8 QaRXioft9VreKF8Sg057PF0M0Dz4cvx9e/ZvDGSQXqoo/30V0/TdUtPUpKMk u0cz9lKZQFpnZeKMohDC+u1xqUKfsBpmzPSq4DC2KBhlzgphosmJh+aMhC+Y 2NPGlIVWOnpZ2I1l71gG7t2/RAb0jmDXmz4czMjlg8WePvLnYimQZ5ivkhoq Bqn3QgOu/EJDalWk9byo7bzez9SRfLUAnt17mUbqFINWZ345UxU9Dmbv6EQ5 qW5hXlzlXr1uEbj5qVrNoEcE6VJ2rN0IZUC58i/Dd4cXsS1WOMcTh4f7ZiL+ ya1gwJjKkp9GfekosiTCx72MCb9+z1xM3NbpZSQqv+GnwVnBW+23M4lQqUVd lfyYhXosch3jsmiIvvXOQm+cg8Z0eQk2lxcAna/hsfQ3NjKeks7RaRaBYrPP sq2fsJBb+VIAbkAAor85gT10GsrBJ1Ceu9Oh04SF020yHpEc+7qSZfBQQskj Y4/JHKZcYNJ8T38B/JkaMHLTbhxrTGMdyXBYBLnnjZkFm03gba+Y1tm/CYgo 5cfryVgAB/Lu7LsZw4B7tVvZVMsOEP/+SoPyezZsdPOK+GMKB7t679PM39BR 5ZCAvco1fnjo1wH7ArsxbLPpbOXhRjzcSFvYtyyFg9M6Xb7r33kg3uLTT84P 8JCP3JzgOSAEuSRmYNtdDnz6QSe3OosE9fc1PPKvEoaNIhrGVD8mzJESutv2 AYd+eso6qNW7/YdMzp8LuLmFSSmNLZyM3e63P/Da11twiAaDKozFKKhuVG9a oVQAPbrsGVCSL4LeyfOSR92msDPxpcmOhkS0MOiDu57+HWiNpPE7a69ggk+y jI6VcFBCknVJ1r//Yb8L6pwOLhRGacm/e2VlfcRkXtaEexVv+4x/unM27DMm 8LJpYYPMgndg44GL7F6Arq8PftfHIz2bJPs4XAeIPded16owDwpsDw0Jxc6B zuYX3EoKHY5i9F2qUQg8eGahXBKwnfuPeb9xS/igVpJLZfh+JnI/g7cOWtoE jzPBz/l623d9L9SpQF8D62eKb4lrEpDI22m1PT484GggQBja2QVsNCbqBiq3 gIKv94XFJ0Lw2X2VNkMWBZZZR9rNyLPhoQ3nvrE1FvRPM+L+aBRBexqvlnaI s+FoNYdoNo2HzWnnj3wbZiPinyFW45nj2KFze2+UYjSUosj794dON+bt7OF4 R5+K7L5kZ/HEBeGz0fQqo1QRNOZMrLnDR4O7VbkZheH8KFaqXiJlGAc9nskJ kR24WJl5+DWJ03RIjztkNHvkE2ajIOyVWy8ExyXobvur50CyVPoBki8HveUF D8TkfAfGCymyR52EUWSmjJ7b6HdATnW7+p/NFGb4r1FPZ9QiMDmcfa9aoQuT ld7sLmB8AThqRUdrKxu+OE9qelG0BZbGR5zSlbcAY2HFrOIYDnrq7GxJmReE wp9TacZsMizrU96R82sHwEx4WV1yJOhNNDALcGFCq8nnoeU/6LBM4aartKsY WipWfFCrxUQloo/KC+MXsMZJKNflzEHHyqP/EHeZAae6PtZRxqjIJejio3bV FWz/WX2V0Z1EZJfwQ1zIiIj2rgksWewQQO7i7zhxT55gFZKOp2tOktDfRfX+ mvIvgGjJZZfKJ6JIuCPanZxMhjsouy77VPGhBm3+bDdbNrJb4kZLbuBQrXGt c3qdADQMT79AbBjGqIHT+MlWPpQZl6xdpdqHxZpnEyQjuFhup9N+EY9PWJ7y B+ecsg1s5Ke4ywmbNzGdSuH0HQJpQCnafehASz/oSftgyd1JQusZHDmd4DkQ 1vlYapfaCMhZ+5IvNvIZ3NCy++ybKwSrEoaXAwpGgJxBoudpLTI0bi/27rGe AnWHfNfVxZjwgsF0T4s5HuJamqX7zIfBnkbLs4QWYSie4fk77hYNXbDLlLiy JgjZw/dfrRAFEf7dsJJoBAMW/Drq6FnDRMpHnZNZLVR4XZmUNdbBD/8Hppsx /A== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 292-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk01O0DxWfGjLGM2c2gFCWVN9GiKDxPZWuxZIneEEJFkQhJdorQJm2W sa9JslTyfh+SVEjW7JKaknXsW379/rjn/nvvOfd8zpV3cDd1IuBwuKa/+r83 8+LDdniQ0NX0XXNEXRZUCEgVsU7Eofoudes3jtOgMulwPLZAhiS+ywuvDWTk f/w//d2UGZC0oEw8ls+CdD63RxfHQdu13Epk3NloPjqNXzFTDNYbNSb/qGcg 7aIriee2L4LBUMs415ofWHih8MGbdBLcRrjz4rYIBbWElH2Mp1KR3An9R7OW XHhmw7Ci0Dc8tFraWhBo8QO8oHkeWLKYB4eb8+eP4ajIZJAb5EdhQFl+gftq tSYs+kpPzBZtBjrVVMPS+yqOeiq6PvsNz2GzXbN5iwZnwOeG+CR/MQ6MydnS /XLHPCgPTKRNtHwEv41zikuusqAhJdZXOZWFTMImVseb0FGSykdUf3wWo6AN rzzqxFHj/ZRcWocYJBzOfB09ToL7tc5rctcLwTzd4h8KE1Mgmyf5NiaMiba1 WrpM5HKRCu+aUGnSMhZLnHkNpznQLcokfGsZDZYX/tp2UF0S9ebbpQdoLmI+ l3P0Ip7Rkc7oH08ebwkrnLRLVA6gIsK59Vu53aOYxhrv92xjNqz+lLzb5gMO Sld0yxh20OGdVFxA1AodTiA+Leo5B+1iExrPaknCXV6tl1PC6fAM317ez3oC mF5R7tM6xoRF57KfB8Tj0aT6JDE+kAKDS+o8qOLzYPuKQPXKOwJsJM5F5O6l Q4Vap17fDSzYw2+ztwlmI5bO/Vukcx8w1pCdYqnPMGbSHWVWaEiCFuvx49sz ZoCZ8E6V/hYJ6JSy62qQ9wqgBzJ6C9sqQME+r8+tpQWYFzc/8NktEZQ3oBPu 3kdFpkGx28tmFoDRZ48W+Vc0xAnPvnDiExMGt9Dx6h6DwNawJG80jIrEYrxd onFsdEg8ybY9koT8ChybNv9mIp/xQz1XVk+BUUJsiv97Jgp06edUbRWC+34d fHdnQAzxlxleIuUUOBoVvY/HYcJ3u0zL6nqHsUXqtyuuixMgYrucfaDDNGjY 8W7VzVAuannIqs4/RYVL8qcCTIJmQexR5Ws5/hxUNXoaX7ZHDFooHm9QeP0H Y55cUdm7kQ3jIzqMyyd7MC8CzXTdGTHUt5fvXuCGQ4yI/OBIdyLqfBGzmbgF jw6eiH3emCSODox6Vb5yaMZuGgVXxcfyQK63q8/HxwvgZWqI1jEGE66+HMWv fbIMwsACW/42DUl4ugoth3HQdPQPZ8d1HPThjanpLxYD3Xi8qidvAxONdrcn 15gS0QPy20gNA1G43pZjFXunDmtUzO495LgAbv908C8JHAeJBq391S1k2Hpo v53NHyZUj468EfWGAQU/la9u+iwCQzgqOsnGXPilzC3yKpsOT16cOMW+zEU/ wdG09hEOqpaYWctUncRU5dQ0wI1FoKc/wLUUzGHv5dCTvc+4EKhXp9WqhQC9 2+Hyl0YpMEuPOzAWzYBl2xuGXQ8XgUWPLDA9z4HLqqwruvQPwDw3KS7EVAKe nnLoGUCzYDf78e3g71y0kFbY77/9D7A4zC4uGaGgrYsOG99cpSPxM2sv8aPp aK6UP9X2iIJOpmsN/54QR2t83IPnopexMhkboREXEuJodPY7CPdiaQvU9i0h wvDufrcEm7E27Kbaj+ubLXFQKblezO7fERC/smHdx+906Jkwfj7qCAcJVXw9 fXWaBZtcXW79CSJAckbm3CMdOqw+OiJr6EaG1oNuORwRDtxShuGf3pSAJgHO 71M1mdD5hftBy9c0KJoorSvFp6PO2IpnCvMS6KHTCe/sYRYaN+7MJiAcMtdP mbP+8AzrtlerefpbGKmuaMnlCBFQpqbQeKfUNLZn85gRpt2KRQwv2Dj8FoAB s7nRgVIiqqfaag4NE2BFkCMvvXgcVMrYvaWL05HKnufnf88zUONYNVlbCYdq jdtxrfIMdMFBse9QERd6lCpab65ZxKyy0r1tstkozutorl3NJDCKOrhhtTkV rfMYP0dwFQCXG3eVDl+fBQeVjowoteaBRaXL49J+YnBshMOj5ghBb9/5HYO5 c9javDwpj+cM6GM/q33RcxS8epp07qYyAz602RqdWSkM/1wLA6t2kGDgpbJ/ L+BJMHLlpM4zSSbUXdWWPfWODR85biyfMuXCo6E1Yh2yC9hck8b+kU1caLXJ 2VobTYCv75QH9azYSDuhaKPC0By2e+PjQSchFrptnjRqIcsDFM9+6ZJnYgjr tsDFi3RhLWE7bf1Lv2KTwtcMJa+ykAplc8TZJj7GfvI+TtDAQNuMFNpjXeeA fdueCJ+Or9htM4Xv/YlEWODspnA6igpXxW4e8sviQNq9QJ9Le+jI9CdP8nTh 330+5GmsfikAT7ze2TUTudDEcY9j+XU++KlSwRvZg0cu00odmm1iUOeAVMf3 HAm0lyo1HxDIhNPRRUHY7DS2IhnKdcbhYdTHGKmHT9kw8kXh2gF3Bsq3KiQR aiXhjyHe5K12MTQv36czUcSAY8LhTTd4ZDivW+50is9F7UZZltFpdFQjdb5S ZpiLbEunfHA9JCigtl8PrGKgTHws9Zk9A5bom2zL/0JAFMvO1jtyeFh63Vg0 dWUCU8o9WHdPSwDOeribZdT+wt7fl9RJPjYJjhY+VPVprQfvOthqTqlEVBxm omVwbwrsyr6pGhL5lzvHKluHj7WCmI+XapQ+ciC7buLLpmICbO14SDesZqD1 6ptIl8NJcN/JHotc80Hs3plrD+SzheDyfYHqjCwOni2qiy3FlkGMUdfa44/w MHFDuniXnzicprB8G+9yYc5Yb1RTJg1qqdYkeZWLwvNLL/eXBkjCTFmRu42f cMgx/W7VX/AgVjBe3a8eh2jBihx6Mh1VDWiOKBaR0Ik1vlkxPhKoVmHhzoDt X36bNf+XVyKKBL1uOL+EIdB2yX5reM48JpyRpmtQyEXz/BDfB3Zd2EVhjVP+ eaJolM1yigloxuSKK0JdCsQQxAtleMZ8x0jFHwTLEpJQd68e9+vLLoD8FnuH tPDIC/9AbxOuFUSdbstuUJwAebEJy+b6AtBS93z6BZUBLwYbX1bWqQKPnhop FfqwoYXnD+/t2USodtv6RegOFkrMW6ZNyeBhCg/8k6Mpid5d25lFKV4Ei44F 4dI7iWhiy6MbVWrLwFKbROyTaQWry62Wfa/hoaK767nJDBHoUa3q+DiZDkuO RpiPKnBg/yqZ02khTBS3ceHtkkYbVrqqst3iAAOZf09PW5AWhiTTPgUpBwk0 eJxccZNAh+dPK7cybpNQlOybVXH9OPif7ZHpwLhZrMQw9PKqUww4koHpy63v xUwVRV2y3ojAixMJCjUBAnBHNmEXxZ2Lrrue02R6jQB9Qdw6PStR9MpT02Nb 6QiQiLf1/mI6jL1cMpDMuzcNDu5Pv/dasRXLtkCx5EN8gKOVNTc0cGBtO34f CsLDKf5XqwSlFbDjbPoHhRU8dNaQqY+bEIZ+4U1nipl/+3UqSWWebAYppe+H fKRp0JWsfcTH+u9/7Mbl/OlnwRLFEJs1Nmy0j0hgzOyRRIXiSaV5MQLMd1PZ 8LFkBrK+cj6paessVmx6UmL6uigyj12SFtElo8ZXopEHTMjIXrqWG52RgV3x lPsCLWkoNf+N106F54BscFSJG0tFos3X7SXuSMAH2V+83z4nohp1oXRbMw4q lOwQhNQQUKV+5fGEKhKsCPNqTo0cwGi+I/jfDQS0I3RhMmesG4syTCeuDpvG dhd+aTl0oBfLVvp0PLNkGasKridML4dhGi9EE6RI94GeoUZETksfaL//yXha hoKUpVWdGeoCENSSIiuv8hXYVfHaDee+gwA182/uWSLwlZ7zZ+mIb2C99i3n U2oSkPdEztHkyBio2ue+uI3Ngmpmsg2Fa4Ugrr5uTadhP3D0rtifH0qB0snO F3HhdMTqO0YmOopCTv/Dl7NkYUQoSh2L9WbD3JMDls4VLNR3I4WecYcB/ZQo aYPNQjAOZxLAM+CgbisDfLmIADPbtvjT4hITGVCjaRef0FH5TvbXCBs6SnHV f/q+jobmiVP2rv1U5G1OYppdWwaJFEUiAc9E683M97T+uwBSd46n569hIIXo i6DKiA2H0h7V6oqJICWqP6FMjo1GmUJ5lbNEdMPJmq8VNAOCpL7/Q1QRRcW5 nTHfMsVgVkC6KbYohgrPCd/fdYAEfVNBY0AFGR1iBrp9PsqExKX9oQ17BZhb aDlrfBMbWVVn56sNDmPFvy5MftORQH0mM2ot/C7wbXrcd/Jv/jGcYYSIUhXo CjYmZ3bR4Z/wa65OTmSoqfXggmynBJpqGRK13yoGVwruCQqkJoGrydL+QH8u 1BLoZfiVURFZ9MGje1UcqHwZC06ZGwX/A4+5PlY= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 293-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41WsXxjf2YNj29N/2JpRKdPZJmohz4nlSKIXMKRTFKTIkQzRQInMh NEiJZM5Q6ET/ByXKUMZjHovM80yv98N9ra/3fa3fWte92cbZ0JafQCDUrev/ 0zaozPFWLgXdSFJeIGpikDs+cznbgh9Vt6lYlJ2fBQcFRz5Y+gpD0oB9ods2 CjouM/OpznIBxC8pEE0zMOhQsHeU92cB2Kr37dnPaiZaSfmqmk5bA/1+Zg8c yn/iNq5QPU+bAnfzRxZGCFJRo/9ZgeEnDCRzWvvxvBkXHlZkWsR+FIAnV3Zm +Zj8BP3e38w3EVbAsfqMRVMCDX2tCE6+2cyC0gNZzlJKdfhBi4859jQMnasr x7R6RNBB+sPj/iHL+HzbfPrykQtg06iQkXZpDRjWT33z9gYG70c/FqnMFUMn 7kxKxZxgoKUNflk3axZxKtr27+UqEWRxzf3IYLoo5D+WXBQ6QYISM5rbTeRI MF3zzU/ZyRnwrR5qb/Jko92NZvaTaVz0pV4+SNyKgMKJc0VwlgPv1WZlBwcw 4fvsX7uPqoghLL7VpkpiDff0StUKyGGg5o1YnE3ibzx7+uxThZs01Fy+8NJL dBJX3ehRydZnw7xoD0PHcH4oUdy+QbeFAc+mlpzYU8mCk2iAHpzHQblTTraa Xlyo7NboleDPgBv3SckNKk4Dw2sKXWqmLLgYpFBOdhFA0yrTxBgfKpQUjv7j ROYy2PN7ate1z/xQ7NVwauEEE8pW2HZe3YbB0pkta5dTOQg7HHufdOkLbiRs 8o7nMY6faA82ytYlwaOnB/R+kBeBEXmfYneDKMx8R5ivsuGDDB9mZ3ZTMbCa MIrvW8jG3bgZPjn3BRF1Z0GzIZ2JDH3D9xTMLYEwQxnGjkAm4vinuJyuZcFG asTwo9ifwEr3bfrYHRpKbBCoZUtykI5IvFVzEAmFcrfN+w+ykeeETsc1qRlw x+caplfGRj723ZzSnQKwb+6qj0O+KBpYZboJvqdCcOC2+ItVDH5WNiyo6hzB VWY+Nd3vmgYBe2SsfWxmgcI9ey3a4iIIN1C4m3qdg7IbN50cXKFCEznzGtmi NTzznBmjUZMDYwJa9N9Pd+C3cpDfBkVR1PX3gHOWEwFplrRs/hBNRq2FYX8Q d/Ah/dTzj9wDaOjQmFvJvzb1+NaIhmLL4y9AmoeD59cnS+Cz1JHMynkMSnkF D1RkroJds+75fpeZSPSKg8DqHQ5Sca35rEFjo7H25mflhkTUlvN789CECNxq xTkZHlmFbwrTTWzjrYKIQZvrb30mwPDJFzfOmwrDRh2Ns5ZrLKi6j+RUm4DB qUGFG9u/C8J+iQT/zH2z+C4ZJVUQsgyikp6e/h2xjFfKoMy/c7hQXEAsiSlz B2hF+G92H6PCKk2/eA9bDBbsqRlxOJYLTu/z5F/dy4D/zNh09KJ5cPG3skrU Ah3tXLaRL7vBQMsU/3pfHRZayB+YaXpMRRYhQ6f0emloo6fzrYXQVfwF224+ Ip2COKqt3TbkTvwu7+vfu7oFYZSGU5zleBOucW14QZLOD3nPqoXPnhoF4E15 UXEGC16Jm3AMPs5BntYC9HYaB9Y52N9f8+WHY/2SlY+WmPCjwai0rhMFJjl8 XkuUZ0O7QuejZkV0GBop8Eshi4Vaw4tzZBdFUW6PnbEEiYMm9FtT+BEB/bUH 5Jun5uHt1krlr4fJyCfkknnGoABKPiAw0So+i5frOP/3wbsZDxhZsrQZngLq usSwh/1kVE2zOjA0wg/ltl4ZcfCYAiUbzn5iiDBQeEqCzWAHhr6Nf6So8wgo K4TFEh9nIRcbuS6dXC58HTMYN5mzhp98leRhmcJGaL6k90vrLNALPrpNypiG NKpld/efmgH2IVG8Y4HzQNLWK+JuaRZY5nlNSHgLQ4P8qEvn/iVBj6uLe/vT FvCINu0A4n0MelrPq7teGQO5ssc1aCss+MhyZ2hyCRn+F+Bo0uNIgT7uBadc +EhQvKJ14dEKBjUlm1JmPrPhWK3SIaF1ztXjcuVlhxbwHSvqAXoCYijCOH7M RPo5cBqJ4tn7iiK83YQQI9iGOw/QP1lH9eHT5Lu6YjcwFLKVmltpNISzMysf TNUwkUFRs4bw6hKwbvorwLOlB3e8oL1vtoIMs+ycZP8JpsHgoGDrBmEBZD/L aznQJAwP5c2KaJ9noL9p4os3fVjQM/XSyF7tBfy3mB/XjsAHl17keQe3c2BQ YfamXmcmsvzSBz3vYXCc7F8X8nx9389tTVOeYyiZL5yWY82Ex+6F+HAaiIhq 1toYKcMHqwq761T6p3Fe2tGqaLUpkGM+dLv55gheGSt2+JnpNAhaKNI4df0b +NzCVrJ9QUQkTr6kOz4HlFPu7bodxIKS8yHGntHNIOyreznvKwfejw8VK0on wsaWRwzdj0x01mR/wWAFBR4802GSZtyP2z3S8bR8R4KrsVO75qQJcPG2KNvE hQDD9No2mT/mg5HRKeUFVjQ4S8Wufota50H7opfvDSZU21Ue7/ZeCMa55o46 l3BhsrRg1LdaAlLN+Wi2/+X6v73Fp+JdTUDlK9zTkVYsVNp7YFQul4SyqB37 3Y8wUIXsUmSv1QjeqXZOuOsiFU11OhG844ZAcxTR7LLFCk5+mah5JJuLIudu 7s892Im7klXPXU8XQkG5sPliSCMu86bYzz5LGL1p7Vb49/sATnrzZWpVVAzu f6CVbZXUCZD3cueQGh9iav96FanUDIL/aUqpkZsE2yPcFT32zoCGqrzZQhoT Puj8/n1R8SN4/FqPl+3JhqIPCbEWDWSoFGFR6LcXQ8TixLEbA/ww4Tn4M/WA GDq5+YLG6NM1sHw+y19iHxHpmCTMScgSoJk6idi1oRGcPd32+NIZASjn7HBp +qUgHND4oL/jDAu+NQgwHpPlwMWduCmfOxs9kF/6tKLahP8592ZyIxtDxj+S EpckyDBS/En0owMM1G9OKb7Hz4CB6t9L3zVSULB0meSDbgKM0e3aZ0lfwt/q +nlJnmNCN0F7tcOvunFDOSH7V2WC8JbLBZEilxkQKR2nTHXmonqr2cRArQmg PfVgi9ZJIRQoYWrFcpgAojFWHv8ZjuB1styGmtZ5cFQjKbpIrhEnX475Si/+ BQj0gvqaGg58INn6Y81MAM4M9JyM4/0G0uJzdll9AtBOdUP1g0kyfCUvnX+l jAnftvLEk8/UAy0lD83zikzoQFE/7mmBwT5lkdtKC2Lwrdxty42WbJRdIpdw z4OLskXi89PDpvAzg3SZai9svZc4xtftnMfdTyxdd1OhIuPwFQlBTQq6zhh7 Ml0mhKwlKrihL1/iH4JSvQINmOhFRpnbPtk8sHDY6MmZXgYSqg+0Fo0UhclL ZGX5HjIqVxFIsjLiIIt3i0eJiIhKtEvM40pJcIwLFIuv9+P0q6N8wzX8aLUz UrpoqQsP1k0iSt2ZxW+aeQcKv+vGU3i15slvV3EjPx1n2b13cdVCoThxUizY QDjNaozpAc2xtfqzG6jo2G1CQuyWGeDbkCC9WbEHZPruUv+uPQhuKhn3Ob8S hEwDGe+SqB9gq/p9u3NKolBikbV2/dgkKD3ovLybjUELx5ydUVtIkFBdtbFV txuc60zssPGjQ4lndq4EfwaKUrFsf06nQk73o3fzFDLKwL4/9H3KgWlnes3s ijG0KSjM65MDBr151MT+egHI0l16rWvHRkdooXTXTAaSDI3LkOWwUIKD9uvK KjoymIkldq73Fw9jEsvo7ipwGI39VvwDQ1uNjP9qPLUESo5L5T4eZiHZUFdQ qseGUs/9f/lHCCMe7Tp/gQwbjRTkNRzdQUEhthYDar5zQNvtEJ3WKILepLWG 9SULwy+r8nVqdaIo+xI5VvkQCWbejqpNPyCMdFg+Tt8NWFDqIe+fd3IzuJPf e2xiOxuVPeN3xMbG8Te/XKb7Dosi5Tm9KbnmTtA3O3F1et3/eKrPPBv7CNpu 6VOS2xhQ8myDm16bEDyg9tBFulUUmTidgFrjVPg7K3oqS3waVNh0V0R4c5DM n2RcUIUK9+a1izDnxZDYbKj49k4MOkksrpTKs9GlkcIn8RgbMjzyB2KSGEj3 51s5xYuN4GWQRIe7FwtlxJbz+3+YBR7PywO/7qcg9otB0sSKCHJx2eJfrUdC 3BZ4K86egmQjvA5t7VzAByYT05u7CCjJKEWqr2IIrz9BHzOkT+AtNyXSzNPG cX3rQnl/fQxqGcmaDo9PAXfS1ahPl7ho2RUvaYhNBt3bAk9t3i0G0ygbDcNM +KBn86nRDTE/cax+NB28IEK98y6vhft6gSJhT/FeXRbsPN/g0yNEQQnneKfV ftHhBBbsUKOyig/EXaxwiWfA86EfL2j/wYe0Nw6eQuu5zZ+YWFQ2E9BD06MN Cuv3aBIR3pkvts6xewdNwkIMhmsfYRjeYMH/AbQoQm4= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 294-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81OsDxWeY1TJmzBahkSVNV8WNm8Lz5EZJlLVkKbsoFKKEVNxI3atE IS0kUZbiJnF/D0oUWixlyR7KPgwyhn//F+dzXp5z3nw/R9U90MZLAofDffyl /3uGq35C3GYpFJmtv0AwZUKhAfEh3YKAGju3Otd4CkHnbmXnfnNZSBz2KwvR IKN1GuM+XeOLIHNRm+DwmAmn22SOzqa9AGpWH+4MNTKQtCneai4dBwcvHEj2 rx3CIm/4orPlVKgjca0siSKD/tn2ImOVkzziOe1Kmz/AhQ0qgjMfvxDhwaWN BdH2Q2AycpmHEywDi+bHPx1wNHRFeN2o/hMLKg8XBCrpfcKM/lsQR8ixkcen WqZZnzQ6Zb2/bO2JZWy+cz5ftNsX2E0nm+mvfACj+x6VlEYyYbW244ulRS7a f3FaKWU/HTkOCu2tYpcwGaRRfqJBGu1aO7zfw4sOJSxyKhKniJD3Rs625jAZ 5puWDKlPz4KKqHwVXiYH6bQe8JvO46JwYnfOa44EukqYq4BCDrT4Xmbk5cqE L4u+65hvZSNCe3Kp0n0cCjv9yCyumI7eJpKM0iLwqGjmyG3tKBpaE/5v1s0v AsxA5VQ9ax8Lali75VLOE6BCZZeiZTsdQs2WaVE1C06jYbmEZxykeeuuavQW IbCJ0O4xcpCHhrxOrnMEEc1snSGkRMtAtTGCT0TKMtBdEWyOeCMBpez/m69s ZkL1Oq/ucA0mNDlWev22+zS2vyvBtsiSCCXQH/jnuSJgS9qyqbdFFu65nbX9 m74kpEczuovaKkH51M5LX6qeYiHcx9HF/1DQsbCe1KwOeWRz7qru87lFsL7a 97zuESbixOYGOb2Xh5XZo7rd8yPA1bI0f+IiDfXvfCgOXs1FYVN7vkYozYLv ekHSNgIOivbr5VRvlISv2vVP6PrT0bCYEUJ5KQNFNJuVTi4HvtG3ed7QPYad T9+x9d6cEMTp8tyi3YXAhK3RcqBkCVy11v7r0VkOcgoNjS0k0KG9pmOTesUy 1pNS5HCMR0c924cDCwJwqLUg3umDkII6yq6sJ/yGR/nrdVdpddPRnxMhVeXu zVhsQihGMsgGeaf8w96lLwJX7T5dbwYHKp1OGK57IgbSKfGqWruYSDbYX1J8 kYMGyq44G/I5aKLr851aGwLybVkJ1umjQTVXzsGr1xqwkYd3MaYKDiaNuJ8t jZ4CMT1/EKJXy8LWPSZHXJblIbmfp+z2lA0FI9qRWh8pcAIdH70dOI9t5ukZ gMsioMg4p2URvozV89CT7cVcKOe4QfzDKA6YJcWqhk7IwFHDrPjCQDZ8rts0 5m/xFLQPWAYYjjCgz6z71340Dx7fcnF6ksdAG0Xu62oi6Ug2ao/XvD4LLfw7 PNuWJoPuFLwdGqEzkEpYYMxCohgTSlc4dmlJIY5BR687qRsLooS/mYyUhtdN AjJcJtuwjYmRgbZCSci/0yh15NA4KN6baxSfxYLBGVPHE/ZykJayB+tRNxO+ sh5Xtgwgw0PvpwZ3m3Ggd1mg+YEKOdi+K3It7wELdVytLFb/KYuCK4xS/i0v xbrc9GoLR0ko5N5/E8U4EsoxlJzqWCXEzM7cKBsStGNxY4su7qMC4CDoaxDu paJGmqvhjzEJqDboKDjnMwuqFI+8pkvT0bltMSoNs2z0YfIV2ZiPQ+9Of5Tq HmOhIHfNnj1PuVB1u/XZTXM4dPBh9imXXBbyzcc//33dArBKMNdQsqMh6sSi cCxqDvhdvs63uDQPmk1bRh1XioCIf3pK4YwUjPla1OQhSYGnwn/+Ppi3gBnI G/GfZ7JhmNu88cngCcCYVNXTEbHgLZeNiTlVJDjh2vC2YJAKo0OfHwrCE2Gb XdiqMg4Hmq5uy519w4I2NfRHsgZclGSXOWGvfBdMJLTXHLKkI6zLHpdC6cTe Oe3AB97/hs2Q/rJkRzKR9/201ZmrxjHWk/pkQRMDdW64mZTfLAZubdviwtr7 MIu3wN5vIxUWeAeo+yTQoKdah0KsNBH5Cfnthm1S0EQEbqYpy6PttFU/o6Ll 4SVjUVxXyyK2wr7A9cbhYePQXurqX3smSbGfLt8lwwyHC0uKxWyUg79KK3Zj QI/ULttuAhnJHOhovcbDw5NL9KRakRDj55k33DASAMfvwXIyUZNYfSp75x2H GZDgN0DV3/oJvGln6XndJ6BtvxWG/FD7CfRz/958Pl4e8q8Z3A2gd4Ar70Jr +e840PeefYjpFxJsbb9Ft3zFQJ6aayTNzaXgjsNf7fPsBrEcrfN7TSQoUJwq 2DynjIN/7gndPM6XgFesOtc4puGhfi9js24dHQplmOEfrnOhYh8jy8eOCY02 12aGvKTCXPNgYw1LFqruNxzXfEpECvffVnUuM1Cd+uK1ftcxTD1obr7bWw4J ugNwZzJ+gDHPHy/IB1cw0oMs091FXGS6hl2pVdaLnSQZeJzNp6I9JgUXT7// jPFKKi/4FUih4p5PI2TbHxix5K1ALMuGhSptVoUTvQCdEXX/MMIjnbk1GiE5 7SDBpy23SXMatE5WOjnazoGWhmfCMhoDjrxcszV6Xy1IK7TiF4Wx4NkT7xBh OxXqJTmXXfidiTQO3dgWNkiA9+6CDY8M2WgSn/N5zSgOijwLYhW2EFDB5Z6c J214eMCYSOhRbAUtZcQJiaNEqBnof2zmAQXO0Pie7y1ZsNQ6zm5CnQMD9FU2 1adzUPK6xddLBm0YsrH+WM9mI7tv2VmLCiT4rLGnC00z0KAjufJvCTockqnj BR+QQgnKNauTe3Hw+BZr95WGJazU8sLp1R4MuE/7pXeWTz9mo0n1e1hDgbPL I9/pqXPgmnKGvkwgF4nvpLm9XJoGuwTJa80OUlGiUmi7koYAyKa4nvpiM4bd qWumMFwWgblJ9o0KzVYs8Wg7V+rkGMDJPW9uauLA81FjfzQeIcLZ4b6DGfwV 0FqlcUNbRITeBoqNydMkyGS06Px7jwlLO/ircg43g6NSf/qxfnHWn2y8N8yZ Ce+V9N5eH8dGzhHHMz9tnMeExZsEOzbLIburSwoUUzLCxTG8Hp6WQW4KddzE Bw8wNj2p9b0aE91/XBOyRf0ZsCJGqs7lyiNq8yU32WuykJLz49U6cyqq3SqZ 7WrLQS0HfMsLJ0ioaleVY0Y1EbZaV+20zx7C5MLH8aNNEqjF7MS37vw+LMEy m6B0UYh5bXwNd0f0Y7n89445pWLsyJxG46useMygjJqxipgKjjvQjL2DBsDn 1Pf7hIoyqHz8r9slcA6ca7mnrLqpD5SpfvVOaP0BovTsBgIfUiBvwb+y+Msw UDP+x9tDTxbK7C1IV1WeAdU7AkU6LCZ8aBSjneFEhrjGBpUOy16wIWLl5uhR BlS4430SF0tHaQ2xSmqScpDTe+vFPJmE3oY+3JZ7ig3P8GWyBpsloUNJWUn8 ZQ7aTUuUO/mEjgYVzS8qiJnonv+uwvoGOUTz7fEx6pRHp+yI8rZ/iYH4ndap EDEbqdnabWs9tAjih9tLJb6zkHriSVBtxYKrybYhX5xlEZ92VuI5j4VMu17v 08mgostezsNG5+bAu3SmhU81DZXkdVwZyJGC1997rr12ho6KjpFS9f8kwsav HR8ZKzJoj3x0wEfrXzwZmL5vajqHBVx4yZzSYiHBz1peb/Y0VvI9aGZg56+c nhdymFQfGBBOhc/86v+stSbgn021oDNmHzmnkw6xQZFU2HUZaGh0M0i5QxaV Gz8btFyUgysFNwQFq2aAVV2yhr8ZBx0bK0vPZLJgdlT/whNPeWQ5VKq56Wgr kOywe9rlx0KPU2slYv8Tgnm88ceRXCpi3R8hTi1JoyVuvUVkIhlx22FMhh8Z Fa9fm5YfIcKGp7PyP/fgkHt5kxklbRxr3i83YSM3hTWuPn8pOHoa2+dWti52 HxN2vSm69GZ8FoQSw6+/PvbrRw36XlmzkAt6NS4dUtVhQyZ1rh9qScKwz4fG FVOGsKKx8uz6RhK08gwqlBroB8f7JxYEBizY7dkS3UclI1lLR9Hv9xlwipng 37RVjM3dtNzb7yIPPRNf+e5aj0eHs6Iby4Vs6Jhu71z/GYfO8pbrNqZz4dVd u+k2kfIwT/79ZJqAixIrY/QUYiRgfXnUnT+SSOgwxyS0YEMnWGvaeE+5h4ii dJoMY75TYLlL5V19QwJS/xC89kufPFRJ0E48aLSA2SXlueu96sd8TBwCqyJ7 wUErvtntHBpS9a8Izjw9Bip4mf4DbFlU/SlnW/wVMXhqOGLvYybEpvzarsbf xkM94tvL6umTWBrreNVg1SIwRhW8z2wKvNX//chjIR7WqPvSB63Y8OkHD+p5 GgGOdSEnsSUb5tKH8nYcZECbYs+6redFwKMtfpHylQtHi3REXU84yOW617cK cxbcLxEj6ZNKQv8DxYRDOw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 295-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk81O3bxmeGWTDD7INSFNJIUXHzD9fVgkojW2WtiBayVEJUlHSXUEkp abUVEUrpRr8LJUoqW1myL9nHMsbS8HhenJ/z7XF8zuP4nmrufraeBBwO93Nx /n+bCkyvpY5R0bkUg2lpMxa0uUK29vMhoa/Nhi5lHiJw/5nXJ8N1dEjs8yoI 0CAjDYdWSk+pBDyc1ZHe+4IFS47/jXfYVQRWWn1/1PuVgU5pD/I0nAmwO2Jf vHd5L3bdVfWdnh8V6hHiCm5SqIhj9XNIsIONVJ0tEsX7eDAIPNQkalCgw9+1 2WF7esH0Cm3GbSU8tKx9MbMXJ4+kG6ukfaV4UKUv22+pfg1mU/Ru/qI5Dx2q KWeZd8ghv7KAewdqcEjcLM6c234UFM61W9RX1IDB3c9f559jQekD6gO6kQsY FWn8d6JKDn3c9rm0bhkTEizTiqKFRJhDK8pl18vATLPXvepjk2D1kIHPF4kU ipWeKoIiLtwccfd32xEOLMzp19thyEHl/x1kj7kRUNCZ5+aXc+nIIHhsq5Wt FMqZOPhA57w8ssjJ7sbVTWJGywIr2bvZcEN74vZ1GSSoVNyiLGikw1zbMHPx GBeOoT6FqFdctDPXK83LTwxsQ3XaTPYyoQ5u+8XCYjKaMJyQvhNGhbiSqFxC Hw6uXxjXDf1EgHDZB9yNfg5Ur/BsDdZgQf+nWb9zDCYw65YouxwBEWrd1jxx +OY8sCNtXNdeR4PjFxv2GxoTIT2M0ZrTUAzikiz8Wv57jQXwXoTl3qCgeWlJ w5YGNrINj13/dmoWpIQ4p/4+xkHcyGf+zt+YcFMWV7Dk7iDYL8jPHLkkj9Dh 5TuhBhP1SRgBlEIqDH+nfUVsNg0ur1d1C3MXgRhwuWbNuwUQa6Pz7/OzXPQe HD0oesWAezQdq9WL5jGH2l3zSTUM1Lapzy/bF4f0mgLUG27LoaaCmNXSa/Bo 89YGjiCFibaOBJT8516LWVplyYU7poGMQO+gL/dngdM0maNnxUG0U95Skktc FOIjHWxJZ8CV+7kOsXFVWD7zmQnxOx7e/ON+Nj9MCDZ00pLvcOiwfueWg67z TOixNbXl6iwPjv/ROaf1gwIPrGlfmdg7g+mq6huBa3Ng8u59HfsGHKpURVmb cnkwL/ztLIq/AsxvRqqdHqFC5163lLocHny7vnrI2zIPbPcKtHD9zIJHJt1/ dyIx+FXG+WZ/mYXWzrmvKjtHR1knlw8Z7uOi6Td9kw2JVNRiGO/s0cJEy4L8 LkxHSzDrsi2SNf1UxDVqancntWJPk7UCl7vLw1tbfJNcRxuwcf6arCx5EuQ/ +ip70GkY4HavatP/xoWnkoQ+Ubu46MaANfuJiAM/2AyrCHzJEEtXvC7+zkVN scW56jM0lHt/shuTKsBa3PTLXw6SUDJxuzHPhoLSjKWETYoiDP/QOjEqqwW7 PDTr6j44DkJzS7s0puTQV/n9xgNDBFggdN/xO3oKlCgf/EiXo6N3B5JIm1V5 yN9ds21nHg/Su+R9mt8TkEN6SqDrMzYaS4suOp87C6yidmgstZdHevPXW++2 TAOva7f4llfE4Fhw9Y+/FXlgjn9GqBQiC0fGEx4PXJWFgcEzG7ozprEWweTZ 6u5FLriJTU+eGgHRIRWtHF0evOe6NjqthAR5pvja2gdUGHb6rZM/ngjXiqdW mkkzEdayB3eH0oyRrludGvjTh02Q/hVwzrFQzKST/wJLiLGzKuPHqxnowIid qUsoDro1/O9yUGMHNhmUL+tRJwezD/uqH4mSh6HLzuxX20JGXiJ+o3GDLHSx W2XlQGSjTfKKM+fDmPCt9WrWtnQJtsCJ4B3G4eHVzSeFaot6R0mRNdcek6F6 UYCf2gwPpeFj5XPdFnP5uPzMY38ZRN3XVB+nioe7fvUdT7ecxvgZO6pum4wD C88+u+nDY1hlAmfbo70TwLPBbhVaUQc+NbL1PZ9Ko0j6tdDKijlg8Oy67sWr TOigM3NHp7oFxHw5Xc7/woW6BVode4EMrG+8Rxd8YCCtkUfJBBoNbj7we0+G fTfGW1+SmXFFFkoSxnWnVHAwpXnoLoMtDWOsmpc7JuIhLGgbIEczoYjKCv5+ iwdLHZLN61040ES3/GFAoQzsOGs+UOjHRaWdxsOaeUQ0Zan30rWLhSrUZ+M6 9w9hvQMNn1Y7MdB4qy8uJGkAaCmdODhlg0ek1GSz7Tk8FHxz5RurkE7sJMno 0NlMGTSynf8oyroJU31dHOGVLYvma0aEn3jDGPH153EJjQM3ceasb77pBChk rnXABI8chaEfaY4tIOpIw7NqzTHQ4/GI6P9iGtRVvRIVyDPgiUvKYO2zCpD4 0oqfE8SG8nV3K2065aD+TZeCiA0sNLhkgjDNJcMnj4H2c2MO4isMzTzJI8A5 j+xIpY3SaKPClgrRGym4z5Qo3aZcDxYc1uwLeE6Gmn7exydSKVD79PxkkD8X 5ttcth9RX+xdsnV0iICH7HtSkmeVSHD5/uGJjjoW6nYkF18n0OFNolAlYykN RamULYlvx8G8B4Hax+sWsHxBxJklhxgQP55+jL+vG7PVlPFKL6PAez6kcnPx NIhTSTKg+vEQdmUJXbpjAliMx68wd5BBaTpehSm0SUC7sz/wl+0Q5nBmCrat kIAdW1JuF2nWY1er5yZ6/EYBTuFtbXU1F8YHqCS4LeZwsq/DIYm/ALihgw7z OynwsJHy1/gxEuxfHmFklseB+U18xbQDtQDJVzf7SNjQm2y6K8iFBTuaKZ2Z lTzkEurzsGatGFu7W535dxMD2cf+VaKYkZE6WRNaBysgN6UKXnRqKqYfJ+Sr reKgpy/KAjaqvwK/jn1odX7ERjK1V9xocTRosMPQe2xMDpUbSqXst+MiuXbl 9KWLvkosShyTSokwSwq/V0jsxxSCh/GD1QTkuaM0LO3fLixKkCK99JIIO8rd uqr9eDf2jP/NMS1fgtGSI89z90ZjRgUySYrEBDDOrX/wMbQH/Ez4tlukTEV9 ZtCuPmEahNc9UVFb1wHGs5pNpZ8Ng/P69l1+6RQYFXyJWug0AFaa3jh8SJ8G BV4sDrZcBEo3+83psVnwVJd50bnvMhD3tWpZk6AdrLiwPqbMlAWVHh0+iYuk I7WjHoC2kgG57ffeickk1H9inny1gAdD+NTk7lopuPFDO82Mx0VPvC1eVlYp oLH89XVDi/810J7ItPtXApTNp5okS3hIPfokKLViQ0NdjP3KiI748mcJb1XZ qOLj8NM3Aiq65unSZxI+Bcb0u3otFujodUZTTFeaLAwn9feaGDBRznFSgsFW IpQvUnftINLRTmaY7w8bJvTzUbbsSJrGfCMKWUItNqI1CdwHwyaw1/3+E13b aOiMT2hCfH0n6BIJgyey6Oi787f8rksVoPnCbnJaMx2+9yqta4hXgMYmd/1V mmhoF6Vu+kkmAy5k3x7PVpwArloZVj12bCTozddcd6webFNzOHXrBhe9SCgn RL4Xgezm+ssfnKmI/fQPUfhXDiXcyW69SJJFvEZ4IcmLjI6lHDN7eGAe6xtL zvzZhkOjon9yLjoLsVprhRFbBSE2YBWge33vBLbbrWBV5G4W9I7IZG9VE4PT xOBbH4/zkCh2d9ehu5mgXeOKk5oeBw7SE6tl1hBh0E+nYeU7vVhU0o5vaIMM tPLwfynb1QnaZJZVX3LiwlaPurAOGTJ6/9bBQnyWBYWsKO9qQwmmsBCZ6b6L DT2iPxy1WI1H87Vl+O9CCjrA3XI6W7sZdGmmN81qU9B5vWrjC/0USNoyc5zo SkLq30+t+NXBhI5Ds2XiylnM/maGu/6HTizmjra41KgTOFjxzR+kyaMk+kM3 8+BRUKT60LuLQ0OpecWjifaLXDD+s+eIuQhb/1LK5FuQFNQnfr6mfn8UI9rj HgriJMAUFan+5FDgqswRwj+NUrBM/Si924oDM3w/mV3kk+BQC3KWCDgw2aJM zlSbBW1zPSoML86BZbH7asTeXGhNuCB1JIGECNfm/zG4wUKZCdqMcckYCBaa Bka7shD1y+trXqvloed5buWt01zkkF/926KABkvN001EZxnoV5xiQnCVFKr5 ETIorURHSn7i7oVwIZBdvexkjA0NfemxoDRED4NLV+kXbiiykNfsdnMZPTm4 sfit5VU3EmIWmoW5aCmgT/1Fnbw4OXQ9arjJaYUcymq9cGU5WQoVenxqlrKT QYcSeSV/cnuwNssRxTV9LBRgeTykv3cY+9/WDfUnnOax76yfq0+MhmONAVg9 f/Mf4MQfzQE/erCw7o0r12ZNAb3i0gcJnkLw9UjPxyVsMsorO1w6R/4NjML3 +KavI0F9E8ePsRu6QLzt3Y7mYibcmaq0rmoUD1VOeK573ctDk6QvxWupePjq RI2P/iwDRQG/LF8HCfAR0ZJ1MSG4Z/ekt0iDDlfG/MnKc2Gixjk2S4lJh732 vz6PSpVg2smOX6uWcqHixnotngwDDaSenFB+w4L3XYjnS7VmwIMP1adFi/fY 7npjwrOPA/8PMmdj2A== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 296-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk41GsDxmfGDDPMjNkHpRSpVJLiJPQ8J1nLkpQlEUWFaLElWyGyrzkn TnuIElEUnf8TJXuLfcnWhBQNc6YpGr29H+7r/vL7dF/X77ruFZ4B9l4EHA7X /jv/b9+kbfTpn4oo4rb+d6IpG/K7nHfvbCKjtoGtrvVHxOBgHGNIMsaEpAmf 6sBVcijR/+wq/mkcvDq/gbj/Hht+9qE9NzbDgLrNm2vjbUzUu/1G9QFLIhTE OGb7NoxjnjGGEuSnCDcRMqszyFQ0bk3WjvDlIbUD5lckjnzY2Ofmx30gD51+ apdG7RsHP+UqSfMfCXBXx70f+3F0tHLI3Mk8l4AkA5KSBYtjIOOGZG1OXSf4 bHu38lEEGz6P6f885YNHVLTq6alWBeRE2RZTIcuBhF0FtclCEqw41nk3J5kK S0wrxzVm/wOVngfuU5RkUSrxWy0U86Dbvrt3dYv4sKbs0ybLrVwUU0StHLIj opCzd80uljOQ/HLckRgXEioTHfpnQyQd2VmeC2wgSjCDZcFNHFsO/K5waOwo lQKVnw2qWPcxID42Msxj/AewP7dh2Hg/C+ZR6z7MGMkj0VYR8XIUFX7WVWLy SglQ99eczrlXBPg+Vz160VCM2Q0m7i2zJsFPi0ZtmwU4uFd2y8aRThosN1vb JQqRg4wo5lBZ9zNQPCo1lk4+xgL596LK08mITEnfYCrHR/bRqbpV3+bBSOI1 uncxH/Hiik4eeM2C3wfu5CpEzQA360clM7F0dMI1TtBC46AJKTOQXEOFEpb5 YGTHPLioq+YR5SkGG3Eh92/H42Hqng3xd8N5qMstqupyOhvu03Ru16hdxH5c eXgv5CEbDRtOBJT649CKisDdl8LpqL86ZS1xPR55zfY5613hIJOZwOdPPTuw s4z2QqOKIlAc7BvSkjcPTDDjo2+S+Ih2xldGGstDMpLlbo8HWFDdjeeUmtmK FQs+ql55IAMzJj3DH0UJwdETm7NvNTBhl9WOQwcXWXDVyOr+uWs/MR01PQOQ tABGffp9CvIIqEkN3Tcs50PZ+utTGVpJwCwjbkXQDBWWWX3t1B3mwqP/eb4f QxJg+aGpkJDNRdoLnqvrIxjoZ8iyNt1eDloWEnD+e7IUu77+H/90kSLiGfSP eMoOYZl4pyF2MwNm7fDPP/i1G2Pk9wcnHSJDrWtt8odcpgEt2T3LLvEpNuih 1/DgsyySW7+U3jwsjwqMZIT9SmJsZZdSdFH5MHbxy/xBz89zYM+ogur8OB21 0d2Mpr4QoM6Oh2G4L9/Bc5VDLxkKDOTXG1aaWkVEToW3gw8WcVDT2zKedrQU 2CRarlrqQEex3IKnkrMLwCcpS2tXggSk2a/DP6+rBAtaZ4XKYfIwlbrB/aQD DQaH/tgsKP6OhXH/ybO6rgijgqpcTuJJ8Kw+/6XTJzbCBvfhLpMHsPGL4ugi vylMJBtvzY1gI/rbb2mjL2Yxzv2m7Ll2JlJbJ9yp+gcBenRvuxjSN4rt3oL3 KnlOh6Xe/hpHE+mw++6/Uw6VFOQj1uoz6paHaSbK3R5qPGRIV/oRGcWC2+as a9554tAvbgzfG4eHDdpVvemqVER17O/KVMPDuJsrhl/1zWNaxZatOcZzIEhb cyDaUIQ15XJ3XtsvAjPbf/mPwm7wqo+j53WTiHiBB/16KxeBflGazoVLLOhq 4qbztGsYpLQENWi18ODANQpQmlCAXX1/M6xfMFFMPOVUDo0B/3R/v6/YQYBJ Oyfr6XtpUJo7p/NNFQd7Cj8lF+rIwhSbgeXOV/DwrDn3mWcUB4qp7NA3WXw4 wtvdupjHh8Y6DVcDayiQ63zFvXOeixo15jPH3L5gT9QSI503sNHckD8uLH8K FOYN7rLUkEGyd26ZWpTx0bstFLdWXwF2WtbgcHgJBVUGnCmQ477H1CqfxfiU yiNL9a/8S2whRqpsnpPSuFBotejtVSoAKGxhaMoYj2orZ2YtHIZB4tHuonbN WRBn07f9350LoLO1QlxNZ8IvE6IZCmwBVx7YaJWFcOBLi9WrGW/pUC/DtTpm Mxvd2kOOuBFLgTeug3V3jbjo2o12FWoxES4cKY1T3kJENY/zx1ETCTpuJxGH VbqASH2yLk5THmoG+PqJ7pBh2bjFw3dTXCRwlnuWRmBAzWVuU4Y8BkpUrV+S PYKDRwK2rK64jEePrGPOLjnMhNbBVaPtYeOYvSbFp7CeDJmLL4VnchdApmq+ PjWAj/T27ws3/C4G5nPZK82cKCgs4vrDlLXfAO2yW3Cv/ResM0WPVqyMg5Y7 bufUanZhdubtbZruswCnWNXR3s6DysrlTyKXysP/Jkad8rV+gYtXX+FpffLQ 20ClLXtWFp4z1JT3nefDR/1aSgXuHeBvE3csVZcPfeW27w5xZcPaO09Nfimw kUPqT2WyqRwqukkwbDvMRB7KjfzkO3ewoAeTTbcP8dHNe/WBWzQqwKBpM/mv Zh6idCR40DJp0MV56ITDGB01bJW57baXhyK1HaShBCp6bv7cOb+OBOvCDcyL Cj9jiqHT+M/tBEQzvjESkvMRS7S+TVwaK8Y069JXtmWOY0Var50LHkkxO7Of eoQ9aZhBNSVfiZQLOPvJq3T+nQA9ua9txSpUVGPV3fZ9wwKI7ryhumLjKJDJ cZo2OiwEkXoOHwIKyVCvQPmwldo0UN+e7n1YjwYl/WnT55wkoO7PgIVNHDb0 rWGujImnQlxb67J+6xGgdv59wtROLlS+5n0aF8dAm4aOrz4lZEHeyN9PJHKy SNU7VgFP5qNgBxJrb7wUWMVQTJNnmEiLHk6oUuOgVufNZ5C5Ikrycp0wjv4G dn58VT3ZyEKVxf0pHwrk4di7LeLM31yZn2yuvgkJ/rSN8zR/xERWrCj/t3tY sLncviB58wLmH1PDFq7hoBPZx/O+JIuxyk8nRR920tBf/blFJW8E4INYGCq6 z0DC6+RtFOUWMHDeVq5ggAGr+XXx6WeY0Mj4r5Oq/TRkzzuveTieDX+V5syV KomAneOp6k0hPGQ9/khz4/EuYGD4rsbCURFxbk6ShD8V0KeE8jL9eiri98Hz +T5y6MLMRGp5Iw5NzN4q6RnGocGOx5un2HNYh53ijL2iENvak9ej7y7GbD2q V8fZsmHE8ffl+PQfIIgUmvXSj49mlresc40qBSOrElxWbOJC2ZT0XKa3HAzp cZlWuTyOrTXxN7TqV4A2R04+kP8wBhRmEn4UXfrtOTvRt32rFOuTLRsR+PPg keQXx8zX4tGxJd0rbdMVkDtvR1DpugEQIUi60PBYHkVuajc6/4kM7zCfRKpV kZHGmzMre0dZ8E2AAXFbnhRzyCj21HsxhrnatbQFawiAk42W2T8FdJQrV9j4 6vAsqFW76vuBS0M2j2PjLagE+NBoct9RMzGWtc12ybcYEtQjNSdp5H3FXruv sDF2xMHtqFath0uGJrqDXvlfSbBe4xhDYMOFg1b7Xa2jyPDLIDogteZCN5W3 AY4budC+/Ejj1gsLYIY6yZ25ykUlueuYc9JZMCTKsxR6cxG1pTLJZy0dGvCu 17XtZaPeTKXc0FYZ5P1qt6F/MxMpB0gEv6KFIDfZOCVoMwO1fDQndydPg9iH isQKFS7ymbcwo2xSgHTPzmnVWjJi1ZhGua5RRGH+Qzu8Q+koLXG632WlAlq2 YBrsJ0dCNUdeDcjspSAHS9tB4vwENrxrRmn9BBuht7OGi3FCbJvJ5q5TLotY eQS/7WjVBawvEOvS+nMSbPSpySpcOolFCbaoa9//Blo9LmbQl8+BtqMfXy7h yCHbZIpzu/wIMIje51+4URaueCCmJ2z9CLLt/xodeMaCMjdTrla/k4Gqp7w2 Vo7zUX8XZ1qrhwArTr07oTfPRCa5c407/sDBE2LaLR1MCHQcH9wJ72VC9ZTJ +w9dWag4Z718Yx0Tjjv0Nn+VeY69MI+kvW7kwjxXUmTdmh+Aoh0dk/WEjTzO DF0TRQuAy7vYjI8qTKTzVmeOPUdGIdf10NUcBuqcvtoc2IqHvY5it2O/9+1e 9Ht7wYsPS5oZMseqqejN2qCBTgYPub+zC/VJoKDL0Z551ikc5Cs4brG0SAFZ k7JOEyVMtP/qqPrAHipq2r207HzHV+BnfjOcs1uErWuLcE/bxkHGej0HCIcH QfTxD6TLnxTh2MgeuucTCUhJCp/fd5qF3gRqbAwJWQCpPWvacCVSbHmwl+2v CTEYZJQcWgPJUCGLc+ksQR5y/GpXiw78/jcVVQV6pmTYrlCcscj8BljeE7f0 mzgQl9otvKUjwh7PzeoTaHy4O7BpLK4OD3V6KgK6pByYAFO3hs1IwI5w3U+9 sWwYcs+2clUhH/4PK7obDQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 297-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk41G0fhmeYGcOMMfug9FJKtCkURfcvvVr0WBKRkKUoWVIKRZSWJ8tI Cy2qpyRlr1RCz/8WJYVSkS0RGUuJGbI1vL0fruP6fl7HcV463sEOuxRIJNK7 P/l/C/QfNPJzOTjq9vIxihUPerQWPbqyk4FrWkzdyneOIMbkx69xFTygSvyL QucqYXalb2rbQgW4PrGIsjWHB5tKT5NmbyhDc2zf3eiu4WArv7eBCXtp0BXr fGHvy26icYA6vsedA0sVzhUl05m4V+l3Y2yUKrj8XpwX7dSNjPszT77+SoFN H3LGt5JYeHOMMqkunoJHW0azJzfsRq9kuk9PDjWgfrt7hY+ieFBG7yj+jBQx E88tDqlmYK3WTUkdOkJQ2HSnNGGQCvVfMo3NE9Ug26qwW3doGL25tiO005+O xZRfpTAihMan2plNB2g4LOLeulP32XiJ3sXQoMtKuEDmeW3RURZOl71VP7Vv nDCbdaiKb8eHBErCj5o8Bmg8a9W0aWJD/deVqwpv/EYORxZ9sdjKBb6i6vD2 aSaWmcooKdFMSE8zqKJmUGDZtNTwSKUCGCUldjwMGyXsW+O2FNhQQc/wVPJk lgJsoRkvaf+oCifP+0W8+6kM7GhOW0HDM6Tfrz38bvNTIlSUE33/LB1vD3Wz VmseRB42j7IHTrBw3hG3sSJ9IZbIOaH0EiacR1q3yjLk6NQyba9o7xF0nmfa mbZDEcSbF52+FynEHQPRJS43BOA0b1utbukU8TxgY31VhQB/WSUJzgsi4Q7f WLecRjZuLkrUpywk4xcMn8buCiFeOxBaVuz9gQh5NNve8q9slHVob9ibqxPI TNkodv8nPszxELqIz1UTbh8k2jfKqJDc4x35KHoQ3enSaVuVwYN6a0tP9yku bG9fjW/dmiYMtU3MUPwk+nhkdUXGWQqu0sa5q+6LYDxeJ1xOFaN1ySd1Dg4w 4WTSg7LxRhFePOmtVx7Fxhb+DX/tURbhWWHBx8YS5MS/zg3HejI5WGjW3O5N ayPEO2vWzBRz4bxlUJr7zwbCdOEK97ZBFTC4UaPi6foDKeleXdHh+Ixo9TJ5 md9Pw/mDmnXOD1XxHXPFwWb1EcKIJXKOiu0gTn2fcPful6JnSxXuRfE4uIbl Yd73XQFc5yWLpuImUZmm5ws2g42VLW+6bf1Gwy6Ztw+53+XjZtHjZDMbEtjG bZw705GF55qlikvdp5B//HmDTX+Pov3KxpsfDz1GkwYRgxqHVWBblcYXVRM2 HAofN+rKGiO4MX4pXREciD74xHUfmQqrIrmR+8hCTLQ6kVLoLcSF0G8nNI1/ EDLaaRtBFA8vJx07bZ0uI/i5VRektRxcsSmn7owOBbwaVp4Ka+oguuu8uO1T bMjzDdL1i2NBiQJ//s7dTOw/YtBk3qACfrF07ekZCnhaECvyJZFhfO1+lziu GmY6N9ef0yZDYmXK54c5csIga2P1RQsp8ny5W81+zQhRlSr4742tMtRl495J u9SIKpv4JrtuUXBpX5asapQEy+8mGR4/wwWrHeR/96Z2oMQ3B18avBFCyOSL Rc4NLKhvusy2qeBgeuK8ttfPOLBmx2enLMcuYuC8ZYS1MRvkqVLDX1okcIij aKqfokOibct/tl0hQwT5FtsyUwgjTF74u/MiKD6efD17qQBL24JIh9P6kP0s 0u5MPSqmZaRbbSgQ4ZUfdV3SkruJ/TQzn8hsZXypx/K7Ired0C58Fuufp4IL Llu88KgYIqiFr6VyVQFsydMOWd7SjfDhybY+CzKuXrnxYpddB4rza7hbO28I 6X++xumbPYU+Vj8cKWJxIOaMz8InWrXoSr6tQUEYHxhOh3K9lDhgkuxWFGvE w7XHWvflGDHh5j9owT1zAU7ZJmDsbqDB5M68kxrGFCxsyh/z4NPBeTWV8kWz Hg2vN9if2s2EecF7A2QZdGjhBVu4VnJwnFb5jAvtJGCc6n0G+xTxI5vYiBk+ HOjtUBliNPYQDvOU/TPL6VA/LLnucHQKndNKW84MFuHKq3OlpevH0Hrphdnr XJTx4WURHHR0DKmmeBxqdPhOVPLEJbpvyLDR8vbF0nn1xMTP2I+ty2SIpPbk Q22tEPyUCoOOtzBhWNLhkmYwjb4HkVy+ZauCr5lmzYUhGtQlif3fMgXYUfxb g26lhNVznu4nmfKwl8YrUUJGBlGhr2z5nc3BL00Vb3tsEeLFlYTy5WEWLltf ti3tORWek2/BqrMDhFr4D3J/rQJe422HUpolRJzNbcrMEyMEt2v34rPSHuKu wdttdx7JiemFGk4C22TCrEg5TZ2aisobAmuDLfrQp9S3diOaTLzwpl4coTyF Yj7e1NJZ0oEeNoceDZ0pRUdNHDuDM+lg7yFvM1cfRHNWn/X1MVGFwsjnW5Rr xtHzNcGTS/k8SDxyccbN02pAqqme1WzTjsZXOf/n7DERaNzw3U86yca1nhp7 tw/wQdh++emoEg13Hr/Ncq7jYQNWpMITbT6uKda/PLqBg+N3uUksYn4hHBOc lvWcjwuzmhM776jAaa715YjVQlwQQEtdvpYKxC+1dcxzPGzNjQ6q28yFvSuv JvaqTRFBsSW8wfl8rFSkPKBbN0oU9u6Tdf5XFWdaZRwVkSWoc2QwXJbLxsOH C9zTpDWo5Zid0p0WNtT0dekGbOSBucWlfVrNqjjw5bvARRcFMJ13UZqnLkNN Nk/qEzZzMP9WD3XwNwMXZ0mZaVVqWNQEx9L8lXBssTj/QoIClgylZ3/6QsLt V76opk/IiA/2agMOaoNE59XXh/+5PkrYeRXpnbTjwaFP7gOr4Tc6SA0//yJA hB2vFEytai5A7XP/dtVZKgDFMq9SZqsyhH1y/aGZ0k2IbYv2GL5ige3Offkq nV9R1SHR7jM1Ihjkxe2tNZUT544nRgQeYuEdQsuDeQtaUFasO41yShUfXVpr fqyXDukzB46L7RlY992B2Y0dXDgSE39zgRsJOyZneZtUfCV8KlnLXlp2Ixdb g3XX7vzxLys8eGKFDJVqX9/bKVDFVUUbe4ykivDAvMfJb90IYZBsPNOiUglM qK/jda/+JELlIe+XqinAalyq/UlABzuNgBKT1XQo193N7rIVwMmIRPdWLgO+ t+LtchsBDNPK9Yr2iMDh/s5Xpscn0RFH6yWMbyKcnbqAI5UPIZ1Ap079TBFm vimM99dnwWbVNSsWuAlw4zn11PBqRfywq/FKwD0e1gge7ZqOGURacxjFdyQc /ObbenpDwg/UQBePShxE2H9iwzrlpQz4umb7Ju5WBuaWWEW7zVfDOfuEej4N bJwU96PZdfafPc9dCrlioYRLdla2KG5RxvlHjHYlRfcRXzYNqC+U8PCtO7/O fLaUEivXGtWHuE4Rg9b3HzvknyCaQol6gzU96IBl/82GjD4iust4zuLcX2i+ ksZuGW0Y1fh9ezGDr4Qvma0gPy3uQGYxTkGZS2iw7mGiafsBCbrgcKmj5RkX pvpuLwjuoYJWyK4lhd0ibF8b9TjgPQUehrwPNJn444F6383N/WQIHFFNNyQG UVa/MHykiAdzEntyH7hxcfPwp7Cxf3jQ7dj4+qdiGTFwQs7OqBZgrwNtN2Qx XSi92rM3UMLFhnWGUp6UjjvtfatmO3Lxxx/XX4dWk6H7n8favn94NkwF1B3f JQJb1+FdWc/U8Dv9gy0f2ULMQBWOLSuYOCXG+6pNIh/bZZ4IKTnLwjbU8/sp oxxsr/4t0vEvNVz118yCYx9+oniqx/TNLSPEgpqoHUkr+Tip5EPyxh1fUMye TmpKrxpsWn9tq7bpBEqMj5xw2s/FV9NNMsZcp5D40/waUracCLRzu/fGZAy1 srM95wMdXr9qysX/MoEfUKon287CxOfci3ffq0AtIyt5ivMLLZosz28aEwJJ 3DCYbigjViePrSAbieBvEJseHhhF5W+v13icE0BYjl3h3EwRlD0ertIENg42 j02QFk0TURVSclcZFd/+fbHg7GwyyJ54vox69ZVgn/1G/TuJgpdbXxq6UCEh In0Cxd8JOTHf38IKzR4i9jxff/wl/o1mevEbNNcOoZRMbk9+nAQx2koSJ51f Ib0a87vdKyTIWGWgl2GsAGu/FlsFM2kwYzyM421DBu71a1X3fEQgzE2x0H7M gOIZVTmCLB6e05nyWRJDgZxtB53kC78SJDjzwW8nEw5eDxuMCRcCeU/tzCQf VYi4sSw61pWDU16ryPvfciFYRyu8/REXM9hL3s9qY8GLlVZ65Q4txNqE50Gp pn+4s4569fm9I9RuinsLL7PBY0w7YkdHGTL1VLjLiOOAU5Ht4kd/fjhJ7HzC uU0EFaervAydRPjBpc0u7yMEwNd9U7c2jocjfZ+mJlnzQO6ruCHTig//A7rH NyA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 298-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlnk81PsbxQczY2xjVoMiitK4ITWiS58npZIsF1MIRZFUlpiiFOW2EdlC pV0IibK13e8nWq4sUSjLLUWIhNGQ/ef3x3mdv5/zer3Pc7S9Ax19pEkkUt2c /u9+6cWy02fZ+FimyW+yFRs447tdtTbQcW2bqXvlbgnanupUVPmRC5Qe//JQ XVm8UrXWfpUKGa5NLCNvzWdD5wW57fvVKtEiu/rr3bVMnKTBu2nwmgZd0dtS 9r3qJmzzRIJhIzYsl04qT6Qp4uhCxSRswwCXKYOCSGE3WhZ1Y5UmVxZs3ueP byXRcUH3BenZYioeaxvLm9zkh9puhsqh7S2o3/5ucckxNjT6+e5euIGCFbHu 4+AaBdzhEd7qHsiEPKvibp3hX+h2ePLHLVPyOJ48+hQkKvCY7e+xvZ6GD4ff 3XC6iIE11PSP1HPkceHIzqvLjtPxuKDgQYjGFGGmeaiKY8+B1Bk/B+10Oqg9 a1e3bWHAfQNhrMetWeR4dNlni60sODiyylmeysAjpiPk1EhF6I7qDWqtp4Lx rNjo6Gtp0KMsrD03OE44tMc4FdpSwKS37HHaTTI4UVcadjQqQd1mLNDOVQRG JPNTYfMzNFLkNho9+YQI5eVHFiXQsI69zNTL62LkaVuS9/NvOt6+Os5o2osE p421vCK9Jci5RrjZdC8F4v9aduZuhAq+eWWV4olvPBAudq3TeTpDcJx2lVtc Y+HW8ril5D+kcEzEknZT/QKUe2jf4eorEyjA79+qFBoPFnmquMQn1RCOD1rX eivQILHXO6IkcgjJxFg8XlrKhabNljs9ZljQyxeaGh2VwkZaAjMUO4lCV/Jb hI+puEoL3/uziAe9Uvx3/LQEtCHxlLbopyLE/XHXzyqajVXMWju8qZ+I8+5p jPsnOJBsGZDhMdhM3NpqOLbqlRLwr9fK73QbQNqb7jhsEWCi3Uvw6n4/FZ9b 7mEQuZeBs8xlhlpVJYTG19QnlO2dxOkfEx7e/WKUva37yprPLFxL9zTv+yEN Ni9JNnFBM+i5+s6XDAUGVk7oT3ptK4ddsjMPeeRwcMPlG6FaZGmwi7HWne9M x9++lHlmvyaBf2wy3+bsGPrkqfY1dPsjNMkPH1I7Ig+leXum935nwqGw8RVd ub+JAY2Ei/4ObIgUlbkFSVGgarNdjuGiIWKEesaWe4yNV1dr8sjFEoJzrypF XMfEAYNP9scgKng1rz59uOULcf7E69+if1lQ4BugsyeGDh5/5pub+yhjfwm/ xbxZHmzFBgmJMmQ8y43m+ZKk4Nb3+6YJ+kysuK21KUlLCjw8btW/9yFhfq51 zUULMVo7oHk75dgYUZXGXX996wjSiocMQ4M29LqFI/C5Rcb3VjxUvomlwSTn gtHJcyxY4exYoRjcieKqRa/41SrQ/FbDfIs8E5paLjFsXzDxOZP48dArbFi7 4z9hrnMX4VpcLp/Uy4TpNLHRqAYJ7Ntzf3uoK0CcXdsC18tS0PZzSs5mPw+L PwWQjmT0oTqXcl0zL1lMvXPbalMhD5tVdgjRcC9xkGq2KyJPDk/0ooLCii+E VvGzaP8Ceay9dMfko1sjBKX4jXhaiQulN/5jpVl+R/jI5Kc+CykcHC+qmdXu RDF7mnPqFg8ja9fS9YuzSdBY81BSTmfCcrtNnzdk1qPL9+34hYc5sLzB4FJ7 AwsEie7l0SvYuOgfTf44Xxlu3kD6d825WMtAYLnRQg4mdxecUltJxmv5iVMF GfKwbQ2F/Fm9CQUUWDuUDCnD4sB9+0fu0IAWaf2MksXGMRqV81I6SNAatkUv 4ygFl9hGh8/bxQRvVy+bodB+wnGxnH92JQ3OPixl3W0hQZJGholiIA8fM2yX hDRNoI3ilIUbXObu/3g+q4g5iZRSPQ99dPxBOFxdb2uSKwPWlpkXny5uImIe PtlduUqCSMpl7+vqVGCL8csBUZcy/Or54pLBn0WvFswr8vJhgK+Zem3KMBXy IyT74tfxsHP8lBrNShb/w0zzDLbgYi+1f3nn79whVP41Yvq1s/ArU5lMTycV bATfj5LnMfHzjc9dMyoo0B9/7kh85xChHDYg1V8njSveLo1+595HxNhmkuf/ LSGc9e+I1iT1Ezn8t65ZJdOEr4DDJmklE2blchmqlDT0+gEK7pv9gT6kvbWX qCviDz+CTddcIkFU400NbcMvyOF+7UY2+Rc6LnDuDMymwdP+E4sTq4bRojUJ vrsESiDaq15WFD2FKtYGTi7nsOFFwPvmdfuZQKqt0Wy17UAjTWMnu7V5oNJx 6dGYLBV79Y/u6+3mYj49QrpMi4Mfrkx1dlFn41gf9x6LqFHklL5l19VhFVyc 2xrXmSUPS3ZeS5bc4OLNrMiAhr9YoFy3XJCVQcIB0U/YQ3ocrJuz8Je34wRR /D1opHO9EnbUCRkP2f8ddUqGwkbuMXCpeZmx6Hw9ajthL5vVxoBY4m/VBw5c MLdID9JoVcKeosaRda08mC24KC5QHUEFhrNZjYvYmHOrlzI0pYDrYu3OPEpg Yl4LnMjwl8Xtzs4OM5Fk3DN8O+/DZxLW6Hmx+TxnlHjvoPzTUXmIUKt45R2v PkHYe5UvOWXPhmOrLy3+ZDqLRJSw5JdznCkOL00cu/4AdeieddNezoU3OslC 6xRFOPzBbUA9tZv45dHuckSaCXa7g+7Ld35FK27TV21pYuAdKpaiAv02NNGo rxriwMDHl9eZn/hOA0r3Ep/fhnSsUx+y8OMXFkh09/ZmcqSxc2Kut+DFV4Is TMnQvNyLXOz4G65m0bH9mWVP/C0k6KnWtX2dXCVcjPOUVytQ4YF5r3DPBgmx 7ZBHYNBGeRBQ3sTqXBkkLCs3X9wnkYE1+KnWBy4NDkcuF/x4Iw+VOn6MLjsu mOQy+VX9SvCjHW+ftuVCSO3aVssrPPwxSTUtrEYG8xDTuvoxF6sFjnXNRg0h vfzLjWVVbFz9bSOt+fwAWreMk8MwoWPWE6tIdz1lXBomHi29wsIXYgZa3RYq 4F9OaJ7zfTn8ZPfrNhknOfxRYb3jzKYB4rPNT9U/eth4PqMm/LTBL2L1uhVN wW4zRIekStqi/TTREko08df2okfYfMmWkAEismvlIoN7o2hmcomB3sJRVLvn 28t5HFl8rjfhCCO9E5lFCQOyDalQWh2lad//HaU4pn9pe8aClETdTRtNaKAR 7GNY3M3Df/7JrJSVkYWHwe8OCCaY+MjusFj3Ohk4IFG6bUQMob1SB3xHq7mw KK733gN3Fr6euzM2pIgL3c4f3wzKPCcuMYJO+XRxsFGDkZgtpuHLjdzijLUc 3Dhw7U1ojRRQq2O1Xszl1Tyzv+GkDw9W9jL7FsQwcf1SUVsjQwV77NhbkG6o jFOjvK/YxnHwCk63XVMnA9tSkg+Sx5jYWPkDirRh4qot8wtPvB9EgtKahveJ Y4R+7bEdF1ZzsH6UtfS48AuK2ttJSf2uDAnmU1MKE1MoLjZiQniQhc3WCYy0 XpEg/oNeLSlvmtDbdTX9+vMJ1M7I26kHNHDr6fh574UycPY/XTKynY6PK1o1 NGbO7SCF3MQZ5iiC8TPE0g88OJxvX6ybzQPz8K0HbkiYONA8+ry4fJY47ebl VaBAw5lTFwsTFkoBEP0BKyu6CEbCN8rZC2R8ev8LImp9HxGx60D8D2KayAHh qbhBMbG3YuPJV3gKzQtWf/YfewSlZrN678f0oIiSDdJ+PW/QklrznO5VPWiZ kfg/XU0yrPv62CpQkQrJwuEiswUywLp2teruLh5UuEwRpjfo8HheVT43l43f TQdrDuXM9bCrSDj9x1fiTLT0pcadyiC6dngoKkwFrKzcqvwsGBB+3Tgy2o2J e/tkCv3fcCBQWyOso4SFF15NqEqf+2MvV1stqXRsIwY+L5VKAybY0I979e2p J3ybt41nubDA87dW+I4vz9H12H9i1nuzQVhuZ1Aiy4T6GbIr7SkPODrVDeti 5rjoNjf+9RcXpn1lNmVbcaB0k0lt8WUO9pXuTD15VwVf3ANRrpls/FhEsYwb ZmFew9Lkoow53qRcjns+6iYGnZj7Lq1l48s3xjtXDnxFeqqHTys60vHOhHzN bHMqxJItiqTyWPiRz+DEZBkPzuj/lf3ykSJOmyycZ/mZDXX9+06qeIwQZapK oqAoMqZbzLf6af+b0L965G3VA2UI/tgmLJHuItqkEkV8U3lMrVDwq+b1Ee62 UvEtio3ESGW602BsB5F/uy2iYccEWhahbWxiLEa7NpqHWZ+jQ957VX2p13TY qpVcDbfEKP9nMhuFsmAwJ2iyWUCH9M5ay5BwDuyxS3ru+/keURfwyzj6IA8s 30UveNTBg/8Bq4gPRQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 299-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlWk41G0fhs0ww1hnNUpKpFCyVzx0/yKkQhshHjuFKKUohTxtdkK9WrTY VfTEmxL/G5UsQ2UpRpJ9X0O2ens/XMf1+TqO6zjPta7+BzzIAgICjX/y/5a3 +cd7KoWDL6Rv+SlkwgI9vOn47Vd0zONvc6h0n0HGZSpsYW0q3FtQE7J5zIKo FT+YmbJvkaLlh7Q+HgMHzUUO7nUVg56Iw0k+7/oIAflsqXRdDmiSE4sTRMRx nLBGfSiZCbZLm5+GWveh9iG3r8mXaLCn8fG8jYAkVmQMP7OXoeE5/lze4q6j yFDtW+04pR0NW+UUFl1gwSijrmrgkjAWx0qvTtaJ4ZGLdjZVO1mQZ1LYt27y B/Jr8NVv+ySBY4VmX8OMNDwTz8w94SuGzwbnmF55RselPA93SqM4Lph2vqt2 URI3bipX8Gb+JvRWn6lmW7GhW9uzebifDitK21datNIBeest0M6T4MB5tW+G NkwQnLuafbqIgae3TQulhIpDUKaK0rqtNND6PaVxvooMF2Q/yzbmLBH72iMP FlhQwONIF43Oo8JBqo56Z5MEhPRkbO1+IgX0UEZHQUspWlN46tvASBlxmvs4 9Fm8CC5T9LbXSf6B/rYoyhv7RxLLJIyuYcmS4YqWvEuo6wzabr1hX36OMMTu V7uaEyKNO143NV66wcZtxTEqQptIWOXN4fzSvAKUe8bnbO3tBbSmucMCJ4pC woBrSFHoBKIVB9sW/+JC824jZ8dfTDhe0iLTul8Qa8jr6qGoRdR/ZWLXjtU0 XC2Pn/z1jAu3UXPlF+tEZJpweW3gmDhoDu7+ej+eg6X12jpdqR3EY3vuzroc abhh5HfHcbyFYARrHRk9RQfVNJ6os/0oOknVkM4fLCfaXXTf5Q9T8b7ko+Ck yMSZBoITbTIzxJas9lgl917iysiCo+vwFIpPiWqz47MxT/Jvg6ERMhTc/UtY 4pMAlK90fksXo+OC9wUvJebEsG1W+hnHbDZud76jrzEoCJaR5kqrDkliX4vk ML8oMnhH3VDdc20ObfuIAjZSX6NF1eCJFedEYaopJya3lgVngua1e3J/EmmP Y1t8bTkQGvjC/gSJAu/YR4pymyeJaepVC84FFl6j/WbAdmmOYD+pTpqqZ+BW ma43USki4NKif+Vs63eC1z5Ws7GCDU89/dZ5RUqCxqKZh5EdA3vPqLYatIgC V2Sfic9qKv7NieB6CpDA2+zr7tZ5JhY/3NacKE8CY5157v41ZKyaa16XbDiF EhJdP4jMzhPVNzk702ymkWbCtOISrQNVtbJ1PR4K4btiBdR/XgrBluw4jUvX mVBAts+4ENKLYmoD36nWSsMEdTaP08yE5tb/0C3eMLBNh1vqkTwO7HD6ap17 qIfQCmrtKalhwfLNKY1ZOQHIvyPcwf4hATGW/DV2qSQIr5dtftZCw9SMRya7 CriYHz2jXhM/TARQ9dxC8mjYRNU6r+N+NyFfWBrh/VQUq9ToH3Z/PkNQCmum liU4QDJWXsgfGkb43GLHkCEJ/5aLspVX6kWRXi3Z9esn0VbaLuNLXmRoqns+ UyzJgHaT7Dhr908oNd9SteAsGygXKq7E1bFBN8GhOEKbhXdZrY2i6zHgwX20 MceAg3umoxU+9ojBovvTyyt0hLDC/HXy5mMScHg7RejbymZkcSEg7FAmA9b7 +/hOZ4jAI8HIJpEXHBwpVymb1CkAbl8SrchlwrjIIiJY1o0BAabaJWq2Y8SB 9TTvrEoRyPrMFbROI0Oi3J0t4v5crK6m4T+ctYzMppIUTG1p+PfVJ7TQoWUk kfL3mS8HRgilqWCt3BIKmBulJ79e30xcwS3t1FNzSEDqRWN9vTSwPlDG49IY 8KP/u+0d1d+o86Tx3KfVTPDUW8lLmqTCe6VzhEUwF7useM+NzsggWhVT+7Z8 YeN32wTT/z4ojVe5KrDj+5m43Kzc7k4FBURZ/e07c6cIqaBR0nA9GbtW+qmm KowSkRbpQqv+mSGKVIf644PGiGzVBrvMomUi2n8Fe1ghmdArpt2RodxEWdpv mXbUCfT5ZoPVzEpxvP68Mk/RlgxhTQ/k1qp/Rz4SyQ8XVs+ii7qHuv2zRGBE 6YxZUPY0Utwe7+mmKwEJ95d7j0b8RhU7/Bc12SxA1VXD9jtYIMCrW91m0Yn2 Gim+z13FwVEeDv2GYbPoICXLyryfi3czQ/0+7v/DT092aP8RMvaLKGFNKLPx 9ubo+wzuMlE4eGK6e6cE9kKTi9MyI6h7ZiJo+gkd+wp/TCHv/oT44VbCmXw6 RLdsa06K5YKB4a0Tcm0S+L/G3IvrN3Aw++EAZWJJDGOy3vbMYyzMbYXwO97C 2JktQxrLouL+yUd5n78JYAGXXDkRr59E4z6psQNSE8RWodu9jq1LhJVL8YbL ViwwsEnnlAEJAilBN976cnGS8bGDPsmFqFPpmv1aTQ7snt9sSCRLwdnP9qMr U/qIhG1O20/WMcHS/US+aHcX2uvWUXAplYmdpI0Cn27ko4jEN3UFwkx8UbPe IHxQBAxIA+qOT+l43YdTCl++MwGH67ifXBTEhxJyXXXfdBHuyhVZoRrDyNZS 1fRupiTW2CjuYxo8h17L3/Pp5vzxWsOq4VcOIvCvwYC1l+kMEbmwz+GnqATo Umqi1t0eJ9KfrXZ8L0mF7fi1/GeOCKRtT1XZdUcCKtcdpfdYcmDOQONp/jU6 jLTjI8sWHDhTemPxfAcH1/aaibREj6Lbdt6OJX88ySwxCXVQlsLnBvZKFMez cVzkaJu9ghh20rRPb3cVxyXuVXzBgzT86HTAu1ebJ4hve8ZkNvWzsFG5SVmP xSyhb6zdfNL+F7GRt/bmS+PrROtpoll1xwAyf163WdZ0ggjt0VHc/GQWNez3 Oso88xPxvHrfyrKFsZZ/+PvbWb1IL8zaL0udCowXDQnrM0ZQ0oFb3/mlTPh6 K3GLcoUoyJ30UC/s4+KBlyk+t/xo8Pzkp+O6CwzMmkh/cbebAsdnJB5pEBNo E/+hZcQ8F/oOfakZFywnqorDTvRIc7HGR40p1pQIVnL0b1tylcZNo/dqTteR wHCv/pi9Kwt/UAnkN9GlcYTcw+v3/mLglDDX2xYxbBzFvaRwI5eJLSg3AoTm GFjN+4zMOjkWrt67qiC8cRyt4tXIHRNf+LP7glOcPhvXiJkPvVDuRmHHuikp g1JQppLQvFJQAGKiQhasA5h46MAvtbLrZIj9rMwTyFsmHmUoq5MSl1E7Pc9Z GURgbidvhUAsA9i+rzdMH5HEQy+TDp5zoUO9WG7CL8Ysqnag8lRaWdjfICJ6 qvg34c8f8mPfEMXpS8kF8QokeERDdSsn+wh6fC/lWpwQvtAg9/Cl8CgR4nY8 doRYJjpFBducRn8QxyrMLr3DS+jJlo6KcM4MSsliDuRH9iMlk/ejFSU8tIFn kN23tR81PTinUfsXFYy7Xpn4i1NhXcGDKCkFCjDv3a3OcePCEfnUc+4jdHgl W/2Yk8vCHkkrNwiL0eCxXaD18qYuYuy9pVmjDQMC752dCAuSBolaM37GFAOC 07RCI+wZOLwqd+3mBWnwXysX1FnExGXe3j+bW5nwVt9kQ+UBPkFxYmpIM1iw R/Kiy5DXByLHeSwk1ZQNf/+UD3b6Xv7HI8q+G3w5YF1sublImAGHXGQafsZx YdlTcFeWCRuCT2g9P/VWGnuSu1Mu5UjjgPwXMepFHPwqkGIUM8nEc2U1peK7 ODj1/ny3zmgXIlW/EtQqp2Pn+MerswyooHq44uK9B2z80mN8YfEFF8hDHQ2b CCl8c7FA1ugbC04b1Ywf95whXshIBJ4IE8KnfXLawzv+/OHuuYbqf6Wg18Wu 96xcH8EnJQSqbhPF6w/xEve1jBAOFqTYVvEmYtKh9K6feRfx+BE/5KPTAgpd W4lXr/qB3MwMgsyvS0JlkWXVJxIDbORv1MLDKfQg5+DVFR5sGM8+sdiiKwmG kVbv/70vDV6WieWe354QTVXu6jWlbKznUBVsuPkPF9M+n8q+xcSiRaHhxvlM bNe5VP19Ix1f/k/nwMAXOmg69tskaovgvp6jYmm+y8R8dfPoviQKTk//ei7u lhQUfi0tET1FxZGVmnsCtnJA6/yWWC9FERwbK8g3E+GAH9txyTx2kagtuWVl qimF5dVzs6LHF4jCVMeJ8OckcJZZMeWQ8IMY8XQ/PxZAh0GjhX9j5GsJDx9R Izs7LtbZ9zLa+dgg0uo6ZmSkT4KMazqXkzq7kJbTxNcJZSFoXZCNts0ZRJ2u XL1PsnSYfpVJuu4sAG901VKPpjIwecPtGLIdCVSqfIXaUkZQw1ef7N2av5C5 q9C7xbpZRA7SRnF//C5Zr+8eNikGITa3en/piEKe51bbgJ0ceMfL4d58xgDt NXGZglwhHLM9yzhIjQGLCT/5xW/nUW0S9XDKJAtYt4RVMv2l4H/H1Dat "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 300-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlmk81O3/xWeYYTDD7FO0KEqk0sKdUtcnQqXhTsmaCZVkbUFJ1lDKVlJp jyzZlTst+l5U/CSlIllCyJJt7DLUv/+D8zoPz5PzOu+zyNnb8qAUiURq/qv/ dzXtB4nrmwX4TKreFMWYA0caMndIn2Hj6qb1Dq8OjCPhYr3IJ+docHt6BWVv NgfuP5nKGttdgdTMa+50VbMwrwEiE40UoTPcOtG9vItYrxnqlOsjgNVSl4oT aHT8oLW21KWbAzYzK3ODrbrQq53mhNtqOph9zv61l6SIGRvKvKVeKODJpsks ybbDaBfDfonnVAvqs8h8XHSGAy3LX7v3S+QwHS95dvSdAr5WVmsYb8aDLOPH XerDY+ipKzO+J4CJYykTL2CcDzj1g0mluSL2P5VpElnAxL+nlGy5TUo4f3T/ rRVBiph85J1H0HIy1l/gV8m14MKVskNPBXlsmFvSrCxsYML50Dl1ubukwfL0 itZNe9lwS49ssfkSB4+uH6UkBdMhLHpjJa1FAdb8GdE5XSEF1e38nos5f4h/ m6N35wup4P7HMG90jRzsllm3qq2WAVF3xvtcQ1nADGa15H8pQY/JubOv+aXE CUF2cEE8DZtePrhIREwgR2FR1uBZRbz+ttLLi1IUiFyj6hTsPI4CItKGypfK Q+yuFVGZgXyc93GMFFLCx43FMZoUbTJuXyEJuOJRiB76uftX3ZhGPeztvWsd GZDQ4xxYFCxGRTHbush2VKyjqquPLkhQgem5H1FlCrhSFedsLBDA6586MqFG icgkIWKR7yAdfL2begzqBJiv39jmLNNCaNx0gq6VbNC6Uy2/324A3XO+RZqs ekU0O+mW5/XJYMYlX6NiBS5OM5AWN84ZJ1Qd75C5qd1EZP/0Pue+EZRksWTj D7oAVys6Gvzsl4Jul0F+f5IUlCrvf8NUYGLzn817prsVsU16qt++DC6edLyb a0SWAfPo7Uvm7VHEYU9rdZ4GUeDIhctaZucmEUPnuG7e1Esk0TolnhsgD3dJ i5altPHA7+SvtZ0PpwixnHfuwqsCCPZ9YudDpoLarrU364tGiVGZKCHvDAdf 8KUtXBw2TXBzKhNH3rPw2xavKxe1FcDpy4ZI/4bvxJsXjhtZw3zIPeSl7hqt CPmBG8pttTn4yLhWg8EXeXipU90oPkrDf3jhgkMkMiS35HzCU1xMt26su6RK hsBk/34DWQrWerj93ZVNI2hobwqVXDBDVF7lbb2zdxT1rfxdLLrehioauLoH 71Pw7UM/vUK6ZUAvI04n7DwbHun/GyV52Y1iqnzLtar4MKZ/U7Swhgt1DdeZ wtcsfDVtuXnFiAC2iL5ZPdzTSRRRiw7eaOXB7NURnYn5JNgTt0bXOIYJMeZN C22TybDF1BscY+lY5kGK8bZ8AR4WGZ0e9xskjsnouwRmyWG3yWi6dcEPQvVx SfiRXHk81/ijfYZkkqA+fjsyy+ABV8RLt2gcRDhA0vJzExlL2z2kezl2o2jX Lxnvlw6j0MMG5VRrCtS+ezRerMgC7paJ++G7a1FynrlWvj8XAgi9goszfNBN cCgOX8vB3utOLXhD48C9u2h5pgEPv/1UUvLpsyJIDuRGzF1Hwa73ArrCgQnW m6mUVuU6dDJsoDcylANLvd09Rh/Q4HjM+d7cPwIcPf+VSmIbCco/CtU2bZLH RcLwUyouLHDduUf9ymsxYblU7kj6KxooU7KDniRS4NL8m3p0bwFucN2ht8qF BKYjiYtNbOQwqvIy/BVFAkaSo99Xy34iXP3iyDsKDbYbpl55sbSOyHDS6XT8 +QuRlJ58fv+eD/NVti6iB3BgrPu7zU2tP8iDJooqkOHCIX3l6sRhGeiZV1jr KSfA5eulUx1387Gy1txtFzq5uNS01PZmGRUmGJo11XfHCKWTA+S+91LYM0Dl e/hcMREtTKXMOztOBHH9ngZ8ERMZWh9s04pmCQXz6JRZ+6uEfrHczTnUq+i5 pzi/qmgY1V/9YDGuTMd6z1Ii5EwoEFJ7b/6iVd/Rwv1qwrhjUyhId0+HdzoN /FI2GZc8HUdqm+MPuegywChueHDQjQxlW7wlq7kc0LT8mlVhygNS9bsFjcI2 tPFZ139cKwG+cNChe1PIBCo0a0hYs4OCvcKfc8TLuNgi0sBGnUPCj3t9Rju2 MnCXP8n8KGMIdYyLT47mMLFxXWGfu14tagq1kE1rYoJipEf2w/0CzL3fQxXP KOAE08BvFid4WNAAoTePyOL/duzt7JWTw93DKVn1rST8ZGRpttzUNPH5X6VB SyUxsS5Aq0jQ/oewcCrWiLDgQIJgu9MWljT4Uk9efuMhwNuKZZVuEv+htiXn 7Bat5sHXgVtjzBMs8K+3G1BO6iIc45caXSrngvkBnzz5jna0u8nK3iWOi0V8 Q9/c5U2oP2UwQnWAg4NWvzcI7aWB8Hq3+2lvNlavOb7463c2TOGdu314MnhP wkNn3dftxFHmGq9o+iCyMdcyuZWmiM/3eGebDP9CL1Rvu3fwGDjDbfX89H55 KDTosXI1GSceRJ37coLOBF3q2wvqN4aIsx8sxzP202AzfqFaz/ubV2fdgx2Y 8Er9MLPTnAcaDwYD643Z0N+M7WeFPJj/65TJuuNszH5uHOywTAmHbZlhHHnG x3HRA412ixWwhpykYaFICT8/UNEkvVsO23s43PZoHyZazQbnaHdz8EynbOTh tClig9HauqN2v4kdY7+PDPddIBpOEHVaW3qQg4a3m+HMMBHcuU5tZc4EkvZd 151Bk6Bq1x9vVLiyWFs9Pvb+YDfSD7HySl8lA/c9tM87ZwyhRMtr35tK2HCp cr3WtUsMmH/04KrHXQKcPz9vjqUKHR4d/eSpO83CfivHlcd0aOA5zkjRIcRo 8oynFnjwcI2mb1Mtk4/pzmOdVxU4OCnE+YYwhovL0l0t1O9xsZB6+RhlkoVr 1s79XLqQhyt3zssP/TyEPiUcL39eOUMsrz4jitvAxT70fY4x2j9QiFsHNalX CYRUp0V6hWSIuRA4bXWMjQ2Mgw41BVIgtn5ZNSlrlkhUrmBxrEnQzMzavwxo 0M6z8U85xAGuxwuNUXtFnGXFDg5TZsN7hYcJv1kT6HT906qYIR72Ngi/OFL8 h5A2cu2Id2Tg1Jkr+fGLyVC9fPvX/9n1Esz4H9RzcRR8a4L5LlNeTAS6eMb2 E7OEof6poBrVScKtzDSsHM8gP7OLfVrCSZSUzu7Ji+5GZ4seKi/1qkEa1QYZ Xf90o7U8tzTXSzQwan9m7E2XgdjN2wrl7WWBfftWZaaLAExIpZj2mA3PVCqz eQ85OE7Nfe62HAXItvW1mtVuJ0LPJS/M1OSA721/cchJPtTcfyzbWseBU3fW BIfbsXCa+oGrojouvNlgrPHKsonI/3Xa0ZvNAzPFIKefrjXErW9yMqGH+eA4 pXpK9L0UORQ98xnIFoBVsfnKIlkWiBr3NKfMCvAzX6phzDAbR9jkFcpECHDy 3V8d6wbaEfVGiKHZWTbeH5+9IN1ABpI6zocLqvn46cGhackTAdh//+4zHv2X Y5J8FcNWDpz8L7/uetok8WQOw9cnhILNUfK8gYJZYvmtgA+VhUrQ6z36o8On h2giJ/hqrZfHfaUp64tbhggHITm2gV5LlG1U2vc/3U4iO6Up8KNoGk0enTod oz+BXEwNTm4/rwiaos2M4io27FW9XAX3R9DoAVM13Wg+DGX4SL7oKkJM4nCm fj8f6ztUnNq0koMNJ2Q3W//toXxRcKhRHhu/SpwzbtLKwhHX23p6vjKhY2vx AS1CHnd1Hla44zFLrLAuMvq3QRanpn4LiLumBJI707l+H2g4+tVqs2P/8MCe 7rlnZ448jo2VbjKl8SBqX5J49YnfRNXzaxYmq5XwjFD0suz1LPE4eZ849BEZ uv4o7lR9PkH0HzpwevAYExwj0g36pquJg+7yhra2AqwXUvkyhteP1rS7GRpu IINZWF7J5+ZOtEYk/iZeRoGJz6FUcOhHbc4C/U8qTLhm6/vOf64UvNZdkXw4 mYU1721Yz9GWBs0KD0pjUj+SLsUqc/JIsN2ZUi55N4E02nMaJ//yUvH9hgMh wwoQxZbekjRBh6xD/9gc2/p3X9+bZ03FcGDtwrg0aQEFz8sozxyTsEGSMNVU /OYXelsc03dBng+ca7Kaad5KcD7z/POJYD5OK1igpzo0SdieWeZrpSfAJV66 /R6KUhDjP+sW5ULFlknTLU8c2Vj7xsjRqzwaXpg3Dq0xFJCxb48gu1NwNJt1 8ZMGA/Q+JuzIM5XGE6XXp7ZXMqHGJeLVyl4yTrpdRi7UoOHee9jmQvRr4tnn tpSGzlIiqCJv/yNGH9L5uId7uklCTDuolV9HHUj/+tkMcRUZfgo9hRUNjWiz 3ZJ/nF/8Qcs+TThOPpWCfuvcwFW7fIht3lHHNglmETkn0fhw5yDREHczcG0z DZbI1qTXR/z9+T1moo1/fz6X4Kw8+ZWLQ9hHiwNkOJDZLckusGfiExyn84WZ LNAZ+Bb2/KcM/rClRmQt/Xffe1YrLyqRwuUHRLnBwSxI3CsaFNweRlGTrx0W 13OhJ9nL8aLDbyR4MNwcZMsBW8l0AztWDhZIleRvIwQguqxUoXJKCf4Pra+F Jg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 301-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlvk/FGofhgczY2xjxsyYFqKyHaWoFI4831NRKoWTQrYsIZR0KFJISSpL iUjjtFGWoiSn1PNISJZGQpqKJDtZGsmSt/eH+3P/A9d9fe6F7gdsvSQpFIro d/7fZl4qFdX7uaROZORU7ilG2Zu5khtU5UAwqUfdmccBGhiZMF5Wo8XbhJld dWxiXtJguvI/FnRG70r2q+zCtF25VRazPLCfXnY3wq4LXZ8QXwnVUYQtjXk/ d1KYZOPGK47/ZTHJD9GP3KlNPmjOy5VzFql+Rv3b7xQ9PMaBDmSzLPqRPJEn mo8P1sqR1sYlb3pi+ZBrXtSlMfIdKZTG+11drUTiqeOlIFaGT+ZfDntiFjkc escippBFjAs/v3dLZ5OCMbereseZRODo/m/FT0livCCkmrudC+Wa0nGLsrgw 9+mHeVatLBg0Eug3OtDA9qhe29qdSnA8qKBt6TUeGTMao6ZEyIO9s2fV37VM WDE7qn+0ShL4hU0mRlESxPpD3N8FVjRY8jwn1rtVDv6mr1re/lYBromPryix 5wArgv2poPkpUorz3/qp4zn+h58XUZjIIFFat3TfLP6JXKwe5g6dZJIs2z7q FlU6xKxQ3xPhLkaitNuhbV3yEG+jd/pOuDKh5358fc2pCOWE+B2uuTKJPA2z uIdMWJDU4x7+MGIYBTwLs2+7LE301Q2N0dkppGsR7TmUzyTV6iT/z0I+6JKT flyvFGSRdGph8JA8nHoakBk8hwu6mXWybo6DyPDcr8c/2ivwhz2Glff66US6 4V1AgLYyyTKVGn4/R4y7ZvoLktX7cMzApLN7/yiaW000/c9SoWyeWwVLjkUi C/lmclw2sc++GeJ8m0s8ii2tS2wYsC3OUlNlB5PUyLEKYrLosO/sRd0tsT/Q +rdbci1Uy9CUbujw3DBZOKPTff3kSzEeo5+24h3jEBQiadO8ZQZz86uTR+vZ pDb9gKQegwl7mk1iDrd+xv2N1hJJ+jyyT6zbatosC4c2aKvNocqRWV40fy9F AvoCzzd46PGJ/K73TRfUJWCpykP/0EV0optjWXtp7SgyzPdVDX84i6tTeRsy d44hi8jolk32HaiqlWvodZ1KKMlf+pZYy8Dq2wn6J84owfewpGRrsz50via4 UrdGGVYi38BwCh+aWtNYVi/YJHtb0YGezUpwfptIzSFdAjRmdwhXJSgS+q0b 5psK+MT/j1S31KZhHEQ39gjPlSHmDY1vPX52Y/Wip9H77soS96l8imvUJKYV vRqdUeCBpqH+0DH5EUTCpj71rZUghcUpcVcae1Gcd/Pteq0RZDS42C0rjA5v ax+IS5hsuPyjVVgR0ozS723TLTjMhZpMJ3czGR5c+xctuWPKIxdvPVfvYbBh yvPuqbmrqMT0w/tU7jgbdpnRqG3zmtC7U6a+D+J5oHXAz3/sFgN+rrLbf39W njy0ig6d78GGfqVlqTKxo9hWS2ZfdjkDYLRxUdMzOlxQzVgtf4BP2sOHd3ip SMLG0eRFFvYy5JDGxg4Fc0lQSHEJeWc7gKOt7+PQs7Jgue7mpVKtJtxYaMBW vTmNKIqPGuvrlSH3X290IIYH37s/22fozqLUo9IubQuVYa/xvLrkETpwBMIl TD6flG0sc8h4ToPNytqd+rXjWPHIoER/vSTpd+47N/lqBMdZ3aSqnBTjqNli WsOVUXxb97VD1sMZ/LXEqK5XmIaNS2Qy5tBSUbKLT6TgwhhqSX29XTzvt2cU NwjbvekQ+faa6sLln5FP51XTKuoUOm6448uBbAbME8gsz5OcQIvNEvd6GCpA Dv3E2iozKXj+14EpAy4HMk6pOD8+yQdKXe2C91btaLY8vi3Un072Rz/hDOtw iXdind+3cglS1Bs49mWDAum3/8bFOiPoi3j4yFg+iyg3L2gQ7GxGoqjt0lki FhC1ypiRh3zCb4WojH3SZFLFqVk+T450j9zIbWmjkNfuWVs16mdwo7XikK3i ME5s9R4FgQTZvqdE+9R2DjzfrDk/U4kGwbQjFyv8f/OnNpDH0/gPtWvGOi40 4EGL8UHOpCUHDrc4Ds5L6cI+g25Lh357dJtn4D3ZLx1ok7rJ6ZESZeKqvC74 7hIRSll1mCqgKZPjBvWmUb0MEPiOpzW5comG8NCid5+VwNn+nDrVh0F2JOW4 G77owKnbD62vTh9G9tt0La7+9nx6XeWLZ7nTqFRd4PeFp0AmCu8bJpQpwH3T HjtvCzHerL2792wpGwxpr85qXPmGS50rxb+GZcGMlKq38BhgHV762ZKnBOUa PqzObTw43RR/XmjAhYEPZPeM1W9urn7LGfXgEqUn5hFOOorkZZzL8Gc7Nnni WSWS+luGXPjwYna4fAy3bRmas7SbQ4R64fu4ZlPYZP3KpoOOvzAtK3X7A1E8 bv0HN+n+1YPSc6ddjreP4YjOVYuX5Y8jA8YxZnT7DKrz/loxnytNKtYGp04G 9SHjSLv92cvpULNj5oTz8RGUbHv5s+ipEhChScTeXSxQPei1vKiLT1rrpjQV WYrw4OCbAMNJNvHC53PNS2UhQKxwQx8Po/Ov9aoZ+Xwi/CNY9JalTGwUcpc6 y/NISqT7FavzXCJ1LiossVaZWNEuBlF/sMmgc9HYcXs+qd6qUhDV+A05PPuU LxTO4iV1x1wTTLjE+Zi2xI293SjS9wstpVcRbAZCD9yOl4LzZ8Mn7YKUiNBT eCvkJh3iW3TqKLkzOD11VENKURI+sHLddIABm7bvpU8H8oDrX6o9tptJjhYX dw1IcKFeLifpF3sc/TjmGJxlwiI3py8VJC6SgMgALe0A2gBmJX6lxSZQSZLB ubTExyM43CMgfgDPYKF/IjM64Sf2fb7xRCWZRpId+26cJj9RSrZSz724bmSJ m0Kidd4g7TrT211rupGX98WJCW05WN/x2PyAPB1GTmh9//BaBpQEV6vvePDB gFKUcTmXC4/nV+fxcjhEJvtaeFAKE/Icgu1mlnZgvfzMwVQ9HgQLDg9HHlGG Mz7vPfr6eRCauSIi2pFN5HIuSW+m86HCxFy73FaExx+9EVZY8mEL8/iePm8h vmo5UdEUwiVuiXkLsk3p0Og72WvhwSGpUwXz17VxgLJMsN9l8SR+NEchODCS SuZRp8uKfShkydWw19X3FWFZr6BzSLIfiySSgnWNZEns4Io6j4wR7GQlEd8q /xbXhXrK9Nl14bwbovAG10nkZvEiYzBhAnlsND1ieYYJCVPi1IoKLuxUv1gD 10dRr1rN5rvFykT2YUTU+ntK5ELQzrQQwiGn0tp7et6xADv+W2eZoEC6On3k Mv1nsDXb9M99u2XJzZsfwxIu/587+HbIT47ElRtsCVrDg/m5znfjjiqQ+Hgp 0UYGD8Lur/RivaWQmieXt1sYKJJeOWU1tUMUUpTuPBz1QAIWrs6TXqj2Ew/s 9Tw6FMSC/KC2UPkkIfbyk13n4MAnFrdw3D2Zb2hFh++6dSYSYNCW3x7D7EYr XIc/DutQIbZF8s+GXd9Quzvf+M18FrTv0NKppFDhhaFeus/vnxYxuoGxXp8G f1T5U9+nDKDmLUOUzYGSYOlOrZyqHUdnXl5br4LpwKw38YwckQP/QhcPAwkW 5O5dYx+0gQeD9Spr/sngwUq1hCwpPpW8Hw/t505xYSppQlRS8RP9WGuyxuuG NLFNmfz0yEWJSDa/smUIZInaPTG0nafCuoZRrdJEOolTYp97o60AAbeuB1du o5HxsrQJy2oWiJ2fzfWtkSIpgucS97UZ5PCNYP3UB5X4cWP7jdbOMmxx7d06 Xtcg0m/YwT0qmsJ7tV9YtZh/RcZpJ28P10iAT4bThgd5H5GZo+Ya99JZxBt0 GtW6T4WBXXfDl9sE4n2f1RNMORSQyE829+kcwk9tx/JPh8qBprQwu+WUDBSa Hi3KPcoCLuYsO/KOS5SDN1oX03lwp3sqr3A3i/jYcTLQKQ7oD3488aSPTgx2 7Zm16eHAQI/BvIVPJcmxqhtXMnZyIHmn6xBfMIJGdX0NTRl86Enf73LO6Rcq XQuJwe48cJiabFWKl4HN9bK/NMa5xGjScLXcI0UymKk6sbabR2K+FpgxBIpk 1nTBOe8MPvFgpE57bB3BH+97J/n2soiRU7zVubdUcitoMjn7pSLZqWcgyZSk k6uU2O9RtWzy8VEBr2N6AvuEaNf6tMuT94mNykz7WbRvuu9BWrYCORkrHrDu ZYO3cNdZ5RQaKX39QWRTOoGNxWP2UZfkSWD0Ek+39DHUZl92pSx6FnuMnq26 vIlLNGVbXngajOPFkeavt9n8wveXrmrKcaOQkaW9mc4OxchS052cWyhFroSF ZcoKZpANv9HguzgJb3L7aLY14BV21VosbQsDeF6B1si1EiE+c2m6ryFmGC8t Vv/r/O99HnL9seDSPyWY1Vig6TefC63XTxhIb23DyOT7puJePmjYiPDa5LeI tjiU/jyYTdbTlXHUqw5UphGXk+0sR2IDTqu+MelA61s+fGssH8XXM5852WhT YMcGY8EpV1mS9ePIL7NQBig1Jf1ZG3MHD+amW9hFy0GAo3nPrJ8SRGm0j6Qd ZUNnoLb4+6IZjC7ECquXs2BVf/Elh5Ud+H8ZYY/j "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True]}, Dynamic[$CellContext`i2$$], Alignment->Automatic, ImageSize->All], Identity, Editable->True, Selectable->True], ImageMargins->10], Deployed->False, StripOnInput->False, ScriptLevel->0, GraphicsBoxOptions->{PreserveImageOptions->True}, Graphics3DBoxOptions->{PreserveImageOptions->True}], Identity, Editable->False, Selectable->False], Alignment->{Left, Center}, Background->GrayLevel[1], Frame->1, FrameStyle->GrayLevel[0, 0.2], ItemSize->Automatic, StripOnInput->False]} }, AutoDelete->False, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Top}}, "RowsIndexed" -> {}}, GridBoxDividers->{ "Columns" -> {{False}}, "ColumnsIndexed" -> {}, "Rows" -> {{False}}, "RowsIndexed" -> {}}, GridBoxItemSize->{"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings->{"Columns" -> { Offset[0.7], { Offset[0.5599999999999999]}, Offset[0.7]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.4], { Offset[0.8]}, Offset[0.4]}, "RowsIndexed" -> {}}], If[ CurrentValue["SelectionOver"], Manipulate`Dump`ReadControllerState[ Map[Manipulate`Dump`updateOneVar[#, CurrentValue["PreviousFormatTime"], CurrentValue["CurrentFormatTime"]]& , { Manipulate`Dump`controllerLink[{$CellContext`i2$$, \ $CellContext`i2$958713$$}, "X1", If["DefaultAbsolute", True, "JB1"], False, {1, 301, 1}, 301, 1.]}], CurrentValue[{ "ControllerData", { "Gamepad", "Joystick", "Multi-Axis Controller"}}], {}]], ImageSizeCache->{391., {209.59375, 214.90625}}], DefaultBaseStyle->{}, FrameMargins->{{5, 5}, {5, 5}}], BaselinePosition->Automatic, ImageMargins->0], Deinitialization:>None, DynamicModuleValues:>{}, SynchronousInitialization->True, UnsavedVariables:>{Typeset`initDone$$}, UntrackedVariables:>{Typeset`size$$}], "Manipulate", Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", GeneratedCell->False, CellAutoOverwrite->False, CellChangeTimes->{{3.404344182029217*^9, 3.404344187559617*^9}, { 3.4043443303814263`*^9, 3.404344343410675*^9}, 3.404344387341426*^9, { 3.404344539536795*^9, 3.40434457735911*^9}, {3.4043448252272816`*^9, 3.4043448261646376`*^9}, {3.404345820078203*^9, 3.404345821250723*^9}, { 3.405765063323934*^9, 3.405765087814127*^9}, 3.405772246535541*^9, 3.405772566722224*^9, 3.405773303757925*^9, 3.405773524232877*^9, 3.405777246854495*^9, 3.40577751263085*^9, 3.405777543152609*^9, 3.405777912270344*^9, 3.464707491028426*^9, 3.464707522932508*^9, 3.4656397575129213`*^9, {3.465639967677887*^9, 3.465639994777722*^9}, { 3.465640079119008*^9, 3.4656401155775137`*^9}, {3.465640176819253*^9, 3.465640177707122*^9}, {3.465640274635682*^9, 3.465640275787451*^9}, 3.465644213975542*^9, {3.465644263265171*^9, 3.465644266425048*^9}, 3.4656443315416327`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"VectorPlot", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "x"}], "}"}], ",", RowBox[{"{", RowBox[{"x", ",", RowBox[{"-", "6"}], ",", "6"}], "}"}], ",", RowBox[{"{", RowBox[{"y", ",", RowBox[{"-", "6"}], ",", "6"}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.465639657811054*^9, 3.465639660865921*^9}}], Cell[BoxData[ GraphicsBox[{{}, {Hue[0.67, 0.6, 0.6], {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-6., -5.393908473268674}, {-6., -6.606091526731326}}]}, {Arrowheads[{{0.04587368524026634, 1.}}], ArrowBox[{{-6., -4.536765616125817}, {-6., -5.74894866958847}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-6., -3.67962275898296}, {-6., -4.891805812445613}}]}, {Arrowheads[{{0.04587368524026634, 1.}}], ArrowBox[{{-6., -2.8224799018401026`}, {-6., -4.034662955302756}}]}, {Arrowheads[{{0.04587368524026631, 1.}}], ArrowBox[{{-6., -1.9653370446972456`}, {-6., -3.1775200981598983`}}]}, {Arrowheads[{{0.04587368524026633, 1.}}], ArrowBox[{{-6., -1.1081941875543884`}, {-6., -2.3203772410170416`}}]}, {Arrowheads[{{0.04587368524026632, 1.}}], ArrowBox[{{-6., -0.25105133041153127`}, {-6., -1.4632343838741841`}}]}, {Arrowheads[{{0.04587368524026632, 1.}}], ArrowBox[{{-6., 0.6060915267313258}, {-6., -0.6060915267313272}}]}, {Arrowheads[{{0.04587368524026632, 1.}}], ArrowBox[{{-6., 1.463234383874183}, {-6., 0.25105133041152994`}}]}, {Arrowheads[{{0.04587368524026631, 1.}}], ArrowBox[{{-6., 2.32037724101704}, {-6., 1.108194187554387}}]}, {Arrowheads[{{0.04587368524026633, 1.}}], ArrowBox[{{-6., 3.1775200981598974`}, {-6., 1.9653370446972442`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-6., 4.034662955302754}, {-6., 2.8224799018401017`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-6., 4.891805812445611}, {-6., 3.6796227589829584`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-6., 5.748948669588468}, {-6., 4.536765616125815}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{-6., 6.6060915267313245`}, {-6., 5.393908473268672}}]}, {Arrowheads[{{0.03932030163451396, 1.}}], ArrowBox[{{-5.142857142857143, -5.480492977087435}, {-5.142857142857143, \ -6.519507022912565}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-5.142857142857143, -4.623350119944577}, {-5.142857142857143, \ -5.662364165769709}}]}, {Arrowheads[{{0.03932030163451397, 1.}}], ArrowBox[{{-5.142857142857143, -3.766207262801721}, {-5.142857142857143, \ -4.805221308626852}}]}, {Arrowheads[{{0.039320301634514006`, 1.}}], ArrowBox[{{-5.142857142857143, -2.9090644056588637`}, \ {-5.142857142857143, -3.9480784514839953`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{-5.142857142857143, -2.0519215485160065`}, \ {-5.142857142857143, -3.0909355943411376`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{-5.142857142857143, -1.1947786913731493`}, \ {-5.142857142857143, -2.2337927371982804`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{-5.142857142857143, -0.3376358342302922}, \ {-5.142857142857143, -1.3766498800554232`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{-5.142857142857143, 0.5195070229125649}, {-5.142857142857143, -0.5195070229125662}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{-5.142857142857143, 1.3766498800554219`}, {-5.142857142857143, 0.33763583423029087`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{-5.142857142857143, 2.233792737198279}, {-5.142857142857143, 1.194778691373148}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{-5.142857142857143, 3.0909355943411363`}, {-5.142857142857143, 2.051921548516005}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{-5.142857142857143, 3.9480784514839935`}, {-5.142857142857143, 2.9090644056588624`}}]}, {Arrowheads[{{0.03932030163451397, 1.}}], ArrowBox[{{-5.142857142857143, 4.80522130862685}, {-5.142857142857143, 3.766207262801719}}]}, {Arrowheads[{{0.03932030163451402, 1.}}], ArrowBox[{{-5.142857142857143, 5.6623641657697075`}, {-5.142857142857143, 4.6233501199445755`}}]}, {Arrowheads[{{0.03932030163451396, 1.}}], ArrowBox[{{-5.142857142857143, 6.519507022912563}, {-5.142857142857143, 5.480492977087433}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-4.2857142857142865`, -5.567077480906195}, \ {-4.2857142857142865`, -6.432922519093805}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-4.2857142857142865`, -4.709934623763338}, \ {-4.2857142857142865`, -5.575779661950948}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-4.2857142857142865`, -3.8527917666204816`}, \ {-4.2857142857142865`, -4.718636804808091}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{-4.2857142857142865`, -2.9956489094776244`}, \ {-4.2857142857142865`, -3.8614939476652337`}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{-4.2857142857142865`, -2.138506052334767}, \ {-4.2857142857142865`, -3.0043510905223765`}}]}, {Arrowheads[{{0.03276691802876165, 1.}}], ArrowBox[{{-4.2857142857142865`, -1.2813631951919102`}, \ {-4.2857142857142865`, -2.1472082333795193`}}]}, {Arrowheads[{{0.032766918028761666`, 1.}}], ArrowBox[{{-4.2857142857142865`, -0.42422033804905307`}, \ {-4.2857142857142865`, -1.2900653762366625`}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{-4.2857142857142865`, 0.432922519093804}, {-4.2857142857142865`, -0.43292251909380536`}}]}, {Arrowheads[{{0.032766918028761666`, 1.}}], ArrowBox[{{-4.2857142857142865`, 1.2900653762366612`}, {-4.2857142857142865`, 0.42422033804905174`}}]}, {Arrowheads[{{0.032766918028761666`, 1.}}], ArrowBox[{{-4.2857142857142865`, 2.1472082333795184`}, {-4.2857142857142865`, 1.2813631951919089`}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{-4.2857142857142865`, 3.0043510905223756`}, {-4.2857142857142865`, 2.1385060523347663`}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{-4.2857142857142865`, 3.861493947665233}, {-4.2857142857142865`, 2.9956489094776235`}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{-4.2857142857142865`, 4.71863680480809}, {-4.2857142857142865`, 3.8527917666204803`}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-4.2857142857142865`, 5.575779661950946}, {-4.2857142857142865`, 4.709934623763337}}]}, {Arrowheads[{{0.03276691802876167, 1.}}], ArrowBox[{{-4.2857142857142865`, 6.432922519093803}, {-4.2857142857142865`, 5.567077480906193}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, -5.653661984724956}, \ {-3.4285714285714293`, -6.346338015275044}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, -4.7965191275820995`}, \ {-3.4285714285714293`, -5.489195158132187}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, -3.9393762704392428`}, \ {-3.4285714285714293`, -4.63205230098933}}]}, {Arrowheads[{{0.026213534423009343`, 1.}}], ArrowBox[{{-3.4285714285714293`, -3.0822334132963856`}, \ {-3.4285714285714293`, -3.7749094438464734`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, -2.2250905561535284`}, \ {-3.4285714285714293`, -2.9177665867036158`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, -1.3679476990106711`}, \ {-3.4285714285714293`, -2.0606237295607586`}}]}, {Arrowheads[{{0.026213534423009336`, 1.}}], ArrowBox[{{-3.4285714285714293`, -0.5108048418678139}, \ {-3.4285714285714293`, -1.2034808724179016`}}]}, {Arrowheads[{{0.02621353442300933, 1.}}], ArrowBox[{{-3.4285714285714293`, 0.3463380152750431}, {-3.4285714285714293`, -0.34633801527504443`}}]}, {Arrowheads[{{0.026213534423009336`, 1.}}], ArrowBox[{{-3.4285714285714293`, 1.2034808724179002`}, {-3.4285714285714293`, 0.5108048418678126}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, 2.0606237295607572`}, {-3.4285714285714293`, 1.3679476990106698`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, 2.9177665867036144`}, {-3.4285714285714293`, 2.225090556153527}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, 3.7749094438464716`}, {-3.4285714285714293`, 3.0822334132963842`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, 4.632052300989328}, {-3.4285714285714293`, 3.939376270439241}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, 5.489195158132185}, {-3.4285714285714293`, 4.796519127582098}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{-3.4285714285714293`, 6.346338015275042}, {-3.4285714285714293`, 5.6536619847249545`}}]}, {Arrowheads[{{0.01966015081725701, 1.}}], ArrowBox[{{-2.571428571428572, -5.740246488543717}, {-2.571428571428572, \ -6.2597535114562834`}}]}, {Arrowheads[{{0.01966015081725701, 1.}}], ArrowBox[{{-2.571428571428572, -4.883103631400861}, {-2.571428571428572, \ -5.402610654313427}}]}, {Arrowheads[{{0.01966015081725701, 1.}}], ArrowBox[{{-2.571428571428572, -4.025960774258004}, {-2.571428571428572, \ -4.54546779717057}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.571428571428572, -3.1688179171151463`}, \ {-2.571428571428572, -3.688324940027712}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.571428571428572, -2.311675059972289}, {-2.571428571428572, \ -2.8311820828848546`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.571428571428572, -1.454532202829432}, {-2.571428571428572, \ -1.9740392257419976`}}]}, {Arrowheads[{{0.019660150817257003`, 1.}}], ArrowBox[{{-2.571428571428572, -0.5973893456865749}, \ {-2.571428571428572, -1.1168963685991407`}}]}, {Arrowheads[{{0.019660150817257, 1.}}], ArrowBox[{{-2.571428571428572, 0.25975351145628217`}, {-2.571428571428572, -0.2597535114562835}}]}, {Arrowheads[{{0.019660150817257003`, 1.}}], ArrowBox[{{-2.571428571428572, 1.1168963685991393`}, {-2.571428571428572, 0.5973893456865735}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.571428571428572, 1.9740392257419963`}, {-2.571428571428572, 1.4545322028294307`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.571428571428572, 2.8311820828848537`}, {-2.571428571428572, 2.311675059972288}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{-2.571428571428572, 3.688324940027711}, {-2.571428571428572, 3.1688179171151454`}}]}, {Arrowheads[{{0.01966015081725698, 1.}}], ArrowBox[{{-2.571428571428572, 4.545467797170567}, {-2.571428571428572, 4.025960774258002}}]}, {Arrowheads[{{0.01966015081725701, 1.}}], ArrowBox[{{-2.571428571428572, 5.402610654313424}, {-2.571428571428572, 4.883103631400858}}]}, {Arrowheads[{{0.01966015081725701, 1.}}], ArrowBox[{{-2.571428571428572, 6.259753511456281}, {-2.571428571428572, 5.740246488543715}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, -5.826830992362478}, \ {-1.7142857142857149`, -6.173169007637521}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, -4.969688135219621}, \ {-1.7142857142857149`, -5.316026150494665}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, -4.112545278076764}, \ {-1.7142857142857149`, -4.458883293351808}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, -3.2554024209339074`}, \ {-1.7142857142857149`, -3.601740436208951}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, -2.39825956379105}, \ {-1.7142857142857149`, -2.744597579066094}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, -1.541116706648193}, \ {-1.7142857142857149`, -1.8874547219232367`}}]}, {Arrowheads[{{0.013106767211504671`, 1.}}], ArrowBox[{{-1.7142857142857149`, -0.6839738495053358}, \ {-1.7142857142857149`, -1.0303118647803797`}}]}, {Arrowheads[{{0.013106767211504668`, 1.}}], ArrowBox[{{-1.7142857142857149`, 0.17316900763752124`}, {-1.7142857142857149`, -0.17316900763752258`}}]}, {Arrowheads[{{0.013106767211504671`, 1.}}], ArrowBox[{{-1.7142857142857149`, 1.0303118647803784`}, {-1.7142857142857149`, 0.6839738495053345}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, 1.8874547219232354`}, {-1.7142857142857149`, 1.5411167066481917`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, 2.7445975790660926`}, {-1.7142857142857149`, 2.398259563791049}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, 3.60174043620895}, {-1.7142857142857149`, 3.255402420933906}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, 4.458883293351807}, {-1.7142857142857149`, 4.112545278076763}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, 5.316026150494664}, {-1.7142857142857149`, 4.96968813521962}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{-1.7142857142857149`, 6.1731690076375205`}, {-1.7142857142857149`, 5.826830992362477}}]}, {Arrowheads[{{0.006553383605752348, 1.}}], ArrowBox[{{-0.8571428571428578, -5.913415496181239}, \ {-0.8571428571428578, -6.086584503818761}}]}, {Arrowheads[{{0.006553383605752348, 1.}}], ArrowBox[{{-0.8571428571428578, -5.056272639038382}, \ {-0.8571428571428578, -5.229441646675904}}]}, {Arrowheads[{{0.006553383605752348, 1.}}], ArrowBox[{{-0.8571428571428578, -4.199129781895525}, \ {-0.8571428571428578, -4.372298789533048}}]}, {Arrowheads[{{0.006553383605752331, 1.}}], ArrowBox[{{-0.8571428571428578, -3.341986924752668}, \ {-0.8571428571428578, -3.51515593239019}}]}, {Arrowheads[{{0.006553383605752331, 1.}}], ArrowBox[{{-0.8571428571428578, -2.484844067609811}, \ {-0.8571428571428578, -2.6580130752473328`}}]}, {Arrowheads[{{0.00655338360575234, 1.}}], ArrowBox[{{-0.8571428571428578, -1.627701210466954}, \ {-0.8571428571428578, -1.800870218104476}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.8571428571428578, -0.7705583533240967}, \ {-0.8571428571428578, -0.9437273609616187}}]}, {Arrowheads[{{0.006553383605752337, 1.}}], ArrowBox[{{-0.8571428571428578, 0.08658450381876033}, {-0.8571428571428578, -0.08658450381876166}}]}, {Arrowheads[{{0.006553383605752336, 1.}}], ArrowBox[{{-0.8571428571428578, 0.9437273609616175}, {-0.8571428571428578, 0.7705583533240955}}]}, {Arrowheads[{{0.00655338360575234, 1.}}], ArrowBox[{{-0.8571428571428578, 1.8008702181044745`}, {-0.8571428571428578, 1.6277012104669524`}}]}, {Arrowheads[{{0.006553383605752331, 1.}}], ArrowBox[{{-0.8571428571428578, 2.658013075247332}, {-0.8571428571428578, 2.48484406760981}}]}, {Arrowheads[{{0.006553383605752331, 1.}}], ArrowBox[{{-0.8571428571428578, 3.515155932390189}, {-0.8571428571428578, 3.3419869247526672`}}]}, {Arrowheads[{{0.006553383605752348, 1.}}], ArrowBox[{{-0.8571428571428578, 4.372298789533046}, {-0.8571428571428578, 4.1991297818955235`}}]}, {Arrowheads[{{0.006553383605752348, 1.}}], ArrowBox[{{-0.8571428571428578, 5.229441646675903}, {-0.8571428571428578, 5.05627263903838}}]}, {Arrowheads[{{0.006553383605752348, 1.}}], ArrowBox[{{-0.8571428571428578, 6.086584503818759}, {-0.8571428571428578, 5.913415496181237}}]}, {Arrowheads[{{0.006553383605752315, 1.}}], ArrowBox[{{0.8571428571428564, -6.086584503818761}, { 0.8571428571428564, -5.91341549618124}}]}, {Arrowheads[{{0.006553383605752315, 1.}}], ArrowBox[{{0.8571428571428564, -5.229441646675904}, { 0.8571428571428564, -5.056272639038383}}]}, {Arrowheads[{{0.006553383605752315, 1.}}], ArrowBox[{{0.8571428571428564, -4.372298789533048}, { 0.8571428571428564, -4.199129781895526}}]}, {Arrowheads[{{0.006553383605752331, 1.}}], ArrowBox[{{0.8571428571428564, -3.51515593239019}, { 0.8571428571428564, -3.341986924752668}}]}, {Arrowheads[{{0.006553383605752331, 1.}}], ArrowBox[{{0.8571428571428564, -2.6580130752473328`}, { 0.8571428571428564, -2.484844067609811}}]}, {Arrowheads[{{0.006553383605752323, 1.}}], ArrowBox[{{0.8571428571428564, -1.8008702181044758`}, { 0.8571428571428564, -1.6277012104669542`}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.8571428571428564, -0.9437273609616186}, { 0.8571428571428564, -0.7705583533240968}}]}, {Arrowheads[{{0.006553383605752326, 1.}}], ArrowBox[{{0.8571428571428564, -0.08658450381876152}, { 0.8571428571428564, 0.08658450381876019}}]}, {Arrowheads[{{0.006553383605752327, 1.}}], ArrowBox[{{0.8571428571428564, 0.7705583533240956}, {0.8571428571428564, 0.9437273609616174}}]}, {Arrowheads[{{0.006553383605752323, 1.}}], ArrowBox[{{0.8571428571428564, 1.6277012104669526`}, {0.8571428571428564, 1.8008702181044742`}}]}, {Arrowheads[{{0.006553383605752331, 1.}}], ArrowBox[{{0.8571428571428564, 2.48484406760981}, {0.8571428571428564, 2.658013075247332}}]}, {Arrowheads[{{0.006553383605752331, 1.}}], ArrowBox[{{0.8571428571428564, 3.3419869247526672`}, {0.8571428571428564, 3.515155932390189}}]}, {Arrowheads[{{0.006553383605752315, 1.}}], ArrowBox[{{0.8571428571428564, 4.1991297818955235`}, {0.8571428571428564, 4.372298789533045}}]}, {Arrowheads[{{0.006553383605752315, 1.}}], ArrowBox[{{0.8571428571428564, 5.05627263903838}, {0.8571428571428564, 5.229441646675902}}]}, {Arrowheads[{{0.006553383605752315, 1.}}], ArrowBox[{{0.8571428571428564, 5.913415496181237}, {0.8571428571428564, 6.0865845038187585`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, -6.173169007637521}, { 1.7142857142857135`, -5.826830992362478}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, -5.316026150494665}, { 1.7142857142857135`, -4.969688135219621}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, -4.458883293351808}, { 1.7142857142857135`, -4.112545278076764}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, -3.601740436208951}, { 1.7142857142857135`, -3.2554024209339074`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, -2.744597579066094}, { 1.7142857142857135`, -2.39825956379105}}]}, {Arrowheads[{{0.013106767211504654`, 1.}}], ArrowBox[{{1.7142857142857135`, -1.8874547219232367`}, { 1.7142857142857135`, -1.5411167066481932`}}]}, {Arrowheads[{{0.01310676721150466, 1.}}], ArrowBox[{{1.7142857142857135`, -1.0303118647803795`}, { 1.7142857142857135`, -0.6839738495053359}}]}, {Arrowheads[{{0.013106767211504656`, 1.}}], ArrowBox[{{1.7142857142857135`, -0.17316900763752244`}, { 1.7142857142857135`, 0.1731690076375211}}]}, {Arrowheads[{{0.013106767211504654`, 1.}}], ArrowBox[{{1.7142857142857135`, 0.6839738495053347}, { 1.7142857142857135`, 1.0303118647803782`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, 1.5411167066481917`}, { 1.7142857142857135`, 1.8874547219232354`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, 2.398259563791049}, {1.7142857142857135`, 2.7445975790660926`}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, 3.255402420933906}, {1.7142857142857135`, 3.60174043620895}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, 4.112545278076763}, {1.7142857142857135`, 4.458883293351807}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, 4.96968813521962}, {1.7142857142857135`, 5.316026150494664}}]}, {Arrowheads[{{0.013106767211504663`, 1.}}], ArrowBox[{{1.7142857142857135`, 5.826830992362477}, {1.7142857142857135`, 6.1731690076375205`}}]}, {Arrowheads[{{0.01966015081725698, 1.}}], ArrowBox[{{2.5714285714285707`, -6.259753511456283}, { 2.5714285714285707`, -5.740246488543717}}]}, {Arrowheads[{{0.01966015081725698, 1.}}], ArrowBox[{{2.5714285714285707`, -5.402610654313426}, { 2.5714285714285707`, -4.883103631400861}}]}, {Arrowheads[{{0.01966015081725698, 1.}}], ArrowBox[{{2.5714285714285707`, -4.545467797170569}, { 2.5714285714285707`, -4.025960774258004}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.5714285714285707`, -3.688324940027712}, { 2.5714285714285707`, -3.1688179171151463`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.5714285714285707`, -2.8311820828848546`}, { 2.5714285714285707`, -2.311675059972289}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.5714285714285707`, -1.9740392257419976`}, { 2.5714285714285707`, -1.454532202829432}}]}, {Arrowheads[{{0.019660150817256986`, 1.}}], ArrowBox[{{2.5714285714285707`, -1.1168963685991404`}, { 2.5714285714285707`, -0.5973893456865751}}]}, {Arrowheads[{{0.01966015081725699, 1.}}], ArrowBox[{{2.5714285714285707`, -0.2597535114562834}, { 2.5714285714285707`, 0.25975351145628206`}}]}, {Arrowheads[{{0.019660150817256986`, 1.}}], ArrowBox[{{2.5714285714285707`, 0.5973893456865738}, { 2.5714285714285707`, 1.116896368599139}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.5714285714285707`, 1.4545322028294307`}, { 2.5714285714285707`, 1.9740392257419963`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.5714285714285707`, 2.311675059972288}, {2.5714285714285707`, 2.8311820828848537`}}]}, {Arrowheads[{{0.019660150817256996`, 1.}}], ArrowBox[{{2.5714285714285707`, 3.1688179171151454`}, { 2.5714285714285707`, 3.688324940027711}}]}, {Arrowheads[{{0.01966015081725698, 1.}}], ArrowBox[{{2.5714285714285707`, 4.025960774258002}, {2.5714285714285707`, 4.545467797170567}}]}, {Arrowheads[{{0.01966015081725698, 1.}}], ArrowBox[{{2.5714285714285707`, 4.883103631400859}, {2.5714285714285707`, 5.402610654313424}}]}, {Arrowheads[{{0.01966015081725698, 1.}}], ArrowBox[{{2.5714285714285707`, 5.740246488543716}, {2.5714285714285707`, 6.259753511456281}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, -6.346338015275044}, { 3.428571428571428, -5.653661984724956}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, -5.489195158132187}, { 3.428571428571428, -4.7965191275820995`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, -4.63205230098933}, { 3.428571428571428, -3.9393762704392428`}}]}, {Arrowheads[{{0.02621353442300931, 1.}}], ArrowBox[{{3.428571428571428, -3.774909443846473}, { 3.428571428571428, -3.082233413296386}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, -2.9177665867036158`}, { 3.428571428571428, -2.2250905561535284`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, -2.0606237295607586`}, { 3.428571428571428, -1.3679476990106711`}}]}, {Arrowheads[{{0.02621353442300932, 1.}}], ArrowBox[{{3.428571428571428, -1.2034808724179014`}, { 3.428571428571428, -0.5108048418678142}}]}, {Arrowheads[{{0.02621353442300932, 1.}}], ArrowBox[{{3.428571428571428, -0.34633801527504426`}, {3.428571428571428, 0.34633801527504293`}}]}, {Arrowheads[{{0.02621353442300932, 1.}}], ArrowBox[{{3.428571428571428, 0.5108048418678128}, {3.428571428571428, 1.2034808724179}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, 1.3679476990106698`}, {3.428571428571428, 2.0606237295607572`}}]}, {Arrowheads[{{0.02621353442300931, 1.}}], ArrowBox[{{3.428571428571428, 2.225090556153527}, {3.428571428571428, 2.917766586703614}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, 3.0822334132963842`}, {3.428571428571428, 3.7749094438464716`}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, 3.939376270439241}, {3.428571428571428, 4.632052300989328}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, 4.796519127582098}, {3.428571428571428, 5.489195158132185}}]}, {Arrowheads[{{0.026213534423009326`, 1.}}], ArrowBox[{{3.428571428571428, 5.6536619847249545`}, {3.428571428571428, 6.346338015275042}}]}, {Arrowheads[{{0.03276691802876164, 1.}}], ArrowBox[{{4.285714285714285, -6.432922519093805}, { 4.285714285714285, -5.567077480906196}}]}, {Arrowheads[{{0.03276691802876164, 1.}}], ArrowBox[{{4.285714285714285, -5.575779661950948}, { 4.285714285714285, -4.709934623763339}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{4.285714285714285, -4.718636804808091}, { 4.285714285714285, -3.852791766620482}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{4.285714285714285, -3.8614939476652337`}, { 4.285714285714285, -2.9956489094776244`}}]}, {Arrowheads[{{0.03276691802876164, 1.}}], ArrowBox[{{4.285714285714285, -3.0043510905223765`}, { 4.285714285714285, -2.1385060523347676`}}]}, {Arrowheads[{{0.03276691802876164, 1.}}], ArrowBox[{{4.285714285714285, -2.1472082333795193`}, { 4.285714285714285, -1.2813631951919104`}}]}, {Arrowheads[{{0.03276691802876165, 1.}}], ArrowBox[{{4.285714285714285, -1.2900653762366623`}, { 4.285714285714285, -0.42422033804905324`}}]}, {Arrowheads[{{0.03276691802876165, 1.}}], ArrowBox[{{4.285714285714285, -0.4329225190938052}, {4.285714285714285, 0.43292251909380386`}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{4.285714285714285, 0.4242203380490519}, {4.285714285714285, 1.2900653762366612`}}]}, {Arrowheads[{{0.03276691802876164, 1.}}], ArrowBox[{{4.285714285714285, 1.281363195191909}, {4.285714285714285, 2.147208233379518}}]}, {Arrowheads[{{0.03276691802876166, 1.}}], ArrowBox[{{4.285714285714285, 2.1385060523347663`}, {4.285714285714285, 3.0043510905223756`}}]}, {Arrowheads[{{0.03276691802876164, 1.}}], ArrowBox[{{4.285714285714285, 2.9956489094776235`}, {4.285714285714285, 3.8614939476652324`}}]}, {Arrowheads[{{0.032766918028761624`, 1.}}], ArrowBox[{{4.285714285714285, 3.8527917666204803`}, {4.285714285714285, 4.718636804808089}}]}, {Arrowheads[{{0.03276691802876164, 1.}}], ArrowBox[{{4.285714285714285, 4.709934623763337}, {4.285714285714285, 5.575779661950945}}]}, {Arrowheads[{{0.03276691802876164, 1.}}], ArrowBox[{{4.285714285714285, 5.567077480906193}, {4.285714285714285, 6.432922519093802}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{5.1428571428571415`, -6.519507022912565}, { 5.1428571428571415`, -5.480492977087434}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{5.1428571428571415`, -5.662364165769708}, { 5.1428571428571415`, -4.623350119944577}}]}, {Arrowheads[{{0.03932030163451397, 1.}}], ArrowBox[{{5.1428571428571415`, -4.805221308626852}, { 5.1428571428571415`, -3.766207262801721}}]}, {Arrowheads[{{0.03932030163451397, 1.}}], ArrowBox[{{5.1428571428571415`, -3.948078451483995}, { 5.1428571428571415`, -2.909064405658864}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{5.1428571428571415`, -3.0909355943411376`}, { 5.1428571428571415`, -2.0519215485160065`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{5.1428571428571415`, -2.2337927371982804`}, { 5.1428571428571415`, -1.1947786913731493`}}]}, {Arrowheads[{{0.03932030163451398, 1.}}], ArrowBox[{{5.1428571428571415`, -1.3766498800554232`}, { 5.1428571428571415`, -0.3376358342302923}}]}, {Arrowheads[{{0.03932030163451398, 1.}}], ArrowBox[{{5.1428571428571415`, -0.5195070229125661}, { 5.1428571428571415`, 0.5195070229125648}}]}, {Arrowheads[{{0.03932030163451398, 1.}}], ArrowBox[{{5.1428571428571415`, 0.337635834230291}, {5.1428571428571415`, 1.3766498800554219`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{5.1428571428571415`, 1.194778691373148}, {5.1428571428571415`, 2.233792737198279}}]}, {Arrowheads[{{0.03932030163451397, 1.}}], ArrowBox[{{5.1428571428571415`, 2.051921548516005}, {5.1428571428571415`, 3.090935594341136}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{5.1428571428571415`, 2.9090644056588624`}, { 5.1428571428571415`, 3.9480784514839935`}}]}, {Arrowheads[{{0.039320301634514006`, 1.}}], ArrowBox[{{5.1428571428571415`, 3.766207262801719}, {5.1428571428571415`, 4.805221308626851}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{5.1428571428571415`, 4.623350119944576}, {5.1428571428571415`, 5.6623641657697075`}}]}, {Arrowheads[{{0.03932030163451399, 1.}}], ArrowBox[{{5.1428571428571415`, 5.480492977087433}, {5.1428571428571415`, 6.519507022912564}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, -6.606091526731326}, { 5.999999999999998, -5.393908473268674}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, -5.7489486695884695`}, { 5.999999999999998, -4.536765616125817}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, -4.891805812445613}, { 5.999999999999998, -3.67962275898296}}]}, {Arrowheads[{{0.04587368524026629, 1.}}], ArrowBox[{{5.999999999999998, -4.034662955302755}, { 5.999999999999998, -2.822479901840103}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, -3.1775200981598983`}, { 5.999999999999998, -1.9653370446972458`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, -2.320377241017041}, { 5.999999999999998, -1.1081941875543886`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, -1.463234383874184}, { 5.999999999999998, -0.2510513304115315}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, -0.6060915267313269}, {5.999999999999998, 0.6060915267313256}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, 0.25105133041153016`}, {5.999999999999998, 1.4632343838741826`}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, 1.1081941875543873`}, {5.999999999999998, 2.32037724101704}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, 1.9653370446972445`}, {5.999999999999998, 3.177520098159897}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, 2.8224799018401017`}, {5.999999999999998, 4.034662955302754}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, 3.6796227589829584`}, {5.999999999999998, 4.891805812445611}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, 4.536765616125815}, {5.999999999999998, 5.748948669588468}}]}, {Arrowheads[{{0.045873685240266304`, 1.}}], ArrowBox[{{5.999999999999998, 5.393908473268672}, {5.999999999999998, 6.6060915267313245`}}]}}}, AspectRatio->1, Frame->True, Method->{"TransparentPolygonMesh" -> True}, PlotRange->{{-6.606091526731326, 6.606091526731326}, {-6.606091526731326, 6.606091526731326}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}]], "Output", CellChangeTimes->{3.465639661366879*^9}], Cell[BoxData[ TagBox[ StyleBox[ DynamicModuleBox[{$CellContext`i3$$ = 79, Typeset`show$$ = True, Typeset`bookmarkList$$ = { "\"min\"" :> {$CellContext`i3$$ = 1}, "\"max\"" :> {$CellContext`i3$$ = 301}}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{ Hold[$CellContext`i3$$], 1, ""}, 1, 301, 1}}, Typeset`size$$ = Automatic, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True, $CellContext`i3$1388298$$ = 0}, PaneBox[ PanelBox[ DynamicWrapperBox[GridBox[{ { ItemBox[ ItemBox[ StyleBox[GridBox[{ { TagBox["\<\"\"\>", HoldForm], AnimatorBox[Dynamic[$CellContext`i3$$], {1, 301, 1}, AnimationRate->Automatic, AppearanceElements->{ "ProgressSlider", "PlayPauseButton", "FasterSlowerButtons", "DirectionButton"}, AutoAction->False, ContinuousAction->True, DisplayAllSteps->True, PausedTime->11.141190687815651`]} }, AutoDelete->False, GridBoxAlignment->{ "Columns" -> {Right, {Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxItemSize->{ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], "ManipulateLabel", StripOnInput->False], Alignment->{Automatic, Inherited}, StripOnInput->False], Background->None, StripOnInput->False]}, { ItemBox[ TagBox[ StyleBox[ PaneBox[ TagBox[ PaneSelectorBox[{1-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwVlns81Nn/xz/uw4wxFzOjTZrdUqQkaY1l+5xKKrdGWJStWWVRtkYXkcqE pC2aQl82aURSIaFcknPcCqHZdhJF5H6/My6D3/z+OI/z33m/H+fxer5erx+9 Th3wVsQwrFp+/v+e8tvnLeBooSYmL8MS0gGm9swnPKYbskmvJN2rl3HKJf0N ppoKAChJbPsXFUGTl92Yma4S4JVVLyRuUkPYBgOR1E+Csx9q+HoLWYhXU3Hn mwkLsLfEDDPHeyAw2AV7BaO4te/noKhSFoow6th9qFYTFXrkRKymqAIRU9GR tUINCC5Z9doqDUFsyNkK1Q3iomG/4w1R85Dwx8STVvlenApBh8VaRTTLSPLz mFRFwqSbHanvlYBIqTLc8T6GsIYdIeuwx5Cz9KB4V4AmEjTtdGnzqYRouN/H TSKGAquPGRCfhFyuOVOcuACB+60OJp+IOmAL4cAHbYRpGzDXpI9DpJu7w7hU FXQF1qv8vYkOeBYyRuwPfTjmoPIkdL4N8l7f0Z+MYCDe1//KIyNleMvBB7uN /KkA/FNnRl7oxDNclLJ21lDB1IzHoJkFFYx9dYiWnliEIusXUVtKOyGP9X50 90M1BPy2Veliw/Ct38IIU4eKCJPNCq4Vysj/cXD8v410hP36+50oowFceOSM M3+VKkiYflL99LAW4DtaOXCvTOFd3+gnKzzoKCnk2tWFBHVkUv345OznRXyv 8a+3dFPVgXB04JaUO4OLT2WqNWyfxk0YRv4DNloA8AqYDVXyfz/3U95fSouQ t5loaLI0BzFeN7Nhhwy6r/AA5UXy/YqDvA/3/QsFPOuoFbVtuMk/gfnlb+Q6 cWzsLybTUUTt7OGJcBrghdpvtDlBQaJcOHT6LwLge9AM1LYRQeGXkVGupgZg F6Rf8LDVBKh5f1nj5jEcW5w07AkvwDn2hCrBdxU0ph7Tk359Gq+cXei8dZMB 2CWNjxNDSEDnR+u0b9ZMEGSpG8jcqwzYm5J4Hz5Nw8ytsCZPTx2hY2xf9w4l gOU656/KroCFRTn6g1YEpOcYQU+NpyLxp+BXvJ4JiCSSzVat81CU3R+Abi7g UVXPgq7uIiMUXBJRdrQfp5RuMBrLGcddLgYzma100FQX8PJFlgYQhrnUvHZh oXZ+YAmUjsCkpZRqsSEFnQ1sUr7kroHEwyFDTRVk0D6nv7G8fh5ir8Y5WyUy nM3c3jH8cgkKL9wPuxRIAplf8rhr99ARpdvBK0VDFWTEWhmlmFIB6RkrxUlG A/zML/Cq/wTM8e7knOyigxYV28UojA4o86cf6yarAP7n7u68KxiiKL8uHkxX AT98PVyeN0dFmG1Q/YzTDC56fe3WDHsGUtxuz7TNUdBYT6zQiboI8+fx62kV DMD1nYp+lKUICLxcu6cjSgC4/lN3Y80CxOaGEzf5vIO+NioJg1dUAaH0iuni DAM0vm+7Gmurjdp5nTor1KZxwpE5lqhVGwkDfspeiJrClS1HbuzbSkMYWdGz ypkMBIXG5rnhqmD2r/03SsNUkeDyc0OxQy0+G+P5JyeRDkTXOm32vJHi/Od2 sZG6cs6Mr1jn09shB85ev/wJQ+IzJWSinBfMqTSsTtqM8922897s1AJhUTvN i0gU1MK+GtlOZQLd+zbiFAMKEIQur5rqkeCcm3dGv0BlAKgm2bT4JZybWCg+ s6iBcrS3vtSsmIVjqfs9PW0UQR9dJSyugARyePMe/VwaEOyXFqbcZyCMo1Hv ZqCIDI6vc4jTUwXgvOD4r+R52N62SpcTMYofs984uX6lNhL3s4F0vVy3J71s hlQGcf9z5ylPpWQEnqWo3H77Ccee5W3xZUihruiyrZO9FsIyiHq739XiCUMX XwKpnIO59T3ZrZrA/lDX3e/vyEj035oioyQqGjp1PlPYoI24O/QDzN/LefWM nZSxlVFm1nAav5cJEg6GrlrHpIGE6AhfywpFkGbhVuX2nIUofrfO74gYh4Ls /ANQ7zPervUlm1+nDuwz09/JbKnA/VLbJCJRkZ7z8tu8xwxESZ5yTlJWRQbb qktdaxlAfP2HLP8nNCCKFxi7TqgDrLnxdVRALd50/+TGs0qKSOJVGb93s1w3 bsnrfPZpAp5bZPyjvjGIEdVbo9NHcJBRc195agmOhfG3eXJIAMsXUyQGygAL +t6jah2Li7RfHZiJHYKF0w7Wp/+U+/b7BYnWDQ1g8uORzieRdISKi+aa5LwH GZR1mX6Xz+kd7nT1GId6scIT0lVMZPUg2HXYlwUIXeaqFkU0EOEMOof2s1AJ YfXOA1YscGyPec0jfS0kME8urbX+ALF940lE1luI+T4N3mqbgk9R7yZu7qCD hCQ7zcQyJTB7YrXpLgkZiS8fstnrSQJghMC10pdzOx8dOKtHQhJbVdL0eyWE JY+81N+YhR9IfWtyaCcDmT2YIF7fJ/fhY9fL5rZqA/FF6zfbvy/hJrM2UXe+ UpHLLtdzRg8ZAF0sSCJONUEZ384zZBcD5O/2n0ndzwKU6XtRBTNkZO8Y4FCe zpTnV56hxTwFYcj85eAWFcClhf+U1aGAgCHvemVGP/TFP3S2qxOQ8CDIWt2g iZo0U365/VHug0/MAwcqlQDpKbXPsJWFMM/SJ1eD4nH7ez2BS1N0ILygz34v Ukc6ZZmDGZF0EPRns7IZEQPgw4jT8BdVea7q6MUc/YxXvn2bajrCQgZ7r2nU ZWsipHXeU6rSCXPcRHrSs1SUdMS1v9lIGWH8Uw8dl5MgRi7+d3+LJsDOarw5 PDGFixuHBvQvqgGQoI+vXK+A2Lqm1uaRmohdsrWr7cAcLize4mR1Ue6ri+Ut O+4qoDS1sLZwLg0hhcz6QOVPkPci03sXaxwXmEVERK1nAgHpTNCb3gE804nm JarXQu0/W/rSvnVBcnLv0fFwFko7onfpkiYdeVaUt0W4soDuUpHCwDUCwoKs Jql6ZIARVr7a+cc0FPqV7eanzECd3zfU6WxhIWHhL5QmOgvtPeuwLvSTnMdJ s833+gtwyskiEC1hIW52asxa6SzMIB5K2HyYjOJMPGXWFXQkqLcO/ct3FGJJ leb0G/9CyuOQ1V8t6OCmKfGcySEqGvO/bDOaKc+RTu1EivEifvpNSPDf62go 4VzJQacsKuIuBB+dQ1K8q1qw4d1xGmgizS64txAA547dlMlDTSQW66vLvikC /kOvxP/dnsCb6N8sUsVqiP+/PLU8eyqqXI64blagjbq8OE3bf2MA0Bejo/2c BOpuNjcIc1lI1Gx8fGRlByR131W8oCh/T+KqXugi5z0nv7m3RBXJ1qbkYc/o SGhZwjCULuHgXA7he+gkFPwcTBTG/QfTLF1XPrJXRISllWZSc3lPe7pBaOCj DuLi7p2o38JEZo2W58vuyXPqZYQwmqIATG7WfBJwZdBEv/n3ifIpyKnv+a0g VQm0J6YR/4nGEDole+Rc+RHKXnmGSVbL88D3dv9GtTTYZ9b5S94rIqBYCtgV v0/BCD/nX/Z2y/Wc1PRjCJUKuNFr4mMSlIHJnoyT1lmaIOcj2275B2Xw24jk Qv4OGorivywzKJZz8uLMqmOhc/hZy4lruS0s0EGetqzbR0HsQrv6S+IuXLCU s2lo4DPE1lqNix1bYYuPt8W2HBIaexupmhQvgwKv6nJvw2koKOiPf9ZbC7l5 7cVSC3mPTTZau6dmGXdPMbUq6GUizt+u31olGqhdwUE55Cc1kPA+7mfyMBnl P9a1+zgh7zWuGh+qZ7rxoOeSmjIkzy9O79/HLwigC/Hw4O0GJhor1nv6RmUe sge94PQ5AuJnVm26d0ULuactp6+JV0FBL86Gv16tDXL883mNW5RB4aHnAfk3 SUBQ/PP8f0mN+MEXly+K3jEQP/n0AuGJBtC5W2jh8JQGxhgKyd/dtRGHoNF4 dIYKTNJPe4IgJdAXkVSmd1YdoNTPOs0DozjwQemuRSwEIs7saQqQ4Txjf63K 5Gno7xzWJqvTQALphbZfFedw/uXQkD/byIh9voq2IXoA9+z4Fh7mJeduTdFv ToNUIMjKq9zKICKMuDTt5dMK2TFGS6EaS/hFUWfR4Up5L+vMHTROGcN1sz5W KQ1SEM/0jklmnwrIiRsMytw2hket+SP3EFUTASOXNTs9OvDs53FfSgcZKGP3 igedMibCZneorSgrxTGRcPSYYAkKHAa9HcOX8f8D6eIAsg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 2-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw1Vns01PsWHwwzjBnzMDMUcoqTV0ylg5LfV0XikEhSKvRAdA6hVGjKiPJo jhAlTfSQkKKMyPeLKI8cao4I10ReeTNeJa5777p7rb32+vyz19rr8/msz/7F 60+n49I4HK5+uf8zJb67jnNNldC+jN1Zt43oAEd44h2Z0Au9ep075kiLGDVc W28DWQoYzCjs/uM5HrR62Y0bq8kAleYD4Z47ZBFOT0cw6yvCcgw/tZf+yUYe tVWJ/+KwgUPQvLVHQgUEOtthP3cM+/VwUI3QjY14+t1WB+vISG81ty6MKQME LGkHtioBUCmZnpSabogbdjZHDUMY3mUJN6c1D4mek487IQOIEgUrVnotwDlm uq/blBw6cCtlYgVXCghk3kQ63MEhSlaGbI5eEzRdvPtqeyAZnXzhWNIlFkM0 MujtKmqCLTZ+pJAnU9DR0YTVlPYD7lCj23o2K6Ju2EF0+lsZ8dfZF1Ln5yFS e25pWC4HNKrDxh44KgMPswXmjRUDGM/SzMJLpx16lCZqT/GYSDRz3H7y2xTW ceCulb4/DXR9Ou2bOj2OZe+VydtWSwMnL5KPxuAYYLzdPn7W7ydsyoq3SBEM Qg92/ZhVJgFdHnY/orZ5Ctb4/hhlqdBQ0h9YfZwhEfk/Opfc3MJA45sPS0+n ijD+kSDnAHU54BXX3+hdRwUBDub2jpck2LWZ2A/RLXSUfiE66keqPNoW5vbq SMkcZmO49bpaljxomqvqSgn8gTX9mUtotJjGUoD4+il9KgAexazG6uV9Xjfz z4bMQQ8jki5ncR5q2W10MGtfhPtV3UBlCQFt97ZWLQjshlyPHTGqdV1Y4qRO LXG/Emp1aBl8RWEgoi7nCz2dCjwu/m5g7UdFcUu7bOu1ZEGAG12HsIkEcnrW PGquVgSaxQ/Pu9mSgcfiVnCZNIPhfk7p9kUWY8SrhW0FjbJoXD6h7+HVacxn ldt2bxYLaJa1PEq7oAgictpXBT1jg9AtamdYNnhg8Qsn7NjbCZi7EdYWasij 71bxp6yPSAHcc+ci9fwq2HIav9rHnYg0HHiMrGQaokx/cSWOLfMpEhmZd36H 5UsjZoTOOSym+klo1HYKeh4zlh3x12eMWq6nP14wgf0uQba7HZRBa0Pgi2d5 CsDJNKQQW2IiccCZMjg7Cj/kpiQNxlFR8JlWfPh+BZR4IU32xC+KQDyvbVD5 /js8ERltLPfrd0yTZdE98mIRZhv0Nx0bUQC5nwsdtXYy0L6SGY1bRtIg+4a5 /r0NNODvbDKZVKQMAnI/wyj/SWg4Gn6e9wcDdMja/vyPbh56rvyM95MHAZ96 ewsv4dDeLa6v3XB4sKL9cGXhPA3ZRgQu8beNYoLS6OszmjNwcnTtq4vRNDTe d4O/h/YTvvzyj0q6PBM4+kjiH+RJA0V8RJCoQRYAl1sNsWt+QGOhcdTthBbo Yy2bOnRJDkx6D9Qw2WzQUt8VdcNWGdGjxPMxHwYx4pF5tqBTGRVybMNyPAYw /JbR2F0b6ejYprttg08VAFdoaPI8Ug7s01k/fGQbHnEjnuo22ddhc0W2Qdvz GUAQ3WO98/UsRmlwWrzJYyCc4aUdRQwx1Fn3lHTUXAo1BZVRSMt+mdrjznX5 bQgLcLXweL1NCXTfs7MzmFdEHZpRV8Q0FvDRjM7JOEQH3ItL6pI+EebvChde Sy/fQ+Pk05MXMYvjvvlLIfKoQHnjC3LVHHz59OE5H3kpMMCQvZxUvMyTKO9G OGIA7u5Z4b07TNS3859y2gU5pHPyV/skDTmA96IfLLk3DcVd6mqmvDHM64rs Q/uXDNQ0qAlm145j7r+ll6hbjmL+IWepObMUdMhrtXzUwiOIe1K43oc5C0tv FbR9NaMiXDZJw+ptHZZ9nKGluloRCOfX9uV3ksG16XOqjvUkJPi4pkQ/nYZy M5JaPf9iIUdL7UCTenlgKn/mdk6cFMrNG7kf0M8CiVE/10V4KIPUeJ7Plipp YNAQecIQshDV9/pZS94EpGvYXCWpN2Fipc/5AQ3ygHtj/Z1NyXSwP7xrCinS 0Gf6Qug6dzaiZkic0/FyiP79h+alAmXQdHVFnv9jOlgIX7WnOY8McG0tpTGB ddhX+rYhrTYpJPJ6k2xjxASxm3ZlEqqW/e16JfnBwDh0qonW/rhjCAPZtXfw kkUoPPXrW51cBYAraqKKdPDAPvgC89veZkyg/NJp5sYwPMOkc5YUGMC0/odI KVYBZIwLVQY30BF6VTLfuuz3vbg0HsmPBRz7R3pc3CbggPDx7FIcC5nfPecy 4sMGk0F605FUJuA5g57h3Ww0l5Z6OLpfGRzbaVL7QFsJEXa4bsy2/gpxuybS SewauMHoe/ahAT4moaWkGXUzAEfgm5hZSgBzfqs2bBdRkIxk4gBlpzwAo0RH c20KoPS4bcFWyiORrZzidL0M2twkaX3m+Q46ZdVwDm5jomGm4FC1LxPhjl2t mN+oDE44uUbhL8gAzpx1TGI7DQkPXTKWaWMAFFacTpK0Qh+7b2EJK5mgyMp/ Jms3G+xd4ezKsVdAvzsE2lc+ZAEvKq/zmT8Z4ZDJi6H1skCu/q2mfswSBLoe V99kD0JTcitONZ+I+AdA3qpGMlo0KVJK+CQPVB6bnPn2RgbgbKYNNcQshHMv fxwVmoxp/ehU15plAP55bc16gTxy/5JTlWFBB6En2vDGJBwIc2sWPgghAm64 ikbC0U+YgRknvuYdG+nYRCs05C/n4/y5dWG9o7DAVaAxG0xDqwNDxu4/JiBc wJ+ZDkvpUPPwCZ3IlmV9BCu8PjwpwdLd11nuiCECkKqNrVwrhbRCd9903qqE NMs2fu1ymsckr99FsU3JCP2s7LBMkUIantpvBOsZCEnlvj+D/wfuX+9yCvHH Ma4xjxezlgUeSBHLLzjOYLl76F6C90rIgD563r1+HFIy+o9ORLLRH2MrCWHe TOReVdnFc2GDewHzok2dMggXaj5F06AAObG6RcTLUcj3rbAKuDcDrzQMvB+t YCO+cDO1lcFGjUuJnjFmdISbMja6PViM5WqD9IU6NnLMz0rQmp2DC6dYZuV3 lFASx31hRxUD3RR7TAzdnoW49DcmjNhmyPVf7V2rzgBxG0ghnIM0dITcPrLi bxwS9CinUQ1/YnoZlkp1fjSUGlJ2YE8eDT3e8K61NX8c+/qOq/f2JB1kNtIy 7GMVgWminYSTSUbV3zKVS5uWsIBMr7Sbf01iwtgli+luORRws5BQ+DsNPT8Y vpVxmoW+epm2Wuxjgjts+5iqc1TQENfWyH/ORs6touibMZNQsTdF+rw0GRUn plvVVSqB/QVFbf1lcsg4ydFOsXH5j9lSxtSdXcTUzItLdL3HIfe3cyR+0kc4 oJ3nYB8rjYiLK41nTdjoXU551KFKPEhKuu33fj0Liden3h77yETUFzx+PFUK LHgzh+v65iBHu+3QZKUE8st9ZOfSpIE47T7pVjwO/dOuaGEsJYYLL90vi1bR UaKGB0HA7YIDxj2bC1+SwLt12Mz9ByOQ5+u82aaXjOKZHVsztZWAY/ya5IRU PFDLnOuJKlMCBR807ZZW4IFPuPW3A4CGYgJeVOi8oqJb6voy0Y2TWPCWyejn HWxgFXpFt/09CWkK7d6HN33FGIDoZ1bxEeK0zCeaHDphxEFf80UyGY3XXJFL T16AnO3mfB3ZOcgtHkx+0l8HDRS0QoYoUgBk6GvtrF3CUsfZ2TZqLGR6zeVf nSIFdPpzDiE1CA9S65N+o4xQkLXK/Vu5EXQkcFH4+91ML3ar4pM49Lwywpn2 Xzt5ngsjOCqfjv3NQuOvNHJey36HYcFfCYpV8iggt3rd7UtKqMHnhn5hKRGF PguOLF2lDDbwU5WNTIlAePBpYFGcInAZeHuot6QPO/AsIkzwlokk5+O6B+zl gEqK0Mw+hw6cTm1RIV+gI1OiQsvRGRpQaH80MqJEAAO89AqNYHlweti174Hi NAa80UOXEjZKkMQ1X5ZMYh6G/kpvMqahVtlOcckXEuLOnu/aKj2PPYwdrt11 l4w0z1bT9eK/YXXa7x8nCSlIvKZk354hGohpq1B9fXHZ/6TFaS/vTmhuLCt0 dPiJhQl6Sg6/YYJr+4LTf9k3j6nlfaiWGaIifoexeegVaVCQNBSau2kcc7we 09VlqYiA/t4129y6sTLiNQHhGRNlW6ne7VlgodMTrvvi2J0QJ+CPHeMuwr4s 3Utnzyxgpz8EWLI1FAHuv6WCDBf6XnbILefo/zBYK2zOkiznxv/xvwFCw//R "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 3-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk01Vsfh3/HcGbHmY8GQ+GSMhRFpfYuTSSdaEBdyW0gbnEruUpOUTSI K7oq1SnVRYpQhOxtKKSkOrkyv2aKDIdj9nrfd6377rX22utZ37X/259nf+Z5 HHU8oEQQRPnM/s8p97I9ILFSxzJ9cGf8LhsSlMeHQq62oQf5/S2MkQnADtI3 WqJGghpda5wGD5JhtcfmPou5yvBT0/cpw93KmDAylCq8ZMAiN2Erd6sIu5cV RTeYieBA7/yY9051ABraoA7JD0Ddrs7vkgtx6MLm9bvfquH47q3smtkElAqV HESzKNBylXp2AuczIr47WeN338DBvJg/5xUoEHXfQFI94kGru8C38JQcjQji vVwGydjObA1Jz2sKSJWLQxxuE9iN+WXl1hP1yGrqbo6NnxrOzIy6XfLXd4R7 ug7tklUiox0qR4xEciQWWworb4yjTU0xzx4vYeFmVEd1/MDHkbrLDaf1SRjP TV9jkk+GO3mLvhYcE0D35ROCa7M7AXnZr5/X7axC7rnR+oOhAhyt15eae6cd 1LneXb/QhwNvewRnJ/UoQOJ25SdryziwiVJQU1vCh321WyIU3pOIUD4sHzv3 A7mLyn+sv0/BHnrae4zkCvTGa7xXqMHBOt0PYopvMLDPX7/HfqziYVvqBHCw e4Oi9h5z8tUkwzHNwOWBbRzo62C9RXxWDpawVCztnbg4/lTY+fE4Gt5uxiCX 3BwEm0xWRc5NoEHq2QrRHFsCVh5NoVSsHgJRw8ldBzLYELpnCStek6HeVmby 2Y5B5G7KWGA2NYr0b+G1jjkEdp7lAgtfUrCXX+W02Y9vSOK+LnzW20Ygt6ut dxhg4WqHqq4cFg9rqH94c9BTDboH2y/a4M3Ggfayv3TrSNDXhWtIWcqA8d+d 3RzPqEOdrEeBLnZqkNBdhIw7xgExObigPSQL1Lx2623KVcV9tKvtjy4OAeaG F/dXS4UwYOVcf+EmFZhtFG466PcNpZijsgwtGvZ0kLd5Zk8CIt0pU/NpEZIv dNZqO0XFWg6hvIRYDtanP5z4+xSBsUxmal0/hurEAyQH42EQ/vpxwHkbFu7u NbP5VHsfsPONFval9YO1PtTgcMSH1e/8nj97Qof83tjbRUl83OTrn4cUvYi+ +7K7Uh8bH/evVglypuPttCytwTM02DSqv6jw/Rh6J9Y0+3pSAXSEq5t7nk8h 3GCmbb+fBlNqMsR6G3nYcg7I0k+aAInXrBfeW8KBFeM7bap9hNA3pQad9xlA Kf4aeTdHuLBO1W4ynODBFWVFzB5LNej7d1tbxlkC3/xtEJW4KMHZtW6FGaMc vPxja4lnYSOQ5oZFDusMI9mF/CBtARf3tV+L2saZRNml3onXtvKh2FMe8fCJ EuQm2t6aSqZAuOPmu8u640i+/KVWZWYTqipvPH/Njo/fRMlDkPFnQN07KpLW 87FodJWf/6sKoLKy97KtOReX7rHexWJSoCTbxDI9hAzTm7lbSEpKWHImdUHl lrdgpMZK4lDEg9Kwlg0bXylAcqeLV9J3LiZMzq7L5DWh2bcORGxMIOHKY3ks xkwe0l+l7PXIlgPfXavdX61Vh4VLuIbt1TRcp3P+QhNHCNMTSkJvRfOhJHha U94uA9L532n31qtCyDF7yo2dAosWz75yuZeC0/jmz9WKRtCw/7hxV9w06OSp novJYkK27b73HDMBlGxVZN+7LcDvdknTyt/TseHhn7bEaJFhqf2DzUuX9qOm Rs25VqE/gBtucD62jYcru3SgwqAP/Dx9+LpBfh/wOXGSnaxg4Sqb7o3pr2sR 8ThjsadAgbzb5rHuvWdjIpGhtb7kLchuSIrut2fC7FGD9qf1arA0Uj0+v4KK xWv0/SzLabDQ+9mFtL5JlPKk54FvhxBeTTu1uipZCOMiQj1XFinBTLc0iuoH AWZ7RZ5cE9qP7OZkBacuKwRN6jVPfd/RYGZg3m9HGnmQfUfuFK9CxmP5piEp 13mw8uLsJz5JXGhs3vjyUeaMr79W5Yb7vQUDYYLkL09JWOZRHLvJVAB/BTbP dv+LC913XYh92NmHHpwlH9Fo6QAwsey2inwKnXGucx7SpkEis5ItM1SBEZ7r GspymoCU/8Jx+Np3ZLG0as6VVC60Kh+XqV+mQzrmOhg2sjHOeTlaPZNXk2pf vVa5EIo7elp2uPSjzIbCEOqEEFvf/X1Hj6cI1ilrtlYcEsFQJ9jyfeZfsFjI PZUXzYX7N1qWPdRXx8KgkFqWWx8ibPvjGaI3yNWctej4iU1Izrl+w7SZB0sS wkQpzxlwxFt7iY2MhZd6hR+VLSZD2EsVW+uzoHW5PnFBRMYyOzJzqFwZjySk Ry6j1CHHhDdmu9cK8IMrW1JJl0SY2H+xYNScDz0OMlO8zlOg2ciG8OhaDp4b 8GSwRp0L8emseIa8Gsn0L96+N8iHmet9hhO2imAcoP+UlKCK7R38thQ+EsKd N6WH+lupmMCWz78tVoWH/S5OjNuNI7jA/WJxYhei1jZpbnOk4ShX+ES7Qg3r eZS0XqojQ40kS//uYmU43FZ9gtsiwMSe/KTzAbFgwvVLse0oD0YF6uuUS2n4 PinpVswwGwYc/KpiwSBgdkuGthubDiVBGlpXf/kbxDy+4e+aIMKGm8Lo756q 4TC/1cESjyGUtkuqpTjOwYnnYoeOGjAw4Xv0vsN0PIJPucEvKme8e5z+ym1A Djybf/3TI4YGYZw+mGNAwvzDy4YsA9lYJ8+8tdFxFDgX7M0ZGGRgPFlYt+Y6 CcfllCa+4vIxJqW891f5gsTPJo+vovcBiUVoaLiBENKCqpCG8TRI2cb1kL5X x53h+QWpBgrEutPxS3+ICK8InvVHYIEI7ykqbAzdIYL2b/zEygemEBFgPcjR YkF6mir7ZHIzispewa7miXDA+mnTbeF8TAxamN7qygKb6t8ovGfui58mXNVT jCCDzk6fR0fYOMZsz8S6Ih4+6qqtey9kGhHxxZa8yx9R3+Kyp1kkHryyhHHC bDcH27b6W+VvVMHSFv4NtskkaD5DeUh7xsZxJ/Jctz3hYJZsUbzv8hbQWiox KjnMhctKBTrzNNnQKnqz3Oy+Gu4yHxOeaRkFvvc9bvz5xwCIU563buOQKm71 sKpevVMAtXMdVSZvceG7K18rotJFuNYmusZSeQIx264rBSqp4fenIgL06pjQ OS3za0ceGfsoEy2ifgGOWpknWKCYAh2qp7+0xncjybLfGVExn9Eituq5oTIl TJ2aY6GwFGGTx46nojUJyH4eGhXBJsFSm31KgqAhZKb/9eeBQjnqTO3OsIoi waYbDxg3IwhcHjwnabW0HU282HNOps3FbGqJlTHsRZ0WLSsyXjCgT1vQ46LI ZhTq5bRiU5sa/qWfbOVgyITiCN3Yq3EqMOTMg5SWNjZM+6SzeXq2CjzNzHYh ATYO931eYJjDxh781x+dVnaC4ysHwtLrRPD1p/m1mlQK1sne/D6oshXYKSOx mukHROhZ91c61KP5W38FJd5quO/NBXJ87ARq0k37+VvTGJJkdcU+7niL6PsO mTa2EBDeWai3sWwaVINJXo1YgK0u7Wiol9GxSgaV8byYBOPKY5axemZ6R/jC 7gt0PpbuoH8oHW4DeZ9rFKYWM+/FquPS4UAJStzxqdCyUoj7crSSX6mOoarJ A+L5bAb2TXltfOusOobGBmlrmxk44NnxkFztmZxnnC4NWz3j792pfplXmPD5 8hV707j9wPXZmdPSEgEO3PWorHRgpvdez16+JZkLM4tPRFvdZmMrKr3ql2EO bFWvP3PrLzrsDI0v0DpOg0qUdbBRdwzAQ/jRjpcinF1mn+Xa2wzcTXzUi+8M oTo9tX/5DzOxRBHYuEppFDTEuWgY72VinZOvuUYR3WCZV+6HRywWbtJ9uXPb Nw6MUq08sqF7pl8zpoY8DtUj55oGv3nRE+C0tOWlW7EAjrbe/OmSKgnOffLp tfI3Ng5WS40M3zQF0mK+BaQs7QMa46nM/b8xMFy4XXetSzN4ty/4oNhfgBPX z7rbMuNpKw1p7t8nZ/wrjfqxXzKF7MYOxUu9RsFvn3zXiLSYkB/Zc1QjTohN Jtpf1JHZeL/kXM6LA0JokP0xQb6Ei80o3nmzTYRw44sR4fFxAST+uzTwlT9P awQe4//DTveCjCS1/59TjiT1HLw64+X/MWwvWeF/2Zz9D4vZbtGLhxj/8E8P Vg4SV5T+4X8D9mT6fg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 4-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk41HsX/2GsE7PPUJrcpERpKl3S8vumPYXCRVTD7RZRuKnkVneqKbqW 5rUUUk0lEeHaE76naLF15VXZU/aiLGPsvN73j/c8z3nO8/nj/PE52+f85O6z 7zdFgiDKZv2/Uea58zeROQ0S9x9YlaenhQjVlKOXwztw583r3/jtEyT9vIHR Kk0FRGkKcAyYp4bq3K36TXWVUGj/BVG/nwIQRobSEc9asni7b4mHCQ+EZSUR LQIeanvYX5Pp0k8iw824S/SD/LozxU1HwgWx8ZetLuWaoHuETD2BxkkpV9Ga p6OKpsusbjl0XMJEr916qPxGvtE3MrE6IMdqboPJzZiFzB2LQv5t1INHOfGe zkMq0G3ssIBZM0ZKlUovW98m4EOB8trxQx3YfPpuwWY/TZh07gZHMxmGvp6j jrXV+ILb7epPl2TY1taMWx07gXcn8HTkkTT4gpvU9v3DBseMCvkpG2UA3cxN JsUqKNyt8UXzDS4Srp3kRM7tJoON7nksEb/DwmcRBkNiDvQe38u2uvOSbNp/ d6uxNwO59IWoPuuYJpPslZ5YljHQLxL/fSuuc1F/456wEa8prL1S/3165iAW 8ip+bL2vCltcPzuZp03iV54T37naDEj9TePgJIUG3o/ORr/7wIL4n5bfu+fX gSWHTtr5zldBkvQ5CaEEC/lar99je1FG1hmcu0WvZkD8H0FXJmLUoerN2Qeu o73kDpMN13UfqKMk5Wf4WL0iqvZJVX27cZgMTT21+eA6BkLCPO7blyqo8oyi FS/rOxauoC4VTI/hPMnRFlVVRXDScUYvnqrC6w3Lh5xyB7FIuCVYp/wTaf8g bDAqVAvqrD/0FGixQK9yQ8WjGHUk/HP3sm1edKhcVaQxuniK9HVmGqquoaLS 8Vd/ec5jIL28xEDnXZqoWl/zrvdnAhFTQ0s7L+eRqYoaSoxkZehXD+9MvDZM pnmzFLlGPBSwTvc0dwcFfWdmHJnv0IZTV+OyLL46tNDf9m/JHCWJTLvs+Wkl mNmRMtf9lhrwrcWsB9EMeK3jXGVMUABqa1esbx7Ho/fkZVHnh8jglykBVzZr gXy3vvZfDe8xvdjIuD9jgLRot8l6LuCgukq/nL+faKAPD3KDttuzoNX3dCEe +Y4t1UXL5tkxwP90HeW8kwZwb9aaiZpUUOuYwbIXVePYlJ9lnFomI/W4G7/0 5UzjOkng8dWNqii1Ict20XYWFJVIBLwhGemb2oCveA9io5nMqYxLTNSkvGsq eLaPHtq5d49doiPfjx0dWRcJaEm+/mJNFoHmNh58kTXGgB8ma4LOTT0ipc+C rsv15Dib77AJ32dCf2ekZC9jChekK5iHRLOQrYcs7OETRaS9m1NieE0dIYe4 yhD9CfyWVxe4b2En/lDx6UrkLjYsfJf+0SCyHKsdGuNJm9lg4/FLUItSDaas +x6yczUTlonra1d5KCFRvolZ5mUVpGfR47L18gwWXUhfWr2nnBwlloQ517GQ NKht2/aiEXKHslttgT0TCJOLW7JZrVhDXZe2TEMRqk8WalFn5997n/FM7PsJ 0tdxo7DIkobul9RRpPkq0KR35Worg4smF6sdinnNRaI/Z+bLOmvJmj5tnjhY GSGGII0ZPU3qTpV78o6qQAZ7dY5mySgWhSd7KCyYIrtZypei8uYgVMRWTbw7 m28zkn/vNgcyj3rdv6JHA8Nji/dE8VWQto93gPu/enDrp/m65uIf5P7xPGps LxOqe/TQyJJ+MqRN1RZcBknvU2foj0e0IGO+00jP1q+YSMla6cEZwTqCSMsD bgwgkqj8ra/LyTeOSKH8zByUP7akM61ZE6kYPeQvr1EG200GfmYV6kj35ekP 1DejOCZM7LGuRBFZDDQlNbawge55/cwm8QB+2nMma0GVlGylNaT5Vqqjbrft Ox4t5SD6HZldPEUFvlz+tePjOSaqvjb3iXcyE7k8Mqk4HMFERP2HZ8F+5SQx 1e1xVawAte6l0TtWcJDNzg2QPsNGQser0Q+7+7F8/ZXcAxfbSZRUdpsim8bb Nkd8fR6piojsanqtIQX94Fb8za/oJqXs3H3yyF48aB+nqmPPROYVE7W0EA3U z69X+YdLAyh4OlY3u48aGTtKCy/wkG1XX5uD8wAWUZpoDC8eiO1QW68ND34v DLk5sIGODm83K3toMFt3J5fbZTFyTOwciKfyXmEP5rNv2T4RWMa4EbviCwsd evQwPiedhka9FqzaXKsFni18cdysjqDvarbrDbTQsayB0kqWEtTuUpkzXKEE 33xO6ZR/78DE4WvPx1bP8gx8XvP2OhUJRrcFRzQyQBRRn5m5jY7gXF48VVaH EWFYnF3BRtlbveUPbHio6fBz2U/jBOy29tvzIpGLdi0qGhAcoAABZjnfViqj tzyrukrNEYyWCq+VJvXghqQei2tydZDsR08WvNWEXaENT4M+KyHtZLPTX0uV UO/lwkKVTjYQrsXJVwKiydqCSi+fCRaSBBroVUjV4e1m6y72ARoKOFJPMaUS SHb8xlVuChWJzmvzw3/9SE7OVxJ+P88Dwx1BGpVpmuDUibss903gDEcpf8Sf AYKonAmLh1pA+Prct56Jx8Lp4vc95ZqI8NcoOjgoI0090vpEUg2EYgzIeUsU gKv9kv/KgQF6havbP+0bIwtL5d+r0jUApl40bbqhAGy2d1jDEBtAIbXqNOU9 DnbfPeav+oMUmYrFwUu4yOxcTWsDhYJS9zLdpVU0SJgJV1MST2HXkhefxA48 dDClXx5HG8ZEwPohBl8LLSZyg/DZcizJt6DXsXiwMMRrWucjF4gh0xW3evLI 9qg9do15PLBNexC+aGQU743dVnRciwFRAtfJLSUsWPj1hFFKjhIQ8aVmrJBZ HR3xkT/sYKLQVdRTAhcGrHnGvOwGqiBtY8fSTabIlTjuVEQvDWJOFe7f+2SW J9VgXrF9Kdn+RmT0+hgT6SYv9LslYyDzCCuZ4L4m0M7v1dkkHyJ977vH3vzX IBnwh+XOWFVlaHc3r9v4CwfdPegk+rmYjSpD699KMnmQ8fERt7dYEeZ03FAM VNSEz4cvpFwYVkdOGdn1XYUqkPB7eqA+mweSdYWcpSPTZHTkNbPTXu1Y9PNZ qiTq39h33DXntpoSqE3PMx0x48Eix6rP4QNykp4jloTRFVDUgifah1iDWGBQ f2DwhQxvvOftfvYqgVpjE6hxYQQ81zdi7yT78GSu66XaBUzwJn78rCyU427T NousXCoy9x+8dK2rCos97Sx2dGjC2qqVq8aN1JFtmH50eAwFTaTsPiruY6CM Gj2rmbkUpG1mF2HzhxYE++Y8Nyygg07jUYvVWe9J/3WDQZlNPLR1OQ4VWiqC Xr5V1fnqdvLE1eMVjxpfYWLR+oFq62b8ytLPUlKmCf2vrqrER09iCWWRcVrh FBbl9USndJXj7rzHPTX5BEJ3jBdtL5shta9/+dPrChvM/3Joaa7VgGW8Kt0E 42kypiLqZ60+LTg2lrnW7QYHpA4a/7yRd5AtHc1aXX0sIMy7/joWKMI1gaFp Gu+40F/Af1ykPI4FQV0x5gfmgG/qy+W3LtIge6DAtEaNBgF/+19+toCN4rwE G30X0lG+S7pfdugcZPmnhHbijZzc//eFc9LXHCA8RG57V0yQ2jfy1+55zEQm 5kKdNxc0wVxN48OvcgYq3sKk7yS1ULc4/jnfXx1F/CSI0143Q6KjkOjwlAdw MIXwlDphoYk3rfTOMI4Kq/m8mqoFopHATxsUx0hu4qsj9AVU0DvzkmkU9pVM SE0ezj+sCa36T3/Z+42BYla2lPxjTwBBnR52P9qMT4vyjQdn9e+ctO3pwVIO Sr4zcUFJqIx0n9S8VPpGh3o3WaKeeITMiPoWkLqmn2w98nFt930NQMb2+pbO X8imAv9lses4kLRV527bJBfYpo/dKpPHMCGV/DgsmsZptol5Za5y8vca3008 /hxkyG/8JBBwwGSyM7dJhQ5vCOVTx2fv4ZL8dw9kq5gg1PoQsMaVjbbnjnL9 JzhoUq9LsKmKA6E3z2kHnmSjhn7n8pMyDtjdO28kauSgJp8hk5PVHFA9kdx3 JJwHq5LUcoYTOKjztcXpkNWz/15+ZMNGNy6ypR+MWDlMhcOZn7/px3HR4oR1 Q0SoIpSb+YbFMnmo+qmttfE8dUT8z7RhgLdyaacL5//4910OETY67P/j/wCF j/0+ "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 5-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lns01Nv7xz/GhDFmzMXMhEJHQkpEEeqzVXIJTVTSxZE6RelrlCSppppK Qo6ISpnoQgd1cpfa+7jkWsmZI3KNmpJomGHc/eb3+63v2Wvttdfrj2et54/n /Xr2ooAQr98IGIbVK+7/vrIg19/4tpooK8jB5KQSGWCqfxy6GP8FmoQul1o2 TeK0M0ZLV1KUgOTt090z70igNWCzxHqBMriG/ULk0ecgttREKA8S4S4iBxtI 4SD/usrELgsOICW0gmMZEzgw2QC/8n/ijbjzU1czNhKY9TrtrqcggrzLxnSz DBeyCZ4cbVWQwt/l59n3Hsd+eDugxgF82TVYFTYhg2r7RrI7IRPMdY8d3Vje DMdZaUG+UhV02ThoLWY/iguVqy563sXQ2Z8GIvd5P6DtbHrZhlAKSvNVy2/Q mYRosP+Qj6gJNh9dbZU8JINcrg276dYUNLH2AMJIGuqFHWpe77SQ3lq/6h8R JIQWPHc0f6UCXj+NyZko5QD/NdOsGzrfcN11T6aYB+qg/4tEI6mAhda2x29e lv4BduxKdzILpgOag7uZeIgAJO0ecfIjM/CZP92iN3MU+nMafjplqCJm/ful hgUYeh00NcSeT0dpkmKmji0dBT8+lfy+hYkShcvbfLJGYMKvx715C1WAiWM6 NV1XC/A8HTy452X42bWyOZG7ou70lUtTqSQkt+i0M3vRi7uYr72+IJMEXGIe HyoLmgeaQnJU364bxS8HgLs7KukA+Bez31arAM+tPxzNUr5A/xVkU4vZCeh6 mRr50lsZ7dT2BRWlqqht/bGD2ifkkO+/MVq7vhsvmsJV25dQUatnS38ZlYlM rua8+1Y7D/ifc1+26QgNPWh8X52VPIbzfBkmqqvIwPbcPnH2SQYwKH4U6etG AQarBX7r3ykDbEZqKr5YjJ/FCzmON+chCSle/OjqKO51g7dvMJ8DIuwXhLNd iGDT2FP767wWmGMF6/L1SMjr78dTBjlSHHvuXbAwrxJa3Jtjd5epIT1PATMz mY6CTCn3zglUERKJVjh0TkIt6eTv7W8keHT1HxGXNlBR3+4dDs5qXyHt1VIz ybNhfOWelK+T91mgtTG08M9cdZDq+yG0YZaOenjh5VA+BCOKw8atiugoLLyV eGanOmpdPMKl2BFBz4TRsoo3kzBtwMX4nO4IbsBe1ztYOAsl66te6HipgJyP +dzFzkwU3VrlTY/8jvNyPsJLwSMw64oHXqPBAB3z3GaiMSYwd1cv7QpkAN6H L1/yz2MIVPjEOGvP4jrtfhX5E3R07hLnEamyDQpfXLk+ZjAGk4oGiL9aMJFE fCNhK30Glt9MqbnQzgDcQFncw1wCWCDp+e51iAzA9tuN1wynYNboWIvo+gBs aei+dMNNC8ksmnOP9Yih2q8THGGnFropfmjokN8PifZD11ytGMjQZ/BBXvQc zi8xt3l+UQU05+UsjCZMQf7Zp6ZNHvX42BLW7QODTCC80rfJ+aUc/7woEG8s pyPM/PzGAmYPnA5vTqCFElDT8XIquY4OEqXb3gWeUgI8n3X+L9drAv629E++ qcqIf25uoUwswlVKnRYfapgHAN0ij5E8i6vXnXbO7CaiZ1pWhZTKcaj+yCdT ++Ekzt8iL7l/l4Wa7HXr00vpyOTwEo8kPRUg3Jjgu6ukB/Z0L1xgK/iJ77T+ /dWrKwzU1G8A5MYSvLTmAcl3QooHnzhJeyKnotLYvb+d2SaF2B/5loEsOayL JJ7UHlX0n0XWc6qpx1uaWkIyMjRAyYSxOK+TAjZW2d2/8w8BcR2NQm0aSCBc z2HJoXQpTI0TBNpXEgC6SHJ7PsREtKDrJx0Fw7DFfWwzLsyHPZof83iNJLDA tXlhz3E2oN2TeacRVVC9S4qz8n46aLqqkxuczQBXdc92/MLTAlhby4vo0Hqc eqzc2GaXEhIFVCW7rGABS2+bd8p6Ct/4XE5++E0CXcaV5zL0P+Egq+4uUTYL NcxdouJVVQBW0EQTmRBBdm9WRelRCS7UKvIau/EDPgvzkz4cpwPbhimR5jV1 0PwyNtQjRANxvw72bfcdhu5LR+9of+QggTfo+7GFg/bfUQ/0aCaDA842dQ+N NJGDldWvgr+nIeY6nEbmvIZ32tR1uykZUEa/eWtFLxOc/udTQreIDsaP6K/c IKKiO96Fqf6qGABDalwHIypIvfPyKpOGIZGbisZogzL6EEcfGG8bhNiBq39N WGkBv/jwCavbmsBifFN0YjsdVfqSP2tNaQAUVZxGlrXCnI+vu2oytUCBU/BY 5hYOWKc1fHnV/XHo7hnqUfGIDaL25Mt7nij2DbIpHLCcB1a+0ii42zQCgan/ 1aqsfpgTPuLz1211lLAL5Oq/pSBe0WC8QIyB+dk24d+rlEHPIqHy1Dcmwva8 yr4UkYzn6FQxkmeYICHSyKBBSEI7BG4p2BsNEHGwjWhNxhR9Rgy+daIA/pn5 evH7P+AHEoJdL+zkIBOXK+qNeRSUlGuQRbiPoWc+Qj15GB11Nn/HLtIV88UL yfCcS4N8zyPLFlZTABam/tJvRIZjQ0Mb0nMUeU01wnWNlZD2a2+XbZYMZFBu 9bnbawI3qI0zzD6i2D8zFR2ON5VQ/FHNY3IRCyGlnDfhxH8gL+CuWsjkIM63 Fgiijdmgv7R0n+lxNZCzlREgfKOJLF48NTaTKKE9lRXdgu0c0G7Qbfdb2FeI RThI6XpU0AGfWOwtqsYxqfWKO/3F+AV3UZ5bHgdx8zLjF8vH4Wm3B5RVeXSU ZLFnemMlE1GMPSsvZasiLK3KhnntPWwqZ69LqmOA2JXkExa76Ug/Me8NcQ0Z Cfu0btHMZ/D7/CX36SepKPVE+a6tuXQ0k2a90FCvGX6u5S+tOcwAWMyKClYj E9gmbpZZZFBQYOxWGzXGD5yXEXAr5fcRfKd0v+eANhF9DrBtXbeDBfQJftMh PWzQGNv2NuE5B4XFqQCHKFWk8eUmIZJAQXKPkK5WqipIsC9nmcpn8cvrza00 wzogf/UpckLS37Dgc8E3J2dlpDaray234aC2p99vDW8ZwGmFgoQ4mhIoHxve 6+U9CC2M2vaOVMjgMqPORWETs3jPrQfk23EYatufBk1/DsPpoj0XRPoKz0RF vpemz8Bv1n12+UVkcGqXEVfeXY4LgrztXL5QkGb2nmWPlqsAbpxhcnwqEYS2 yRYZjTLAs2aDzXM6RGC7fXVoWoQGiuYV/mVSRkP29f1lRMcCGGY/cuV5BwfE aBZHbZqYhAYlm9+cafqML2HaxgpoLyG22GG4ybMTBq4+4eRrTEWS15dV0pKn oXBkc5StO4b4xf3Jf3yth1XUoczXcYo83jNb7Fw3h+/oqhmYLmUi25jtXZ0i dcStjTbsejOOpzYkraYOUtF0kN1V+184SLhd/V3t2BccG+8xuvdYkQ/brzGH I/lwOn3T7c73bCQp03vyct4kjKEFffJ8oshVTvXyO+c1EWv3445nHDqK+DPs 4gt9LbDjzC+paUYMULL7aWhBrAZoqhJDs7PT+K4/z0YJa1iItqhgBf3UCD7/ ZskajycMMCIWUfQrSchWTb1l/xgd1Jdnck8P0MA3QdpfemEkwNSjTpqYEgA4 hB5tL+UgzgkPgymVPuhvHqxZdW8Uuo+l9Er0NRFfHtm9ljCBu+dbFUq7SMjg ZDVjadx3nCFJ0W0o00A9hqU7tg4o/kEvWi2fn52AGHl2NOBQJ0xakvilQnsK jxL2lfpVsYDvzj0fosoUHs9trlYeoKFVRWtelUAJ/ixpICJnlQR/1Dx7MPhv EgJm2wzX+/biP5iHRz5hLJTlpJ3eN81G48YfL/YcVUKYMOHnAf4sZDz+3Dyy RYofa+Y5cvQ0gENu7RbXWiYynxYXdajQ0LLzV1YstmQC45L3mbKVDJTAclzF jWEA56JxdtgUC4w7vt134TYTxaZEzY88rvDip/ykrwp/ed8/s5TfzgIl3eK9 YiETqf4ne/BgPAcd5NIPD7gygbjGLvyaFQ3dDjUuPFOhBbg0v0TLUTKqPVD5 wdmaBZY8sJdisQSUFNKjY2XEBk2lXE8zXRLwTGA5PHjFRsMcS1PxbhYIdMur XdXJQsfctidu0dYCMRFy9YgZFpL3GU6fW64GsP8781GboaldQDfnX/ZZHjZ5 bSPrX75QRMjKnVHM1f8z2PvthIC4hvEvc8vrtq3njML/siuFPxyD5P/y/wDJ l/0M "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 6-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlXk01Wv3wL+OYzwOZz6kcJO5wXSjku9TESmcS5IhnavbQN46bhJKHRzD LeEWSknnpm6DoZIppecRkqE6yZXMGZMh8zEcvH6/33rf37PWXs/6/LPXXmt/ 9t4/+Z50OUzAMKx2Of7nn/TbdZhvqYLuhqhrWHTJAUwu62hUQi/0d6ids3k5 i1PCdQxNyVKgtazvYKSABJp8d4+ar5QGYs2dckvW8xAz1BeK/Rrweq5CFnOY hbjV5VfajdlAdSv38/UgKQD0d8B+/g889+duSegbJhIYddl61ZBRncpCTFXW EC5kEZzYanIAPa7K717fhWNDrlaobhBPGN/rlZEyAeV/HX/YBulgoFXtjFVJ NT7DTPfzmJBFa7TDvUYyR3GhdEWU0y0M0WgZRc5uY9By8XbJjkAysvLQv4cv LkE0PHDUvUEEdcM+pDh4TkEOx4IlSpuHhqnKQbZGVNQFW+VdPjBQX/Xo1UN3 yIi7ScK8uuIb7uq0Zk/eBQi5L67oTAiYqHBjJgXKDsNWz9u2RgFUEBRRXz/i LwtGWxwvi48vQPukpYuMlBnIZdf+sL0jh6T6TA0MqdLojd/8CEuVinxz/WcK hmko4H5oysdGOtr/pOJr+7U5mHTwlCtvlSx4VW8S+nQjE/CcrBw5EZO4rlvA b2nVFJR+NjZ6/roC2m4acXdiXoTbr9+auDJTAXxTTlZRnJMDopPZcu+tp3C+ KknstJsGALeI9b5SFgjdsgPPTzdB7gaSgfHiLGw5W8A8JSSi/Woe4PVzOTRs V/Tli5kE8rk2cWo1HThr77j6T2Vk1OTUOFCiTEfGO9UbDGalAPfCnrU7j1PQ uSN9fA/iKM7zoOnL/UwC2dKSbd8/0YFW0d9hHg5kwLOfX6VaKguwhQmDvqgi nHOOuzYwSgaFbFkZzLIngpoVS/cTWophthmsfqahgC4bSZPndg/jWJ5r/qrc cujk7kr3bpZHGk4CemYKFZE2lZ34JE9CqKFhg1XbHDwWt/jMxmoIj6vMCone oYz+jnMsvPvnGKS8MjQafTKGGza0q5vTWaCpLrDgaY4i8FSZ8XJ+SEGdvOCX UDwCnxz2q9ijRkNBwU3E8P2K6Eaeiv+Na1Kgc1Zn7et3c1Dh91Lbu80juBbL umu4YBHKT5EVCdVEkN38jLPGjo6MXEXx39QbcV52M4wOGIe6lG/8tlQqaJVx WIjD6GD6gk+9izMD8D739j6LwNBr46RE7bo5fEWLz+tns1R0ouniia/bB6Hw RWzitNY0DHKKfLtYSkejfVeTfqEuQBS+zj3sJxrgHJu8fC+HALSSs2nhtmQA 3G7UXdKeh2UDF9Oyzo/CxtqO6KsODPRxY+s4OWF5Pg7OsoVtDBS1RxRhYzoF iVtGLu0yo6HBe3pCMZjB+cXrLfKiZIFAm9dREzEN+ecfG4gca/DpPdL3TxIY QBjbvdOuVIxHWp981LaGirD1ETb59E440hNHm/pMQKJTL5VJ1VQwtJVxmygv A3ju1tzS7SqA23v4FT0EQ/wLS6sm+xrwzYLfTRyUZQGgGufSUhbxmeS1Ohv2 S6MnDLMCcvkMTC2VaTcxWq7HWVz81y0meluOlUu66EjfX9cxWWPZ12Oi7/bh H2Bnx6qVloIf+L4T/oE9q2lINKAFxHqjeH/WtvKx1Ck84PQZyiOxMkpTVPkg EzMLsaxnJseYYnim8nTWP3E0hD0gadhW1eB9u/7VHvZOCRTP6vXltpGBdKnQ jpG3BDnbdAItahXA7R+EIcHwELx+WXBsSzkB2LM2DsYt0hDFL/HMNsEY3GnX YBn7qQp2qjTn8uoUAMf4wITqKzagZEy6phNlUR659uH6XRQg+mNFTsBDGnie +G6405EFsC+NL+ICa/CV/Yl9/RukENc9JuXet1FoflQmUXS2BQcPqm8RJxdh veoi2essEWD5IkqDPhF0bApY23N6EhcyCl2mrw7BE8mrO0xvUYFl7XyDyiVF kO8NWmurFJDAFXQPObNRT+mCsEhfDvxmZ1F9T0cF6cVGJ2nGSiFs11g6if0G Shtaou7uR3CSmpq2oYsO7D7zXHs+0sHMcU3THQ3KKP3Pa56OPbM4GJHnWOko gwQ5+q181TnY4CCrNFUrjXr+2dd+tWscYr/9UTZrxgDrPjKT9tRTgfHMzrgr LVQUk3DIt+KYAkDnitJJk01QteDwUvNZBsi3DZjOdGaD+NJX9k7pI3CPU6Dj 679ZwJM3ROLenIYYsigYNJEBa6vTNdt0hyEw4P5R8WAAnrOZD5q1JqEkT5Cj +Z6MDMuk3hI+z+OqDy2Cv1dIg0YY5fBjcLm/3q8eRoek4IKwF89LluggKUxH q1aogNordtoNWSmCkCNfiOYkDAREeu2N7VQG/HBVjYRDn/E6QqMpy4yN9O1j FetyyUhy9NfW7uvLfroLNcRBVHSvZS7qmGg5P+/kHaeldCjMYEdxIBlgQYql PuOTeN2pDTdKi5UAuK6Dq+tJIfWgrsAuJTrSemnW0+Eyiwtq1+wX6MkjtPC6 dVuqFJKvytvHKGQhJJX9Lpj4D9znO8L2Gx7C+eYCQZweC9wUC7vOfFUC2b/Q fIXvVFDCNLt2r4YM8i5/3SFwY4OmrFOaLrrlEAuxmqBqKANxx/awjNCvODZh vuHmQBGuQfRSLLnLRpzczIQ14hl4b17KR+JIQ8nG3hKbcjqaPbTOm3uLhLD0 Cgv6pY/QOrI0OjKHBuJNSaeNvahIwc9B9cFTZSTsZqRR1i/gKtvz6pKkyOj6 6Zeev+RQ0ZuOhUwXs37Y85ZvWOVPA73+VvSkTCawvLJ70nj5TpZoYFYJFp04 745v2rU/x/HNx6Ndt66VRnXxX94n5bHRxh2H/eI3KSGl3lRCGIGMyBZcqtmy 50lbXjINxIt494FdYhOqCPI3hpKSkj/BmfdKK0eipZH8orq52IKNWn1Pd14M /YhTCgRJlylSgJP7x8W+C33QWOfLgfHXk7BV7uv5qV4J3pl2l3TjMoY+FGhP 5VpPQUmhd2SDJg3dkBA2jp0koG/m3ZufFZKAR/8lP3SoDRf4uW627yWjfkGs rouxNOBc1k5JuE4E/bK3WisldPCkXmv30goi2H9KjTNwWhHF8QrK9EsoaCNq vVbwqQMGbRmPzWtd9rviR0ftv8agVvHud+GiHrzT1FD61KcHEFtjNSZyaoNK hqH2q6OV0eibGNn0FAmc6ZLpViuRQvyigZSs/hp457CJT4kvBkCG0Rq76iU8 dV2Oe8IIDVledGtva1BEwaE2hqq8CVzopvjh7XQvvlqxx8rtVzrCLPsv+ofx oW4lFvOknoVGSzQelcrMwb607waHl/ciL7ty3c0IFeS8dSxj5hENhTwNinqh yQC0RMb4W30GKPZ6HJgfrwSMozWKJ9WkgOfT8+eEVUxknf9h/q/oblw1tXiT 4yMaKEzZRQiWk0WW8oqNh6apwNTdWs2liAa+CdLLNIIUgJcR8X5lPhGAo+hv t+dsBBzIsp+wCchdH6BSkTEFIx/nju1bQUF8cVjHVsIsHomE0p8z5JHWmUqa 4eXv+HmzmG1tFCXUqf183y+DVOBMn2qpcF3eN6TFKd+jbfBJ3fHbVw/M4eeE 3c99KphAgVa6YZqhDFbm1FdKD1KQBnPx0V/T3fiT5MGQ7J9H8QBr3eRRaQUE jPZqb/fowiUBB4sN3zDQA1u1290SFur7uaOxWVYWYcKkH7/xF2HIwuoR9R2j +O/1vG1sDSXAsSqEv3JpaL2kr7BVloISpBS/Ny/fd73ij5mTpjT0amX2mH8x BdgVzrCC5plg0rfgSvlRKoq/dk417BQDJNSTD3q1UZHrX+GG/BYmSHZujvcI pCK5Ew+HjySw0Y0ZNc2vIxTQV7U5+JIZBR0xfJH4UpsOOBSfKyZTJLSWfa/8 +Hs60L27ZQKLJyCf+5wHdRZMIHrOcTJSVwDpWkYh9uFMNMY2MejzYoL6ZO8/ j5fQ0e8Oblec1RiANTbCHJ2jI3G3tuTCOnlg/v7akZgaFvqibbDZt4MNhI/f Xm1NZyL3dUFzl2yYQDlF78alDiaKLCQ8yFmgo1fDpie3YCxw4NtpAXETDc3e 9Iy/sI4FOC+r925nT8E9Xl9LiaFssIvMH7uIxLDdtDxGcpQNahTmecB4Ecf+ 96kiB1JmU5SIDf7Du9VTvOfTlr39Pwa8BKpPRDDjv+zAl4f/LNfxH9ZQjRmM O/j//Kjs4BeDx0r/5X8D3u8D/g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 7-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwlVnk01ev3/jhmx+HMRxPnkkwNlKKo9xUSSqSBkiSN1y0kSeJ0KW4hDSo3 N0oiqYQypN5tqK4MuaXiRnwNJ0PKcDhmP7/vd6/1rL32f/tZez3Pfn7xPrp5 H42iqMoZ/H+XHLLfJzJXh3tRYxxpqRymFB8ciIjrIFk6h2huGSOIeVrXcClD Br/Om+ejuJKB670d+0znyuI96LBKnK+UUIb6KdJDdcij96OmbxUfvCrKLn81 FmDDpVviRgQKGOtbk2+inyjeKNwhcw8PIo1abXe+ZcBVE8tbliUtKIVPcxLM UsQmWt6rhL49iPruaglVPajPvbv/jckAUdozcL+JcPAxz+gAbCFGI7ykQ+6D CnBqtfZgwaxOlCJbHuH0FwX7s4zkR9MlxHwqucjanwFHF96tbOijAfR2Hdhe V0tCzx0cmX41RJydzfi1ieNk4ci79O4vLGgljUqb33HB7YGVSW8HE7xWTvCu zO5EzbjT6uSRDOL1/LLuYCQPxOFkclBTShp3JNsa+bJw/Wu3EKlYGfd92Rgr /XWStJDejnXnxomXoPKn7R1F6JW5qmdyRB5eHxr/wddggb7vvCaXVC74pp9M +OcTB9RbFg3lWMtA/O5jrn7zFPA2n/K2Mhc+9nOy3Oh8RoJqfNv/3rWOCUmn os6O31AGvx6y7+TgA7J+8eqLc1OVcfQVUb77eRVcezRLsWbNEAqt+ehs94GN sVc+v+aVAg7TpsISx4qI1xK6gfHUKPnN3+OJfq88uM1yx6WFinBmQdiCjScp EHnZRM9624yCs+4aH9jJgHqnT11FahwIUOA++bh5AnmFb1i47lcmZFLDJ7ji VuTnztZXXE7H2tHX/jI05mFh/r0QdwcGhh0BTb2ZypiaHDQQR+Qj7UK61W0/ eQi2mBvEXy+Hy/7xendRvhxlLSMVuZrKcDr7mXYOakNUjmvevEdlxJeZrt4w qgSaTpGc1AQWPFx/HOnFqgHU1S2xbBojmYaKNu8bxSj61YPgs9Zq4Nl2tEY3 WUqYLw2N+rL7kfaGBc6/RfJxfZX/0ycPVbD5eZOYe+lq0OIXVEykP0gnxzN+ XygbAoPq5U67qcAz0Q6FTd2TqGVUd2Fp9RhpUu2ydAjrQkL+mtbep1NEmL7d rQvJ4qx/c53n23HgIO/9nNTgEuKX9S856ztA7t74vXRQyMKN8g6T0RQHF+fm 9LxePnO/zx0duWcosE3+++p0mBTN/uJZmjvKAnWpnLzWewlJeR51cVg4TLaJ NWJuOXKhT3wl3oU1Scp9ysT+B1jY+aAkNu0hDc83D16VrqOO8dY/qy7ojJNM tz/f+C4fJJ8qm89eceCC/tZ3ca0PxonS7lFBShMXitOq+7vPTxI5ix8X7Jex IVey5yYe7UOigsVmOREKeMWNZbcZMgNEFPbYoHbjWzQc0J8bIuDilKi2dXYv pEi4M4j3M4YJ1OIzNnmcFtKyGV1tWCMLtceK1egVLGwT/eFIyjUl7Ld9jdeL ter4xHe3FTcfjxFR+PQ8ibgOHdmUvGaRy4zeWcaP2AlTqNOrifa8Vgayucue MspGiPBjrobDkyEk2iQtuP0XD8BR/NxdlQ/6hxdsvKqpgF8r084Wr0hGLc3z 5ppH/kSbM6znq7xkQW2XEEv1+hAv/mvoeVMp8j1+gpkpVYOT0WAelz9NqAe5 Jgd5UqLH/NZ8aS4HqAy6pu2bGX6lshtdR1Rxwaie+FETAx/vr9zQXzBKnK10 /c0qlbH9ndgLFkmt5EZs5EGLMhquyfCO2a3GBuahiyesIvsJM+/TvhM97wnz lsQ1SU4BjNMmBXmeaphq+PQ82v8tMvTYm3ZDXga8tp9LSOvsI/VNNOHOgjqE Myr+kpNMkT9l85L1ftIwlVfLrNOXw5xLS66phY2gFO6zzcNXvpOFeeK3xIqF zSvH69QvqOBr44PrHISKEOmK275vEsD+lr6GX8Jp2MfOrCJNVx1yA/37Q+/K AWXfn0QXvCbLX+QslTQ+IRLWtcQlrRzMaZjmddXw8MivWkut69SAFloe0VA4 iPAPJWdLXTXc/TlzwVqWhNQ5KKgOVcpCS/t8O6P6YUL5/FEyuoyLjXb66YR/ 5mDjkXXRl2d8cX3Z85Zjn+QxhOYn0SX1JPKinPCHKxfn2foOp24SYP20FYp7 v38mG5z8N5be4+NAJUf8UtBDKDB72mMij4d5ws9hWe0EG3j9UZ7RRTaw5S6b tNEhfgd+qFXDgCCefsBEyxDSuG8W1F0ui6t2HbjU9oMFlMfL+2eDE5DHvzle LTJcHB+iK6xMUYb98tbSz1mKOHh/g5wpncJbFJKbklczsei0hmbc3s9oxXE0 N5MhAP31USpVjxjgo32H+SpeAbK3p2hKA1nwW7uKotNFLlB+R+84TSeRlz/K GiIKGZgKVHnhOSBBiaNH+76UMzC+oYvm6MmAlrb/Tb9ODgiLl7U3bx5FnTXP Y3a3KQBMljZaXZOBSOE2C5PrAgCZrOoguY/E0hvp7W3pQSLTyMhoPT7OmF1u 0pbOxFkubO+UanX4biI6ErZBCTzKSpsjtwrwvwkO24JLvyAq2HKQpamGJeo7 M9LO9iJq0HTJza58VPT8P/sMbgrA+VFq3HzpCHmXtftRWS8brhp7TNiUcaAj RXVo1SV1oJLKzTgX/iGP7Hyq/S6xccxS+nHjnSwY0zr2RJfHgpQ2biJz8SQK l10zoh5DhxvHi3e4PGRBVEF2Y8WDAdL+t8jwzWE2rnS091E5JcDmlx0lxncY sLi8iOYSWIL87ngnXr80gGa33XO7uIYGVTENNfE5Agid2GN/5BQTVDuu0UJo DPhF6GITayWD4y2KeQbSKaTzVudLWsBDIlpxkh5/9QOxLPTZdK1cFpSm5phK zQQwldgdUJ31gTCfRsbHMmVwSeXaI0NuzcRYt2HXQKmEnO9u/xL0fgy1JN6l /xlLwSvFB4amcSNk4pnH73VabKgqWh/Rqa4AnaZtq3Kf0bGyZVR4yZsuFHnI ddX6Dga88MoRTi2lsHOsTkLcDTm8y9T2+n45Hs5+L3Scni2Hgy5NLF5xTAmi /Z6W6Bcxof9cOJXg2EsCLQaichoF2Fp8W9X2j2YiLHCsPl3bjuhnzOavk8Qj ar5lf61TE8med9qxp1UN+l6fU0hKmCDOH4j9uJ4siPK7Eh58e0tExYEaj8wo jG8ZzbermEZ1oZfLtHTYYH5+69emOhVYtZXyvjv/O0rZqvLu7+EOZDP3m6vq nBn/Mv92/nCIiDh3F/lHfOBDX5Fm5gv5MZLCWlG4WpsJflmvFt08ow5RWhZ7 8BouBD8JjHiuxcU1KQobhoz4uGDnY/+8GFU8km4f/0Eii3c8CQtNecODlqWF JaoV2UjjWsHKjZlsHGLzcrjKkQbmSiqf9g6zcFJ//X/0I7i4MzKpRDNQGaeZ j7l6Y0WMD8C9rYUCGGgYPKUfNkG8Fvuql98aIl/3sgKe3mWCSBrSvJo2ioqq GZuLPBVBeOIV2zC2G3UHBR74uZ8OLTqF21x6WDj/k7bqYxcxoehTQ94HmkhV gK27z+1RFJrSVuhZzsNNHWrl+WYsPPfh+1eyPUxwkmrvt8uvQNlXe4Kzlvch 08yNJYGmSoCNtuisdW9Fqq+3hB27wIUM21nJbRN8qLNuN/iYrAJUSvxPH9EU KUwvZZ/37UYB7/2sBJqq2KcydUnICBMWT4ifNSowoV12lr3OqDrWK/gnVbKU DY12iz3o1Qxs92yEHzjOw42KK6OUD6tBzPVQjZBjXPzu3LvNt1LVwfX2aUPR Fx5uDbt5IjFCDRSP3O/dHyeAJCvbjId6DCx+syrowjImmLY5HR6PnPnnTM/L JkN0uFhx7vHFg2y84K7FIBVDA/1mWL7fgYtrC52djOYo4+5snPfdggv9AhMD 8U4etmxW2XH7OgsCHLZe3jSLi+8cEgsPjrBA2qYzEb5ICR9MWlKtmsCDBh2D Vd7NAox3X9IrXMmB7YsCxy7Y8LCm4SZTAeHA789oGQ8nORD6Zd/XIIqLd3Ue j5RbyYZBs6ca0zu42Lm4YstawRC58az0lPIAH9szRP3nQUpe7jvHGH3Hx2+V x/2w8RQq1fIyrlwjAAd6an1ErQDbdGibud/igeOcBI/xRA608PvvL1OZyT9x LM8zQVwYuOtjvUDCww4iJfKxmQdx7jkr5Wpn9tI41xO9mwdTe9HT+kYezizZ 3WDwWBWiD/048zmejxOv7N6+3FMGU/8tDajsdhzP7p3JJf+b8f8BHlgQKQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 8-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lns41Pv2x7+YXGYMcx+VxJZTKqIUyfH5VFSI7VJExaSrtGsSkt1lyihb ki06ats1u3alooSUos9y6eJSjZIo0qaEcp8x7n7O74+znmc963n/uZ71Xq+1 TIL3eW9XpyiqfDL/WxUhLtsldvpw/Xy9zoOrapjSur0zJvEr6RrVpIemqBDr iNnchUw1nHNj3a6ETj1cF+zWY2OogSsDE5kzLvYTau4cmSqkBrUeupJcclsA ovLS5E9WQuw4e43zhsd0jOesJN8k3SjcZHrah1EeSOc1O2+sYEKUe+e7ZwGl SCZQ9xBO1cLeq8eD7qzrQ9QPHweo+o7WFR+L633ZQ7S39N1sJFz8/qdrLYMa /WiQnx7i368Jm0JSAue+b0QyjbIYjz8peLSqwPvKsIrYjV9+tHI/E9D8vLJz zVMAOtt3+tXIiTxZbeN96wHi6WkrkF8YIZYBv388m8CBZtKg7f2aB4W98WkZ wxwQLR3ln5vWhj4t7pnzxSkdiR4nm/VL+RC2zeJA3KMJ0hBw2XneHja2120y obYycc9H9zOq0DES1f0RHzo4TkTCym7nK1pQP0NpZlepBc9CRroEBmzoMpcX d24QwJ4bh1Kra7nQv/PQochlUyAp6ICPeIYm7lL6etTuEWKxh4O753EFatcu CHA6qQ/pv56KHUnTASOL3rHqwfdkjeW/zxpe1cFzDH4JujmNieX7MrVeOSpR pFR2C23kYix6IHj1VBOXxG3YvrXvGRItYJhbjQ+RiR0a7p+WasGGqf64pEAL GDeNRVl16iAROcVNrWhCdTQ/5yylLtR51LY/0uPCCUlvgV+uAomOrZ2/KpQF u6sPP3zPfI7E/pw5WosZ+Lyu9dDuBAE2fnA92t+ViVm/tKeXpuliaqzfvDXm AVIo89dXb54CUcsMIwVraDgiTXTogMMHlLmIlOca6UDd7hpxzY43iMrxyZtx p5TElw8zfKdO9ukh5V5NZcPsTF5ckTYboKZmgUPjMPlRpV8TdOQfFPf0dlTs Sj0QOCa3Xs8cI6wnc+f1ZPeiaWW/SK8rBbiuav/9e1l0XKgME90ZZcBncWQh UXUR4xLvTUebOBAeWUc7soEO9umpdiHXBtHnIbP5JS+HSe4Nnk2PyRdkLHBs 7rw/Tuz8/7ouz1fDmR9yPWet5oKrjVeNc0ULEWd+ILF7+oixyQwa/TYLi99/ /Zp7nILnTLWLH60VaNrHwJLcITa0Hy/zfqk+SmSPT50dMB4gdkfv/uxYz4Oe 1nNJXuwx8sLNPzIki4U9dynOXMtSx/wuk3ttEhbG6y9WnTYdIcnPbyotfihJ bWVT7DlXHpClW1I/flED7aAhoayRB9HHvma/6FUH2rKu0y6LODB20s6Cu7UF SR5a2ubEaOLXU7ueyqjvRHL0rrncvQINpDVB7Hwelp1qWbW6SIUOdw9Tah36 QFked8rjfiZyUPKfXNMA+YFCPUY5G6e/SXZ0MNPFYj9HUdEKfWyh19qtt09B JMcmZihaa9CVaVVurBRNjNlWdzip46h2fuLnVS4UZPMW3WeWDpJbP7b4BNv2 ozm7/+WeYqSJ4yO0NQ9fe4s+N80wtJN2I49mw/cL/NkgbzfGqtk9aGX4r0tM 3wyiPREHWbdUemClsdTrtEIdqNu51rv4KvIuYAPPI5sLVAbDyPl5BaI5XHw8 z5SJHw7Nbr3TyMTfzFRer0g/8Vxutt+2Ugd33LTy/ZIqJ2lnpLuWlapj32Vn LZYYsYEVcvbgcmkvOeq0csG8znrCuqTwSadpwrDl9gb6vEn/1tc+jttfgeyq l2xz+UiByO9k6rW2HjKYQQVXtlcinFH+J00xueddIdaK4Ele5slZNXNo2KWt b8Lu5CiS8fK9B879IB1vb+WvbWVhu8qRGv3TdBx18ca9F1E0kPrglh8/C+Hl lBdmBrdH0LbVtuXXzPRhefBm7w/FWkC59KYzhM9IyHaX2IHV+UTBPn9hQTMX N31IrOusFOLB0JkLV9bogbyq2b/S6DvCXdqeDmZ6ON4zVnSZ+4PUuGrqKis1 4EN/393/+pra9lvx0CIeNv9akX+vgY+tBlfFJX9kA32QG2TqpI7h8IN0hqKO dIVcxWqT/shz3jNw9Wchjt9irJlFKtBaj/3uJdcFOEwUXR3VW00osL3/3XoK PvZ01Yzl2+oINhf9VpbRTgw/694NOaULSQE4a+YrJsS8Tbf78a4bGdy0jewo 08AlI65173tZQG16cjM2KhXZ2N/S0qTxcFK0mXGlTAe6nNGNUsMpOGpHPc2G QeEwNxZ7lM7GkiMGRolb3yPZt4wpjm0CmLPmFL3qDhOqGpqdrsfpQLafzEgV zoZFndPiF3kIgBLvu+IxkU4aHMVWD3KZmAqnFwX2KdD2Y9mrhuV6GKeZoemz 1cBEPlE2XsoD48JFX5q8h9DaN97F9pcn74Va5stI2jvyU3DSks1vO5DERiqN my3A0gLbMHoTB2d6cYJlL/XB9Zc2dkY0AzaVljRJ1wtxCHD3aa7qQVSUQz/b SA8PXl4aWvtCgah+mwV/tD9AGw7sKk77XQied64mzlINEtXmovH4M1xIsdo0 6lTKhbYu5bP4EjZQ6WW23NPVxJDJ4AdFcHDCQkaE1UY2iBnFvgerOSBr4V1g WY6h7rJy07MCOqRFFAZ4ZbHB4njwzo6iIWKX7KawusKElL74jvPKl0R8JfjC f37vQ8MBLzb/46kGVQn1r5JyhBDoxw4UfOCA7tfz6tHqTAjjSLte3R9FScsK +eaqcfSwllJjhxQjyZJDjKSUt0RytfCEowYNtMen26hshRDqZtaSHPKDsO5L k86w1PA3+7DnM3KqiZVZ/ea+EgWxf9lmN/hkkq8X/mZcPENBkf9CUUHjCBnN 33SiZuYkr6IS5U13daDNpsU+N5+BrVfM2l69tw9JQ3zs13xlguWhR4vXhQ4j zzOmqYlpNPx2S6eXlq4AZ78xdpuYRsMpd5uYMWJNiBPfL57ziAWffeMu3vBV kvBlfadyGoT4kqDzQmryI2T80O3lEfkXNFCffa6hJQ9Rsxx65R6NxJt93CMP 60PPs5Oa6amjJKP0UHZDKg0kD9pTb3+rIJu4D9/8pUthfGnerNXlE4hXdXDB PT822MWv/9RYQ4eEBwf3GYT8g2Tr6a9fDHxFOyw7dpfWcICy+xa/O1pCovUj NvvWCKDnkdGtoinDxKM2svHFCxaIM59a/HFcH4rVYk3jqvnwcOPd/XkJuvhJ RfiunNeaOODe0cOy53xgvC45X3T9EzE4/3Cp+y0OPtq6vXa18Rix06bXbh1g Y1rCgVsTHgLcJk0vNgrXwZ3OPdTEJPfwTri+vkAI1Tadg0/G1EFkuUe/7JKS 2BuE93EXsEGiim76t/oQ6vkQLfvTSBOMDz7lzD3TgXwfBZ9RK6LDZ9MCX6/v bOw4fe9xr+7XhGKMK4N3NpIOg5ncxV8H0WFZS0FgGR/fX4HEim1cbJj15qnG dxbUb89pUoVWkeyU71GZi3vQMD+ia3CbFuB560xX+Dcjw5muToWePMhwnnq5 ZVQAxV7th19P/p2ULKl7m2ScxKxDLg3eX1DYG/FyoZEu7sr7CZmZ6IPlaGt+ gyYLMmlGT5LKdPHsh9VXFQs54OBLe4fN6Xh1/qAgfISPK1y02k/TJufyn8MG 0Qd4OGZXzLfYBAb4/HVkruQjH6cHnnh3bBYdtPbe7NyRKARasi/nwn5t3Prc PvL0okku2T39LbxKH3uyApOtlQzo/3XXH7nqbPyvv5f1Uwnq0CewLp3YxMXy Ak+PedN1sN1y356kyX+xV2ht3rqRj9f6hDnfadeDMNf1yT9P5eENZY/94Ls+ qFpMR49ZaOP03c8XnQviQb2puX1wkxB/1gt4nFrLAj+L8OHTTnw8n0S+unKJ DSfy1TOyxrhgX57mnkNx8Oa2CCltKQc63+pfOxrHwZ6F5etWCJXkC/vvpXqh AuzClPTGg4qkp7mkKG0FuEJnRIytxpEUgej8EQG4Mq7WxciFOK7CeW+OAxfc pqduGrnAhScWzT47eTwsTmQHHo/kwReX8pNr27jYVaJN3jXxwSh32wFtGRcb GZz8HhfEh9HnR3ffK+DiW8VB9eZ3dYH1tkHjrgkfXzgX5Lc4UA3Xhu6NyzYR QmWH20h2JwvidkVJ/pr0Z957cjkwYZLL/x8GOCJ5xD28ivc/vWTu67X3LjL+ p/8PilQNAw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 9-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lndQ1FmUhX9g0zTdNJ27YWCQWWQkGEBAQBjfU8EAklQEEUljlpGWUQZd 1EaCjAQxMAqiIOosklSiAXxXgkpSdBAxIIwESRIkNJl1t7b2Vp26df48t+rW d37yD9y0S5GiqGff9T97ZN+GXTJLDmxwODT3lTGDKOWsPeHxHcS48SbvhGwM cY/rGS5jK2DnOrsihisXN/k7DJppzcMHp3f+5HF2gFCG+mnyfQ1ISg+ka8SI wbeq/PwnYwl20bKZLvbmYKy/hnyRDaCtkuIO5mUhRBh9tttezQYvI3HdTuda kiZWdJJoKGPmyZr0jcNjiOrbbAO1vSjQ1XDl8oZ+wvD7druZCPDvYnq8a88k Ghel7Ns2TIcLd57nVI4+RWnzKsKdrlKg9u/aNAfHKWI5m/pwzSE2cBZVlDo2 MAC+du9xb6gnC1KTS/dfHSMuLhbi+qQpYlyyiWP+iwA+k4+MTS+FoGPZMPcr RwS+VtOiCz90IS/rgMLcbQ+R76PzesMRIjhx0/GwmhENPnqm2hkF8PCLjLyd EYFcPPjBMU5+YIac5nTUuRVQ4CupGbBLV4ZnVlsXIH0mBPzX0cRXjQJ4O1Ax Y2WqAlInG0eXsBG01PK2bt1JNUj5z9ORU5dVYNeSxD3JVp1k/ZJfzmrdUMHP U7YpT2RycH1gtvKLlaMoaMUBmmWbAGPfYvGLSjr2O9dUoXKvGfkuZRkYz06Q c16ZXReiGOChsQ2XPVCGC0blSWxLJZD52kZrVLcgyx0qnsNnVaHJqbH7oZoA Foxejcxf2IN8T25ctPYAF6p9Ph1MD60j0m18fWVzFmaeq9mS1SXBOsV/H9tm z8a+J329kqI4mJoZNugML0YVy/z3KzgoQYi1VrB4PQ3Td0ZHcqw7ULYpqcrX VoHqgvU2RZpXCJW3ueDH3HKSccqJ8Y+lCmg7RQhuJPJAnn9Q+qWaD9DQsNSm eZJ4fTJ+/t66CUVXZoVErlGD3Rs95wTNCsB9bGg0eHcIcW0K77fsluCm2kOF 93KYGPsVmBW5qkCrNLiEyPuJh3Sd/qXVAjgc3EQ77sGE0uL6/eG+w6h1Qm9R Wd0k4UXKti6KaUY64pWfvxbOEhdW70jxYgpnv893WbBOAKlDjVKTK0NEmv2e RAZ8I9duF9vpmHOx9G1HR34YBQ6hVqnF7YPohw/eZfkTPPCjr64vTVKAtEen z47pjJEfxGsFn3aLYLDzQoIrb4Zc2vWJVdbJwS57R+Ju5ShiDVCunAnkYeyW XBujO0VClz/QHUgfJ401LZEX7IXQ+9yzrXJYCRg+E5K0ZiGIF7V3aWorA826 P2aDKR82ni+Iv+hUjmT3l1jkhdOx2bwjG36e+5fITtwxqHesRmOP6+oSVglx 2um2tetK5ahIX+Wt7kM1oJaE2RYIWgksyb6UrkqD+t9L1FhVPDymtUmtKZ+D pe4rfUtXc/BTn85NSjv6iOzk3I8jnQ2osWPcY7iRjjHPOJefOIuiho6H3gqf IXeFpoXs8nGynMaNP1Y6iPT3/+x4UZuOV+5q/elp1mfU2vKjlmXEALLXGvvT bYQL9d06WL5wEB3yUB98FDiJAo78wc2Uq8F/lPGinNl0oLLyTfaK5CT8VtV6 pq0QqAyWtt2zaiQsNDakObHx/YmFnbnNbJxXYJu7Na6XuKzSO2RRo4IHy75k Plh2F12Oi9hrXa6IP9Y9eqG6hAvcfWf/WBUxRI70uIcG/tFKuNdGNqfQ6FBx vzbNT66CqXeNj6IPVaO1a5m6k3e//6t7VOKtrkFyapFc+UllCcIZVVdpI7Nk Yx6KCsuZQ1RBPbdBn4bJ/A8FJusonCYs2jR2oY9kDB9Mf3eGiy1rpho4MUzs abVda90rBYjYjNv6nCVQZZ97qc/9G9q5zqLqlh4HXjpvyLdoYQK1YSiFJXlK rrBb347nPSTjB+YvW9OgBnZrjno8u9CMcD/DxUZPDVsPFfz+kNZKGuzpqqM1 86BB8Ym6Z/ksoXb++WTCVIgXBurZt/8rwcbja6PPf+BB8ramh7d+nUEQWpzC Gmkinrar/YQ0IS6wCxi74SzBnuFZdMbWbrTR6ZBj2d9izHC53nxm42tEgUVh r4kS3htqbsJ/XEqwge+fFRndpD9HVHvdiA0Jnjhn/gs28EO7Y1u625D6bYvg nop5WGq6Y+Xlbg5QXo9vR4YkItXk67lGdCFOOKanU5OmAsFR1u53YhVxyO53 NDMWhRMSwmw9mnhYdlxdO/7Xt4jhyR94VSYG/fWnmbW5bDC7pHv0tEwVKGlg utNcCpmO1zrdk8PG1GFmqfe3EWSiNJSi3vydJ5f1kOZCBdA9Ed8fmyoCnRLT 9pZNEyjvTfeoaDsNQCG7Lpj2hjD8/7Vzf9qNZGYREdELxdjfIyvPRCzC2a58 /7Q6DmRkuBS+ylADr/Kylgg3Cfb4cPH5wSsTiAqxGeZpq+GxYjvF9y8mETVs tvRKdzEaMRzQYkRLwCX3RvwC+Tj5iaPpvGmxEC4ae03blgvAO26XIKREAFRK hYUg5hU58/qel+M2Po5dxjpivJ0HnWNq08/jhJDWJkziLplBPlFuzmrXGXD5 SImnaw4PehYwjyrtpcDyvMOIcTobthiOFLa4txFpun/SpXPf0PvX3f6mv1JQ G/vuRUKeBHAeBD22FIFqx1+KxxTZcLN915bwrjGUYF0iMpDPoinnXSW7JG+Q bPlRVsLFf0hFnLCocxUNGLOaZnILCfTf3B/lc0JOuIURCXFcBbwiI+qU+uK7 xFjv3Y5vZSOk505f4tGsMdSadJOVHEdBftaDxJWL58h0kdephvl8WGrR8ONb ZzZ0mbWtyC9i4e2dEcyyCTmK2Ld5xfoONnw25hpmS0eQS5xuYvxlGt5wNlE1 QyDBd1/rOMz9QMN5dWV9L3+jQbS08In+Qy6s7akviFCeJoetv53O+yjBVZa1 fev2dSKd+w51x+vbUWO3wcvNlWWIWmAzVO/UTEZoka7Hr3Fg8GkUPSVxmlAF ppLH8+ggK+5OzPpSTQ42jGkYlc8hfM1owbqqObRFc8eV1bFcsDzj9qm5gQkh e0qGTYqqUZob8+XzsQ4Ujb+GHYvnA2X55cz+YzJy02zpBoM3Yhh8qJ1ZqjRJ ppOLFbYE8kCaXbn4ShgHptpedLzcKYH72+8cKohVxVFfU/G5TBXsee9EaNoz ERROhl4a8Bkk6n/dt3LM5GOurTMZzRglXREpT7QPq2DzzZ05V9xVMd4Df7s9 kMDt0Nb8fSXK4LskgFNxbZT8VdsYFPSABzL5sZZfFCeQfteXftknGuj8Uck3 jOtBZTMu+QIBE1p1H2x17eVhrwV3FmvsrUIUa3bUf08zoZPxWiWDcRSa1vbA u0KE41IDtUzOi7BWzuvKeb1ceDLoV1V3o53cvdgbkm0+iMrCUjSPJ9IBG23R Xb3tM1oUgphKYiFk2Gmktk2L4cNS+Zf2Lh5QaQkDO2WzJEkxZM4r6CMKei1d JdFWxeJ/ZrS3uqrCkunOoo90LgQp6ZrOnlXBC++/ujGyjA8pO987BkfS8bqi cfHhKRG+H/PGXi1VCWIvhaof+12Ize0tQn87ogybrx83lH0Q4S0r95nurlQC 5YO3v+6Ol0DA5z2hEY/m4c5nK4JjTLmQfrtv5bd4VezC9T5vMsqCXK+Lanes OPjnm9bDVKwilDhdd0kK5OP6By5ORpoqOOrVgUXm3+85JDEx6NwuwtpdLxo1 bjIhyN7tvLOGEAcXZv52t5MF8jbd6ZOLGbje0idZw1AA73QNVvi3SPBUqN21 9k5VcF98eDLGVoSPZNi88ppWg1NFihk5MwIYL6op+Upx8Y6uIxE0Kz58Cdxv MlvIxS4lVVtWS0aJ8W+Rcn67CG9gy4bOgJwcq1HV/JYqwtUqU1JsPIvW++ic 8ysRgT3rRlN4vQTX3tl7i/WBCw6aiV5TSQK4ZvvPTLI2H0vjed5hwUJo6F9c HfSRh+1lDPKmRQS5qpIcVSkPa6tH9Ub7iGDS6PH8M3/xcOYTn3cGd1Thsk1N ZFSeACdd8HE391bA2W8/cv3WiKGmx2Hq7tfv3Hw1SK25+p0Xb0mqd6wYmuoD tpY//p7z/JTj4VohJNw0HY/rFeHlhi833ktmgfhQmVvmNTG2ag5LeVY4hKj/ HXV4SuvyeGnwvSf+nw9aY/ClPV/8//6/AfPc70c= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 10-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwdlns4FPj3x4fkPmPuo1zSxrq1EoqiPp9ShFiUpZLUokShleRSo4ZsIilF q5pSUrmVS0n1OUXKLVMhNlYREgqNBoO+fr/zPOc5/573c17nfc7CXSHu/rIU CqVqNv+vigMd/PlWauAUuGRgX+0PRFG4s/t4Sg85ULh23pngMUSP1TMyo8rg 53Y7rZyMGbh1l9OwheYcvNE6Xz/iSx+hGBkIJYFNaDLNOipkLxd8ayrT/jPl 4RLFjDYVGSbGBrakj/8NWVE3mVubs0Fg3LV+Wy0V1ALlNf1muoiQK+vCm6eA K8syer6ckSLK4CYbqB9Aq3Q8gv5WHSSKO0dvdRAWVow31/TYI4PHOVmBW77L g2GfSWVafAURzqk67nKJAruim4bEV2aI1cyVh7ZhVPho3FSmUK0CMNS/27NJ RCLvmOvoKEmIq6slV5QpJWbabNt/h1jQRdoV3Rtn+zqitXuBLg98V0xxzs7/ jIQWLqbM19XItyJN77uAA1Xn5QpbIxWhfeuV9cbBDHyk7uCDxN+YePi9c7Ik aJq46XtLvy6WBV9e3bf11xSg1OP+L3bxqhB883D66xYWlB+iH5s2okKoi42z a5wYHdydOehxmApZ0SfipRlKoN2t/tnfephsMFl1WjNbCZfSsz2vazGwKCRP 4dXqMbR/eJmPaRAbY9/73FfP5bFJyLGBUHEf8l2iYmg6M0EWubsJHN4qgde8 LfhZuQJoFfi/3XdBAfi+6xLn1Xaii6UV+1cYqUKrS0v/QxoLEt/cNQl53Yx8 j25cbBdEB+yXovci7hPRuZ8TtcWRiltfDiRbrmRgyvR3w97j99H5EOrRpVZz IdJaM4K7QQ6Lon1dejyHUJ45qSnWVoIDcdutnGqbCeXephKtgkpSbX1NztVr VpeLgJWdzoCaipdejGQ2QFPTEpuOSfJ4vUA0MFGLEp/fiYy3pcGzw0FJTd1y QH9iZDxcNIIUS6YG1Vt5uLU+rPRuvjKuqh9TfJIjDx9CIx4RyVeSqm0jLrzB gvCIVrlYL2UQ5PBWWlsOog8TeoufNUyS0ofv1kW+eYN0uKu7hkpniCgqMGG1 wzTK+7fYVdeeBfMc4iXIbYKE5v1L4oNHiZXfddq+I2o49F1PT3EcBS42d2/Q XzKA5r/3eVY8wYDGuoUSttlcEFacOP1D5weZzG9viRVzYLj3bKobY5rcMFc2 vnuAhl33iJNv5MtijbShVuaOWf49LtYnLZISvxsv3Yq2SElLXWf8WUc2cLw2 Ly2SVQbFHRM8YQcbSlq7dEIcVUDO+muSgzkTCqIf1Z059JbwH5hY3jsuj83a JJme0teEf6TQUORci358qvj3nz/YWHii287+sQQN7+Tl252kAsUkbl0J6wO5 l7Vr3om/5ED01yOaSg0D5xYrfltxlYFDPVf7Pl6rhnfbyZxqu99J+Ed/aol7 m5DyXb2Altk9xAzTAmb6DPL7u9PycfgkKWKbl1Irx0mMZcwZvRODyGDvr87n tOVx2elH+JVgAH3o1NK0EnxDG/5otIk+TQdRvw6W6A+jKzaltzZTp1DwwUP0 2xIacOO+PGT9qgSUO8VL93AkxHx4ZWz1OzZQclW017+oRb+YvMhoj6TiBxP6 vQUdVGxqvTxs4fJO4rpGL8yyTgn7JV03XlPYijKSBXusK2XxExB1VkfTgB54 +tAawQi5aUbb6TDeTeiXxZuy5OQhZa2F/4NKBUxpa6lIDKtF7hUdH28nUMDX MyH9xudh0hImelJyJBrh3JpLcuIZ0nXizq356VOIUiKiNxnIYY+6R/12TrJY yC5z/3F2kASwzFMCltCxVZ20SS1JGUcWadGSNs0QwSbcPfg7D1IXGLKOKXUh P3vLmht6arB91TJ2+tTsPBxGslR41aSxNMJIqkXIeNACM9smGlwuLhZ33ixG +Kuiq40eDe89rWuZV0BIk6O86ljdHOhLfAGR3jJgOm6XmPaeAQsqE+/LoR8I Yu5nqYhbSbX2xzj9dhYuWR/8I/t3HjY41OfPnBlDG13CnJ/lcDHm+9jZrx9A FLAsHVg6F2fSvJRClSsRNvT9uyq3n5Bo7f62RiqkbsX5C15RITmtVeAkaUTq tywjvlTNwZtDdOv532b7935yKz4yHX2ayPBwU2Tj1Cg9nTqhEkwlh9CWT/xE kQFtchYqFFzQPHqo5AYT82PVtVP+fIdC66Nb/S9xwWDDCeX6glmfc/PL3xOp BpTQkGsuP7OIZufLDq1cKqaEKz/2GRUj/vOMw/+E0zHO0EMa+jKgv1hLXSOa CzqPzD91uk8gbhvfaIQ7B0AmryFCrpkM7zTzcCv/jPgWAkGi/qxeifZ3L2ce znNj7hI2qMHcA955sQN08K581inw4GFdqfKZoEgZTIm0+c7QpmFpX279/r0U TPluseSf/vsotetg5KEjPHAtyE7RlYwTJ4i8Mq+BDedMvafWVbKgybh5h38Z ByhZVZaspNdk8oLXdetVTHzKTOWg6TYGeHd5X53vyAVhNzuTbjKNGu0/RiUb K0DGwUdb3fIZsFrpzyeckTlgleYkNr1GBdmM9Xe3mH0jodd2ZV44M4oi0rki 5YEZUn+q7VXqPR78Qg09EXCBB6o952WjZKnQUmb/0FJjBKVaP+IYSmbQ7/P1 YhY+/oD4yw+rpJ57SxQjg/tT+HKgOKNhIbHkAdv9asPknxSglwpSk+ky+ELD dtVFlpXIVK9t++gzMbmYNjw6eUGMPmReV7mYTIF3R4Q9O1fLwFSZ97GmBUy4 O3lqWd8hOny26F5ZXKaCE072FN4TTCNB4KaVG3qosPh1nY3i4CAqeqPj9HP+ 7D0YuFGnGSQLiaGlTw0e0uHdk1N9prP8hluPnrjXzsM7d/92VhvESOeBU0Os 6BO6FxC9uVy9DlF0bUZELh3k/HjiZrspNRiuTpDPSp8iXteHYq+Ezd6v+/3p d/pqic6x2BTmvp8IXzbWta/5iQybBbTcODWwOunxX0eTMjiqBbRMWwIReig3 vvzRg267D2cs3cAEilXfyb1RfPJqS7/FVDMXhh9q3348d5Lk7hjX6+Qw4cG2 wrCSU6p4I71OPTReFW+9eyRG+IID2WscapZwJ4j6+QcrnG8z8VrbMFf7PwfJ Z0HWU+1wJRzr277VqpuG8W7I8SjnQVzV2/3saFXwNQlWq7o8Rkb5K76LbJnA l0R1rpKdQD5jm1f5XZ4DOoeeM42SvyDTNahNL1AJPiwq/8NtgIGn1c0lHwo/ IYrKzNiu3R1E1/9NQkuwBMUIu8t9qjg4YOrKy32EhzXz3zyfM8u1/PWgBhfu CCk6NxCZt2wYnRyq3CBTPRew8eZFa7d0IZvXFiLn9yzIXT/vSvcUF5rLDjN2 LZv1W2HqNz/+DDH3DguWQSJ04E3oGp62Kl490jqTEKcEJlO9Ze3ydLCSN8gN 2iaP9R+8zhabMWHqQFH1nY+y2L5snBsu5eCchuy81BUycOpCjHrUX2zcbzxA 9/CZA5uuxhrx33MwTdv1zMYAGVDYf2soIIUHuf6j9Z3KM6j3xcqIJHM6rNNg i0PclLAr3Sdt6ZgKRDz17P2xTxX/et36O+WULCQkMP4zOzb7/5S7uhhrKOGm nXF72mZ5HOEtNezdxsHDMcZ74n3k4YCjR9rv89j4XE7mceFHBZB0L5o6+psi llOQUIRiBrQtMly5q5OHzdtbnl/SUQTP38Ink9ZxcOabpLnhFcpwrEw2N3+a Bfsdpj3dZVXx9s8HBXIrmFDBOxktraZi10c1m9fyxkjMy4BS3nYOdqDyR06C hHjNNF79qsDBtUrSUGw6g1SP8p8ulrLBUSW79biIh3WMeOU1o6rgpJHuLc1k wZFtVTdfGdBxaArDJy6CDYn6ehpmV9WwI1+RNHdyIKY+rWEhn4a11RMGEnfM /hULpLee99Lw7ac72gwLVUE7p1zBx5aJM8/u8FzmI4P5tk6ZDH8O1H1xkhYN 0eH8isC4TwNMXPKOXPE5xYWCq215CbEsfDBN6hxezwYdh93DGu9YeLlR48a7 F1VgcZfgzuZVHLyiIy7rRekIKkp2aLw5O6dquc9ejYZqOLV+q6JmGBcO2Br2 fSrm4pzO6GONDzlQKAyQUu9xgfL/oY7/B8mm21U= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 11-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw91nk01dv7B/APTubjjM7RQLpRqFApouxdkZAhStHkdkuJbhSKBqcIZUiG buTqRGVIZabp7idpMCSVTCVu5mTKcDJ0fP1+6/ttr/WsvV7/PftZe7/Xnrf3 iMN+SYqiyqbr//Zhd8v9AiMG2IT21vaGDyBK5s6BoKh2kh/Won5z+zBintbU WUaXwCZw6mHkDDau32s9YDBHCusEjCyJM28hlI6WUOReg4LnyvY9t+SBa9mz mM/6fLxOil3wyIGLsdZ60inoR7Ok+gUeVRwIXvTFfEc5HcwtXtL6u/qIkCdp y58pg9eIlsWZqVCY+ua4Gip7kEJ/4NVPZt1E9vfvGU2Egz+I//A+u2MG/qGc 5O48JA27Kk4aZa1pIEKp0iDbvylolM9RtRujwEh8/eF6bzrkLWq7/7RICaC3 +8C2mmpSWVR57oOPiNjbG/KqEyaIgeCDX2AyF1xXTSrHzupCZZpD524bVyPX RzGaQ8HKIH/hUXfKC0X45HLdfJEnC+v3GSlG9nDwwEebSJHHT6KK3muF3ZIC V35Fv3mKDKR6q8yz+aIEnmn+8W9rOVA1tSTI9TITvGxX29ifHUaPrlwo+HxU EZJOhp6fuCoHSnoHksTOI2Sj7ppLc1Ll8AzHhEWV+9m4+kiWTJXpCDp0myrW Gpqen2sRr+q5NP5gtSlAN2wAueopaOuLx0iBxY+5U3MVYPtMZ1zyQAbS9GXp VaNyIHA1C5tZ3owm6X8GBZYqQL1tbfdDJQ78eTF7B8v5KXEN3LR4gwcTNl7N rVv2boCoF90OcLaiY8oh7fBvOWxM/RzS7ggqQm5ZxbG/a86AEyZz/Hgbabjc Mil818PvKGs5KctTk4Nyk5MhhwfbCJXrmK967xn5MjxCvT4uB2q2wZzUeBZc e/bbWhM7HkBNjd7qpnHSZ3xtXdjALRT2/M6J8+uVQC3tFD/+qwzUV3oX5NyV xxuNDJueT0hBi5ffYyLqIy8q9eGVLBd8/Oppp7fLQ0RTZPKRu/+iljHNxSWv x0lRyy63sOWA1HmmX3oLxIRqnvyNbjiOshrz7DUsOGBZPROlBVHgldVIznt+ Jwa+DZcTYpSwV117e95ZCoS5Wxyb49rQrI+7S/LGWLDmsoSaZ7ksCB+FXhpV HyWN5scSVc/xYKAjNnoz6yfJk1hpJRQrYvuDw5G37kpi1X3vvy205WC8NbEy fP4EseXWB3ozxaS2ovl8rBUXUKdNYCJLCWT3jPGFTVxwOP/v9hI/BtBM+sIt l7MBC937V1p3EUGxrmFukDRukbbvPulrigRn7mtX25SjUfnMztseXCwMbd1g 8USEFl/TDHJ3UQRK96xZPqeFpMjPvObRSIPqY4+VFMpYuHZ7V23oQQ722mbq +mQdA4sN6l7dqH1IBIFTqsMdNcj0lMOxBztlMGbp32PHixGet3aoZr+IZHOX F9Cf/SARbvXSTrGdSOvQAps4NWnM21Wp16P7HbU0q84xCu5HZtHp/UIdJlR3 q2PRwgH0Wt3hj97Mn8jT9zgzUzR9Tvysv850ur87eUsPKovIv8ZZOec8lIFK V1Azf1mO9NN2yRSk0nHx2MKOe010rGQQwXfa8ITYr9X0NqyQw9KxFqPd6R3o amTwQZNnkvhFu/ZvPtcUgel+6fja4EHSEFBqPt+/kzCThx2TaNLgUnlNmxE9 A1MNtY/CvMuRq36OcMdOCly3hcTf6hoglmqqXl+3PiA4vexv2rCY+O3iv847 NYao/GpmjRYN9/glq+20o2Eht9BhNPYb2eDWN9SRxsBGFRM1jHB5vLovuDWU NkaCHXHrNzs+OFVZzbuRGEv2WRiW3dJkgE98tPFYBBMoy8EkBf4LInk/5J8z pU/JD4+5y9bXKIG/+9zddeQ9wX2y9qs1lTAk1lWoLatGNVbSiiMVUrA/WtfX bJsU6P/YEBbzkQUWzkcPvjToQ3CqKElhuJ4sGwtMMc7n4Hxzz9FUOz4WLvZ/ pb55Cm2y9bYpuc3DePFolEbuKKLAsKBn6Qycf/hW/LB/I8LarhdK07vJJcuF 0mwfJYh2wXfnVtHB/kq3Y5U3ISoZhn5fS6Xwyjs9zu4jCkDt/Cfj/Il49Ng5 etJPnoujAzTVK4RywGUc/JPeMI5OuDXQDBQoXDlr3x3mMQ4WnFZRi/qjDtWb tj8dO84DrY2h8pX36CAV8m5Aw4gFlNeRFNupJLJaz9dgc8p0rvjIP9n9fRi5 yT64mTnOxPiqJpq9UAK0G++szXDig/rj5W3NDmMo4BN/T+U7CQCJrNd+tA+k /vegfdZZnShrM3uv8DUDii8xz8ScY8POZyXNwVv5ODms4snc+dKYOrF6iKWm hKeGdK96HZbC1JCB3rXuIqSbOPm+w4cP9vdSozREP4ivd21/i6cyxOnvnDR7 xgGrcrMsh2w+UEmlhpzwt+TQrqke7XlsLGzlJjB1f6I1codvKxbOgKu+j102 32VBdO8jqQUBMmAUYz2sn0KHpnPWte4hI8QrZW/CX5e/I6Pzzo33GD+JYvsV yQBJOjDYjrj+WgeKNnmsrC0SoxsR/FnRfR1IsNJfITruPdm0t3SOIaGBrHi2 gciQD/c20+ufy84AZkFwdCRTAt86PrXYfV0d0tds2PW9ZJhY+Q7bnQqefo8J NxUSIymoW7hPoNEhCZOFO8/VzGXDmwa9T18s2NBl0GqcV6iAXfipmW9DJXCw u6PxxnY6XMLHNYtHW1D2O3XrqVk0PCB3IdP9IAVhXgVPtR4y4ZJsjs/1fBr4 mHwPzf3Ex665w3oJ1mKkXmz9+nR1G3rp3eHJKHyLKI3Vg9W2TWSe34s7MkuY MPAiRDopfpJkx6W1CZplQVDUHX+ns5y806NJjfOmEE5epGFRNoUyjtl1lH+l g9HFrZ+bauSBtt6smhfbRIRb5d+8Gm1HlfuG7ndJsIEy6rx4KEBAfpxJVX9T O52/D9Uyn8wYJ04aq6wOPWZD8Y773vkRipi9fHTA1pWBXXLOnBK+VAbL0os/ DTsoULlSvMomk43LJ0PNNnQ3kq7gpKdqPnK4bWV30KGi6ft3AG5vfcCHxSGt cc1JTHDV9WSUJo8Q2xVJx/Sq2CAQBTSvkRxDcZIl4Ra7JUH9+HO2TuRXlBy8 ZMqQyELL/AdOm3tY+JjB6bdN5wYRpSAe2XugiWCFLJyWPYrm3H33XKqHCVl2 CwoLG6fzNa7nRNaKAWTv3ON7fpQGeNGW+eucv6BNOjpXrgg5kG4+83rrJA/e rpk0bj7LA0oY3b9PICYr6zL3/6WbjY6+81rLV1PEboz8z0U50qA72VH4SXo6 d2SWqDYskMILi9+mDi+bnoskPbDkpBhZFP7g+UwoY/25bXMWpI+RiL9OqQQc 42Kj2abW/lFi4njjtI7gozK+PHH4836lcSLzZ0avWxQfvKSVbxQmD6OOl8Z+ 4cuZ0BZhktHLkcb2zN0xS6dzwnTB7H9MU+TwgpsmQ1SEJNj/c9ajMo6Jqx/Y 2y6aLYfN2pZYTngqwSB/qXbHDmVcwgobG1CRhKNWW2PsZnJx7l9hCdGfpEDU On8ycIksNvoQdWABYULDfG3jvc187GFysNfJRQq2LfEZDzdTxk8mG1eFB0jD uULJ9Ls/OfBV44+VZZKyeFeXbzBtFRtu2aG48Xny2P5x2ZZ1/BHyav7GY3Nq udiSLhi8CCKycmmsVs8RLi6Xm/DC+mJUndwyKFrFBSuF1Pqgaj5OH9658JSe LFjPjt85kcCBR22HUmluitgrirX7rN/0v8O778aZCwrYSiBLPjQrQ0qgCOuo y2M1lZCesD3K8K3Tn3tcKI8zn+5p0L6vCDcZ6RdW1DBxQuyebSt2S2Cn+w/m lYRwoeKr9UR2LxPUUv6VCDFm4fw6cn13BA9Cjm6QslrNwr4xEzY+lVzI7k3s yihh4ZU6bzblJCrAOkcLiamPHLyq6WzSy4JBtHt2bLKdKh9e0Lq2v9FmYPWE AqbRFy4cXa/d2ZbHw1ZERLvuy4H7QrcJei4PnJwYieKHyjif1Wy++I0IUf+/ VCDMpNzBTEce/88ZW7Tys+i0X4729o/OfsD6ZetMsUuGKfuXZTw+VFWZM395 xd++jirtXPiv8bJ8p2z9A/RfTpu95e1NGdYvH3rON9LQZP/ygdbNUc3HGb/8 H4X44Pc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 12-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9VWk81P0e/WOsY8w+I0kqnlDZUkj1/7VIlD1Uj5CUPFRDkqSasl5bHtH2 KHOpSChFiPp9C5UlqaY9UbZEsg9h3O59cc/ncz7nc96cF+fFOfN8D7jsliUI 4slv/ldHAmx3Cy3oILLziPl4sYMkFG/4R6V04rGdx/XK1g+TjGO6BqY0GVRs eX5lcysLvfPdNGCmKYdYIUf3+q15gQkDPZEkQEyqFYh3aurzwKeuOu2zMR81 TSemBl7hIaS3DncLf5JT4wlN/wSwIXrRV+s/62nwgFUzVhUwikU8WQf+LEU0 68yF0jP+sojoc10Jjb3k+/v5tUbHurDSzqHrLZiNcsLTHxc6KKNxbmbAtmEF ONLPbZto7MQiuZooh0sEUN4drsnJlgULada9dcE0eMiNEN8XMwB+9Ph7iJux ds3uzoQ2CXZyMuc1X5jEy7+ezddx5IKP5RT3jMY30sYE/6hWfU36VKbpDkdz IW+VZdryBAZ82p5lvSiIidoYU95/X+eigY/2yZLAadzjbuc+T0sefPgNP62z FeHp4yp6fhYDgnKPZLx4wwaodrVem8wCgcNKe6eTI6TM4yPH/YOokHk0Lmby vDJII0qdzoX/whsNV53WzFFGbhmnZ4YL2aj5QIFi0+pR0s+zgTnvKBchnzJe U60CYnu9Pa7DGyV9jKj6xtIJbLMqq7IkSBW2ztqGHlUogsmd/A2G7qog9Fkf P6u+lfTao32+1osK7xze9NxTY0OkoYk1ymjHPic2L94QyACB9JLmqV0SrF12 LWKbHQ3pffS1p+lxEDE9rN8VVUZa9OzK+5slD+FWmmG8jRRU6KYkePp0jCxY iuvuaCnDh7tPBKXT/Zi47Voyp6gaE0W207bnlAHEYqOVLb+wdd7ym7kygONr b4THrFODcHFyjtugCrxrDC4tLlRBjTnhxc+cZKBNEFaFJf1YGqGb9CWQA6Fh 7yjHtqrAWheGampKI9k2obv40bNfeOB50/BxyRWszVv99UepFBuvS8UfdSRk wYc7Tjo2bJCZEpwq8qKAoOADjgkawsaxatzH12hI8Laz885JAuzmJlYajn4k NT56PbozwYQb7l/WV/uqgqgy7vSY9hi+16LsdZ/Oh4GuM6nOzGkMz3cGnE6g Iqe9I8lXC2XR3OUVxKpVHITcLjYmLpjEmQ+H3S/sIuBNQ2vMGTsOmFXm7FnL YIKS9wRf1MKBUXXB04QXTKBY9SfaLmXBlpMRkS77hrGw3ND8dpQCWnayzyNN 5SUpPH5Tv9m+nhwzPj9SLOQgUVz7Bpv7EnKveOm2JAMqEIYn15ew23B6+HNN pzXy0HywSo1ax0Sy0icPXhtxkcBjtc/9tXTUfSMjN37z77wTM3NGusRkiM0J YWaWIkJM4yJWhpTUqsgu6nMfwbc4S0tp1eP4YoZZZGzWV1Lvrz/s07UUkEvI CvLAP2NkW+scTYvon2Rsupx1ciIdmnu0kWThADlJ+akZu3GGDDp0mJEvUYNf 0n90Mj3oQNy4Y7KXK8F/x8zpWj3DBSKPqmX9pJ5E2iOHkptoqHxiYVdRCw3p zxPsHktrJp3W6AabNygjQ4HXjVnHBsjzydF7raplUaNKlN+8ShVgBJw+vCZ6 ENOqIwymJ75jxuUR10yKAui4y/Xv9pRDxPs3lfHB9eT+q9HeqqYE+HjEZlz9 NoA//JvNazOpxyiv7hJlRIpVlkYNbPYbI4mSZoZYj4JOzhe6BrsqIBHnrsvY mT786GpYAzGohiwaJsX0RBUkXdRXHl06jKNdUXufIx8ONa7SXbyuHfvZmNdd 1aXD8iSF3tzZLCBsBzOp/MdYU+5l98xENR4PnGu6TqwGva2lnq/MujDqV3Ja qauGihZXuYws7CDFdgqqow1y0H4uQ5/hIg/G4xvi0z4y4fLWa9Uqb1tJiCzL pI68w5dfaVXbJ7FRiXXQWI4jH6kGx2TwXShos0Ow/aNrPOSjfj/i6sMZkgDz 0l4TeUT/y/HM1rJOEun7/Ksmrwd7840X2KnTIXU7KpzbRIN9nJ19SSWtWP26 edj3Gjmk3n2723lSGQjPB9djwjPI9Iq4nExVDkqN0NVuECmDYapPU0f5KBm+ 5z3FjEqg796vPwchDhIeU9dK2fWWXFvscCPZhQd6G+NUGotoYN4+lMAt+d2H 4EC2w0wm9jwxLzE6k4aIUJX7XkMjpMOm988rhEykXbW0o9VlgvzcWnQmN4UA kCl4FkZ5jWGn+KB1VhdZ4MzyFT2jQ1BhjWPuLA54Vj9qjXbjIw1e0vdXz1QQ Eb5ymKmlhuSI0l0hAgVEDJsZ/dNTRtY7Rxm5B/LBqSgnRUcyjrPmm6E8VR4Q mTXm7MQX+MP8a0vV5VlI1M65wDCcJgvqx18kIgqcP1S13bmQCR0vOLbL5ahg kbZpxDibBmWWI6+uHZzEgmzfC+f+HiLHQzM7XMwmsWrnWdkIWRp0Bi1RPyX7 hky1quLqS6TksFS5XDr3BylcfoSamv4Kp23WdGqdpoCSdLaZxJwPG5yPfE0t VAZGaXRqMkMGIcq3AFHoV9JY9/2OoUcj+JfHeMG0YIBsu3CFejGZgLfNC2d3 J1Ng6q7nKfFcFvwof3nqM58D38zaV9y5S0UhAa7TtvYUFB3gumJjJw3qcYKF SL6GvPVSe9OMBgXNd3rH2tcwheMFpQ/17jHAxuW1jBpNCUKthuJuf+KjW9Id Xf/qlUPa5ZueHWvuIJcZnzZ61PqaJHRWDjY7tGDJgY1L+v5kwMDjWIXMjCms FLNzk6+9CgjLejJudNfj6JaEw19ASqLLi3Rs6mbIhSyNBz9cVcEiwe1zi1gF THD+dn5MDxa5qTx/OtZJ9oeNPc6qZAJh0Z3wV4QQz7+yQzX7LQ8G7mnl35f/ hSk9R/aP+rKh/M+bwSVJquhHfmrH2TlMtL34eKToCRdquwW8rb/3Tv1suaV9 PgsV+ac/YIhyyW/RmQ+1QpVR/Cq/DxbTTIT84ZpbBR/UDXYMmU2xwMcwiF5z eRTn90iHk7eyQSiJaF0lO0HW040+GGjJgPbhWpZB8ndS9elsXTuuErQtqHB3 7mWiXZ98FjYUjpMEVTrq69+CvYpjfh0eGSU1C1/WyvUywGWy7bJWlhTfSu8N L1g2QKrXsnKUF1IALdqyYO22r6Rn1FzP1t1sIESpP/2EUmz6xfxgoCPgkJeC NXwtVZSy5PSDb1/kwHCq6+4nBQak0v10kjt+91j+ImfElAXhcysES8wkpM3d cV7oJBdxc4RtBi0DOOlcpHrEQQ46+/lq6EafMez672MGwo9cRK20umjqNIgV 91//sSeFD6EOB75r7O4iu56sCEtcyoBoqa9X4BtZ5MTwSjMZpYJC4ueM2DcK 6I8rVsNEkiyY9rUPNjjQUXOFk8Oi2cqojbLt4brvVBjkm+h3/clFf9jXcSuu TeIQO7c0x1m/f4n500vm5gyWtC+YOrFECb3ZYJ+5jU2H9wv0V/i28pHtsmF9 bb1p7LEk9Ffiei768ofB/mxLWTh1VzavcJoNe4g6DpKjoB3fDkVTLFlwOm6k YCJSATlV1W1Zyx/FnBP6JvMcOciWJhxMAAnm+Lnf7H7LRvXKkwJkLCXTH6D5 1eFssKPmvItq5iNTnJ1hGCQHm2ZneE5eYMNRlr0kMEIJCVKYXifDOOBVWabX EKyI7IRK+HUrF56aepaYgjzSUo/tjffmQvfN8eN62xVQ/kPv9/o3VcF1aDFf o14NXTjj7bHMSwYtnq2XH5LHhobvmyZv/WCALbeE4siio5K3OMsriQelsXvu aIzR0KG0SfvQRg4c17n08IAnHS03eL65+CIVttYoe1yPYCHLlpOZT0oHSdXr n/ZJbvDgMeXb1uf6dHRrN2PWFlc2hKzT7+64w0MDlw/G7Tdmwk3RnknabR4U FGiZTR/6/QfMVuvFzyWknmVux2V/PsRb1busN1BBCsfoRrxiHlzfoldSQKMg mJwec5rhQWrwkdRbFUz0KRd0rFbwYFO+dPv11Sy0eL6Q8XMxDxQDXzc1WTOQ 3aEy50BvHiy7dMhVvZMDkTkfDPg9XGRa4n7L2J8Gfi2Gkpw4HsqdveXFFUUm iHat11LezEN/1fItdHRZsD6o3ifSiIf8251TWg/TQdx99KXZPh6qLE9vCdvy e7f/B3Xo19jcH18n/3//H6F17Ws= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 13-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXs01Hv3xweDuRjmPrnk6EHRBUUR6vs5IXJLqVRK6lepdIpCcnQaheR2 PIpDR5pcShJyD/XZCuUSKonKpUQ5JPfBZDx+v/Vbz15rr71ef++9X+8lh05v PyJLIpHqF/p/58TxLUeEZipgz7j7qMSihSAp3ve6HNuHzSw0jOqNxgjmBd3l axgyaFlh4RN2OQe1H3IYMdGQQ8k/n7goBt3CpOV6IvHxViLJ7PbbMxQ+ID0r /FX4g+gaXqrRSOZA6IrPNu71DHgfouMte0CCRXxZZ4GqIpo0IL37XEJGpCFX S2gcJO5Gvx27VNyLKQfH7nViDvIdq1Z//ysDTfNSju8ZVwBb8ff0xZJhLJKr vux8kwQGmRu9px3IYCa9VW7ly4B7PNlXN5zYAN8HvNxaW3BAi9QWOU5jFxdT fkuyBJtZ7+6qm+eB5/qfvGtq34hnllG7P3V1EJ4V8brjoTxoLrmep/6QDR/3 3rJZcZKF4o1xYYKXAI18cIoRe8/h4lNVl8sTFcBT0PDDJk0RYMf32FVNLDh5 93zCqzYOFFw5r6hzlQs+zpZOLiEThN3kcduRIzRI+f1KmCSJCkO1cvJGf81j O4MNf2qkU1Hmu7A36lNc1HI6R7Fp4yThwU70VpXjI+RZym+qUUDbfA9dVsuY ITwN6fpG0hncsWaz24lHDNitugc9faQIFWudhLHFyiD0tI5Qre8m4MnrHPoM Ddqd2wbKlTlguLhCVfPEKPa86LhyszcTkg5fPfhqYg5rld4J2mPPQC6HNVdN p/IQaW5cv/9yKUFZqvK4ap4MgRYaAXw7Moo76LfD+N0skWOM6wo1qTC1KPKB NHQCkwpcixbnPsOaXjdnakuoAK2thpadszhNJbK0DL/GETX3A8OslKFV5pYh f5oB7Y2+xQ8f0JBI049+32EO9/gEVGLxMDbRV9s928QFv4B28oXdNNibvqra cnUF7pnRXfn05SzOs7Ppsc2rx1r8jZ+/F0ux513tfdnsCSLnfaGLji0HKpa9 qCleTwGfnPc47OQYXvmXVdJYuRLyedfXVxhCgrsFHaINIS8JtQ8eTwtnWCDQ qPJWk6iAqOLKn1NaU/iGv2jJ/psCGOm/FreNNYebbsZE/MGnIZdjEzGZD2TR Esot7vaVPIR23miM0pZg5nnJ95knMtDW0B12zZ4L9ZdEMaUCDlAOzAhEnVwg Tp8+XPSVA2SL4agtxmyIXINCqMWzWFhmYFpwWQGtdTud9UzhMyH8I0+/xame mNoVLvM4gYtEV3o32z4WE2mMTYZ5s1QgGYRYF3F6cHh/WKpJljy0nK1Uptex kEH63TvaYj7ycdvo+XiTCgqPz+/Zd7ePEF6cXzzR30pksHNiLn5WRIhllMtO kBKzLuQTZLtRnM81LmY8m8bbry7p/c3tA6F3YqnTdU0FFHsly3lcUUL0dC/W MAv9QURQSrLbq5ShZUALiZeNEIkTNt4qZ0nopP85ZrZYGaY8ylcambGAdL9w 9TGeGBMtsWqSeD6QsuiaNs/rCefkyC9HZhiobGZZf24nA+XcPahXZfGFcPlV 19e0gYra+MnuTzIniaSY0GMWz2TRa8OPd5reU4B5/M9zv4aOYoK+WuVd0DBm pk64ppAVYLj7REGlngwidbRVRPjWE8FquzUfK5LA0y08IfPbCLbbqxR05OMb jLLqbpInpFhE+cHpdxgnSEUtzFY9MhI0HYwId6MgEbdk+9S1IbyxT5qmZq6M zBokrSpRNHTpzR0NuZdDONQV9Q5tFYDl7TJR1cQYPmxrWpepqwLTl4L/3pXN AdKW0RS6oBavc1vMCjGsxdPev6yxalWGWHmDsE7rUYyGKS6WuspIalN766T6 CNFqr6A02SAHB2797PzgqAhG05sj4j+wACaJwrU62QQEl6bQJ9oxLfdxr+dh DiqyOTmVvlWAXjg01aZKKMjR2dfp6R0+spTdZHzt2IIfwbR4cLU8sl7c+KFk 9TCB9D2vVmcNYMM+M3SpUgXi9qIHvzQxIONT7xLX2kG86J5pwD/Vcmj2X0H+ 5jIUIO17ci8sMIE4qXrR/qkyF8UF6Wo1iKhgx9pjUJk0QgQe7SCb0EmIlrmZ XcfgIeGFRZqx//OOyNYuu75kFR/07K7QGnMZ4I04ugpGXCD5nE5znk/Bwc0v P5UmMhDJj/bYY2yCMImdmX2hwEZalcZfurfPEOG1UXHyCVIMMjkvA8hvcdZB 3ctEfB+Rs419SPRSBTQbApdU5vNg37On3aE7BSgx3VEQEaiCSIGW4yxNZSSv ZGHod5aKSOMmhn8PlBJHqbSomoMCcMlNj9URT+O6N/+OO52zcH8p1aacqFfY 7pvj7woDLCTq5SYzDeYItejQOVqDLCT5V+7d9oAFZiW/xW6OVgazeIcJozQG bAls+uabTwKftEPJf/17jCg/3D08tXsGK/UlygbJMiA8s4hcs/wajrOo5OmL pcRtM2l2SdYoIVx3nh53/Q1uW+d3+YqlPFCk6iZiUwF0ufQNuW9XBmZxaFwM UwYVOLpsULIbIIx0O/aPPZ3AO/ynOdLyIaInOYN+I4YEb88PFt9bqwA/S/Zd av2FDdQkf/33X3nwzaTXvLCEjqIr5FyeshVR6HFXc7u+hf1eeq4jam7A+a+1 HObVyOhYdGqLQu00jvAprtIrZ8L83zOxwUfo4GcxdqXgowAZZVSZ2D6kIK0y h5cXWr4QacOmY37U9wRJx3K0xbkTNxyvz22JZMJIbbhCSsJP7OmvXmBVQQdh 6UDC/a/1eF0Ua+jFCSmBUlfo2NbNE5n5XxKYj2lgFrmzq7OVBj65yXe2aY1h 0U5a84upPoJ5daZzl/+CH8y+Rp4IEmLHOsG0XzsfRso1sx/Lz+KCB+XxQioX ytzzfIuildBWyzsuClFstPfhH8Gi5zxAdDfDwBQqLEosW++UzUbuUXzzzGM9 xLfQlCpNPypaad1tpGjFQcgL7ux8JAByU9vWSPeFPDc4qVKdOokVUg/6DX3m gFAc1L1BdoYgmZtt06icx1rnatjLY/4hgug0h33eitCj/WjXtkEWcg21vlDW Pk+Q6NLJQ16dONjtQJGd2SSh8eB1jdwgE86/eWn17KEs5F8fDMxZO0J0GZm3 xLjJAVqxQ3vTns/EyY/cf+mtWPCDKO7HYaEUzyemObLcW/GZ1z6/CjSVUInD iVRVtgwY/Owv+ajABD7rlPKx32eIZWWv0ifWsMEnsL7aqOMHYVsyzfeT8NCI k7ndAZ0eHP1X8KKgs1w0YKVuaXh4CLvevrBc+IGHKJPsHKn2J6x46t73o7EC sBZmJFgfrST6n5sHRBkzwb6Hu+z16nnChekRv3qSDk0/bv/WRCOjpRkW46Ro Wah1r1aaP8tALY9cnFeoU1Gwbuj6aC8qjApW6/e781B1wCWzOPVxfMZ+Z/xW VS76ON4Y+SlDjMW92j8vrqKgjb3Bx49mKUGHtr75oW4BwuO88/F/j2O3VX6z UdY8REsbsz47KsGXSmSzHsxx4PMHg/ESORLa/80/lLyeDefxvZrpd7LIpbJu xybBJPZ8T/uh+4KDtjCEo5EgxmOJquu+EBxUT5X4ICMpsbtLtD22lA329PT2 yy0C5Md5pfh02xx2UE/YJ0nmgAUydHgTS0Y+sSyPkAAu2MmH5An2yiF7IQW/ 7ebBcB8ss/CUQZqLwgcjDvCg99y5gQ6OLMquOtChn6cE7jVU9bpBOkq+dsBt rYcMkr2SuEa7ng0N/zhI8r8zYWt/hnx8Hh0VvcO3PKL54K6HPG8v+Mg/XuLk 18iF1N/IBVHGdLRuebPjwxt0OLW2McdVlYXWd4akPC8eJcrXLd1wy5wPteRv u5v1VRBa473Ep5oFZ6z0v34p5KNVc12c4DYG5ImOShgFfCDLGTRJjFioiNVt s7JZTDifca7b0MyHCIv67dbLaUhpVtNj5SEe3NuhV5TDICOhWPL9tpQHcb7n 4/IfsVDp1pAtAX5ccMiW7r23ceGvrElLuvZwQdH7bVOTDRNd/+dUetsTLqy9 6e+6qI8L05uLdxq85qA1RbvyjbwY8KJ8/7CtCg/dVd/xKkORBeh5hCU7iYtO 1AjMdHTZENF+vWrag4u8erfFdp9Tgaxmccbx91xUUXa9M2AHDS3dH6Y8m8uH YTXH4Yg6ecQ8khfzywAfzBMHc62yKYj0f7UI9KKXHeCxVf7Lw1Pj/jk93P9y bm5x75ZsBfh/Rv8B9WH84w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 14-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw1VXk01esa/pk2G5s9b1JIiOpKqUjq+0olYwoNkhyd0iR0TGnaHVs5DZIo lcqhE4lSxsT53sQpRBSiiJshknmzjbvr3rXuu9az3vX++T7rGeZ6+23dJ0tR VNkM/rvFB233CS3UYdcImFw7+ZJQio98wqM6SBi3wLx59iBinjJYsJQhg28v eofdYrm4wdt+YNlsOTyh/3pq4/1yRC0wSpQcrEV6pb62Zd94gI2syTdhP4L2 4oNT99ggWvh1w65yBpwILe6fl0ZBIl/WSaCpiGvK948toSli6oeLFbztQUG7 KN363lai9MvQw2bCwbq5YRbht5h4jJdwcOcwDRSotqxErpgkypWEO92hYMcx BbbjiAJYSO8VWAcw4CrvQmXIPxyA3m6f7bXVpLzpRtpI3hhxdjbnV9+cJJYP NNl+mXzwWjnFuzarC6FN219JM78grxcxBsMiHkgWD7ylGrgw8NnxsuTwNDl7 zuKpi7oSeAkq+jckKULu1zlqT6fYcCTleFxNPQfu298rU4jgg7+TlaPzWTGK 0ndnHt9Dh4QT5yMm4+ngS3/o0e4uC5tMVl+ZnUzHI5onU6zX8HG1X7pi1ZoR tOONVynrIh9jrzx+VSkNXxH1nmculSKvxSrGptJxctiod0iHpg47NHfi4ueK MLdJ4hFygQlCr/WRmuUtSE8Q8XLLNWVocKrvLlDjgE5yMzOBPk68zjgs2niY CXv2WbowrWVBN+9B2E47Bg7tbVRt4wkwNT1s3Bmehz55F9QM/pCH0FWzg/mb 5LG/b6vF3Q4pSjcjZVnadPh9W2aS3sVxQj1zyZ7z+BWx0h0csa6nA9TWLrZq niDaFaE37pxuJpGlj0IjrNXghqBh9+EzTGh4G5DzNEMZp46MZhWMSEirf3Ah kfSRIx/V9DlLeRAY3CB/aocyVE1oH+hs+Uxaxw0WFVdOkOyjFTI7mA1El7/m a2+OlFxVyRsLpQZR+qcsZ30bDgS56NCLuKrgn/6JRBwZIkapoVo671Sw/8eO jqyzFKit6Hbtg3g067NncdY4C/72dy7LL2PBQOe16C2sadJ0+HmKb5ISdj4g vvxXhiye90lk5KM1w7/brbcX500SkalchPssOaivaIm4ZscFL7s72Yt0eKC0 Z1yQ2MyFi6VHqS/TPJBf1XfR1owN/x6UtfaSUiDMNzF/Fk7D73y79Nco9SDh 6SfG1Y7laPRkoNqbNC5OPN+20aZIgpo2Oiu8L1cCyuTs+mxOKwl1tdLVVKeB //Y1XkXr1PGl+RW5ltxBJDzzc464sxbVNzfc8jZQwphl+pgdJ0WZNRV2Fsd+ kEyuWQ7j1Rg5+q2xssqvBhkdMnSM1abh8gS+Z0jgT9TaMme2hagfXTh5gKk/ xoDqbl0smT+Anu3nvvm8VgYfCQphpknUwP9vQ5uYEjZQj7KWHOBJSO8sanOe oQCoVBXtDa/LkQd7rssafTWcPz6/83EzA++9p3BFTjCAnNcaBJhX0PHpog8q e6smUPxl0YFVr2TxJ9fl3ScmaMA8eCVkrWiQFDwcPt4wPUCYd8UuCfIzf364 32v4fRpRjfUvIgPKEUNne8Hngp/Ea/u5uL+6BkhSm1r3p3ufCE4tuyMvlpJl X9zNz5gNICq7mllrJI8zjlsX3d6ljBO5uVtHr/0gBfrnw5aFM7BFxWSt+kVl LLc56PWUyVcicsFtPzYLAHu8N+m1mSK/2piX/WWgDoXHh+wVVvKAsh1MUBH8 Q5wfHbCU3feGjB3WWWpdqwZGWjIeW/wkBPcpOVsZqOGkIBN+i94oqrWjqY5U yEHzg70xKTZ0MB3bGBnzmQUmu+q3TTs2EjiZl6AibiDBkR7ygVYcnL3hyGjy ZgEWGQrGDP5iYAenAMfiB3xsF2rw0GVACVNgntOzRAGvPqAfo7xtGGFjrz9K UruJsDHRZLcpE6LdcYZOFQP+SKjoXNw4TDQemgd/L5HDTZ5r5eYp0oDy+Pth RGgcWn88ePAbk4ujwwx0KxLp8Fw/efb8wU4Uur9RfpkKhY2+520w+MzDwlMa 2lF7PyL29bmncxT5YLTpvPLbxwy4d8eMjD6a4cPfL8npZwK5pRNm0RPNwFSg cpHnkBjNqtE0bLjExrqFZu0tW8eRU+Xz8ReqUwRk0iuD5etI9C/BMSsj2lH6 FrZ3YqU6VHctGq62EYDHq+IWkZsAR8bT9O6y2JgKtRpmaathusbLiaBgVUwN L1t8uzsPyb6M7ly2QwDOj5Oj9CVjZFjU37rCYUZ/CSXmnIs1JDdjuFj8loUT 27g3mSbT6A9HpvEFNxmIDyp035LBgo2ObQcfKbPAIsZebJrEgJwPST7MFDnw T/K+eePqEApz1Ru/dUpCVDuuy4bJMiBOpiT/k08DiV5VyDOWSNHrAMm470sx Eq44rhId+4HMnvs2d/EJBVCSai2TmAvAMjX1xLUTLGDmiKIvM2XwVTsPpULG ADI1aNw9VCwm2ZZUFRXbhVpv3le5dZmCOr0nzkeaFWEq1+P3Wh02GIRoVNfl CaBrWZtlVq4KfsDITrJsoGPRQRfLTR0M2BhwTtei+yvJfK9r/3OWPE5/82tU IohJpH/OS6MCJuR1zJndU6QGgauGzj9rEuBMW4Nw+RAG1s23rzxV3Y6YGa3Z 882+IErfarDaqZn8udfBNOc5Ewb+OUdLiJsi+fvqNAyMGSDM64579K2cdFnE e2VypQjfXahvU/YTGWx+4mtmSAeLC25fmmuVwW66+Z7gtIQkuim/ezPagZbe nhIzFrOAsvh24VCYkAT31bTZNPJhoEA7rUhhgngdm8xVyeRC/q4nAdmXVHFW 5YvCoDEOdn96+mTiax4UmKzeFC9hgMb1/JWOaWxsWW19wHZ7P+oSJbzUDqTj ajv383WRXIx94IHbcwEMBDhntBQIwMvkiHrJ3RHivbVEbOfLBaEkrGW17DgK dGX3fV01TXRDStkLLn9HXU5j/kdf0qB13vNtW3pYWI8f2/3+rBymVKQj3j7N JH7a4qjmSTGanfG+VK6HCTbGCy0kHBpkxvaEpi8fQPcTfplmRcoCXug6b93O r+jkcuUu/4GZPEyM7v9VKCXP7tb6rbBpJcfe+68VaKviwg8XpmJFU8RkqjO3 icaEO+zQsXXsYTQ/vyZZvJQN357qpdLs/o1scsf4gZM8HHW/XOk3zRR06cZJ jbDfuNgzrm7ObfUG4vLnqQXCGV86y+7lSjTPIcWjD3v3RwngjYfqBc6NL6Tz tWXwRTMmiF7tvVqZO4acmZ4xS0ZU4Lrrvg18JIMN768api7JgnvF/flLb6rg 6ufOTgu16Fhj45Onte00GBQsMe7cxcOvcUhulW4HOWbnFrNZk4tN0918w5f3 E0nbvKkz/1LCD86kr/httTI0zjO29G4R4IO/BkTTtdvJ9n8FTlxcz8MOo9EZ f/oNk99zZVMzpjnw5qhx8i6lMbS7K0gkv5INr/uKCvv3SZFzYZnrOsEISV/+ I33BWg62ZQgHL4CEVJc1FbamsHE5fdIfm0rRLCkVvnOUBXYqyQ3h1TP5kOrR blgxTOy14jwmb3Jg0pd1zzKZwv5RLM+zwVzwvht75I1IiuyESqSuhQcLltqv OE9NIG2Ncz2Re3jw95kfKfzbkyjt5Z5G4yeq8Et8p3Yog45vXtuzfbmnDG4Y kn/xoYcFFd/tJzN7mbA9L45W56CEsz+Se56X+CBTrskwGpTHQTGTjoFvuVCU ezgpRVkRr1jwzuHpLRVQdJyjMOWnjlc2n014nTOIDpX4qdqU8eAf+a4d74zV cbW01PjSciYcszb+1p7Fx2cK6zW0HOjwJHH/JOMZH3KehVWLPzJwNqtlw6J3 EhT4aCSjaQUfIleVb12/QBmzQ0wur+Nw4aGrUXY6Qx6vGx5vH5rmQnTA8ejM 5yx8VbL26NPHbLBPk7o/XMPGkfuFSyrPsUHxcF1V1QYm/rLHcGStNgeW3wly 0ejgwrHvV4QbXrDw0uxtmaY+DFgUf6mj5zoHp2i51txXZMHXBZXuWu1sfKhU YKFvwIaq9Xv0gqLY2KdtS1RLiPpMjf0WcteGg1/kxzYHuypjhwLlOeLdPOib 5dAXWaaAdcs9tdB7Hlhe73lsnaaEhRaBh2xLZvrk0vw9PLY6fquw5oX9MT70 jQ4HpbdycXblLffIbh48fpzTZptGgybnO9lfm/nYjekyFnWrFVH/Gw0w7coT Niar4P/f/wGClgUY "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 15-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lQs01Nvbx38YzBjDzJgxEnJO5NZBqQi1d4mSOG7RxUFOUrqhTHRVKLkf UXEkUb0IKfdL9iZy3J2ScotypxjXIbf/vO963/dZ61nP+q71rL33ep79XZ9f 3M7bugsTBFEjyP+uM6fM3QMMpLGd0JYZla5eRIi/8AiMHEBlPxwBj8wD9Guq mptpQpDxfLTywTk2/OxmwduiIAIrWR+8h/7uAoSmejL/VCvItDF8s66GjaG6 CRoKmAApHc6FG42YOEjrm+nROhqm5Eylv3sqgpNlha04a8Rh1onGNTcPUiDx 3c4YN4yBIHuHBNsDXYh8bCq9G8lAiWnmn2timXCenXjq8LQY9iA1x71+MY+S RaoCrR4R+BZoKHqSJI4NVh6XmHjTsD+bWWcP2Bj/GPFwbG1ByiO6tBfrF5C1 tb5sS/wiMiZ3mrKOcbDr9iX2Pflh0JnO4ERWfAWupTGq00FsvC7dYnRgRRbz Oi0j+KeXkWXSyy/f71CwK6d+wjRFHGd6WUVs0WJhLytjS+ubM6DNbn+70GEy TrxyJ3jxIQX/qdNSoDtKwvu0d0QppFKgqZPPldO3ObDlfKZ4085ZYH9da52E DAdC10LZpmoxOGJhbCbiKgRddagauisLaFlqf42nBh0fWnMYVhaL42OKtf5q JQwc4LonZE1dD7h1Xr/twW8S+LNV20iJlAwOYRGkCHsCu944sNHsNB1fkMuZ LQwTxcTytMZgYCHIeOw++EsHCfsZKXBl95FgmvHzSNJlIZiph2pzlShYKrbt gdlfK4h4bZenmP0WHWrfM4VnKRi3tuoYd/9Elm9zjSqU+lFI9Qu/YBMpbJrd m1ovzMSfG7zzX2VJwJwGf6e6x1Oo14tbhvjjKCVYhKcVx8YXuZ9J1w5JYFez +OZy/2HUu6C6sbLxJ7qrUEK5ffwrUpbd+e1H/gq61ROrGdU1BjI7cq1V9spg nRvcA1UT0tgrswMFn5lCKsVZSRZ9EtDr08BA7k0Cq7o/pgrb1CD5TufK3AUG 9rLDTv1xMpg3eC/ahrGMRrcPvHPSFofWJ2cinmUJQ9VMT+OrEoJ5H0xoCFu/ iOaHJBRKfUm4rb4n+N5+Fp5jJHQ+2cDBJKPxMHM9Jr5W515tlELCAUXa+q8D xeCWyhzrLtIUCLj+UqPFsg7Mpbit/YBYMPlOn9neN3wgF+DcOZMgjgntm3vy ZHqRZ+XUk2VfMezluNP1zW5p2Ca6c/mdPR8E3FhVnBlsBeR00TTTk2QIGbrZ zLgV4CMUVeFhP4hyWHr5tLfzSF/W/Fu5cjlQ99xgGaskBkUOVxZc4wnB3h5F BYOgCRDOk+ee16bhlhFlyFfjgYbP31TS6MLwjO8legZfCo8q3js2Y83CxIvc TSfZfPTI3TvwQgkHE2lUJdOaOuAZVlgh+7sULFpQG8zupkGeZ8fdDfQ5YL1L 1Vu/ngI3HJcqE+evgocRQSeN3grDXv9ILQ15UUw/FXVpV9Akamu0OmNaPoXo STN2iSQxLDp0gdt6awEQ7W2lId51YB1lRX/HiVXk6ng77tkwD10vIG9Me9WL YFrtI9LMCgr1iMjX3TYKiLwWeqs6CZqoqk7luEjCZFaB7dy972jbcWlbqwZJ aFC/2CodJgHlNKVr202aUJAd7Pv+OwcnU7nO4Y3C+Phe/dpnqtL4htfJpdwa WUyYTyZSOe+Q52run4EJdWj+9LrNJq1SuFK3dXN1/DKC42RrY1UpaPbsfriN 5hJo3S8mOVsvgo9m15ld2E3FuvNmITGdDBx+ROI15I0ifLUwkTrzGX1zW1S5 w5KBeaZn5lJ/58BkIifWQY0BD1h5W1Y+l4WO4+R1LD8aJLB+/tgmUdhe4Vaw /R4fQA3Xu1VpI+gkVN3hf4uOo4/ArHVNNLxz3zPjbc0LSC5dnztaJQLLE8h/ UWkkTDiVpwf7xQGF9rMPaTIsGH1ZVbk+mYL/sVQvfnGsHfidaCdtoRLQTEfD /2aaLAy4JqcU+ecncJkc5mH+jY3V992RaMim4Q8/7Q4PqQn27XU+xWo1ERWd 3xClFCZ430WJN85TM4BgGdoMMWWgcplef4/tApBtHXLzCVpAWCizkUv6iLjH ap7o+fUBp7eVPUEHOdCs54TB/AkWJPyMpxlKUpCmsvfdJX9pSExv0fl7pBAk +3F2P7XiYOvs1EgV/jxS3Ga5aWVMcH9ilb5M2L9I5UKCRF8OAyb3seLp2stg QtEgnYlX0UPfsiM2WQL/oqhwvWYmNoixmNFNoeH1OpcGsx8J/JPiFv/grylg uMddBKTMIsmB+8KXhWn4lFNSdFDTEIo2KmNr8FfAjwzePtUOgb+2+VOjYz8g N6rK6KdiUUxeWbuFr8/B5LQvxEKjDKbnB0VH0IVg9Tn6lPelaaCr2v7HVOUM YhHkEJGz/aA3/ik1IYLAH+t9xrSDKXh4S59hbgEVYpfjs68fScKgU3aG+wZo uF+oUz/kyzjKea9ssSpPglMkrQOGpTwU4pVfoV5Cx4WcJ60bqQx80Wjqzusu Dnx4qWrYVYkBlYssGq+19IOy/Cqjs9pfAaFiPNli1Y18/2h6FT9Mx7x3t8US 45YQ3SHqhtgDKRxQOBL3YqgOJQwqfXxQvgxgkpbK3tpV8OyHv6lDlIB3oQe/ dLdK4A0Hfo3v7lxCyQclmv+ZGwD2WavUasF5hMFQqOflAJQsE94s3yHgWYlS xhvRn0hS37jzvgMbFx196Z0XLgk5Lv+qD7iz4ZFX168mC7gtn/6XrpMGA8vd L9pumcGEYaEG9XO/8sFwUGKF0kUKvGjzsTu1iQ1dtc9IVyXNonIxNd90PgsH 8C/37BBeAKPnvoeml/5EypeqmZoRo8AhZvB+AEcM964vdrAZY0D50eBYc444 JKgrs24e3Sgvlak+iqaBQtb7apExOmbfCNmoxaXgnNgxv8ytPHCGfFfzfpEQ hlr263cf/gZCI1ezivOZmEiOnjgesIKGJx2397sOIp/3Xrs4SpJQkr6rbK5/ DmkvDRZ0idGxmTqp2sh2BKgV/Zs6s5mJWUc/He1vywd7C+ZlLy6y4a0Uu/QI 8T4Q/uCq3OULLGhcIutvbVsB7J5c0wzoZMM1tILjTa1fgfi59B8nIjnYg+sq Nc6YRIM1htwwPTouf/568R+jKWBNd47ZNEvFRT42hmWDS2DDU6NpIlwY8wyD d7uXU2BLsbWV1loKzDvRoaHoRsKTnE0ag0fZUNr6+cS0BkY++w/G/L6GBeHX X0Pv7P6C+H3rl278RoZSCl0iAe/Fcft6DUO3Hg40Z58b+2aVjBx/u/gzbA8b KsU5b0zuHEC3CoTTspZlcK3qrIs5hQf+GPYNIm1n4mfO6uM/1vKBdVmt/W7O LJqPbvTUKWFCc1rAZCjmo+ylxybd0kxYR1n0gror4IvisVyVrQy8n5r6ObCF A3deabnJuduPLNbGOS3Gy2Cu/tCAyfkF4BXJcL7JZeFtm9UuHzs4B/YHkNHH HjbmPmQpPoSTQEnu9liICxsXSI9e9ZeaBhkVLu0aLyXxqdNvf1XTEYPx91wc tzoLwWznCyZBNAauH7VYzPlBxy4ht8XlRkkw7xN67Bwui9NOTxdnnyOgb8yi 5cUGFu5efR/z9qsw3KbZfOBVAhXr6aTkWGdJwu3dNxNr8ieBvG1x57gjG78j DR9q1pCG5fd3Hbe2pGEfE42h/lxZ2HKlSbGkgoRfJp9YpL2WxUdd4klTloK9 MHpMNzbzQUJ/YsyVJDYOMaqz3aMp4M/MjrJDVUycbq+el0kjQdIEv9NEMOdo b//onGIGPPtY+N53gd8sMlaOpO9kwoIQYndZLh2Ln/7Y1GRKh+ofu82yrjHw 1ke+dnIDLNyx9qND8T5puDnPIUfXg4ajfUu7opSY8L/W2v/7VJyBAyMZ/iq6 DOhZzTFQURX811cagZNv6NCjzyay55I0tn48Yf4hjwFLi2K7ufYS0IcTrTUu ycLj8gfGQ2pFoa6OVLpzKQsb3h/LNskgQyHv4daYEAEfwtVc2Exp+JB6lfug X9A/N+2b2cuCnn9vzad/kMHZ2fl95hliuOCJ4anqUjY8SLebj0zoBdpz17d9 qeNg3eHCgPZUKlxpnFu3NUkWn9XTMD/ZTYbE/4Qc3lDNeyphIoP/V8OupF+G XZdZ/69Di34p3gln0f/p/wBozOGG "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 16-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9VXk0FWr7PY7jGI7DGR1JrooMTcSVUO97M5REMiQNuKpbGm6UKUlHqVRI onDVFQ2mpFBC931UuGhQlzLGNY9lOByzr99vfet71nrWXvvPvfd69rPY87jD ASqFQnn1Y/8PRV7WB4TGimBb+lxV03WQUKQzD56P6iRTkf2R9L5BxDqjqbuG KYEv/US3bNishOs8bYYMVSXxeZu7T2tHOhFFVztZ7FWDjL7S9f0f8AFrm5Nu 4Xd0sXqKtvczG8KWt1nurmTCre4l+73+pEOyEtVOsEAaX6YamlbfY2DKgKMZ vO1H6iOZooniz0Tm15H0ZsLFotWZkY8jeXiCn+TlOkqHCpmigDcbZ0my5Jvz drcpkCV/w318kywYz/1ZaO7DhF/5iWX6BUoAg70HXWqqie9YxXGPa5PEY90M /4ZKD4p7HPA2SbcDDTXaRoqPzJIFz5bJX6QwwENQ9d0yRRpS5kLkC1z54G1n ZmsfKkKq501SrjhIQ9LpSxem42Vht7OYdeaUNFQfz5J+v2EM2RuOB1L/EGDs 8VzpfSkdR9aGbp57IIk9VjN09OYmScnlRXGlH1iwc4ErfvVCGu66Jd780ssB oYdF+ILKFtRW3tvXXC4LdXafewsVuCB0uT5vo0EDj7NbV1gdYcGlKs149xoZ oMyO6nSdf46CmljT28tpEGiq6q+0mYbjNzZRTEIlcZYBqchVk4V3h0Ks8qsk gPLUMW9R9mviHxP/bT1fDqCmZrVZ8xRhLs7MNAjpJeGlmYEXzBVg1KK3d/lF LtS99cl/8kgOn9g0KZt3o4+0evsXE/E30mAwUWQxwQdf/zramZ1y8OjS9Z9L Q4dJ66TmilfvpkhuaBSnFbqIutKGtsH8OdL2sGjfioJOlNWQa6+xiQsna7vK D3SywTurgVw4OkLUKtsWB4plsfeXzs7cUAqETwwOsZrriEqj26vcSTZoGOkN KXryYajrRvR29iyZkGZ32RRKYftDosj7j6hYK8Te/vrkD7+dE99eXTpNjv7J yV34UQpopt+uWhtwYEHq35sEVjIgLFi19ul5Oj5nOxiVcGEcCUMe61TbVqLx v+21v9bwcPKldqtNL8XI6cXRJ4IjdKCsCrXI47aSXXrpS9ua6ODtssHj5UZF /FNHjrlj3CwSnp1fJOqqQSa+a/K1M2UwZutlc+LmkKG+g/Eto1aSwzPIZ76e ILFtGZ1B0ylE+/Ay21g1Or6779RfZBkNt7YsUjUO+46i9r9rLNwvD9W96lis NYS6tjwJ9W2h4qN+AawMsQLsPzN/ekczHyhpDDXL8koUSLPT+35KARdManVl NzNxsNHjMGvZGWT/i6bP2ipZ7HVBw+jzNSqOjww7ZPqainvudB/7vE4SWF7X An4JGyYjw+luT0NEhHVH5JhEo0PC1Mb50IVjiFL/uSjcpxIZjN7Lv8OeJx4u F+Pu9wwR3enL7Z7cDoLTKm7TRHMkm3NgxlOqA1Hyqlk12jRcX03XKtungJN5 zxzGbwyQp6m3dA7x5bFx1XSN4lU5XPjhmODsoQIU5ojbB7YJQL33nOaSAGmg WA8nMQRlJMxxPoJW/ZZMHPlpjXmNAqxK/SdMtU0C8DcZezNNBex3+KxEm7IE rtlClx+rkoT6fP3pDeuZoDdhFR7TyIaS1057SpJEBIKfJzFEdcRufaJl4gAH 51keHU/dJsBzx5xWqgRz8VY7H9tXD5SwwRr/LX3zLEyBtfn9+lL45MK7DYeq pxHW8bj8Jq2X2D9Mt4mrYUH0Lvzop/dMGBkNiTErnSfK6Wv9+95I4uTPH9RE HCpQ9vyVfiEwDomMDyADPg9HB2mqVyXLwrnNOh0aYbko8Ld6miGDgvf7JmY1 +wmw8IyyWtS+L6gjSGTfXPwjT+/jKXbzSaSOfOrcfoGJKb5yL91GRKhrx67g 8XguVi826GhxmERfG/hvtWfGCUhkvfOn1RK3X5WfrDzShva8ftUS5izAtGXl dg7FSpgSaDbKVlPAMvFdf5ttYGPKqOHqP3qfIzO9O7e5lgKgJL1Zy736kcQY /+LwMZaNk9t5CaxVs6gseRuFXTtD4v2Kd21/xIZEfbPHRTd4YBxjI9JLYcL1 KzYHbGNlwTvFM+HW9RE0ZZDGbC8bJfKdN6lBVCZI7jnWFpk3TKJNi/k64jnE 7ui91TQyhYRGpxjRsf+QtLHTi4QTUiAzt9BQvFYANQ95F93UlYCVHxYdyZLA UzFvGrX+HUd6mvV7R16JiG+p4ka6VStqTbjHSIykQK2v0cXhFQzoMWw3yX3G wHVPeJuX71PEYV6OJps7mWBWcUtrwGuM5HxSt5lXoeFD59q4aUd+9Jl3fol2 IQuumxks3P+cA76mI5eeNgnwzi3j11DoD38LbN6dqe5A33gLbluZtyOKhtlw tV0zsXGxNwgRsGGo7CI9KW6GGKZqjJ6kskD4vDcus7uSbI29b3320CzCd5Zr bKqYR5oRFotO/dBnfMX5a3ONHITaGlR8VJWAZGe5D3+PdyJ/Ql0anMICinH3 lcNBQlJpbFU02KAEQ4VqGS+lpkjBdPD84lk+FOx+7JMXIY9PD3XFOv2jhHc9 CQlOLudDXSFt/cAOLijfLFhnm8HBkyu2tW1OnEM9YUklar6yWHmnveEJngB7 rDqq+ObOGFEpujwmfY4PQnFQy3rqJPK4XKblbTpB1ANKObqRfehNbU1xzDEp aF36Ysf2fjbm/BWAIEsOUxhzY54Hm8kn64F/CyVHkeqjT6WS/Sxor+lUd6+T h5zY/sCsn4eQoW+Oi0ovBfByp6UbXdtQYrfoJPU0ByjJ0d/3C+eImmUjNSZo gJz45P2LQE0e79kqPr3Tcpismul61kRnwYMdemva5+uQVsHHVNEaDlg9c13y R9oXsunZhJLvNB+72zLZr+xGUMStYOWgkzxcpeVfNZbTgRzvntEVNvIxd1Ok f2LaMJL+PX3wtygB3K1dbyIImSJd5Sb+Vw1YMMaVfBse2o3sWW4x+mMMwGZ1 vTbbxGjZPdNRSgQVwjIO7I1vl8bVL+ztli+UxQ6XpFIOtEjAsEBfp2s3Hwfr bz6TLmhAJ7Y4x2xbwMNNe11/C3a/g8TtS2fOrpTB/gWMjxEHpaB+qY6JZ4sA k7uSBit5bchlpe/UVQs+jho/Oj7q/pqce0ZNezTLhagXoet+57WivT1+YbR1 HJC8rYnqUr8j++IKp42CMWIxkK1taMDB1kzh8BUQk4jV+yrrA9i4UnbaG+vN oZT1Je3fT7JgCyO17ny1AF/ZEZTN/eshsVkYt2c6gQvjMZmRnPhh5B3Fdgv1 5wEv4qTimM0A2iKUIbUtfDg9WyTtIPEvUlO+2B/uzgcX9CG1QLITZZS41+s8 lofjG5KXfbaXxAk33F1+dpPAYZX/VhmuZkFVn810ziALDroGyOy+JIHzvpA/ 3SKUIEkl8d3hOjHyi5m29X3LA9F1XzrxmUVGuh+2PklkwK9srT33+2TxuubQ pPL8YVTZQs282cWDMlrPzg86ivjrarFv+Go5OGGu092Rq4SXmJYtcV1LgcfJ v00znyqBpHyB8ffXNJzHbrFc8UGMXi2yCFCh8yHctNLBQlcOq/nY9v/ux4Z0 J+28LCYNl/WNfYqd4UC0z6nonBdsfC3q4vFtVgpgkzG3K30DB5c5S9zfUcIE 6SO1799bsnB3rK6+fqEi/Hzbz1G5kwefPK9kdasw8Jq8HTl6B5kgcuj7x+AB Cz9c6PTxnjQbrDoyV+2eUMCHSwXGGpocyDHpKW9sYOKD7dujWgIUQePSEVWZ JSxcVBDb7O8khxN9+SY9RRz4prL1W3iFFMaxL41C7nHB5GZ/tnmGDD6fvgc1 beWBdoSWO5+jiD3ZhfrtP+772/ioX1YrD6t7VSsmFLMhOzu/3TqDDjEjXxal JfCwM8txIiqxFbkNzB4tjhOAXs9zYX0qA8/8MYgOm/HhmIGO9aFmGUx30ago LFGCZaVD9+TMuWA10O3cyVHCTXcW93jM8qBQdt+59C4+vlKw+MUGPEY8dsf8 PhcgwI1pDHU58Y+/8f+jDPFCn5SvbYL/8WQnUzXlOhr8l+P/ALVm0sw= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 17-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk0FVr7xw8dB+cYzjnOQGXoIkMuisp021uajJHSjHTLFZXuNSWKjDeR VyVTUtTNWDdkuLz7SYaLlLqn4uogMg8hMuvn/f3W7757rb2e9dnP88+z1nd9 1l7jdnbPCVEKhVK1fP9TJz0sT4QYyUJm9e177KFJQhHPdQ+L6yFBWOO2TtUQ Ygara2+QFsGLSWvqVqvycYub9Zjh6hX4vtTBvJJbI4iirZkx7SFAcOqvrBcR XMCaFqQv5DP6qTZxT+w5FoSv69p+uEEa1JUdlaRSJCGDJ2rHVxDHJ9JTjihP SmPKsKMZvBhCFddEdt/5/jWRODaRLSRyuN3LonR7FA/PcNM8Dn6hwa3Iv3SG himQsaI6zO42BQStB2nW43SAkQH3/YJm8qfI8Tfc+VniarzAvb6yH+0uFobm Xu9FY222sdOei6Sn6bax8nkpcOU3ft5+TxySrj6KMY3mgbedma196CRye6Lt KWdDg7QLURHzSZLgcEHJs16CDti1hPeyhob1XOqsZkfEsKseQ0t/aZZEUcfd VPxYcEDhIK4qE4ePdzwLoxQ4EOK6LVqhoQNtVUn7puomCS127wbKZeQgIOW7 efqkOLhestHZ4cmE1IupJuKKUkBZ/KLVG1aCbBQqZC8XUSHAdLUfbxcVR+9i /3I2WgznGZD6QiVJuB7FMq+zowLliWORYsFzcsN6eLDccHl/gUDPTDhHGi/e W/VAOEqia3IDIixk4G7buN5VSS60vDhX/Hs+HVOHFosfvOognd5+FWR6lDC7 hqOOHuaBj18LNfgAHbS8nFbk1n4lnbPqOlVNc0TY67bKRHGYqPC2dI0UL5Hw zmrj6xodKO/vQnu1nXJg75ngMfBGDrzz/iYRXhNkZRv/fhZDEnu/7+kpDKUA VqadaZboXn53riqcZUGLfEaYqS4fxnqvxzuwFgntnZmY6Q4qxvtSXsSozpNO p5VWQTriQDUdjbE0YEPxhXUNEwMMCCnV3fwkjIabW7SanGjzKOTiI61m2wb0 dXTLxoEBDs6I6t6xs3IaxU0ERpmYigFFN3RbkVwnsUl3uV9rIQ7e+7e4Vm6V xRs+smo+D4rgkEvfFCd7BegMcqlijEpgzNIvYN9cQoPPtJ1j1wvIY45BsfTz GXJiYbZ7ddyfRPPUWtsbSjSMzujXihyl4c4OxdVG4Z9RfMslc1oqA5oHVPC0 xhgSrbzUjgtWYC9ff2bOtAy0f/BMLPXgA+UhQ2l7XQOKDv6UXpclg0tnNXoL hNJYTKQKbRIRwfbm6uc2N0riZy3mcZpqYjgpNvwn0+eieOw5fhx2UASYHtf8 zcPHCZMn5qCMvhJm+qRjGpUGejLsaL2iMURpffdH9LkGtF1obUCpXCKu+yNv 3u8fIy2Ikaro20fww/rb1MklknXhfKR2dhuiFDUzBZpUbLRlMn/EgIkzOE/3 fL0+THS7lUUuOzOwUeO8QDaGjvuDtnjrOLWhcEfcPbybD+m114ZLVJbzajme xuDXkvTfrJ5GiL0iM57KGywEMrDw/Q/eTtNUwKMS9mbqMnjn5UKz1NVULLCi SU01rgCnyqRH9GXP6M/siE5oY8EPh7Jc3J7NEwgqSWNMtpByvvHJ/Go2Ltru 9TVzNx8faZupETZzsY3dOduqBzxsPOIe0WAhhymwuXhovRiOKj/7rZFGwVjL 9dfqhwPESEb30O9rWRB/COcrv5QGwW4dn7tCUZDP3uw3WL0Ch7Nv5X2QpwDl yL+zIwJuohdJR3oP8Dk4PlBdpTFDEqQcNeI2oFckJFheKe74e2QzctTk3C0u ULzP3rP7lkZmZC+ZRVxa9pUPvdJ5YhK9SA78TUyZg1UqDD517JlFDz5abOz4 ZZKASF6TH/Ut2XbMAzScPyJKgNkXlpIMlkjPLqgkbEz5YqiXOlCCWvrUZi+b LucjrXqzXMxrIrrUl0wCWDijm5PM1F1Eaaru+2UHZ0mSb8Uhh3wWVGf2v7Y4 wAOjBOtJ/XvS8K1H+dPQFSnwvueWfOtfE6hCdYgfNTROpHoSRQNFpeH1rzFB raHTJN60gqs1vYQ2KXb3XmcsoZBN5xnxN/4iox1/2WtupgGzODw+limCdUsC aoRWc0hfvfXoRNUkSefqzbC2tKDO5CxGSuyybxXnVIoEUtBv2G1S+JSBp0Ld mhw4LBzu4Wiyq0caIllbDW78OE8ev1Gx/raSigfnzlxrc/1Ior2Ln2mWM+H0 sZpjqcc54GM6EfXkAx/zFDU3K33iYpVS66bg5k/oO5/TS8oHehBFzWy82U5I 1ji8KXLbwYKx2kha2s0F4poa+uDHMiaElAzczO1rIEvmOv8+yV5EOH2d2s76 b+i+tuxU6jEqGF3Z1y4U0OGzz9uaouXcZeyjv/rzaw9Kei1mYnCECRSjviun AkPI5FHKb9DGg7FypZxKsTnyI1Sq5mfy4NDvF4My6riQ+MLfMiicC/KJpca2 OWxc0vckqEliBXbV9ZKtTp8ifmeHfU9K8SBkOrDjB9FZ9C4zo3rTH1NExb+G rR07iPQVnndlPadCp2qZk8MQC9MTPAY3bZXBFMbSlJu7kIx+rkmN2TmBVue/ qVkxxISDN+9esVRkwuMbQwF5G8fQQsf78HSFZY+u26u69WAXeogHja0xGygZ 8Z9/DFki2jZ6vcpW4+TnN97mfCUpfIh12N/Huo/oLvQ+/UBjwkP3ySK1xHCi Ufo6c3IDG3LvCvL9jw+SnU9neD7zXHy+3tu2UmEeXb0VJB/4CweH2ztW5EZO IMe7wdohbVycHEXKm07OIfEz2SMn4/jgmSJtoDIlAr11Jn4xBkzoLjI3/8Z7 i+yZzgnrpxhQK+aS3FYyjtZmmX6hXBWFlSt3BDRKLHu7zN5u3SpJ3L77mOGR siUyzl+v1XuYiy/XrD+/9rtR9LPVvoTdChx8keYfYyr+EU13qy5c+l4Ct+81 TU9eEIVWVS0Ttw4+9mC7WGUlTqD93/vMxWzj4hwDezeb/S3o8lPRh/mLctAc q6FQaHkSHe33Dacas6EkaO6uQPYjsq+o37uVP0Xid8b3GuWxsKV0yPgVmCan 3NY6vOtg4gbJeW+sv4Tqyrdq+p2QBStGZktYMx976YtI7fvXR2S96uaR+WQ5 6P3QcaoqtBt5x7GcQ/04EOi+fp/d3++RVYgEedvBBdFg2zx65jWiJB85FO3C hd7ZPWcmHAnKeebSqvVICvxZwdoRP1Nw8nWX/RudRXCBV8bDhrsy0DhoPf94 hAnte5vZZpYLqOg9ueN8lQdv/kixG3swgnwT5m19XnBAW82i76vyFNqk/crm 9xQGxH7JFZ/TEMfGwtC0uuJxFHDaJnCLLwdqqf0HXmnJ4qU/8yKAJQ4/W2j1 fSrk4c7JC7vHDk6TRxkn56Wf8CC39J3XsDEFF7E6tuu8mkb9TkOHy05zINq0 Yc82bTpWGz2yMmItE7L3ahblSVNxZO+X+p75Zb+eOx//uIyFf2gXL6spp4N1 ztKh7C1srJIiUmu4ig7inm9fvtzOxBcuJQvEl/9bG2/7Osr3cKAhG4nyRmh4 Q5HTY313aShw3ZD46LAM/m3V3tdZ4iyIzjX0PB3PwKdq+EZq6mzYIBf8q8CY jt27HeI6/GVhTPhSeF5JGv9RekPot5eOq16n7Oo6xYLRlTaj0fVi2G7Wq/p2 LBtMEocKLHIksFhXc7Y6Sw40r2q4cNmyWJc/M6xbvzz/9YtvXicH55x+J9hq IwsFBcXdljk0OGPh++aKvxzex3SciUvpRFe7gjJTXPmg318S0prJwHMen1zu /C0Hpw20LH8SSmCpgl0JvmFcWFszlkW3kIOrLa9yG9Q5+EP6mn7XxWXPydVS HZvk8JXSNWVb8BSBp2rChc883PaQoUKfZuFh0xOJ8oY8SAo5d6+9i48jWzWc wtK4kLHXVEm+hQrxEsFL66d42P7sgSnZkiVE+d8jD753UpVueNDx//MITij+ VVfmH86hH7/ywIH/DyuGQch9HucfFskyDNR6+t/+QvcDm001/+23Ut/f7/yP Z/6P8f8AMk+1gQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 18-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwllXs41HkXwAdjjLkwM+ZCaVJSRFIpiu33LWzuuXbZVay2C7UbbSSbTEsl YeVSWKGSJCR3lr5nS7VGIUlUouTexWVcMmO83vc9z3Oe85znOX+d53POZ4nv Ubf9iiQS6f58/rdK/Oz2i8zV4VpOV3mCgRSTVO4cjIjrxfIx33y3tEGCFaa3 ci1TAf3G+c7Oe1aA2n0dRky1lVDfAeoLx4wxgrRSP2vKr5Wwn8rU1N3PA6Rv hftFXwnHmrVZtQw2RBp+sPlRzISSHRHthUkMyOIrOgu0VJDOVRJRsYSFSJ/c LeHpMJH3Q6HbRcsneJqX7rd7nALPouoXHTdXgiylugjnqySQ5egUZKYxAD4P HtzZ2oy11WSmDQdmsM9GGS9xwQCh+reVWbVsgBh54xQ7dXgW3+vlHqwcZYKP oOGrzXUViFvQTcPlAghwtnRyOSMhct8vME23UYb038+flaaogt01m0e8FAYg nwp+4yMKejHAcJKYUpHParqBifwbdgqvM/ldmwO7tHajB1UqoPvestnMjgci H+soLXEXcT3Emesvo0K7c9tgtZoGBHSWTNY/pINPuKPR94dZcHcNu7NwvzqQ ZscN+iIqCOGOg8uKr5EhxEI7mG9LRiHOtr3Zf6qg/HW4vkSoCrtzsi06nlOA VOxeuqjwIS4mo34zDxpAa+tqy84ZbPvlqU2McAxHPboTctZKDZyOzQR9iuFD +9PAsnsFNGQbxykSf63D3QHBNXjqC7aNf+8efJ8Px4PbyWG7aHDTZeHzeLoM d3/TM3rwbAYr5yzkiGtGsA5/84fPZXJsHcjJf/auhch/XeKybJsGGCtspv8C PAjIf43PHhnD3E+O+s8XU1HAq97ekjMksNyavE/zxiAe6UuMd2XPYm72oWUr WxQR8kx7elFXij3Ulr5/e54KZIsvF+3WccDVI86xMVYdRJXGZsURFCT8+QCd e36OEJ2+a9DsJCYmuau2SuRclHW+5/tttVOE2PDCnj10MpCMz1iXanRjSwZ/ xZ08FQjYudmndqs6cnNxGFhPV0ai8LlFkr5WIosW0/TFRBUhtkkhJ1lO3Dlb Z3zvFcZF3HVlzIfTmJtlfb7AuA3r+y93ShJSUGdI/zOrRCrq7lqkbR75lUhw XHvL9TkNmgd10NSKEUK42tmCGUZGpFy60OaJmLg8GcrMalJDld9W9BV2MlH9 AaPaJ7NKyGWLXqBZgyrSMvLuC61UQSmxkYcsHiqir8/X9f40Jscsvz9PbIkc xcabfKxi5qYwK0Pink6mQLTVgyXVqQMEqaPt76hAMbH7yVjRT4fk2GfnueSb AyP4XGSMW3vbEEa59VfJEjn+eMNVX/hnI0EqbWa16pMRhbvfdno9G2Vxy90m Ez/hvKW57X/doiHzBmmr+kUakjxwidW2GyAi3VHPp+0CYLo1dizfzwKS3Wg6 XfAYv54VH4242oynDy9ea9WqBuLKnB/jGVRAX6gulnpqSCut/4SHjgpqtacw JhqUwO/D3JrDqSwwmf4+KuENG7ymT95T+E0B4FRFOl3SjpePvToH6Rzk6Bzo 9CCHj4jc3ZB3nodIYFY2vEYZefbHXdqnN8+Hgc+FutxBrBNUfOhZCBvif0AF ixuZUKSnlZndrgyat82Ch+qUUGN6zfHo72SY5HX/9tmQZCJ72j32tBYXxYfq 6TRkqcKVlpSeRawPWBSmKYzb94oo9X6iq3yMB6SAo9ed59Kxpo9hYuVJJiId p9XuHZMQxW/TWrg3uUinZt3HLrdvxK8DgRnJw6MYFPKfBZNfYqOfqpuWuHYT pBDLcbZQDVGzjyRt3sJFpHHT1X8NVhDHM+94jK0RACm9zkzj4nMc8DDufYHX /P57uKks41niWM7pQubcJDZPcJCYXGfC4S0S3+gz6hBw3Tf1yqUx4rSG8VJD 1ghm9F5WDFVkQmbFbb7e9lkcb1HDM5iSE6sMv6TpJZCQaMNJenzSC7xWbBjZ HEQBVllkfCxLAfm+MbqbWDpLmOh17Bl7IMH5KKzduLuJ6E7NpqfFkqDlce3f wafUYMC0Z1NJOR3N5VVPMk9wUKSf+ybbXiYMGgUvzrhLgqIWHYe5BWT0vm+S J8xvwVEBZf/oV7PA7tzO3BZ1PuhUOjwLa/5IeLz4x/vbkX6CtMxytNm5E0/Y e2zYFsSGkcfnKOnJMhyT+G63ZwAbRBWDyXf6xbjoa/Fa5xoZgTIMl22rnyN0 6zue3hcrgnm057vOVhrsST/x4EooBbI8aU3/TvYS1T1U1yHePI/m/dH+oSIs jKhOSHzLh5FqYV6t8gxmnZVvM7cXwA/3Tp/KesIDj3dDnoxiAWhertzolMdB 4+abo4LrKMjH+Ih6XcYEbtHdPll3mQ+iqdCu7xS/EQ73Q3+a3TSOdU484qyM HSIyvO5RK7TI0K1btcN1mI0USgrEbcPzPqLLJ3wPdmLG5UxPr4ujhHZByyOl YRbYoObIfY1sKEoaDslfP0KEX5Hvs0mSY2Toobt19weiMrVrLlGZA6Ss+K8/ i+T48cSIeHKHBB9rCdgiEDLQpMafn49qtmNjWV/5WwoLllwND7Oxe41XVD6/ IVnLAU3Tzb0uJyV4W/k0/7iUh8RLh6y9xhRQzJVTmqG/cdGy2OGEt6UzhPu1 sJWiNzzE+hgSLkpQQCq/3v58IE4ASvayf03vUKDvyabgi+tYcG2atsPRowS7 sPYmrJmgQ2ZGw6U2NEAsz7YYJ8UoQuGF5YnyVWTUXOXibLhQFWleqlj2ueQb HhWsMej7kYeWVnVpWaZPEcfsPRO2z9+ZyrXO1NrYEWKqR1cWvoqKvh/1P5xz iQQdugabfLsEaNzdUrpGV0bsXHV85qI1D7kEDnvbrf5M/FGumFswqwH9rRk5 ZU1deM9AUCR5Iwe8ekKXR70rIVxq6j22Cibw2+uB2d/psZEdUzQaDVPYNnnw Vcs2FhKrSgOQiZywmVG8wOhhgj39RntEswAtUQq6bbN9jHBYmOwlTdWAwQzr F7Np94mAOPbeM8FcOJZAHUx7/A+2F1Hxyy4e/Own3OMvf4+FmueGo7x5UKEQ xArZ8xrn/ePdYXCXAbJ/S7wO6UuJ1ETvnev3KiAX67Aqw14GNAw5SIs+s0Ay eY/7IGKCKH2FM/fOe3YwUpHM3/SKCEqQOh1/ygV8RDd+T/ogsWFlk+O9NDpU vTQpcd5PRhs7z6Q/KRsllkuT7fqUuPCYPLCryUAdCX19L0+PK8ExK4P+jyV8 JOtrK/aK/oTvZh2QMov5kC8e2vLCe4ooZXfZGDVNEWrxCWjXSw2IshC7Wa+k Ibe29oQNd5lw20O/NJ9JRrYfRmGDlAXxgSfji6rYaHjVBUXL1SrgkCf/4fZm Dgp9p9DPmf8fKodfNjbasJC6PzXknZkqrL8a5K7ZywUYkey0xopobemOIpOD TAheGB855U9HtxZ6PM9WYcO/x2pvhetTkf8jgfkyPQ6UD7MdnqVQ0MEe17iu E+qQUvD4j55pVfR3ZVJnsAcNDRjr7HyrxYIvCxy/RNUro717td1qg9mw6fJw oVUeFZ1dYMM9+pIN+jErvHkcdTSjvSE31GJ+fnI8KL+bi7iqjGj3xXQoLCzr scujgH0S5/wvnhzkyXKfjkvrJqrbpR0hhgIwGagQddygo2mzN+GtIRz4ZZ2B 3aFOKuIo//KjiQ0Xlj8ayaZZaUBLXYVCkTkHvc1YMuAzywXjRQbnZSVsFF25 pGozmsA6nAoH6UE+epNL16FNsVHbCbHRmkNcSBEFXn/3QYAYJdvzKRs1IMvD QqjZToal7BnZvqF5zo/umlCvkBOtl/MOHLEQQFDmX8IkPxpqIds0DBfw4TNK KLtgrIbunzrrkh/GhzzavugcVwGqdjAYo97hwaIIEN3kc1Eh/kTUzPJAIds0 1KBcgFK+rnotzeKBrCfHccMjLvLXrtm77RMPOsivbnYjDgz1NnuWG/FRZcpQ lfYtNiL9LzTh9km/hO0d8176f4/+AzX9tT0= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 19-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9ln001ekWx38dx8E5jvN+jiIpFCkpKeH2e0oleUlRNM2V0aSUGS8JGeoY mjFI8poSpkwkSXmv9OyI8pLQIabEDSEvIRw66Lp33XX3Wnvt9V1r/7XX3t/P Xu7mtf8YhSCI8oX8T53wsDomNmHB3mexx5QKCSAU7hwPi+nFv/6V9ijQt49s c7Me3aguh4Ite16Ve0+RxGrdDKmHhJSEeUaf3SEApGuB+8SfSYMHDcPDWWwI 1/+w83AtE7bFFMTtu8SCDCHFTrRYAakMFrxyseIgYsjBHOoHyWL9ApV8s1I8 LUj1OPSFBnJRWGUuTB4y5J6F2V0nQNuvz2HCQgVgeOC4k6QR+y5JTBY3f8Wu W2YF8Uv6yUq4PfTi2CA5+tb2ovTUHA6Zi0rYd5IF3nbmtvahE+QImzGnTVIh 9ZffL8iuKAH53HOZ2yoWINcSYUMVDQX47t/7+Rc6cl3H0DOcn8Gcr8nzLRVc cF58CFWUKcCxFSrDfYFCELvuiFhc20lSmgi9/CRFaLNrHXiowoMTmjvHI+JZ 4HreZs2uU2xw9a0k9Z04QMx90fsYVkKOxnG3fIihQqCZur9wNxWdcDzn9HeS Eso1wjUFGkqwrGrzpkFHJSAeOBQuzavEjeXx3YWn6QASyTrzjq94zfUXITsb JnBbvU/R/bt0dLaslVGKq8gub//HWDqCxVtbl11aLgI//zZqiDMdLi/x3muW TUDXjM6aipdfcXrbBaH05BesKdz6YbhoHjMVxWc1nR+SuX8X2Gtb8oCePJA7 elcE3rl/4wue45g9F3pnzkgBeb/p7S0IJeDahrg1+RqjePRjfOw+zhxe4Ztg sdhlEUIHrtZHacnwiyq9wH90KwHVbCTKyogLZ5IC+yRXOCAuNdj8IIyGCgOa MvvlKEh87p5eo20tOWWqtvcbT4Ayfu/eZVkuJWnHko3EbylAGITuKOR14TVB 9dmXOIrg7bTVtXw7C/nicEawviISn/+2dOKjhGxuKX3XdFoJIY5hHjdxnjw4 u1zttfA+mc83KmJWTuNZzV12KxldWPfkStsEDRr6JSyt5UINHXV1LlU3Cf9M JkCP8nUFOjQOaCLpqlHS9E/1K+3W8ojIZmjsfF5L3vLiBAd+VUGlM6s+5nUw 0cX6JNNDX2nIfpuOz+Y6JeRzPnjrSxs6unIx/IRZJQXJq3/0eLxehtkelwK2 hY/hPS6PjGfwDGanTTikUmlwvAXcVyd1kkR766MIn1ry1P0Ug0rePHZ1+i3x r/5RvLGGSY83GcEou+Y6dWIeT297qnJ9XRZJFDayJbpU1DrQ8oFiwkUZ/OL9 U/FDeKWbYX7RqBIyqZNJWFF09Ehrm8/l02NkuAPqHtorgiZwLB8r4wJhNZbK EFXjnixv6o7SJjx9atkGC4kKJFmwLWuXMwCNKNqb66igwftqBUxtOpLsoSlP 1smBjruRclMSBwynd0XEveXA1crlRvvl5QGCS1IZE204rt4/67UfF9nY+dhW 3BKinUetZZF1IkTA5qLB9fJIi5+nJbOgIqTn+sez7AGs+G5TwEAtB2K/Q3eX NTAhWiZfm/VaEVRvb/b/9EwOxfGtYw9bTWPi+ye3LwQmksHO1hsz1fgoNkhH sy5DCU41Zml52Q9hcYiqRszRN6R6syEzxUYAhLfXDbtvqdgk/83A4GkmIvzo 5S7jE+SVZY/mtPQFSPOxUU/n/hnS8z3JulI9gmFR7kt/agvWrxA+2RzxniQC zb9wNFSQYs66IFwhQMSXjeuuDZSQbKcN+T/oioBIfbaZF9WE30cY66UiDsro 5qewDebI3XpJ8sr8CWwSZz1heIMJHnY93nxzDnjfcEtJvjxOBtM+OKd5DGHl 3iRKEIUJpeNHnU1iFkGs2WOBnnSefPr85PZQjYV72HSWEZvwGvsXhpUEFtKA XRQee5G9CNWd967XvkQgQ532f45XTGCLXJPQ0xFPyK6UTMbViwQMlKA76lw2 9G/sNi0oZiAFCVeztp2Hwj0cTHf3MoGzz1pnPFcO8ps1rb8toaIgfO6EbmEm jvAueqr7kA06dwZGlB6LQLPU+mVIYw8ZsUH4tDl0gCS0zcca7Tpw3Y7WEv1M DoxW/0ZLTZzFpVFmzF2ruCAuGUi801eL3a5vyTJ2nyVRmr62Zc038ubxzMx/ GS0Ck8gD7zskdKirXIyD9JQg4wD91YupXrJ0UNS4PZ0FhElf5MkgMd6d7XfO vUMIow81csrlv+InVqRn5agIVJNKt9jmcNHayJr4ZeIFPzbwZD1Lm8QGbff9 tRb8TSwN6vwHZYbEbY7zlQ9HsWZAFXf1xU+kcka6QY2XHHRplR3cN8hBc6kr NeOKuYhgzE+6He/Aq83Psta+GiXV7zZXyQ2yYf3g/LmQ8zzITxgMzDUeJeW9 bJ/YTs5ipO+otf3QB7J6XFL1bmFfiYzYzz+K5/EP6Q/uvTwqxb7N3ttEGsro iIO4+uf0FGww+7H4HW2Bc3V3Pg1NDeBVpU03JzYscEMU96UXZNiyeFroJxOg d11q3e1ONBSdHKwadJqPPvQ8LfzNZxFy+DNktfitADlT45ZfHZNHCj/fHnaP EcG1mU8uVj8w4ONzU/8oIzZsXG/pqfP0PbZnu8Stn2SA+9EH/xrU+ptcmWn2 hYimwPYZWt56BwpqLLO301dTQvbNTMG5vAk8Jlqv9/GwAFVYxv/ygEcg3z0H 4vYu5qO6J99+6kieJqXdWrPn1yoiFzVjH3fbWdyupWfq1ilCUKvc2vmGgpzW +n2N2iFA7j86WfovlpK/FlOy787xIHC25NC33s/4n/1nwqlbuPDk9xLDY4Zt 2P5xjeN20STWnd/vtj2NjayY4rFIkGKb2EPlaUdYqFZJ5o0M58nKLZUDN1yV YQ/jZltYowgp/zxQ39UiI63VEr+XpfDA+eTSIfniN9g7huMS6s+HqVn1dL/G HrxHrIhbOgVwsqHKUhuPYQ3V3wYjjghg0pV0mbIcwTlPj7Tr3VMGutdPP1af miRT4o84GS9walztu9poXQbUfbKW5Q+zgb9h1drY4GGy8A1Od4kWQuZb19Ue BTX4TJzM1q+eDwdXhN68OtZEblr9yub+VQb0lRS53LyxCG3pCE19XjRGtkZ0 qsbE8aCa2u/8So+FtspEWYatBPha6PX1FAhRwItTF+8/leB7Ge4y5gMhUHfb O15LHiILOZ0717ySkptqtuhIzXkQYVa7f8dqOnJplI66cRhw21G3MJdJRezH nV6sSRbE+pyNzS/joGshdJsHN+XAOmf+u9tbuUiygqI41kABhVMtDQ072eim Y4Ba0ZQ8GF8/46DaywdPL8fDvSvmyA2FB/MNjzNha+uwLxmkiLLUHJsyFTig aLqr5zJQ0ckqkYm2DhdMnt1SrpZS0PHufTGdAQt/UciTVbavaehRaUKHvyMd rVS1rsu9zISRJTYjETXyyLOyrvPdETaYJg3mWeQoIppD2bnSFDboRq86IuCy UMzO/urowwv9U1/O5HbxUXDmNvLHcRrk5RV1W+XQYGXvPTN7Iw46wHaYjrna RX5qCGI7TQnBsL9E3H6Tgabkm9OVRBz4yUjP6kSHIhJ+f1l7kMaDlVWjmXQL HgjvpzslWrPRu7Tl/a5zfGiwVeXZGLNQZOnysq1oEot/sno40ylAb7MZmnQp B1UUrKu0SuXCFbHPjfcfRCghOoAS2cKGDEczDdU2KhQuDpAldvKRvZfzJKtk nsxee+Blm78QzqRf00jwoKMbSpFJbw4LYBjFFf1hoIKCZ+h/Osv4kEM/Gnlr nwj5Je/v4RzkwdIwEP8l5KPvz7efD5TxYFHmxiC9YhEy6DxcKN3Gg9nuWzab qvio2SSwPKaNB+3UN391IS5I6v6843mIj0qvfCpTz+KgFU7GD4XmQrh91iNu b7sIWk9P0gOvC9APtzykmhp8RPw3VMEEKS8MSfR//XB2RpzDUoH/afRvMEWg jA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 20-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk01WsXx384yTkHZ3AGFToVGSpRkql+T5HMyRDNUreibtFFo9cRqZBX Zai4klQSLpmbnp2oSKjOLa4MZcgQHeMxHq/3/ePda+21115r/7PX/n6+e5H3 cZffZAmCeDqb/63DPra/CU0Y4FyYd9z2kxwQcx8dCovpwBTPf6pS7DrIem97 sZGaHGLrQLW+5QRJ6OmkSnxE5B6mKVG3hAtIxxL/EP4i2Rm+5hqWTAhf9n3T ziolaP/uv3TCigWpPFkn/ry5aMrkkJe8PxsRP10toLqXbF50S5jYHoLHuMk+ 24fkwfRK4cyF2rmQKlce5vQnAU4bciZs+hgAfd2HPER1+PVS/Yk16yexl+kU 9/r8LjL4NSPtS00fKW50vCI5Mo3TI2X2Bfozwc/JwtE5dJg0QpMV2SZykHz2 4oXJG1RIGq208GhkAvIq5tVUyKN5U4lbe8oUkddKuq6BdBx/CThSbeCjAp7z tqOy0rlwb38L9UYGH4ReVpfmVbWQB3Tz140aKEC90+fuJ8oqkGvYO3o3jwVe IQ7LrY8wocdeygyZZAMxPaTbGVZMltU+d2Sfo8Apc7Ugng0Fee4oqGSk0FHW alyZr0GFjrYqg+kvdCAeuxao57zC/UE/Wgyv0wBEopUWTROY6VBeKA2W4Ppq /8K8bBpyIsR5NQtayVa/oGdY0o+Lflb1PgjnQ0BQPSXYkwa10S7GOXZy0Dqu tbzs/QReSxfP15w3igW89d/7CqV4sMD2+UhVEfbL+gdfODqIFZWL9fVs5JHf l46O/FAC5pVv1xYdGcLizuuxW1nTeJ9QWMEUzZDI/VZ11JJJbBFsyEhZTweK eX+U7Wo2vJLNzCjzVQFhif7ax2HyyPP5L8vNVhQk/NdfunWOVeSoF3UXTZeL Ui+2WW9+LiFRyj3q3UcyQOiHWhWotGK1rvN6AacUwM9jvdfzjQwUp/9Cv8ye joQhM+rDnSJS/k5Hd0ERFSGWQQ47XkomLNzY4B5aR+ZyVhcqvRrD/QPd9SPS dqzju9QxTmP2njHuTW9mFFFri7qaSfgvMsEo8UTXOirUdQuQRFtMuqn0Dt+b L4+IDLrGpjdVZFHXgx5nLQYqGdfuzGlSQltWyZT0jFKR8wYt/7XvqKjy482E hd8U0Y0r4YfNX8miBQdv9PP8JZjp8++TG8IH8OHzPJ2DwknMTBl2TabIw/nN EyovB96RRMPnp5f8q8iQJJSliaexl0dE/L0uMRZHvGld+l6MUUbln5RhKe6W HUjdIinDREEdU6RDQfexdbCSmQpK5RS5jF7/idPulFysNaUik3eTIkYUDY13 NCTFlY2S4a6o7ecWPlxf2Zj6TJkLhO1AMp3/Gvdv5d2kfPqIx44sXGUpUoYD NadXUdYqA+pXcLbQUkbPK7f0v9ZWQiI7ecWRd3Lwrftgp3EcGwzGrC9da2RB fUxlQVqiAsC54mT6cD2W3ue+7XSY5RXWFvYazkED6H3hNW95hHS9LpdndGPx xqcX5qizIXYHyl5YowQHPwwOZ9bQQfXh2qCecjm0Lbrh0XL3YUzsevHwwql4 0q1kY2OlOgfFntESvEulgvqhRkMvmyEsDFbViNn/hQy3ujW6XHt2H7/jaU4z ydiTCEcLjykhIoD2fM/gMCn0btRZncdFgmer21tcxsmp3qRvlKJuDDJZ74Mo f2OZspKvy459JYlTFkMsDWWkkDu4F1nxETFktDKpu5jMUS6lf9DgA5FcvlYl 6gN2cvrqF6nJQqltnJtM/WlSIyt7Vq8D2OSa/bBBmhKon3PK3V/MBr8075uJ VwdJaceh3zsfd2HFjgTZM7JKkEb9Q6s5gAKx5s+4uhIp6XrgR/fXTDkkND5N j437hJ+lNPYIZn2NWRgee4Upgzqv2r2csZRFBloNuwfLhvE7a9uAwrMXcOvN dPqtKwT4RKeNTXcwocuozSy/iI5Y0762ERZcFO7jambToQSmgYJl1pnykPtR YD8zn4Lkj+VItKVVpKDE/n1wXTv55Krv4qyEXpLQtBioc2rCd9Z7mjI/sUD8 OkI+OX4Kt4fdAONmNgiLu+Mf/ajCHHtYoM6cmuVymebmyhlyk2LzmILZDDaJ dG9uEtHAtPfp0931dEh1p9W+He0gpxga0lw2AwiTH5G+Z4T4xHt9X9NmHqgm lJg6ZrKRT6Pb7bfmyshL/yijPGUER0ZzJKGPZv1TcqZlnew46d2525gb+BML Tlaw9a70kKfarrg1VshC65LSbVt7WWg84nagYygHEXTpiPehJmz93aVymi0m 1bI/Vsj1MkE9YcXpRAMu5Mb1nspaIyajrJNVt22bxGiZ25KN27+Tn+2rorRi WUCkxv46IJTiaZuAuHS/CXzio98GvoYiiqZizvl2Eak/1Vn0VZ4JFu32UUkH hrB2yYe7w6vY4DA9KFwXLgObi8Z4AZNc1J/iGOrxnIaiE8+pnvmDgwzklAW3 L81BrneC9YSNXJSi+ehVvjMNzT32sO9gDB9uiY5O5NCZ0PnGLChqNRPUPl74 lrTtJ3Zm7rlmOEKHHQ5HpW6GOeTSdPMhIloWPh/+8fbAKQLVlTo7LVtARRzt tzQNl194gG+o27mTi8SPjXust1PQCTv3a1vmcZBNP/OO1JlAkrYlUyErFJC+ WxxdeFKCG5bomnm38FHkkbM5S1PmIo8VARNRVly0mFnavDlphjxfJJuRPa0C ZpuZYtagBO/uCgynmLJBrz1ijXFWD3Z+Vum2kT+CA7YbCTbzmchWSTgQCRKs MNpSlbhSGVVRJ/2QgZS0PB1mZ9pMAzv63fqwOj4K/qk/ti5HFtkviN81eVMF jKUX7v92uRf7xbD2hAZx4EHP5IY7iYPYTqiA/27hgsbhKS+VkAmsoRrRe2kv F8IEi3fcyJXgzJd7G3T/UoQVek71Nnt+kTev7/VYs0cGxQ0ZN/YdocK7HvvJ 3D4mCH+K9pm0tZAFX/DtPdE8sMk1TMRBXTjw2qRjQDUHbupefkx/VION9Wod 8m7RYalRIEeMp0nTptDkN4UDZARPt2vNIhV4TenyrNVloCc6Scc/+E3iE5a6 P9rzeUj1TFZ81uJa8q/Ug5NKj3ngMhJvK2gRkQWslk3LayXkLtlv1IR0Nlwy r3Kx0qMh3yreln//oQAP3XQKspQo6FZ+4+68ISWI9T8dm1vKQvbvo+J1VAmw z5TueLiejXbXUFxStkrx3CN/19RsYiJTsvNFVKEsrPkz0FW1gwNu0y/kN74Z JlcVbMs1OKQE8lft9128PAc9WOD2IX0uC+xkagXpnjLIt4JvoqnFhkDTk8nB 2VLyUNvWmJaTDOhyKKouypZDT0vimoLcaOjMR/eu1F806J/v0H+pcg4adR79 Z+yqMpgl9OZYZiogGn/nR7lnyqATrb2Xy2Ygza0H1mmi2fnRocCsVg5qJ08O B8zymZNT2GY76zuEsaN4FYuJ3JmuYzG3WknVinHrNS95YNBVLGy4S0ddD66G BPsy4PfVuraHmxSQWn5h3723LFhaIU6nWaoANmPsHHmmiL6mLOrymuaA2b5m /m1ZOoosWVS6Ho3g1reNOmMeXNSYQRfQJCyU8ytuu3cdE24I/dOav/ORafX6 vPntipDqZq6hWk8B68XD429EKsj5uOcIo1hKniufWb3pMRcCbydpxPnQ0Anl 2n2vqBzoQ9cKL+srI7Og2AHKaRXIpO2PvL+Vj/Tbzn6eL8MC9TAQ3uNxkAL5 GhuNs0Am3eiMbhEflddcjhn6zoSptvsOxhUcZO5upPa5nAUNlC/3WhEbIO+E zJIINiq50VOq9oCFrHJ8A1ac4sDD0z7XtjTwIetHD1c8+8/33feRCDQ4aFSB UTA1xQUTpMiC3/moenlHomkGF55MjQszGcrwet6V02tDeMjk9our50MUEfG/ UIXFkmBBpgX///1/AMijn9o= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 21-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01fvXx08cHJzjDM6gyFAoNCiUqb47NKBkSColt5G6hZLbQB2RhFwV GVLcLkIZitD42XXJD7eo+KXBpWQeMh9zj+d51rp7rb32ev23136v995ba4+P 834pGo32bCb/tw552+4Xm7LRMePdqUsDskiTu3swJLqFhCsIP5XOa6bq99j3 GatJwx1GckWKYJqi6S9MlXjXUu3JMv660gKEhdakTfyD6rRg8W4+ZWOowbe1 7pUszJi+FGL/koepQikH0Ww56Ayb05+ToAy0bhdL/LuLCmxLUZ9LFVKjgmTv 7YOyePT3u31KqgqYKl0a4nCThisvPq5xqOIg9nQcdKutIWpG5Tu7siaIp9mk 4Nqcdkq19bHBoGof1fd502XJ4SkSIXwmebGYi74Olpscg4eoQJ+u6BXLpTD5 zMULEwnyGHepwXtqHg/Bs1j4pkwWnl1ocGmRZ4PnUkU9w+kxcuPH6qRINh/F njbhsysbqdLg/c6WVXJY7/DfjsdKyrjofYF/SKIyep7buGjdYQ7665h9e5fC R9rUoF5rSDEVy/TeY+VNx5MWagHCDXTY4NlpsTadBfeMSEWBujzelfIwYLsr Ie2BS+Hc3L8I09DiS+4DBcTa2qWWDeNkaJz0FC8eJ/V/+z28n6MAq507PfPK O6km34CnRNJLepNIMbaJ0D+gnh60TQFZP43navXIYNOYzqKXr8fJ21U7NJzK R4mmcPW3nofTJOgLfer8xFvie+8TufDrAGFodN/fulMGfD+0tBQE0zDOVWve aMkI6Wu9FuPEnSJBavXSP7omKXBN+jty/gR5YGyWMZ3IRLpFb6StEQ+5Pp+9 8y0FKC5ZsvJBiCyMSyk1p4fKgvhsnl7NpkpqJEziJVgtgNSLzevWP5NQpz8U NJadoSFtSbBNoXITYW41u7etkYG+bqs9n1mxoeimxInxqxKIz/2cO9RaS5n+ ypPEj8kDcA1zeXHTFA+fdI08/ULl840esv4aJY0vL+8tG+ggCw/pbopVl4Xi BGaL/Ao2NDXOVTMN/UElZNrWG/kzsKZDEyQL+ijfC4+cjnXIAi1TUX1teSVV +svq7XqObCgZW9Ca28AC5YTDJoGDTHBco+O3skoetHSLe/1OsCHhcqiXxV9S sCzf7rhf/iDheP/+25rQfhKW4TfnPUwRzq0hl2S6LOr7GF+3m59DaB//+yTc r5K6dqFNL+zQFPF0C4tLb+8jVnrhlvSzAwQyK27Sh6aJrkGFlXVDHaEV1nBq F9IhIK5YpGLJh1R+kfPItW6i/hV2d5xngGnVRC07UgFMMo+9iudOUqEu0Ny9 WYRut34JvbhXhDTb/mRF0SsyMvFkcVnPezJ6WGO5da0Sxt/rV9LI4CD0Mhwt dZSgvO8FHwUcqLWTZQ5XSeONI0mYfEUZDUfXhV/9zEXhDr8Vg3pMxMDiZMWh enIouLB9TJsHM8572LVMBsiR7vX6wQwAPc9LpZkdpD6LitXy4WHMDsjReMNC uNOokVuhhCpZKwM6S6VhDt2rfMqzj9B2Ps+6cDKOWqRifv6HBh9iTutoVqXK o0zrt7fhXqNEHKSiHr33A9VbJN2EswRI8/W57fAzmQQ4GsY7e7GA5q/wzGNg iDqQPuFitVIImk+Nvjc6j1HRY5ICv/TvBGfdex1AryN1L3ZMaGz5RNEGjZfe 6Cim7F5RB0EwM5/k0pXKkW/Jc+WQkpMMLqQ28xM5S6ao9l0RB7mB3cT0qv2Q 4W0WVmeV/HiwnI++t/ckxl8ZoM6W9QQvmfxOmC3XpU5LsTBa8/xAiLscxlg8 FehJpqkW2r4rpitlQLzilGJM7HsidclIvWKZHHIehsZc5swCWpp20adRaTDU +bhr4OUQGT+r45M/+II0JaYpJl2mYZsnfV3jIy62GzebFxQpgqruX8esUoQQ 6u1ivqGFhXsThw2T7shj/jtN+59z6DC09jk9J7aB0iyxfx1U853q7XsecuFu D0XTtuyvcWggJ0w/PR6axcO+V2GyyXGThBM4fHxBnDKKizvi7rZVkv+Mrouh P56g4JaB9vqKn9Qq2+OZDsxJYhrh+k9DrQLe4XmUwEUlTHVVqP7PSAsFxtqL NMJm9pNpW8Sh02KSPNDuymwUosr1ErNN2TxwFvrWlUxwQCw53bhKaoxap8rz ve3fRjR/K+PpX+6kWnUDT/eoSmHT/Edbnbq4MOyrUsXYKASa4vTwnoMN5A1n u+zNnF5KLeddmXQXB+XX7Dx+/6sQ82O7Tt4z6aO46l3HPIrHCBhsmW+1/RvV mkacjrpykZYa82OfeJokDpicOhM0RY69810jUmeCDnMwIuh+C7VksrXoiywH i76t+QNfj5EFJW//HFrOw+5eNQZjoQyuLxoV+k8IYHrnOY26eWyIig9UOX2c D4FaOyKLU+TB5Y8gffFnAbTalO5/nacEckezeg5Ei/DAon1rHx3gYWu5eUCk EQffy/iHOWcMEUeOx9Vlw4ro4Ci6fT3+HdFNsxikRUlhbf7v5UstpqiaR44O BqryEJ3l30WtbyH9omV6re4CUFf/tO3zLQYcs3O9unk2H/SntCKVttJB0jx/ 8txiBkxHDaYn/jFAPs7XM9/TKAJnZmfYkX1McFvsPx5pI4DuXawnUUp0OF8k lZkzpYymMTZG2v0/ya72E6F0Mx6aS23vUEud6e9pxRYr0TARexs8jddkgy1L 3B+BElLqfqA+5icTKuUnfMFwmnpRYn232l0e7RT/rA+pEcGgVselSD85sFeN 2zkxc+du/XnW4PuNYeIbzfUIDuDj+63exozycWInZpC6RgF2iGevCk6Zheoq YV3huwW4bsPVl0nqNMx+sfujXh4TNwe8aKO3NFOJ13a7mXjMghVVyt0OeXJY 1Wk/kd/DQY/3R9LXmBRQhR9IikeUEGtjW/ycYZicuDqxyf9vPo7pyBi4OLST FfrVG+8nKeLZ0bOHE81HKbOG4OTyh/2Ucdqx4oY8Hr6it2+r1mPD+A7ZK2tM hskxa7227wVC2KAVxV060EHlpR6YYD0QItp16Hd/fUMKuY1rF1VLqPMW4b3G TB6GW1Q62+grQECpSc6TOhnM2rKw8B6LDtp3P9i7DChijN+pmPxHXBgym/N8 1ewxYp89vSNrNQ9YbjKxO2QkRO5w3Zs3azlwyyW7tLR9mpjcPOGi0sLHM0KX fas+tFPLC7fmGx5k4Rv7rM3VCVJwR3XL2zQ5LqpeyXv869cJ6lCZyFRbh4eB nakaPocl1MFmp+jG39gYo5brpxlOgyclsQ0BWxSgJspTJm4TA3vnbOwNr5AB vqrryMp9TDS/3pVrnc0Aerj1nes2TFwYtWC3gMeGpzubCp5oy2HvyOCJe018 SCja7qK4bIrk5j5sts2WRWTV2Rr8wwJXjstodFITte7JySDlGR0M24vFH/9U hO/W50hbBhOPGOnZejUwQFPhU5FnBAd1y/rSFKyV0Um5URa/MeDLLa12zyk+ ZvinqQ1Uy0JEidaj1TM6gvbR+JFqPnzOVNRUkHBhudtQ4zBDCRPEfrf/+SaC zeeid2nNZWDqFgt1lXo61uv7jY5V8MDRZ9swu3iacnTPTrrfw8cTKTfUY70V wEaZvzivmIc9cPXhpSVKMDIgsLo/wsVshb0RGU4ieLfL7sr6bSycG4LidCEf vKb2//zaw8ZZacan9YpE8CzQ5+0/ciycbM7YuKKMDxuam4bN97DxI/1DehPw MDve2u3jAw6UJHQ+UrvDhQMyqUtsCnmYdcr76uaPIgx1b9L0qufALxneEk11 PnRz1b3GxmZ8CEwuHhFB/PbKpccdlfHx5Jg4m62EUUZzBo9O88E05fmV8+eY wDhZdNLsmhDnSYI0sy1F4HBwcOm8HAGynwdude+TAtr/hQruDiKZ7vtm/sr/ Z7ie3RZvZyX8l/8Qnrk5fxHnX6YvoFnc11X8l/8HjGCbHQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 22-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXs81Pn3xz8YjLkwM2aMJCm5DIVSUeTz7qJIWqIUFd0U2m/uWbGNXBKR REoqK0mSlGu76X0iWkrRUtSKJdfQYNzC+Pn9Hr/vnsfjPM7jef46j3PO65wl h0/tOiZNEASe9/+NYk+bY0IzJXBKHY2oYdOAkH9wPCKhCzPKHfr6f7STzYdt RavVZVC62PwIVUwgQl8vY8KzkfQTvO8J7eAC0tuMe4TfyRJdq4ezI4oQadBh 5VrLhBNqme3pJBcyVKR38hfIo+bGuvDdwEXEgKMFvPlGXizL+rTRsoqc5KV7 7huVg6zLv/2T6sGADJmXETtvEvBqcNGyqdtsgMG+486N9diHdMcZvBnsvm6G d0Wtl5zu/Tk6xH6YFH22i5/wnsU+mcEJiv1s8NlpYWcfLiYrbn12xgZSkH7m fNT0NQW4rD589Y6XMiD3UpW3VXKo4DzbwCeHhdyN6AJjyRR28+Kc6C7mgtB9 S8yC2jZS5xP/+Llj8tC880Pf74rKkBMQOnI4nAfuZ3cs3+rNAonEv1BniwoQ s6OC7ohS0sOGe9pvDwWCzdWDVKwpyMxDMz8kTwnlmeCaQg0FKEucTGKdYgHx xLFoUX4l1u9LaDZ4TwNobDSyaP2Bm+//oe3bOoOb3/gWP35IQ/xdI/J/Ph0h A4KaKWF7aWDry6ckX6JC+5T28oq6H9jb56XWr4HTWFPFsmOwWILLbUtjrbd8 wT55n3DUyRFMMV6yJsKHgnw+dnUVhhOg3NOrri73A4u6ryQ6sGfx9TKjTXUy P0i0O+1NnNY01hlAG9zGmEAxH4qzMeGA22eGwS1FPgjLDE2fRMihdOvl5yhV VCT89ZGg3q6WHM/rCtR05KGM851bt5VPkCeWRHo3pEowYRi+pUi5Hc9Ufl+x YasC+DhbupdvUkIno6+t161mIeHZuUXi7kbSy5SknLGgIcQ2zuekSMitBWpz tqFfyQKuSTGzchI3XFk5lNw9hPW8dOySNeTQvYZD49olLNTetkjdLPI7maY+ s+FsrjzU92miCV0RGTtxPt+yTB4ROXQNq1e1ZOOnxldSZ5RQ2ZRud34rEzXN Nj1hipSQ/UZtX9PXCugPCy+tDgobXYuPPGFeKY3ixVPfU9u+Y5bnpdMbI4dx Zu0bBpKaw6xbYsd0ihzEkbFGhRubMNHy4Y8Y31ry7qmEez28WezuHJ1yt1eE k19bX/vHUIxRTs1NiliCT/ZfdDm1+B9MFNWzGvUoaKu33pOllvP94pbsGr8y gNM0a9bKvJFHZq+nG5XiaGhdcVSwXcG8vmyG0+n8aiy5e6giitqEJ70Xr9rc qAhTvtmUZ8YcQENUewttRVQ44/okPZWNGrfLMcZey8Du4bo06UtcMJ7cGpP0 mQ1O2gvKNj9TAggtTaeLm3Gjq6MCc5aNCDAt/rZSFsWn0T+9uD3ff4H7hZc5 fRhYLzM3vOBAogt6uPgtExItPe7u7WCB6n3ToP6XMujPiYGqmy29mNj//H5U cApJCV4p4C3losQQbc3XGQowcLTf93HMLBaGqWokHPlI7hH8XOP0NxcIn1OZ O+fScXLG34NRh5mICKCVHxwRkzt6F551KFdBms9MvrbtmiI3KOYwygVtGKTy 6oIoTfjBi5kF3PXNJDG62uhGXynZHVZd8YjOByL9palyXAM2bBEQxwdYKKOT e51lOEsmH3nKU8zuxmZJtmLjTCaEf1xqJJ3PA5/Mw9dTL4+Qkiz/q0FW/2BG 11XpEGkmhJhexoJNNEg0f8YTTEjI0zfbzZIr5ZBw7S/0xOS/sLV/nIOvjzyw iiMT41lSSK1Eklv8UBYZa7ccGKkQ44rVEZXvtzXg9utZ9LR4Ao6v8bgC8RyI 9HRcb93FhPjy2rVDWQwoeK9pO6dGQUG57+W0mrpJzTLburD6r6SmvXLXQfhO Essshut3tmKbVfstWubnK6qOlktPmcEWAbt0VXfM36PSvpQHPbU4JLuOMnBk mkS3DJZtq5kj10RT9yZ/mcRmsbu/tDbSgLpI+Il9gwUZu2nv/hzvIs/t1XeJ n2ICYdYT6xUixNX8Oxvb2lRA9WrZOrtcDhp6vsY1voWDhBMhbRukp0h9++r7 RgEdWPN0FUc/vp908vLKmPOVAoIuGTt8vBWzDjBCLNcMkgXJ34Lz1ojI1LF1 dR6qkxgZOGlt2tdBjs8W8UvV2EBkJH4/KpRgtbfThgIrAvze+2zkazBQhU2l 7IFgEWk4013ytxwLUkU3PvstJEC3rOGOeBUHLrZvvfT+NRW2lUyqBEzzUFR8 80HBSza6mBqqGuLPRTVk9vi7EiZy/C1MX/iZh64+GYrwP89G8v+5P+iRwIdV ka6JlS+40P1qfVCcCQuuL9VWd14yje1ZB5NWjtFBmScZfhDyFetkmY8SF6VB csl+NiVqiqx/ar/TYKECUty76Vpl8Ac8zF8p6HbloR0Xwl6d+spAftt3J/20 gIsYDJNADVcqmujUmjm7gorS4+4KPVK/4RYtwfrDbXwUvyfPyCWFhZxXBPyI 28JD1SbPowN/oqJzJdI5D2eV4fZJC/OFkzJwoDcwkrKOA/uThko1+ufre1bj tIk/hlU1h0x/4ygiG6ZwOBYmsPDFQNeFd3RUqzDtg4wlJDkpw/BokYft9DvN EfV85O18Z2HLagayXZiyf/q6MmhY/x7B85//gwnsg+FB83tzyPuK6Rkp2C6k 4qY2HlTWFdUEz8mChmr0txg33nxeeW/fUQrkvnBrETxiQEek51D4x3ry+hU3 5zUHpVBLpmjm0YgsvO63nS4YZEGjtMalVOsPuOgjvn3wogrEOKxStbKS4MCk abuAN1yoIoqKhoPFeK3+ux2P0+jQ/CymYlPxCLmuNTz9VfEw2bHyWXSUJQeq Kb173wmUkJ9a59Ejo4PYb7Og52uhCpJP+vBrC3OcfJThMc18ogL0DHJ9dHsf LmK3WS1/N0HmBhj99Zc/G2LMa3dt0aehc8+d6L2mMnDfSa8oj0lB+Zl/rRsT KUCi7y+JBU/ZaFeLuoO+9Ai2zZW43LfkoCBMz1vh9x3Leze9fWvFQm/1Yuh+ HpN4zc1AR9UuLmQetQ8aJOvJVUV7CoyPM8GAqRhqaD9H3lvo1JAlz4a7i1+Y XGaPkV5VfLNl2hw4d6M2010gIo93OiS0nVYCv2bbFdyqH+QfZcmtQU40pLPN e+mFB7IwpLZjKKZGFq3qKmSfXkuD9Ve/5W/OpSLJpEGooE4B9C7quvE4Ssjp xH59RwUKDI2PBua1c9GJwZflyz+KcX5+cadNrhz8+kipUHSdjnazHCcT0trJ gMcThcN7VMC4t1TYcoc+/xdPzjl0KsDPJgKbE61UtKNiZm7tNUXQqRJl0TYr Q+e3/CexVFn0960lve6zXGDFeC2xuimNYsuWPLVEYzjjLCE3to2LPufQNWkT bER995yh60uDa0LfzC8dfHRs1RcFvT0ykOFkrqHaTAEvk6FxA8xG9qf2jimV SshlI05SGgIuBN6+oZHsSUMqqvsm046xYRAlFV8wVERFp24kHQhgQS7tSGy2 Ax9Zj6UH7sunwqIIEN5V4aLaUPKsSx8dpLJWhwhK+GjU9XXUBxsqzHRm71hb xUUc9X2FNevp0EL5eLcdcUBvWs9lMWaismv9T9XvsVHM/qZeFxEL7v/imfRT Cx8Kbz1whm8MdCjbc0JTg4s61Faoj4+zwQwx2PAzHx2OfvQqb5IFv89MCXOV FGGX3b2T2WHKyOz288vnzjKQoujksJ8OD5ZOhGnmWvBR2ttuty0uyqD0PHSP q0ga7az8hZrC5INbGM5xPcqFYP/opvGx+buU25O6fdO8Pqjp5QbVPPSbypmb WstZAGHIZ+aQCqLoEuaPdehgsdJf63SWChoYMPo94KKYJP7PVMH7c0O2zHk6 +i/fs+PbyTZy/uWHe2rVenbz/uUVX0b1x3yU4f8ZhXQE3iteyP+XcxePXX7U QPuX/wffGqOK "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 23-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXs01WnUx384OM5xOPejyGWkHCIll1C/ByW5pXJrKkzNJKmhQlLqKEm5 jFSKJFFCQkWYkWfPVKaoUBJJRDiRW+45eL3vu9bstfba6/PX3muv7/5urV2B W36TJgji6Xz+bx313/ibyFwZvGK4CQorGEDI3/U7ndCFVdoWDmtlt5JNuxyH VqnJoI4vuZ9RqzQi9HQzJvwbSElJ+va3f3MB6driHtEgGcWJsPcWKkGUfsf6 7dUMWGb655qBCh5k8KVdBAvkUdVPkeyZHh4ivm21gpd95L1KSVK4YR05yUvz 3zYiBx8uXnmj+UAJMmSenna5ToCnW+SRrGA2QP9XP8+GOlzlOKXlESnBvqsl vIsLxWRLn+ZnqTPfyaEW5/iJgBnsYbhKZ3s2G4JcrJxdI0dJ6usaTXsdAtKO nT0zfVUB4gspTzc+mJ/Xt5T/+pkcOuW0Kr+/hoV8l9OFRrNTWLury8R6Bw9E vutiFlS3kdErq489n5ODJpfGr38qcWAxf32Qjb8AfE86LbMLYEJMU0FUuFgA xMyIsPt0KWkejWMzbSkQZqkWyrenIK6pPrOpmYnyjfGLh+oKwNe0SUwpYgHx YGvxooIn2D6zoyFnmAbQ0LDcqvUHrvAq3akXP4ebXh4suX+PhpSPBfqUKU+S waFNlAgvGpzrnOqVW0mH9imdZf+8+oFlswx172rPYk3+2o7+kll8onWV4lm7 LhyU/wGf2f8dE9YeZYVRMijofVfXw0gCLoQVCdDWGTzUfTFxM2sGl7idFd1V nSCRe+rLWO1pnJpl34BdlUFUZmj24LQcWpvgoLVblo5EJwqFdc7V5Pibt6f0 9/JQxtlOuw2PJ8jGixkCgbkEE4aR64o57XhgRXah1j0FCPJc6/vYRhlJ1pg4 OXiwkejk3KLR7gYyXXo/y/skDSGWUQH78ix5RuQZo5baSxZxjUsYTyax74N9 Viv7h7HuviXOl9Tl0IjHmh929SzU3rZIzTxqkExLLMiqbpeDuq+aaGLpEJnt 70Gnn6UiIoeuvv7farJja4Dph9vKqGxqaXdBKwPVrdC8uimUhVytdQ6a1Sgg v+6wTfRNbHQ1Pmqv5RNpVB7jPeXkLcZM/z+OWEcNY5+JiycbfQlgpo9uTaPI QerkkugTgZ2YaG78K+ZgNVm+zURn49/z+vOMvnxbPIS7DyiMVraNYZTz4jpl dBbbkyWcNa49mCiuYzboUhDfOsXJAPFRBvfRlvGL3zDfd7PSIp48Mq+ZblCO pSFP/htGracMIjYOp9EFVZjqKu9pp92IJwM0Vto2KMFOs+0/vP7iABqgulrp KKGb1PFNRxdwUIODnOJYjQwoh0iF7I3jgdGkXUxSCwvWh7WrOdxhARwvTaOP NmFk+l2o+Y6FCDAr6Vshi7b/q7d/W6UiQkLfc09zvuK8I/b3t3E4kPgzuqfx mgGi3I8WH3zYoJJrFtr7VAb93KMwQw63Y2JHZe6ZsMvkx/e6dRaLuSgxXEez JkMBvg1PUg+4SYEoQkU9Yfd7svJa4wPxIy4QQYGZLnNpuHgoZl35DgYigmmP vb+Pkiv1rfJ8bQVIs8L4S9uWKfI3oe/9ZOo7DFL5r0Ip73Dk3+nmVM1GkhhZ tfza11LylImzuob0/H2lPTXjxNbj9PS6De51TJTRyU1hGs6QNv7iJ7S6dmye 5DhqlMkAY9n43zcLBRCUuSvlyoXvpIzCiHvEohas2JUsHS7NgD0uGXG1ugxI tKzgCSdmSQWLne2Dm6hIZHqUnnjpLY7b2Rm1oFAemCVRifFMKbTqedONxF3y yEineef3f0YxLe/wpleXm3F7yi16ajwBPQrP22/+woEo/60W9l0MKPl8w8om UxmK3mg6zi2koNEVdrGDbQOkZpnjq4i6L+Td98baab1DJLHYarjOpRVrLPv0 +PH8voeqouXSLkvw3v2FH6gy8/5T+vXy3Z5qvMzN7ehbxjSJ0vUXb3gxR+o/ uS7/oWgMm593/9TaQIMKo3qv099ZkOFOq30+3kVWHTeKmd4/79/mPef3hYvw kNVOgwftfFBJLlvtnMdGcX7T7b+UcpFoIrxtjfQUqU4bqzra8wFrHnnG1ovv Jf+551XFek4AQZ8d2+XXirfk4v62ij6y6FJfWL7JEKnxKmZp4NFxjPTdtG22 dZBynnmtc21MIDISB38VzWJx5o6bl2qk4NCbIGuBuiI6xGDYTQvGSUNJ96OP ckyoH0zeI+sqA0vL6rNGV7Jh2Zsg/vVARdjwaJIfPM1D5/YPG4jHOSjuynGV 8MNcRF8+ZTTazURbb0boiVp4qMxm2o0o5SD533P79yQIYLZlS8srNQF0/2sR GmvMhEKNviaD1wS4Mr2TVozRYSZyKCkudxAvuWU5QsRJg24gy1hSO0bWlbu6 6KsqIK74w0sLlSw8LFgh7N7OQ1bhTFXpy0x0yME9adMCLhpYuM7H0FcRTXRq S04aUJHlzO6SlL7PuFlbaLGrTYD6szuvRUyykadB8I/YdfO+qBC4xTtREZ16 JJ1zb4YDWhcad9yakIed4pAoymo2WLNsbJmpUuBa8cLNRjCGixqLHuZRGGgj QzR8Hiaw1dLDI6du0FC1wnQQMpolH5s93S/xkAMHelbT6ToBCqoq8OAcZyJH 1cs7plM4sGn8xwHt29IQlMDyjgzlQrIgU7EvSRYcRFT8ro0H1xe6egT50EBd JbovxocHLmWX+s3uUiHvb59mYaEi7I3F1YL9ZTjloo+nibcUOhb+isEypUBN r+N0UT8TyMc1T8hCMS5+j294x/Fh0VmyTfW2DIQkTTsHv+TCH793vS2vlmBT vVqn+6l02COtY9zk00uubo1M+7dkmEzCsh4Gr1hQRRF71QqV0fcT5Xdsj3/G h2yFPV8e8lEApyf42k9zZGHGnmnGAz4UhXYU21PGcTGrbf2y2gmy7l5j6aGW +T9rWb1lnR4NJZQd9uemEpDrplucz6Ag89TapVcG5SHx4NHEonIW2jO89rlB Yxd2zJv9OXctG72pUzTKbm7H8gHvXr9ez0TE7G9bNL4MY5PrIVtVurjwcLfs xxuG9XhlsUeRkR8D/jr1wqvy9ynyjqpb/S15FnjvuL0t4PQ3ct8zgfliHTYI UsSOt15/Jv06Nye0HVGGf45YHuk5Okr+VXapNdSNho5LhZIRCjIwsNBpIOaF LNpSyDZ4RKWCRXJfgW0eFU36czdXuMuDbtxSHx5bGX073JTR20/AwPhISH47 F4XY+7qm/RDjgoKSzo15cmC12UHtkbsCcmdunUxIbScz74T21mrxwUhcKmrO oqOPx34mKzTk4YCxcOPeViryDlqflK+qCEueDd2i2XIg5OkJb3dDKfQxXUvs O8OFH6a/OBm9k5Dny7TK16IxLN2SFDyCOaglh65Jm2ChT3bnVns1y8FV0cHM Tx0CNF69ff9O9Rmc4WaprtJEAYllwNjOYiZyDfQaUy6dJSdj5vzO/zrf58Y1 9Uv+NCRWS38SzWFCP0oqOWeohHqarKs4XxiQR9t9PnuzAFXEDW4LoFBg0WkQ 3eZzkb5EZe7NF3mQurUqXPhIgISWSy1ex8qApDPbyfQZF310qw/y4shDM+X9 7XbEBklVtWycCg2VXe0tV7vDQh5+PLtOLyXIPeqftKlZANuikw8ULaGiX7L9 JzTVuahoQ1hGV48ymCNFFhwQII89QvzSmgF/SqZEecpKwPdb1d0qYSHzG5UX Tp1URNy92vvyyznw00SEZp6VAHWbfPhjz7wOlCuPe2wfkkZp0SNMPVU++ETg nO2/cmGoW/Fufx8HJef1XHGw4YMSy/yYZxwH3eQfu669jAmiaVH75BMuoiwl LO8voUP4rm67AXse+vZt+Z/BcaNkGPGdG3FcAAEt9dkyZ+mIWpJjln2DD3ec Bc6yDWyEwhzC5hbx4Z5H9cIedx5ym1B3qG3lgcGnEb2xIA4Y1i3scFbio/CO kDslqgLw8r/z7kARD+VpjF0orKfBvsqH5qU5fJRV4Bt1Vp1AxP+FCoCeQea1 UvZ/HKT99oI4nv8fJ9vnz51kzP/d/2f00GRJOXVU+T++mCVzWGujwn/8P453 viw= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 24-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9VQs01Gv3/mEMZgwzYy5STcolnJIuJNTvLToniUTonG5yKpduKDlKNaIi EUKJULrIkST30ruVOocklxHKLXehXGZy5+//rW99e6299nrW2nutvfZ69vMs djlhd0iaIIiSufz/Kna3PCQ0VoaMl2rlmjpMIOT+dg0M78Q8iyjl444NZL2L 1eCaBTJIp5bv7PeOggg9neRRdxEZtOnIR927HEA65rhb+IO0m81uf7WfAUG/ tG3eXcaAwR3Vt0kTPiTzpG348+RQtuealPvKfET025tBeR/JWvzIWFRUS45x E9x/H6EC9f27r6LzTEiWKQm0uUNAb2FHmbWlCsBAr6uTqBKr7YoKog9MYed1 U9wbaj1k0fca05CCEXLwi3XY6JFpbFb448UjFxXwtDGztg0Qk4kTvjV318/g hLNXLk3eUoCQTapDP8a5gJzzeBVvqWgny2n5kR9s5LyCrmswM4579xfIJEjz QOhsETyvrIXsueofoXSbCsT0iG5XYB5Je+ORXG1Agb9MF5zmbaEgxXW/lno3 sVD6alz6XKAAp56Ghi0ZZgORZZ+9MOMNPrzbqEqLRQcQiVaYNU3gysCGMi+B FNSXe+U8e0JDcvf7c1MPTZOnTtdTzu2iwb8OjVV+Iga0jmste/1hAld4bOP1 uxGgztvQNpAzgwVcpZpejz7smf4ZXzo6jKd2hJo23pJGnnWdnc8DCJCTNVNY ZUvAYNeNiB2saVw12PwqZLWYRA63y0M1JnHw8lRDpiMThPn6a7MCqaitxg2K NzOQ8PxT3UrrMvLnWPF1o3NclHyl/dffikZJC2rRmz3145jQD7DIVmnFrUl7 VlI5NPB02uBctEkZXZNU7T3WpYKEF2YXirtEZPWHW4KNr2kIsQwy2DEzpItO WfDP3YNkJmd1DuPNGBbdfiml5irGOh7a1tECKiIbVWdc+9motWXhAuOgH2Qi 5YACj0+Fyl51NLp0kIQvmm51DgqISKULNv9TRg6WSz3IqlRG+eNLuzKaGCj3 YK3jLTEb2W7U8lr7XgGxIq6cXROngm6FBbmZvpFGnQveSEs3tWKm+3XfjUFD +EhI8ZjiRilgJortEyhU8K4KPqWxoR8TDZ9eBHuVkR/MG++lHZ3jl9PlmAc9 g9iYWbY9IWIUo9TSOxTxDNaMbiqnBQxgIruSKdKhoC4erXvtJj5K5uTa/bzR j6OSGjqN9lGR8ftJkXIoDfn4ClJsZ2URYTmUQOe/w8yJ9D7qhjo8dmTRKnOR EuAp5UHJ5jk+fpe3NdNSQtc5EQMO8Rwk2kpVlLyXgdKxNdsrQnhgMPZrcNQX Fnzdm73X23PuH/zzEujiepzOjNy6+gkLEbA2p2+lLNIVW84MNiohpOscUpLa i6Oay7HPIRWI+AM9WVTBAG+OfeXuJhVQfbz29LcSGVT/xNqthFWNiT2vHl/6 K4bMXqvu66zNQRFntNTfJyuAy7OpXQEdMiA8pyoI/7OO1FZCCf6RHCA8T9yz mU3AImQY3+/IQMQpWtG+YTGpenxP7YlSPlJ/ubqjxW6cVAsxSG+teItBKv3D aUotdipGTlOyIpIYWbMivjePFAzU+IWP8YBIKFmrElqFlQ76XjfPZqLkdk4c U3+abGzS71AS12LPey5xNyOHSca/M+cZmTVYsTNW+ow0Ax5n1aUXyjEhwvQl V3d0hrzzqeGKVaMCEhr50SOia3D1b6b5xQNywMwJighjSiGbz1nRR/gKyECr Ye/wazFOU84aaB+a43XcffrtMAION+vqBxpyIMjd3mRLJwP6L5osfr+dBZnV 6lazahSU29got89nhFTPt/pwrrKDtJRrrpGXDJGEptlQpU0Tlmg5k/fC2TD4 7jI1IWYKRx9UDB8v4IIwrzfm7+4y3Cz1ZaAwb4JEib9o/lY6Sy4mVuctChzG xlcdmptENDhusaROPKd3yQ60j//+7CRpd41y3VsVgTDuvupxRojVXPjzLn3l gWps/jrrNDbSYxYfNorhIeHomZb10uNk/8m9JtFdlVjd9y1bL+wbaTD0a7+G gACCPiNxcW3CURLvAwEW38jM6L6/0g0HyQf36wJ8P4sx+mWnxqbf20heZlLK lgdz+p8c8eOgcAbn+hapEHYy4F3tuZEvUERLqhwvx+VNkvpTXbmNVCbQf0QO 3QyiwtL8qhTxKjZ0HfhQ8VyBCb/ljvFOTXJRmBVt+qEuD1276a965iQHrdyQ dFg4zEb2d8/pCb9wUWO1nHZYFxd1/WNyOnQ1ExgZbzQy6RSwZe6LWimhg6/v UJzRUQnWvm86QlyTBjubajcXtWGyssDW5pf5CoieSO/Mzqoih/grdbt2c1H1 Che78jw28t7qELV9Hgf1RKdpJq1iotF2jakLy+VRZpOFKO5CJW7Q0DVxaeGj 7aNq8nfn5pyWn5oIteCioh/K11PcmOhirnTqk2kVSMnxPL98lA57e3yCKOvY 4NBwTY9FyoLty9Kdm/gSvCXs5Irsn3RkyRAOXYVRPHZtnPA/oYDKFCY9kcEM ud436EOUiAJb6Sn1gZV8tOxr6KLCJjaymh+zZzJOBa7/q6r2MoIKnuGsfQGn OZD+of5SYpoCbBXK49oWLvi69rW5YiUQqF7uC97PBbtBbuDlIUVIK97foPtU EWK2ltaEMZpw3I39Tob7pNBCuzSBt580vP9mNZk5wISrZpTWeQtHcHYdTtp3 jQc+nYdWxSyVB5+oSetT5RzQOx46jsKlwUjv47Znt+lA8rxeO6Q1k+uaAhL+ yRkikfV2rdrdLHhH6dn1UVcZFYWRadc5JdjbXLe74zkPHSo7m5Mxn4KeJh+e ZGTx4I+FD7bZqM7ibFbL5mUfR8mfXecSWOZMCDYts7PQo6FVh7SuB4xN4sc7 dbLTGRT0OvI9d913WYjw8ovILGChJGAWzE+uwFZpM3883sBGx1knkiXyWVju SG1FxWYm+vPhlVVxb7qw4R0fe9VODlBil9+MtenFq7IdMw1cGWA1FmRoEzZC Ppq/s+q+HAs6hiNuuv3TRHq85RtrarHBrqEl0mRnIenaviO8xVcZNPUdL/rs 7Sdf5Ec3nd5JQ9UvhHu8XAn4rrbte3CpLPL289oi+SwLJrF9GeZp8mj485TW 9mYK6Fxbup/LVkbU2VR9yoNJ/P3niE96KwetP3ps66uwSpyRkdNumUaFieGg S2dZcsiBaT8WfruVrLwjUc/o54JBT56wIYWO6vlbLmjvocCx1bqWbk3y6Lgg XHNJkgJovx28TzNXASWTOxyUOkE2Ji7ucZ7mQP3eAYdPJ8Tk1fzFBRuQBLsY abUPrVVBX1Lp6rRRFsp9ZX84ZKMM3BJ63Wtu46MlKydLPCJGcPJOU4FqPQUW hFR2L7JXRrYndkmU82bI8kVpFT+T2OCTFC+IdqehM+bvFnZeZMAAisoJ0VdC 7tXbXI+20CCN9ufVhzv46OCWIP+J7Bm8MBCED3gcFHZ2+LxVqwxI3V9zRjeX j16soTaFxk/jqfaH24zectDDMEv97j5paKDUPWhFbKiMOvpszIuK8m99K1jw iIVucYWFzCoaPPZzj9rewAep4wGByQdk0IGH7qPqAg5K+D1WvuUrHYyRIguO 8VEHHvlORslD4dS4ME1ZCRqFxfu5/kxknPQq8uIFRaTW2tDWuY0NS0bPqaeZ ze1rEn+B5c4A5Vf+jrsHpVG/5bF5WIcL+8/h1N0HOeD2xw1hx1cWik3rvrl1 Ew9i54mMA+1Y6C7v7B2NZUxAfsW2Ei0VRFlKmD7TpkPujd89Dg2ooP7+FYWn ronJYaJDd2LOv458qXooc4WOmB47TmwjufDImm8tK2Kj84PRgzOmHHjiWKbW 7cBFqd/XRye+UIHlzSN6kjkf35NsWBK/gIPOtPk8ypnPn/MZm7+/OKugtEWS yKdzd/nk7+p1fAcXpWQ4B10REIhdEn00fSUfQG/5vfg5nevJ0P/0SZ0Hnho1 kT1hPNTY5jEU/4oLsVvSZy8w5vrG7sY1POOi54baBfJiZRBmOkXMHuahGyky JxdbKkAi5eSA00seMr/t7bupTRER/wlV4N59q2l3jwX/xWioenR8mRHzfxh0 qwSPl9L+h/8PWbTZ3w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 25-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk41Ov7xweTZcYwM2bRqQaFGgolUtTnEXVCHESkxdKGTqVCJb6mrCFn ECGdJEeRpbJ31HNXnL5EIbKUJbKEZBlbtq/f74/zXNd9Pdfrn/u6/7jfr+dR cTtre1ycRCK9Wqr/u0UeZscFBvKgo6dZV17MAJLUo5NB0T2Ykymj9UyykWh2 sxjZvFICnakIaX+SJ4lIGutSpzwaCLn3W0wEAhagdSa4T/CDUB4c+o9SgiyQ hvYZQfUg4RNk077B8hMxzU7xODAuCSurjZ2S0hmQKlEeZHWHBJdV9vCmV7EA vn876dBQi88c0+wDx3nssnWOHfdLP3F3NDSBPiwiRj5Z3pg6NY9X735kK+Kx wMvKyNL6qojQOOB4PF9nDqdcCQuZTZSBkEZNXoIxF5BLMeddhSRS/3g5t5/J Qi7aVL7OwgzOaY2qm3zIAYGLafjyqg7CvFvrL7vNkkCaH+f3BhUTrYvsQnEe GS4ZrvTl7CEjspHrNdoXJsrWxZX5PBmo39EY8UiXBaSn+wpW5b7GwayImjQd KkBDg7ZR20+882DTCStfcWiuPlf4JIeCBL2bw6oPiyFv32ZygCMFJI45H/I1 pEPnjNr6VzU/MSf4aqI4iIEyZ0fX98IF7JwxvjfjzQj2ym7FIb+P4Wk3eCGd I4a8mnp68q+S4HXNXcnySTEY6Y0T2jDm8fco/fmTFqMEsk+ujlwzi01l1l8F CQYISrS2PA2SRMHLw5yVQ+WR4D95/FrLKmKS9zjFOJaNUsO6d//6fIp4eqnl bNqlKUzSumpaoNCJa2kK+QN+FPBy2OHyfKc8Wplz5qzQl40EgYurRL0NhGRS habqMipCDJ1cZvwCESx0r2n3HCces3QLaa+nsXmQ3BuxL5N4nae65U2eJLru KhK7LsVCnR2rVhoE/yBSLymcdbVcBrXflNHU2hHis+V4+X1VCiI9pPJ2vaki SLsTFSJn5VHJzNre3DYaSrkVwf5ynoWsjdXObXkrg55vTXhwuJuFEm8Euxu+ Fkcr3X5TPFNcj+kef1w0Dh7FPit+nDNREQf6n6J9KWRJULP32XgsdAyTWj7+ HX6uiujYEKQsqziHXRxC4//qH8ERTyMeXTaewehh5R2yaAEHisRNhppHcSqr yHYybgjLdbg+t36wDBm8nW2Qj6SguGZPg/oMaUQyG02hcv/Bium2gjeOzXj6 lNImkwY5UHlV3hNbywE0LG1tpCaHApQ1Ijet4qAGc0nZibcSEOTvzt8cxgWd 6d3hsZ8YEGAS/mfyVjaAf3EKVdSMFQe1T+0OYSASbCkc3LgMXRZu3lMeQEeI 73K9/OE37L/L5l1MsQIInVCO0jsaHAusPN7mxAbFzC2+A+USqOikUcFu6TRM OvQiM+RSPBF1i8sLXcdCQj815bepMtDqRcqM95YEQYAiL/poExEtyAyh/760 z15n06wWU7BI+GVUyYaGlMt0v3bYzhCOk1QnojIcg1h2jS+5EWu+7PIZGawj SOObtW9/KyaepTs1zg9zgJRSvkUhsg7783lNGxPpKLWblUTXmic865dfpQvL sVeaW9KtmDFCQ45tbRjyXyzbkyDuJ04DpR3OcbQrDBAalrH5UwuE9oX92g/c qUigf5kqvPkBczbFDXqslwZ6YbDwBl0MuQ9FXd9dTUE6ai2Hx16JsLl5lu4X xR7cmZROTb5Bgt6nkVeOybAh2GPftj09NJhjqan6vGPC43pli8VfyOh8Kse8 3G+KUC6xqAmo/Ur06YcH+yyOESRVo9FaqzZcqdQFoc+ZMPJPqGRK/ByGQx7G A15Lvij+Fv+orwoL81zd0lx/EuhPTdVfKxcJbT9hTVXWMDaIsG9va6DAascL 9ifusSDVnvL+v5M9hFWF0demfUs+NOiL8PQTYNOwOrJj11K/Kb+O7eIzxKAv t/hZwt9Y+WIFU+PGALHNw1P19/4FTKIuTLidbMP1xuqNq6v7icc3By9l640Q mv7qnwMNxzHStFuz80AXoS4T7xHjSQdSqvDHMcECDt7LCz3VTIbz9V7GXJ4s 8jS37r79iIS05nqLPkvSwWQ4yl+jVAbWltTdF21iQpGTGzNpaQ+jbvkr+l1g IQfLXSmyCyzU+2abb6QuHU4bpZzZZCYF1vQjsRsnqPAjx3MgQ2IWq6cbjpOi xGHKSX17TOUQUVtqbaW5QgZF7W2JMfjaRYxyN/J7D7KRe0/+9YRWFjpvbh/7 23IWOrIyf/laPSaa6l4zF7hBGuVOjzIWcAbRsoa/za2Di/J+tfUuf8FFDhu8 f0aaslGOU7+Ie52JrhWJP8yZV4C1rZTUokl5ONzvE0zeyoRT95oYzK/SYF1W abeTO4E7TfQfPe+nIDOaYDQCpnDBWKCcDyGNqmRmvZDOAlFWZKrFt5UAc+r9 5qBaLuqfde93IdjIYkX8odkkBXifrP+Pnf+S/6IZR676suBVkPyizSsamAuk cWMHGzSdXhfn/cEAnmLoYLjzEt+0iBq4TYesl84t/DxZWHfgXCuFNICT4pwd 9I6IIcwP0/5QRoK3Axazj7/TwTt5dXtc1wwuaMJ3j0Rx4L1JVIhcliz4xM5a elezgKKmKqNWLAn6Gu/3PkmmgtNvOtsn+S+JrW1XU94UjhLDrYki/wE6/EPu d3zPl0dWnSfMf7ypIc6b8Pu+5nMQmxr8WH7JT3mpJ2ZpTzmwrEt3jM8hQwGj Y9f691PENmQu7movD+GGVbamGhRkfuCoRWvZJM60W1eQTSOjvdffSHwakgDh ucvCx6UM5GramhuoWEVYZC04Ze5gogHFrj/qcpsJqVON797toqPwe6GCvoAP WO+Ozz7FHhYs374+dVh8Am8q2P9Y5yQNij4JVMscBokHK+zq0qUYcMK9tP0D kU54VnANVNWYELHri5XmhY/4ZLdNdMfFpblaPNcbRHcQf5fcbPO1oyDrIc54 VcQsHv5l73B45TIUa1J7dHOOBGxLGMw1yZJGQxY9P7+cEId1UWud2Ux5pMe5 t0L3zAQenhz3ye5kIe+SHmpZSy2Rm1vYbZYlCUU38TCqISN7+r7p6OROYiHO 2yGqmA06/cWClvtU1JCvh4WJYnBal2/m3iaNBNUfi26tlgL1ipF0iokCbBo0 +r1xfIz4/KdKv8s8C9xlxl9Ms/qJiBKV0h1oAr+KKbYZyWOiTw+pypQpBlpx 2kjdZ98iThScS2vv4qJ4LT3DEfJXnGpnyFNcyilKrvoatJ2GrM86TsgXLxCp RXZ6R5fy6HP3Nu+mBwWttrQuKGunwHcUW3hdSw4NvHWQrmiVgizK0YgMGy7a f5G/i+c6gVcFgeAvDgu1T9yaDytexGLpm/34RVy0avz5ritKIjzXnbFXv4KF vkQFNQ2Gz+MWctNfnYgJ6UfkDh9/K45KEgdKVz5goM+vB7R2LOU987JH7G8t XHB41LxJZes84ZrhMaXMY6HwUwVezZ+kwADJMuA0F51f/oKX3yUBz+ZmBFny crBd787TpEkaMrj7IuZaoCxa7Sg8qNRJh9VTAcpZRlw0KX2tw/61NMi/8N9/ cEQcGdH6VOz0WeAcgB8ePMaCl7d1s4vy5FFCVt8t850c2G7aOXR4oxy6x7ly Z836Jc9Nib0cDWMg8lqS4RN1KoyVV9/4HMNEQ0Paz7yjRISn2McdF304cOpT XYZEGBUpKv3MGGtXgAeWXMtlDUz0wr3DfeEAE3L2V/3SZ89Gcz2H2k8nMWBD +7jGhJcCRHhZZ3zTYCK/Lp8HhSu4IG00KTBjMFCW0kRMXh0FkOGKLLWfCuh+ rktwGI+EVMP5LY5HOQAaG9JuFzNR/eHD2TnGS//TNR9i+m9wUElFY9eWAAVI 2JO9GEjjgmDURDf/qALK11MvlRbJA8k1T3mxhoXi7ktcUDGTgW0yva15l9jI JPn8xZ1dsqiLIeVnFs0B9r0KVds0BlyTKXWLMeKg0fqpmfX6dOj3TBbMunAQ 8Ot4mWspIHDYGbnlCQcRsTJex2yW3vX/P4oo+qOy47o6xr98d/v9EwrnmP9y yq+9XHW69L98jV1q6lEu9i//D955smY= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 26-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXs01HvXwH+YXGZcZsZcVGJK0ThENyk9/b5RSlJySRfkcZxKnmoqFKcy 5JRER0ISESrkkiJ0qu+WUbnklmslInLPZRiS6fW+633aa+211+ef/cdee3/2 Qvfjdn/IEgTxajb/t4o9rf4QmqrBwyyzRo8t6kAoPDh04WoXZqkGbpcvqCGb 3a2HV2nKobz8Mee+WEVE6C9NknjWk7H7KQWNB1iAllrgr8Jv5FDj4nnCShoQ A/brobKfHBidKbY41k5OsuM9947Jw4q3z+pcypmQJCe6sCOBAFrIgxPJoyyA wd5DTvU1+KVAZOUrmsFua3+wr8/rIQPFa0duLJoghz/YhEu8ZrBi3cFe9IEF gh3rbWwDxWRhgalEpPMdI7cCTlWpPJqMizc6aMJGbkY0vrF0Cp9ydEvctZML QrdNIXPL28gMs89FcVVzgJgZ43dfKCAz1xeXraBR4IyZpi9nKwX92HDWLO2L OspcicseaymBcZVWyCofNhCP7PMWZJfg5LetZdq2NID6eqP1rd9x3ooG2d+q 5KC58kR+bhYV/fAfeyRSpCBv32bKuT1U0Euoqc4JY0D71BKDl2+/Y9eEJ/Pm cuWAx9nQMZgvxUbmbg+bWsawIPM9/us/o1h8anzj6mICCZq6uh4HEhAQI0fZ nSAHw93XI3YxZjDdTvN02KsBEjnGVV7RmcbSLzmVglwGCAuXrXl0QR7F5NgF kJ10JDyfw6+xKScnNt1O336fjZIudVpueS4hF/WPz+/RGMfEssBNeertGP4s W1X9mQoCpw1uz83VUKYHLfCxPBcJA34uEHfXk+s8Rk0VttIQYhhnM6OlZNqk PPO13wT5kLUyX6VkEmMvt7DefVN46RFdmygtefSuu3pOxiI2am9boGka/I1M Hiitz7xAgZpeHpLoDZMTuHihYIyKiDSa1ubX5eSlA9zi5ep0VDil153dqoKC ysl6/ggb2W5ccmJNhRLy7Ex9d9GQg2LDgw+blcgiX3vRnuJ7WZju+ffpjcEj ODBLs99PRg7ot8X28RR5uLbxXtqTwQlMtDT+E3KinBzh6t8+WjKN3ZwuRt/t GcafHKwVnEZn9yWtLIEiluJ+rRva9iNinMR6YjdxfQCHavVFHRmmINOK6Xq1 K1SUu7bgrf0OGiKsRuJp3FeYt2OSFXKqBaMhRdv1S1SRp4FoqVoiFxlPWoZE fmCABt+57aUsF+BsQTxN3IyDS6uu7HVhIALW5Pcvn4M+6G5i0MMZCPHdLovS erFHZsPHLCUWROxDWdpVKuDQR067NnNAI32Nb59IDjXonfP9Q7uCJJxfpP91 Jpr0kKiWPtBnoQj/JbyKJCWwM6ZMpVOUQHhOQ+vq703k5CjzeKolCwjB8eQd P+Mx63P4VntrFcR7tvJLm90UuYP6DQrzX5Igk/nWl9KAZYKU+GUp1SQxtsro Vm8Bucf5s/HRLg4Q8aI16ldq8cCQSIt3lo6SOlk36ctmSF6B7fJuMoYUJLvf vHFtlDyisXdTgcNjrNwVI+svqwLRZd1+bkNMiDB7xuZLpGSx2rtG2XFlJDTx o0VEvcPOmv1aTC9FoOcHR4TTZVCQ9OD5hYHKyHhJi8voSzHuC072+0T24vab qbS4cAIOXhp8s7mVDcGe9uu2dqmA6n01PW0bFjys41n/nEdBBh62YfrCaZJX aP32XM0X8q+DK1Z3KIlJYvH6kZodrThxroe51wAThl9dlI+P/oEHHF6J3+vN +qCgN/rB13Js7tLTeJn2nUS3f1u8pewnuUT81GD3zh5sGur4qbWeCvVeondN k2xIcqRWv5noIiN7zZmWr2f9Zvo19Ii/EB/LvDKs38kBocS/7V+yU+TrkvCJ Jy1pJO90KVM/vI/kDFsKIqJmMEGTjrsfasWsqy1bRfZfyYdR/WcyVw+TufY+ JiHxIxj95qBjvreDNHEPNXpvRAciKeKbh1CK7RYGTDa6ysPJOsFGrpYyMjfw kfP6Uw4t+9H95KM8Hf4cvKTwfFAZ9AprU8QrmHDRXuJ4Pksdwm6c1fA/xULn nPtrY5W4qPv1Ot8rK+lQUe5dlHeRCrZ018jl4zRYNXoi4YoNAbqpZmNEmCzs nJuW5uLaRdYU2e74bb4SYpYb5HK+Dcze0XJ+9342ksbNKXab4aCT2xwjd85l obqUf1Rz1rCQpFPnR4ChIvq4v3jPTaNG0snQ+/uVTWyUUAr7wtJZKOiJbFrW jDo4BtS1a08zwKXHJ5iylgmBnoummJeVwfZZmYM5dxyf+T6p+/q9ErJSEY6E ggQL9shrHlNTQOVK0wJkLCXXTVD+xtUysI2W0nyhhouSOZa5Cne4yHp+tPP0 TXVQO+pwcvCQKgiuMlwDfVkwpKnzTHaQDtuEirihjQ23CMb5B1gdtDQu9occ YIOhsXITAzMho/hACz9HGYLlA/64/2wU37x+wGm1qwx6KftGeJiQ4oo+6+mH s32MzvKG5B0IyGvCia5hHFDftXfAIoYOPpHTNt6VLBj48ExDqZ0KJvrV23Pj aFAWHkjFRAVe2xoY/zp/hIw/3FGy2I8Oryg9e6r5aijGvuTv+b2d5EkL/tcv jzmoxDrsgcBYBeUkHZxWecQB19XsFwZJipDHaNtsUC0hQx7FVtxerAohZuV2 m/SpyN3mjsLKwBGc7rA0L1OFghqFJSNn+2Ug4oRfxMMiBnKyyy21zPtCWmdI 96VvYKK5098shr/1kQpeDVVVm+moXVcxItzwKbk6wcdeo4sFy3OKxddcZ/CK vN0PjQ+pQE74t38K+G3k/fkOtakKDKiM7Ug8VdCMj5RyTRcvYcJjtODOo+e9 +FDnrqttp9XAYv9dW/bFIvKfwqhWX4fZf+hmYPjYcgIPzds+FFI2Bz1SMQo4 FSAD62L6sy0yFFGl363E3k8/8dIwvQNsphoS7VvBEB0bwkMTYz6Z7SwUeUxz +S1eL5mdnd9plSEP3ibfneQvyyJHuv3k1bh20iB0LPxIEBuMewqELSk0lJRo KR1Pn8FHV/KtDrcqokh/bSuVexTQLR1OpVqowwPToksN57vJj7cX9rjNsMDb 2XCrOv8tGVq4sGgDGseLB61gSI+JPqTReFQJA5U41wY06UziWOGJ5E8dXCR2 DrjqsjABJzmYaWk0U8DjgejzVz0asj2+Z1ytQEp62/y8Vc1hgE/iLa0oTyqq 2P1+W9Q6RRhEkfmXl6mi/5S6py9opEAG9ffQe7u4KHx7wvzgeT14wQUQ3uWw ULJ428yZbAmWSV3lz3/CRXK/9zs3WHbhH533tpuUslCA9JSd0rpx3EJputuO mDDq4MZItZKShbF9RZr3GYh30jHFq1gO0v08I3e2cCHLP9tVJmeM/Pc9TwlP i4W8z9U11zbIgSlSZsBRLiK66QnbD0rx0x9Twgw1VSg+XHBXcZyKTBNfXAsK UEZ2SeFpud2qsEhyjpexnotCmg6TcQsooPbi7O79w7IotMZNv3d2rgfO4bT9 HizIDUJOqbdoKCbj641t5hywc9Q4nP9cCd3h/JmgY0CHc73B7h/fqSGKHmGW q0uDZROzCjRhoIEBo6feYWKyQ+aNvXiEDV4fau/JXaIhXn3yp9jzTLhvw7WZ U89E0nb+55nTdMjaXT7vqyMbJT+V2PoPqYLhpzH9cYE6FCKvkDVr6ci/w+d+ /nwuvNxmlnXsggrK0B6/llNLhYypqo6PyUyUku0WfEmLQCbbX2yeE80G0DdM vlXARE+Vw4KC3Zkg0Hl3rSecg6LSUP07MwbEbM38GaDCBdTXVRnGZqDHq3WL FMVqIGQo5EpXqaPrKXKnFlopQbPK3jcKq1nIIu7kafMOZSTSURVHarKBfad0 sV0yAyjqJ0sX+bHQSJ1kysCEDjUNq2QkxSwE/FqtdD0qEDnBnOPubERGKgk8 drHAeMOK/R8lbHS1kbdnaS0Dhm1jXDrWcFDiv1IOqp9gQqPfM58vehwUv6Wb q0tXhNs5hzSkFRwUxC7a5CmSgUWj/N1RmlyUblBHMRPKIOL/QgM6vLoSNzMU f7EL+++zG2zov/j0FtB9FcL+xdk3l0ccP8T9xaWqCxyQIgP+n1G0DmuJmqvC Lw7Oa8+4rz2N/8v/A/s31CA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 27-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk01f32xw+O6Rwn5xxn8KQMkTmkhKjvR9JjbDBEE5oMJdMN1VUd5SmZ kqgMRUiRRzJFyWff0IAMJQ3GzKKQY55+fveude9ea6+9Xv++136/11vhiI/t cUESiVSxvP9/+Z4Wx3kGkqCjbN1C/swCkuhj98vRvVipb/RTRt1b4ssRq9GN q4TQ7IPDLWsuURBJXTV1yrOJWDPQoL6OYAFSNcX9vBGi7NXBok5BKpCG7Yyh doiQVfoYN6rXTUyzkz33jYuAZZ2+1ZpRKUgVqry88y4Jkn6tqLJ+wwb4Oeju 2NSApc8fytHQWcSuhvPsmysHiKNTw1ZyjlPEaItN1NTJBfzr0Bpe1G02+O40 ttkdwid2cP641syZxsj1GaeuSgS9dcF53fs4yFWbqqazOIP1GzacypngAs91 e9gf1R0EJe5mXaeHMJAWxtX6Lj8jLpz1aj8yLQRnjFYFcszJaNLkNn/bAAvl bMDvCmTFIfqQx18vizlAyrcrXJ1bgeHK+tfJPlSApiZt47ZZrEz5eE9UWRi+ 1PoVPf2bggIl89vLCkTQ6cAv5PNOFLBqNjEdbGNC58xazVfvZ3Fm8VCytjcZ 5Dlbu34WLeKltlop8eFJ7JvzDf/l9Rt3ijuEV2QvEb6fe3sLQkhg5OIuMGAq DKN9N2P2MBbwjvCacfPJPgI5JNZGKM7hEtggreDCBF6Jln7+ZRHk9eF7nbcQ E/EuPFFrsKkmJk9EFjuWsVHq1e4df76cImIPMd+uK/2NSVoh2wulOnHe4MXi AnMq8C4ureb3NRHe2nI7foRTEWLo5DLjF4la1wd7n4TNEHmsDUW0imm8wT5/ T2PTHFY9oWwTJyuC5Lwei9ds4aDOjtWrDEJHiAzXM5unS4WgYVAeTamMEkzd mAvGr6iI9Igqa/ammpBMPjJ9V5WOSmZU+nLbaMhtgR/r78NFu03W+unXiCN2 VMHSkyAuuhMV6mFUIYjOJxqH/jPpNUH3vB5kEjqGowjLY3nfhYB+j2+XTBaB hXWf5cQd5jDpa/OLML9qQliwUabeew67Ol6JfzAwinWmqEc3ps9j9OjdXTJ/ ETtaaMyXik/jVFax7eTNYSzi7O8VakhGBjVzTZIRFFSfKHT00wQNkSzGkqnc 11h9+m6WefQ3DMHPkqn8L3g05VSOlx4DkUC/aGi9MNry0u7bgWQmQmqu1yof DWJrqf1D7w6wQDpLP/BHpRCqLiTbeLu2EaSD5Vl/nYknjB1FvBo1WSjm3Fr5 mlRxqB4RtSiPW9b/vLRs9NHPxJHjwU4GCsv+8/VJ27mUjHXXb065YkZD8mUb ejpsZwjSCfxCMPgjAQI57wPJn3B6iI3bU58agjS+UTtp8BkxKeUR2dqy/K/J lfpSEY34YOFJtxWudJTazUqgay0QuiRvGkW+mvBNO5Jw+8ZvYr55RIv+KoOQ 6L0leE6QBlQHb9eCwyyIMSpjq00tEvY5uy44h6xAvE1nqTFxH3GaiKnt8ywx oBeFxkTRBVAy3eQf83orkM7ar4d+v+LjcJyIW9x+4s6EDGpiFAn6DuziqDzl QKin3WbzXhrIG86qvathQ94HeaullWTUpxJeF/PXEiFfYvX+fEMPoXirtXcn a4IgKRmPNexswwFSfRW7ZKRg9PUVkeT4eSxto/iopn3Zz88G4x/3V+NJio+V X9EMge5pKP35bolY6d0b8X38OzYId2hva6LAlYtsW4vdXEh1oNS/newlmmkW qHDzcj4Z9IefOMfDdxrNWhe6OcCbOtexRXCGcLr7odnAoJqQD6piqkf9IH4H KpYVonlMoi5OHHFvw3u/RZYdb+kl8uKGzuTojRLee8MUFOZGMNKwV9y2r4uI Dlz6YfZDEkipMSPHeItYfrLjxLZeUfD/4GvClZVAK1ckKm62EkFa833FrSJ0 2B9o8k6FQQeVksZ0vi4T9lpHJhy9yIa+N5sDIzbQQW2fDVm/kga76c6x6yeo 4BWVW2X6hxAoZxiNkyIFYc8TO1X7vhaioXT3Tg0ZcVSniDxmg8cJf0uH2F1/ sJC5RqWQ/mYOmupWnL+4TgzZGqcFJVT0EI7rTs9GbGej6zoJQKrmoEvFgo/+ XpCC2zdS/HpmpeDQQEAo2ZAJNXc2jYpz6bC77J39Nu4Epj99kdZQK4YsaLyx cJjCmuWRau4dwqhafM4X6SwSz/WqRhxsSGAlE39wLkEKsuQMJSvUGOAbzXAO CWTBYlD5mdZpJljyxPCnDjZQHzpvfzjCBlnpK0NhLmzQrq1VMOxiQfa/XL6q PZGAQNeqQxZnp3HCTRdHPWcBJJYfkqZ+dRbX/LCay/u5rM9j7Z8VxUJQ+Bmn OEdyYAtvOJ73mQkBsXM2p2tZUBfroPpTTBI2qddbP02kwotvkay26u/YsC0k +U3RGGE9qXGzVpQOr8kDTvVqkigiKDBztc4o4W+q1t9TwEGGOyw/erTR0ZNU tzlaPgdKwiavaavToJDRYaZZP0U0K/XHtY5LQJhRte12dQriXyq/yo0YwFn2 qoU5NDLCoxfwlqYlHON3NiavlIFqxZvrN/mNEVbZi/uztjJR2+mpDqNKPiF6 8lNdnRkdBe83U3K07CT07gbYSfeyID3mccbKNkHQLdybp+NOg+fXA160Xi8n HsrYN2aIMmCPdl2b79wgPlHFNVBaywTbkWPv++X52L17T3RHkCQMakiHrqv5 gF+UxLUF2lNQ5icT9yTBMfxrpfWvsHfCKO2JjN7x9EW8+dZQrmm2GIIDXhaS o7NYNVLFhc2URDLX1gwpCHThX5PjATmdLBRIUtTS/MEncnOLui2yRUD3y8Z/ 1WwnIQe63XR0Yiexn+dfaW7DBp2BZ7yv6VR057PCheo10/jUBjULjzYxlKHq 0XJJTRCUq0YzKKZSUH2yq4XkVEu03lMYcF1gwb7iEr120kccXqJQuhVN4FDz Vq2fKQzU8ogqT5lioJPWbl8N+aP4Ds8vrb2Li6oMbI580+0iUu2NZKW/kCGs rLzdiimOdvs4TUg+WyTMe7IEjW3pEJCSJBvnSUEBrse+n7wlDD9RbNE1rRXo V/kpy8BGAcimHA3P3MNFT7PuFWjVVOHVl4H3gMNCtX1zMx8tR7BAxsZzasVc FLzY7H8/IB/Pd2dab6piIYPOt4k2zYP4K/nzg07EhKThdI/z85NEyZ0fpase MtAxeeAmGJIg66xn7K6vXCDHibErLHqIw5meU/KyLASy30NupSxhAyTBgFNc tCrhwbyu6AR+Pj/Dy5ZcAWbJjXeCxkWRQUr5jUsXJZBHzGyCEk0C1kydl882 5qKN1ilbX44sYsny4L0HRgXRt5vfdC/sYYLLefzowDEW3Pe0EYy9KopuZfff ttzGAQ+33d0SlsLoPuefdxU16TDeI2z66bYEIquQjJ4qU6Fpp1tWfJEkGh7W fn46kk/sF3zu4efNhpMtjZlCV6lI9ZoVh5BlwEMbro1wExMF5g/kz2rQ4O+9 1Sv7HdjIMkuvVzqbAuvax9UnfKWgVkHiE+W6BDrXFfCwSIYL/qvDnSx7xFC2 3MSNJ40UYJVckomzYqD0XNfQq7IkZE63y3/6mgWgvi4t6RkTpb147nTgMh18 FT/eGIjioC6OY0QHnwa3zHOWLtK4sFgl+b42moYK9JRLxfjLufvK2WQxiYFu pgv9Q8FCHE4za4tcxpjINNE/aFuXBMrUY3u3ZksB+36Vkm0aA0JXaagWFjHR 2IepGc1NdChB9SG/10ghUGuUzVKhwCWRN/czpViIiBX3PbaHBa7Bx4pLRqRQ dLO8k2ojAzrva76o9GGhlC3pblJ+TMgZPzP0dhcLJf/Zx1Wmi4GxS73O/G02 usQu3e5ZKQDbe+xyVA05KEvzA9mIJ4CcudclFuS40HWyN8WMIYYM7AVKRmo4 cIh9PXirDR1lW0aM5zhzIOhPUH4dxkbt03LzJV/YkJuwPsbHnYtSfQ9vbXnE hqoVq+2RGANsrXRuzFhxULwia62ksyhQaiIyeps4KLSwM/uh3BweOPw8ycOW izRPDQ3zzCUR6d8jDeSuAAv+Qe5/meab3znb9j8eCc8oetm/3Cv+w+j/ABqZ zhY= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 28-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk4FHoXx8cY2wzNPiPVJGRL0qKU6veL3JJ4FZVuXZQkaRklLjcZSyVu XZGdcpEtS4v13vL7FepGZUmWSlzrYGKsYx2v933e957nOc95vv+cP77POZ9z Vp28eNCVSCAQ8GL+p467W7oKTKj46f3jHemnOZig8Mgt+E4P0njcztixDoOW k1biTctloVlM7dFjHsqQoK+bInFvBLleyfeDeSwMdc1Rn2AYhObfs921lYwJ Irvt+N0gsD2U5ZY83wOm2EnuR8fksXPt04peNhunyFYG2yQT8NpDl1QliRyM v/e7HWmsQ+duTS75O1GKnLfOsaPUhMBi5kFGRvgUEH+xvi3xmEeN/W2cz3Yc zLfZbm0bOA4avKbVhEqTCDqXcD5UycMErc71J/y5UOC8O3RpdTs4J7Lo0paV w4T5Mb3e4BJgU8wdi+yRxT+bLvfm7CXBod1P89oG2TB3I3r7jKeERaInQT9M cTHhqV3hivwK9A1cf7X0NwrGjY3rtrfNoLi/67Z1+8vjlneeRU/yyHA0jU8u clSCXt4tJH8HMj5PfVassY6FO6ZXG7x6P4OGatVX/lAlh9U5Ozu/F0lRre9W n23SacTP/YyunxtFTWtQxPKP84Df3NPzLJCAJ3RqpL4D8ljcGxVxgD6Prr3y 48tp/w3goYR34Zqz6FJSiUu9MhMLSg23PA2Wh2YTfN59TSYUXCvQq7OuBpMR fhUn69kw5WbXD3teSAChztDr8lExIhgG7i5kdqCUI5tN4gooWBCwsGK8txGk zljZvX9PgZBulM+IloKhv8wTY2PnwGPWxiKViimUvZ3ELbORIt2z2tb3ePLQ feSGisiBCzvaVyw3CRkGGY36KeZiIq7rV4cSHTEwTHf8onh3cT6yKDyLN9Ug tiVvHXknDcbdDjljWkGEw1qHCuxsPwOa+28+u0JGUFy9T1vvSxKm3R+3SyLJ Yzc1xdhjzxcQobXpz1DPasAV+cQbqc0i5yM3oh8KxSgk/l053V6KYNbbZNK4 FL28jFrUNWZRCqv44GSUCAUlz5jfD5KFJjWzjdRwMpya17n6yIYGCZYjSRTu a7Qh1XynUvYXhK+WJFHGW9BxP+X3ASp0SMBbigbXy8EHdi5pmY+YEOo536rM 6keb/b5N9+SxsGr2Fu+BSlnYeNZ1+F5cLyAcL8++/nM0YJXMMySGLBjht1q9 JkUJmxVQ4hu0lmCBvyrvjkszqG7u2fVulokJ/IupNgtJyDawd6IMqED15xu7 2w9OgxYbBa5echvAMrnvvUmf0J7Au2nxpm8AYWzTusT+EhBZM9Rn1bC4j0mV W5jh9ajal5E/Z06DKV2seJrhPMDjDjmU5y2An3oyPvbuKHjmk17mQqkEyj0x RD+iCg7smPhB/hMbR5g+Z+tJpOCyVi+jTZ4GBZt9KRH3PiKhOOH6SaEiphWF RNymycBijWVnmgeo0Gh160+jr8YR2/9tkOi1GHXEp1MSbhPwKaMnLorXuTjE 3W7b3h4VvKGm2+DyPi5+3KButaBGgo0TJ0J/qZKB6qVW7/3rusHLqhsxf/Im AUFr+0idTRuyUjljsWnf4vyW9Ec/6qtGWaUTyMFpGsD7a7T2vF0AanUrm1qN mlHKIXLtX5M9QG3Dvy5o5C/yxKQv7KyfAL2aXHhT183BAolf+w7iNPjWTZiS WdEM1H2qGPq3B8C7+QWFVtEMIlCkEyfd2lCMNjRScOkGj+8N/pxrLAZ+ctpN 61+IEFxjr2l2tBPk6g54N3tRMSElYviUQIqGqmFbnocSvtTA38XlKcPR4XJz pWVK0HCut/irPA1LJsqXeD6iY53S+rTxDQysbbGqbe8BLu59s807fCMNV41F Zn4V0LAtzTFy/QQFZ+gOfp/tlsPa6aZjhF+JeOpIvrR1ZTWoK7O1WbPYN7qz 38c9aApIujTnAtYqwmfVXWanLw6BoGJiVt48E7emnSNmz7DxT8IrIaStDPxx 7otLWD8d2z5/a2/GnUBZbtd4n8sVoKWKYCQMS5BQk7nFuYAEq5Vm+dBICn4Z IP/eEj2PrJZFH5+NZ+Iaxb2uv61kYv4dumOgNwsrfzxqXExiY57qjcFQJzZe f+b2OWc5Ls556dSqV6CMz/xBOTxoLEXxUU5HjB1loM0J00qRigTVDFjNPv5O w5qfd4oESxVwYTN64PgrB7sWBIAXqmx8JXLW2usdCzdrSRKFcXS8Wb92/5ME CpY56Hs67JMIbW0LTHpTNALECoOVQgMqfk0SOtTqUaGVBeV6nsckuGSu19f9 jAOjTn+wjddgwoKU07MqTzlYYWhQf+lnGi6kt1sY1EqARqyxo1oFBYeaVh/c rU+Ge5u8CJE6X1G2vW5hrgoJfmz3Tgysn0URnr4Rj8vokH/24/Z9oVPAKkf6 Y/ZOBlwrmkwOoM0BBY9PHz5Y0KDq41sxczbfgXHyFTvVHhZ+ZDlpIyIr4A2F hx8buangh+HuzyMralHmMvv6dAU65t36NBH1fgydreKaaK1m4P07TfdNnpxF bl0H7rT7UPGBZgND8WwP+rP0Xpu3PRkm38s3U/DvQ0Nq+4dC38rBFvNWj649 M2hbzGC+eY4iLNyxY2yTzCTS/VXHic2gwsq2fawF69doaHLsSm4HC2a8Lakg 754H+flFXZY58rh17Ju9hswcOESzm7qT0AHCvEdmtBf9NxKWCFrTKDCCOj9/ P3EUnd+oZ3mmTRGezTvxRXx0AWlXidPJ5kwcLhexMedhHfp6f5XQeZ6FfVUq FTStBlBY6aqynXACdaddSB7k0uGXLIo6WUKHmj9Puprc6kJxAs/Ub51cuG3z zRanzFGQYm/KU20h4Zz3pV8K5uSh7UWHCWqJFGyazGqwXUbFVx4k8u65k+HK s0M+5qNE/B1GFt0yXAI7+SNNyfHzKIfsEpZxgAs9hhODW90/gxXBWPCQw4Kx f1WMenh+QzLpm/z0irnQNc2YcD67A8x1ZezfXMWCrTfsVtE9G1ArqflhB2Tg 64q1AXmOw6A0bqBseSYd7kk+pHrbZRpl+7pH/quVi5etMa/Z7JAGTmS4S9R5 LJhgtuLgrSgJMoHKdHyeCy/FeZVusO1Df8xNC3KoS3B17WB47wgJmjwovxsU oAyvCdzCYzcqYQ2Jv3rOdi506D8ntUifQNTyq4ePiYlQ/4i9KdOJjp38Udax UywcYftjXsBlWRiT0xe7z4yDr/mEOp5qIsDfOb8kaxrQ8NmOG5ofjilBkg7B 9Ik2BR9+sl8cLFWGItG6P7x+XfxviLn+QwMs7PGlPkP2JgU6XhUmVv9CxZnW XGu5RgYUpfqnTbsp4bzD1Wp9h9hwPPayb4mrPF77bUx/gs/Euq92xWc8UoR+ nVcyi5ZxsZa4RVbbggRzVk7cLagn4znRuawYIRWm5TuH3OQR4I+NfTzHKSbG +mtTE0sYkPep4adTe1UwX/PjXeFtDkz4anCBe0kJx+zNXQhQ4S6eUTuCYHSR W8baZYrjVCy4VFw/T6TBqDTZy6sslTCNC9JK8ujQPOGSj1mnMgzds1y4epFj 7N+rtA6m0rG8dneYxSgNjjRIpg0203DKI3fiUDAdYr16XrYOGRMdldZ+q2RA EKnEP3Vg0c8/YujRfXR4p0ndQbeejj+MvlLNzGTABzvSTjM9GTjovPGJPB8G TNrTy9WmKeLPS7ZYzriwYBC7bLd7pQw+0+RPfLHoU7ZBA8lUIAOfG/KWzgAO 7vToeWBBV4T8LCK/PXaRt+zfru60pkH7aE7f0Rcs7LMHa78OZcPnI2DK8wkT 58evj7joxoXw71dXiw8wcdWSFfZQkY5TY5w1xmJZMFqTtZrqqIAZMVzLmmw2 DCnsyMlcOYvqKry21KdzoMH5QZFgLxWKU37UibrIwaTOK5bjx7mQJLsrsi+b jVX4Tztm2rjQ8NiqYEIyGw+HpRe96ONgYXnqtpQiNkTDuR8OF3YDwn9DFUdc mDk9LZaB/9dhF6pHe8qp/+hNTrPXSsO4+H8a/vRSkOlawPxH/xs+kdLy "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 29-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk0FfoWx4/jmI7pOGNF4ilTUd0mUff3KyJFg+lWNxGVRJKb4XrKETfS YGoiMmbKlKFo8Ns3NEiiJKSIzMpwnI7Z89566+619trr899e3/Xd363udMrq KJVCoTyd7//OMVfzo3wDRVjLO9ll8pMHFKl7LsFXu8jF3o3IFuWhJqedw2tV xHHYhc1NMTYKmKKrnSRybUDrxU4wW2ZYgLWNSQ9/CNnF1Qwkn5IByqD1JqgZ QCEXzhruqOpF45x41/0CSfCp09t0z4gLSeKVwbsSKEAef3BL9uQBfO9z+a2h jsD1iNM3pOaI48ZpTsyiXqQ1YyWmDxNo+JPlFZHbDHnkHZuryeCB565NlnuC xpDj++aciWkB4TuahC2sbkM1JuMi9wQaUGYEOt3BD5Ga4JlUxTtx8DNS8eFu p+FuszfH/Ia4mFJoXbw4r4JMjzeV38iTBWhoWLnp8yShl9U2wgcpaKo5XXI/ l449DFauz5WRw2d8mmhn99EhYvtS3YN8DrRPLFvx7M0kMeizTT6oIgVq3F87 vpfMkkROeosbY4Z45rSQv9xHSa2lzk3vqSnk+bGrqyiIAvnD+tOyUdIw3B0T uVdphrgLrVuC7zUibBtXc0ljiqzwM8oPesQCfqn+hsJgScxdQPF4Y8zG/HP5 OnWW1ejng+N1J7s5OCm009TsqQh9CbmBvQQDhKIfZFLMaifRVYNlAVw54AfO LR7rbkCNVX6OBQw5jJVW5TGvzyLm6o62wPQ5VMBeUyJfMU4imMs99hyhQHvb YhWDkCGUuf2zRIQmFer61LBIaxht5+oZfHCQx5RMWdVtL6rREs7EMR9rBr51 JeS4UQUVW8xuqz2T9Q0xXCN8t4SMkDTnu3aLUySAcWfMOp4mCa7BKlIflahA aW58HHa6Guk0qvKiqyaJ428Xrt/tHSaDCaZXfKkUwJmvEmhjs0TvjnVJqOEs SWI/sPoZM0hmW88rl76mYoPXUw2Kl+g4XL/W1D1FCVPMR+Jlec+JoUXfu1cV rQQCHsbLjjWRlzb3vkd3MTAFNpQMrJbA4v1e7oJHbIx1HC9WZvYRta9O0lQK BxZkbfDprxTHxv/eXjrK/4EoB8uz/vK7jga5wjKV1Wwc6b9M7XWSDNg/DD3z xwEG8M8uUL3q/BGt3bF7uWMjCyiep1J2zcUTj/poi+8b5bHakzXf2qwm0KdY rTKttk4EYjlvfGgfyAD/Q3uQVAWiCNauvN33EOkHexs/fskFSnzlBtalemKI yoT9Wgyc1MmOZejPoJIzM5oyazuQZ4pT7M2oUdQQ8LxI/Y96JNd1g+pPlQeR 21m9/dt5EGn0hKMjmkV/e6V1098wMH/9n7KR194T/U+jpXQtGWCUhEReYYhh 9zh//ea3DLxqWbP96LMx4hJXtcytZZQUvFPbObeIhos/nsvSfymO1Up3vjlb 9w3ZC1eZaeuIEGXpppG6XZ+JulT/8wV/zvvxYd/1ez3V5MCxgLVYZgLhO8uX mr2aQ7OhfdpfBZUkyZb+9uXPLnTIzjY+Up0OFIOe8BP+fDKo/KgotYsLfJF/ 22bqBArbbPFMcLUdqflWMXWv9KPMkFbrmVsThCI7K3Ry+UyavASpmf0dqODa gF/OumEUVlwRvjWwj+DlNhpb93egmpYGquucAlCSIoeO8GfJk8Tk3QtH6eD1 znMLT1UOV9d3Ojf1y2L96e4HrZIMiPHeZPNoGwu6Xxj6XFrDAJHhXE3CEibs YRyKXi2UhS8VWtziAmnQTDMSUC5TwcrbNi7FJZ7Ule3ZtVxZBtsnx4Q2hc4g UafGdKCeNA7PYYbGyo+h8w+ombnzuaf8YGPMyUke2Pd6h9A2MqHZMegj/QkL 9jx5ZbOVJyRYdUtcZ4EkNpfnj4SDiKRdjDXZHyiOq2WmPPGqWRTkeslJImqS 7FS+fnAqlgUDI3aPf+dwwPOq0qEgHzYo6wtHIubzLvtvh2adfDlYQdfJMJ0Q g9gYh9/WHRLD0QxhV941AXndv3Oq4DsDlGV2DWwOoEPxR5J46DIXrnxh9k3s 54F39JTlmRo2mPMrUg/ksmC97luL+3GykP7tl1blYQHZ+Dko/kXJCDLVOOds sEMBntN6973VUcSyrCTnzRnTyMtYp+dbERcPXbCqfeXCwflJx6bkC7mQf7M1 ctESFhQrtW1b8VaEPGVCtPZF0yHMqNrKRJeOk+MKq953PiFZNtrFOfI03FPr 4VtVKyKRp/+MLChTwszXdVn2iXNoZ/bsgaxfmbh89VTu4TwxLOX2obZ2GwO3 UF1o9TpCtC7B23pBFxtKqFsmnhrIwi/FdgWrXOThtW+qsLKok2Qo29SnSSnB tcmKgFMJk+REFc9g6TImpD0Pcz5vJQYunXuvtvkqwr4azTdLzUfI49Jrn31s 6LhxqvBkfl8z+bHI4kfYKwnMaLqRcnhQSAxvDOQZZ0vjzCUKCQeYI0T7spYD h6mIO46PBV88/hr9+Cnwzmln4xPm6TljtVScl1fSaZ4tCZYbbLRy/UTIlmE9 fjWuHZW6e66W6GTDqt6H/OZUWawQUTDVrd1PTq7RMT/+WRqHyAjmPjlOEs2q 4TS6MQsCksJOZD/uIa131HsdZ9jzuWzrPxAuJOGl6mW/YiExmaPI9Ucw8KdM WTW6SAlX2wcdGcuoJLf4p1O+dPCwQl1PoNW6aZRkY6S6oIkGtV8Km1g9NLzn 1D6h4sNZ9E5jNlEnWh68E2+rXnOl41d/+Cko76LAdxxdclFfAXc7Sy3cHSki 2XTn8PS9PNwSG7zqbusQWhwM/LtcNl79XLyHoncbiaWt9dd5wMM7Wc68F3Uj aLoz3WJ9FRufPvqha+TaG9RM+3i3HTPhwwY7fcfKeR1u9ZepZMzvO6Er1ms9 SrL+dI3e3cyDFP0koydfvpLD6a4iNVU27qwpNBlXGCIGWE4JTvJwxqTvlxmz Z+TR9AQ/W1EBLMQlA22HxbBBYnnU+UA5HO3ZEEA/IAn/Ep1Vy97Ew5Ny3gEJ 93uJYnmA3e/DVOy/qNY4050BDmdJ5u9H2DDnUVvQUj6LbmT33NyxlQvaSkFF vlXjKJn77wSNFQxo/yRFe7FEEtO0KEb3NWWhibVmg5cZHQ8Ornx05vIY2iF+ J9rNhQ1un+rTxUNlsUf3RlneYznIsORZSjQwsVMM89p4qgTk2lUv6rHl4DsX 7svbqVNB74tAV+jJghAnX/utL2nYv8M7o0SZB1l/7T4kbjGHspcIo/Lr6VDn 2rBQwlAep+Y5hoSqUrD7rYBLdF0WgK5eyu2HTDz+yyo6M1wGPDXeR/Ve4eK9 KdS9u4docGN7zlygPA+mM2+uWWNHw0XrNMukxxRB2lSlcvK9HI5JFf9D3VwG cpQLIxVPMLBxnJfv1g45fGK/htOpFwzgJFcttUpRAhkHw0+59gp45J1oYsV6 BjD0pCXfv1LEoFOvmqVFh5CSnaUcHyWMomU8j+xlQ+BIVHNHuSK+2qi2T7te CZ4Y7/e52MbAiZtTj7FOM+FAz0hjVCIDx5t18zQZ0uBXfufw+EoWPs8pM3Gt FIPLLzP27fVi46wV72hGfDG8yDR3mciBAx1uXYnblKRx+rS49ltnNthzIgJ+ tWTg2bbkFkkVFviagebzMA6O63cY0w1XgrzY1ZGnXHi4fe/Sx1GTDKhSWGyD pZVg9Gtk0WAnE1/XYC9TPCQFKodTvxecY+OQ4vbsjCVT5MGyle83ijh4xcmB Qf72+fveUrJLs40NtA5v87GDPCwpeX7pW2sWyHsWtk9+5uGDD7ZKihmyYCg8 reRpDxfqzm7zxm4sTIZyau2KvyEDzw395U/n/7PH5LGJeZ8y2fI/9i/iQbhH 9WjXvE6mZq1FGa5cWOswda40nAfbjC0F1nc52P5vfsbRfBbkDaJTitJcbEq7 rnVAXRpT/lcL4G3Z7GCak8I/rPl1ob7hKPsfPjwnnrHSX0D+z/g//jmttg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 30-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01G0bx38zxjIzlhmzlUo8REQqiuLpvtOe9AiVp1VaJC20qJSaUAkh SytZM0hSdqX7rmgZIh4tKkyWMYUsg2HG8nrf857nOuc61/n89z3n+p7re+l7 HHXeRyYI4tlk/3cSqg88gyLaUVPZHCvjET764uHQazVdCXo+3TRHrMuAhOns JJlXPcDXFl2e18jCcPZy1MHvAYaXKVfI6WqY6HKxw1WdoLDIWUMW3gmGOfFe f0tVcHhtRv7R3TyMu396bqn/gNgps+sdjk8g98WjnBgdCaASKtsLBuSg95vj NZn3GEoibVpxvIqHfTbYOTpdHABd80uX0nv7EN99RchUYTOYm5ClnmdNwcSY 1EQcVAT6LY5MlyIlfNp2uh93DQU2rZPMZEl5kHjikj8j5xXSeWL2lFVNx7i+ 3sKuUY7ORVUdSzCn4i9VvgWPH9Lgr6ru3ffzNeEJvy+UADcazrsYlxBXy8Wi kVlmL9/LEZ8cZnD8uBrW4y5t6S4YR8Vu1MQNTAL7ZH9Flw71o/KjMQnVBnLg 87m9Pe8igb1LokcSrGm4VxwTtZE5hgoq9wpGOK8B3HSnKsxAgcQuSD7/ABvz i+daPwlSgV1LIstG93Ag//wjkw+OQjD0fXPjaQUHJl1pXbW6TAZKvWpujVl2 IGLuxRX5LBEKtEy13R2gjvkXJmYMiOuB2vX7h2Nc1CFkzsvRjhsHd9ZD7fyt JJjLtizQeDWMKlXqnVYkk7CoecZ0m+AekPUs0vvrdhL+8FMPyox7gUeIIjZ5 riYkMui6K98IgWDjinstBxjw1rXgA7avyFDv4I9yZNoFGF6Rp5YF96Gcwboa l0AVzLg34BJPUcGJI/n2/JWT+2j49DTEVwhscUWs1EeO3Ldcjrsv6UU6PUa2 4q8EhhnvEigD42hDm3TNqUwCJ7ELnYdiupD/dLq0lk2GNpWKeq0wGpy+6wTT fEgbEmv74um818h+KMIztKkR4XNF8fSBL8jKYp1metmkH7F1Qed8ZejJD1wI hBwITdyvlmf8RLQ1HVxdZw6ekmnt96tcCTZWxMEMKykgtj/PvHQ6DpT7dbnb W7JhlP8svcokKp5682p8QAoT8wOm6Ebs+QzinxWzB3JZmPA5mrJhIh5F6INU PSsNqPfMsq3ZeQQ4hFeKS3skAJOy3/tRPqIZJEu7+vQyQEitLO7+LALCJaP3 TBEXE/Hl1qywWpRFcf+zgc6ASa3s24y5Y4B6tPq0Ok0CfFI8bt+83g+EZaWh 10VfQJTtM46JbBxovPAotYlhQv6iM/So2H/QiYp1XU/2UTGjIDjqGoMEz6d2 ZKzKYsJ5sxp29L8cQEVFL97+7B5AuXV6DhM6FHij5K7wh1AZ6hU7vA/40AZG DL/JYi2HAWFo1/dhQyOSEYfWjAlYmF/0M+5BhxBpspUyjfOGAbw3x3D1uwlQ D594VXQkg6RNtJq3Q+0gxX+bcDyWigmbjtCD/nzEXXYi0U/MxXyZf/Of5BGQ rnYrZH9kO9A7VaFteu0XCKSXJOqvHEYEfXzQw7MR6aB03rpjP0BubOfp7IW9 IHbPbuCyTIzgHFcD+79bQFc4ipBf1cREUlTPXv44Cj1Bfhl8Wh0fq/NZxtNV hyl5asGCUk04d1Rc+F2FgS0GS24ridhY/GaJX5glA5sEevfvfM7CToyd0fMH 6Zi7a+/SQ+fo2CjNVkqEk3H612TnH/Ef0IcSpw1zplGhdu69ytRVJChrNRi9 YK4GS4/ndV1oHQY7JCeDKYu1cXO5kUNYBAc7PXvnas8bRJ/qlbjdKcpwrQa/ LxTLkHvPTGfnv8hQSFX4wHnj4JKEbrggXIYcpsVtV9xmYfq3fczZdB7OerGr weSROjayXp968zMF347ZtWXhThL8hHJUfaf1ospfDorcbgZm2+z4JW/SwCej FY4nqti45Fvkg6oXHLzItGb94zt0vEHP5NKxkyNocePF+DcFfSB+KZMc4qmB X1MkbjUmWnCfj07yfl8SPLbcpKMtjwsdBJ8c5Nk8+Chpv0LjCRdvWfZ+aNpe Ds5nNq80q5GB52freuN2U3GIrdB5hSkN9jKtbZ28K0Gm6+z8bA0KVJTtd6FW SVGU75mo3BIm/MrxDLPZpgQdssa3Zi7Vhh7d8vAgV2Wo6v2xunolA2aaXy0z yFaAhQknXaa0s3HZ07DUyP1aeEH+5tx5kzofhJvZ3ffrQYJprrVpqkysvKjh 4v1CAh+s4NkYztLGf/yWJl+VUrBn68aI5lNaWMXcOmhjrAw9LY5t9HOlQeFi A7dl+/LQb531v0PeKcNVh1wbmqP60JIbnTnLs9TgEqXn14jVEjQ73HgXR1sL tnSqXylf3Qp+D0lPZovYkMjxkbUqVGBOTkHr2iwVjPzfjVj39oNNDJfhiDsi IPbo8Wx9yMbzJEX8hlQ6HB17PzRzYRM6bGmy9kCjGry3L9jwjecgMqroTaMt Z2GdxLRGEC1F3+/pS9zH2JhS8s5nZe8YCi3WL1kKB1H61hh/iSoDfsug69Fk TOgf7e157mAduMX3TWlq4cE+q7SYlB9kmORqqzvlCwX392R/PFVLhk5H3Qa1 isbBsY0uh8lUdXwy8a5urBcNNssp69pdFKgbRhdcnbzTvzbP2EZc6UNZtD2h 6Rt5UJEQXzPXfgTMCML8+1w2fKRXp3q5UwRIaVb+JoU82OH6IOfzegUYbU1f v6iCDY39YoNIShLQQPl8XwS1sc3iTvENp8eg+NavkukCJrybTdRfChGjzDNe 0X818LB8tbwv4Ew/2p3uJdPTZUMjk83Cp92NyAaqM/FhHlyyyDfa0+07KB0d 4WdpaeL0w7AtpHEM2CQ+vx54QR1muC87EsBXwn/IAvSy7HhQbcay3qcH3yKt 5+c2b+slw6inkbf8BzTxrgCUsW0vG3+yk6gU3hgCN7I6bq6z5+KM/S0ujs96 QDL3bIKBGQNv/hzShlrJkGJM2D42ouOtflPPu0epwq4ui9IT4QPgpVKUQNLK wt7fatOVrtDheacw/z1yKhY48hyV67XhlyBBsKyZhB9uFup0bOLAiF9Ny3+W KJB5k9R00IeFReSH+k1tBPRvOSkomMbDrDnd+aUaQyBr5uD1R7U0nCa2DTs+ mVOpOe7BV3QJeH47c7hwmzbGpuYpd4u0YV3UtUJUqYx9DP65LrnGhWoHvlhe OUTgG2uyJy5o8PCwVdH7quMTIG+hUYnagBbWFlS2jSRTYUyq0nH9tVR8G64b rV6vCZffOXbKvkUd3vrkWuz7QBNzkisMnSdzSulYdtKHTzTYVycbMVvEmNT7 p6owTB1ik1rdTGMapmhELHc0ZkAQTfXZu5GNPx4eirybQ4cRn/TcZtcysZtJ s+DzpI8S/0zdz/LVxh4vt9/uitCA8avFPCOGGuYeUfEfUjBhIKdkhVc5CeeW 1ua0R7BgplkdxZZPgqd32C0YuMDGLd7tiSuZarDJSVn03IKFd3Aizy11ZMAM U/PqPH8mPrUaG70O4cDu1xOiNxWaOOf2/KijnpN/2SW6tGGVBq7QnOEK1ZjY 3vzFCrEFE8YZsGdp7VTFhmYW0TdcWDA4X5QlmKlA8Vd+HklZy4Fmhzu7+Gu0 YF2Lll/JBhamtJxcO7CdB2nUV4WFYwys4fNEJG/kwXDm3qukzwzcE5pWUNbB xcV2kkciPSZEPdnVm/PbwBHRkfqAszwcdUS+f6SXBI1m63zPs+Li0CPC/vbn WjA8otjzr3/Y2GqX4nxxKA9fvXxHLFjHgjte8AX7HrHw9oYLTboMNlxFiTPe qq8G3yLvNv1KLq4pGe9K89CEOo3hW5lnudjox9S5S/rZUFSzR/G6g4N3TygJ LPyl6KA48YBbEA9W71owhe3PhMT/agomDqWdyuNy8P8ZygOXc+y61f9l8eFb TYpXxL+c0BESZraP/C//BwH8qG4= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 31-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01G0bx3/DZMaMMYtZtNBoQ4+kJ6XwuO+USiJJPRVSKdrxPEl5isnS QjGhUompZEtSkaVy3xRltFiT1xrZ9wyTIV7v+57zXudc5zqff75/XNf3nO+l s9/T4aASQRC50/2fSVAeeQSFt6H81qRjMpfn6Ot+m0HjOcrw6vMrRwI12JBY rCeRH64Cm2YpKy680sBQby3qEA2AH97m89zqKZjo3WaOP/SAzk7d5geO/QD3 dXn8WVWGDqUXrCQ1TaG9qyd4UbM6QY9S7gtz/QngZWdua39eBoaEK+6tLh5A or3rLs2UNgHxiLPOWLkyJn4N67cHZYPCYzOXzX88zc+2ZWqlv0GrjoqyxX10 jKuqlpo3KFC/h1TdL4SGv37wznr6mAafGX0p/vSEBZvHFhoUflSg97Pxw8tS VSzkW7T0ZU0iSSKy97hNwl5p/0Ihx36gV9d+PdDd/BN41bS1PT9PYN3A0dGl jXQ82B4l3sr+heaYtLmsfxqI4PbbH8LmjyPJ0rXrW3g8LMoxNHkWpAILXbQZ BsF8KPJ/ol9mKwUyJavuIBYfSi62rt/wWg5i7KhDl062IMLw/LpMjWb0171d r62+q2FRwJSWrL0KmDtX+J26oQYh2yidc30SpIkijPValGAGd3kW481PNGP8 7PJVjUq4uUlrzqrgAZBmZFm+MIrAZV1CKNcdBP6KkqHjv9QhkUzXtnonBUvD I6rt/Fkw5mrwIbM3SnD8SL7LjC9DgHU4wndN8BDKuUhYh+6nYFacbFssWQVX etr6659RwUTtl5eXvKXANvUYZ/scBdr754XrDzsH0UZI6XJ8TsIwueQuWTaJ Loz9kZ26QglLuC8cRqN60ahTlLTHhQRXlY5XMcNoMD1iVn2fNRcS1kOxdEEx 2iQxntg01ojw2exYuuwrkqh2GeZeZ0ECm2T1LJsBS/iRk6G1fAj1915+m9yF ZOlHF5om8LBmismp7rfKUGBHWVijJweEc35KyOnrIPZLK+XQCi4U+y0UlkpU cfWpsLcXuzlYdE5TO9ytBpCXzpu8GKaBCS/P+3ZTsSjdu2dsmyEDCl8t/97k MAZe+nty7Yhpf5LSPp4iV6MjxMsXCRZZgBg2XnqnKxu4/whU3MriYyL2rYlG WDkyjGbQIpqYUNLKvcUy/AVcDsdLmc19wOv+/ls3r/0AewNqMgjdZiA2e8XT l08CJ6ZOuPsuDhStPEMXR1eivCf35zolqGJWVrD4KosEw9Mc52cGc6DRwlqX H4UyRKl+ffQQSY4yKoQ2U7PI8PSdnJ7ojxQozLH5eK7sO7jpGJJMshgDxALz oTK7BvRR0Vfy7YsGFmV3XX/UIUWFBZe1mC4/AYz7bcGGkingkVzY8KbjI5Bs p31+P9oG2uP2/TxGVcXEqo7QI34iBN0Nw6w7+Fgk92v6Q2kMvKlstauN6AZC 3yLO4qvdwDnyeo/V0Cgi6JMj+z0aUDY/k18z3AQyontOp60YBBLO1LCbciuC vznOt9zVAtRA6qwrXHVMSMQDB0STaKe1m/HgJAP/VeG1RqCtBl9L+Q5mRSxo ONH+ol6FhUtPmjRt9uPj9nemp8KWs7BTSY1A6MLD9qw9kctG6NheIXFfsFEd L0owGyauKOEJl7h/Nv7dhMpy7e1+m60KT0X8vc2pRBnKW+dPBCyhwm5TRwf3 3Om7dPoEk1dzcIfeh3z6PgG2f1XiaCkYQSfCiq+NRpOhNUM0FIrlaM72RFeb uSQoVR33gkaTIMzjStueizKUWuBaq/9EDQsPeMZ3ZlHwrSjXP1fsIUHzxjIH 93VdqLTbZjyjj4UvLH8hq5OwsE/kuO3JD1ysb+L83OKLAK9c/Hnz09t0LHOa a1iimESrG87HvssaAj92JUhqgtVwMblz52d9JrSqOSA2jCDDJxL3ccYzPp7q fu2slSLAmewmK4PPckDrF+ZVGlHxJTOpw7rFNLi5fuuNeQ7fQIqjXmYagwy1 dr/ecztyAIm9z4gzctnQoLhtTWG7CrRJndydYsGB1BTF0YcKKqQcrf70yYoF zdO2m5kJSHDFXZ9tmm1c7Gbak2gkZePfM3dkGHkwcHHZ7oLC2BGUNNuxPIHC xoUn7K2itMn4SJFg1YKFHCzhuTaLo6nYo3VreJMvE7+4umG1f9Mv9DInuuGU Iw0O7rlXoG5SBvpnbe6/VDID/iQWCF8d6UamN3rS16ZSoVU4KrxZUY/0rui6 8jhMeOX1nMfuWQOgf3TYJ62ZC2M4ZpaVenSYnp7Vap2qgt3PnosJ+dwLtrO2 /Qy/3Qz4u07EFZzmYqPObFHtAzpMfOnT22qE0fHl+taHGqgwp4Bn/ezEIFpU NJhAW6uB5X3kC6nrx1F9nE7n3l9cLCiJe/55sTIOzdHJtYAjiH/MpuLjlDqs S6YLaXI27O8KE52J7gAxIu/7jS0CWHfeseNOMgVKHM20Nb+SMZ+UVFH3koD2 njtHmNmTgBWQbFoXQMM+8Xe0ow/T4BL1mb7R9FHUByOzLhuqw/ood1O38XaU SnMLTdwqgCHZ/wTNsCFBrSAsesjnwpvsleQK/0FASjD2038hgGtKx+adPKAE J1oTN68s4sIzJbXr3exloJZc87AZcjCjcmXXyeavKCemO3dOEhtalu6w8a0o QylnDkduqRXghNMLiu8qT6B9iYflQm0uzDeTPnyncR+sgmpsfFwAvW9TQpb7 DIK8iTFRKlMdZ1adlLr/Sw5WxedfCwxQg/n26a6DiQSeJz8nTDUXwM6JZGrA z6+AmX92h9OgEtSzDEpJYDKw6zmU7HSAi3fyyHnzGnrBjdSOm5ss+Zi0I+T8 jro6cI//z935Biwc81Aj1HvLFCDrEmZPF9Fx/dept3a1ZNjbuzTv5BUZMCUH vjq4VwMfrStPVL5Ih+F59V1PVlNwkq3AdkYVB8Z2nu7uNZlAj3dIZ3Vs58HG d7uPLVo2jJY0Di8e8dLAfuuLSoeVFMCvxScpa7YAKyQ8wfe4LpA6d+Tak3Ia Pu32YOJbPQU+SN8bfFGbgGJh4gG3q2yMFy+5fyebA9P6u/cfZyhhr/mV1zqv Tue2k/MS/0o5urExbSqAIcD9AmC83GwUPF+xKJcqY+JZ1H9mjHmqwKgHyn/r WKviOmujGv8iOlx7+y9fyxY16KzYn0Z+T8e8e0ULHO6z8a9gbffhLRQ4VCEf M1jJwhlfvakFtqoQ65drp+jSMLNEclf1KQOCSFWvA1u52KB793rHOAoM/yLc qVfOxhaldLfYOBqM/+OBu4Y3B6u/qA7OalSFsRvaBYtYVJypdSJS9o4FA3m5 6w6/JeGqtHGy3yMOTDGoIJuJSPDLyVKLoXgN3HK0Ld6KTYX8hyox6eNs7MKL OGthy4IJ3V5BBc+Y2HcDXlR8iQfjc0Dtal8aTr+1TOzpIYCW7p88xTFUXKSu 5QipbKw31PIIydXh9fnchcw9FGwoz1t5Vo8DgzObU5PmjqPArgc0eiwXGhzv 6RVtZMLCoCN3N+ezMbnFx1rmLICamtRI8y0MzPB61qxoEMAztbSZ5E41PBCa kPV6Oocs5Lxq0mMGRANpn3ZkfgeJ9on55qsFWHxC4T42SIKm5rpSxhYeDj0h /dGWz4QV1dGz5eYa2Nh13D8nVIA/lnTUjg+woEuBKOngEw1MK0a2hpocuJ58 XXe3DhWKA2rer73Bw59zJ3sT9qtD47yZWfNGuXjRt5mGpj+4EMe/G736WQPv m1JOWuo3jCo+gPIMFQH85Pq7JtePDW/rG968Caf/gWMJvs/5PPz7SDXU+c6D isC1PPM+NaxeOTD5atpH7cdjGsffEDhnidUdd30BvNtxKczgoBJWCY+PDOVO 7+HbtRUheTRI/Lc0sVeYID+oZVr3fwzXUenb+P2C//O/AbgTjZA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 32-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9knk4FXgfxS8u7sZd3EULIXtSU5FIv++g1TK2tNBQUxmVrSHVtFylISIk CiGJ3CwlQjPj9ytbqZRGU5IlsitL9vXtff94z/Oc5zyfP89zjvo+X8cD0hQK pfi7/5sU+bue56M6cIvOgcm9dk/w+33Wg2sWy8CDu+XZqjQeUPR108a96lF9 5ivvpiQlArqWuEs8gMiegL/LefKE0u+0nrzoQwqRZ3bpRg0i8qXHc0f9a+y+ J9fGVYtCPNbNCK4s7EYvZY9wK/bMIj+79bb2wSOI0Txa4ZbTh8UeVmELalrQ oC3bGB2RIZTZb3qd54tRXHbFRqfE71zgVKiSV45dNOsfKCiwCKmvX7G+aQp7 oKcSlyYmef/Cv+h+LgMGTxZ93CbLg9ZJLYMnL6cwx2hUJ02dSdSEG9q+FM3h sJFAafFSGeKX8wFfODKMCx94SsQBY8jvXUfHg2AKad+2e+RxiAIZ7LwS7cCd xdePqv+mceQphu2JLyKWTuPdzOqY2HIBEZcYri04LwfXxLlurhkiEJ/J13tt W4NGdFePR2kJIS20fdPmv8dR38FzsbqHGjHFMNiqUKkV72NzkL61AhGfnVcZ 6axHPjrzobsaWADclXm8q3OorLDZJdmLCvf4q4sUyifwjwNaQoNFVNLaorLY JGQA7d7a490WO49f96jBuM4gunbkmp3pCzZQ7jBVN1bXoOKaD6w/r3DgWmTI r2bl0tCpxmqQxI8ijtfloB9DhnDFAsMnxIJGOCkjTslUOULv7Ch9k0MjlIZ/ /wzzr0HucUrRD6snsceOP67e7h7EATFd8eUR0gTuPLtBHZnDZYphWs2PZUga /6Hj2JV+fDRpUbpsFgVMnk/XsyMYYEFIZt4NAVC2DiUzRVVYT8v7qSyjFZNT xcnMkfeY9Tn0pxfeHKCQtUV9P8jCstyb1f92iwD0PC5W3OnBzYLB1S5jAqKc vfZYb4UMOPx7nC6nMo0obmXZF45fRQHGjXmRa/kQfVJL7XkanVx2ieyPWcUn 4tPKqlG/vENHbkZ0LTqoRCh+vul288m49nGCfaiuAqj9tfpzi+MkulpCv+kX NoSIVM7LY9S3+Oj8hX29OdmI8m3NiqSeYiQtobvQc4SEklyxVimiDlOXuF4/ nMWGtHb+dY7hLHr3g0kUvXEI+aXvu54QM4yaUx2SS5raUbTZXwK98TmUtadl b9wSJRAbn2BGx/2DKYlTjjLtdMIpComO5EhBStHjG+ruSrBSq2HP8JMRvGO4 VLGLP4nvvVGznl9Ihd2n37K2vKaDWon1y9OvP6M1ISt2+WyZQhTN9UOv7Zrw rRFf6yrZ732Le67e7arBAb6c2DG5CQQpyzQ3P5tHP3lcWvlc0ojStjNePR3r QPrlntqNv3/f16Qr/NBJMT4U0X1scbeQiMdPtphLT6JPKSsENtEDSC2okqcf 2YuMFxxde+jGKKYw50b3eTZhs/yFcwtkmtC9uL7jOUaDaNf5dQ494S0Yljkv tdjVhgyG4jJVUhUIJS16YL94DmurVmS6XmCTo2/8fhSpsiDLTK9NYzkPOqtN j0Ws5pDLHCvzT9NCYs/5OfaHUSaprPHZ/PUih2hnmH2jXJImt/1s37zT7MKv S+3tli2iwwefLY08GzkYb186c3Y5DVjBU66Zm6XA/q9nzhaiUSxncVGBEioD WxXEQ+FkHN8P3PUhrHke1dCn/WDlHIrpZGVFnBvCksfuDXr5LKIcE5u0Lo5B rl9x32H0sxTUrreK73Vow897rafvfeEQynPzAFNHHjHWf2VzP5FJap+H97FB mqxrCk6uLhpCWwLXIp10Jqmidu98pccGrQ35Z8dy5KGQ27LR4NU42unhe55L kSdhZjWOVvoMWDzyVsX/WR/KdtYtzFGggplJrlAjsgtH+5+IvlfKhVPH9k9Y H2WAtWRud/YGHuTtn9pWncYC+cNva2s3cuDO486E/TupYHQj0Em5g0+64zmn FnxSIqsKXe6t9FQgxq6pn1edmcZZi5zrMuS5RJxVTQv+Q54cqhSZaGrxiKp5 jeo1IxbxbHeIaglik9Xjd4O2C6TJnyVxTcecGaBXdbv/4a029HWhzdewZ7Jw UC81suTBJ2wa35dnKaHBMgO5ejfDJ1j3ko67gMeG+M3xXiHcMfR17FtgTisf DINkI59sZ0NeXlH7VokccZb51TyprB1t5zhNRCW2ok0/falPteSTld3F4oZb TMgKucc/TnuBvFfrbf21iQY5ZnaNpn2dWLtyMINhqUQOp6xKCD8tRT6mqHd7 zPJJbtH7vFN75El4iXrpBhjFrRp++TUDCtB4h6nGGOeCg+z9gx8mh9E1sX96 c5sIKmupZld9WZDmbKaq/J5KAjQtUs/azCJ7352j7OI5lJczK184RiOBqUmq cV4MCFJfnmFZPoi/QGzRRUNFePpN83RE3VssYfwSnukgAraaXuq3EVlQOU/E t4V8+Id3nvopdAJJZaw5qfdQBMz+Gz6nNORhpj3TxriSDx939DzfmDqDGqjv brcCjxiZ8qtCGX245Fpv6eIsLhy8kKVh+r4KZZ/wiv2pQUQkzjovm6ukyd5M r3E1VT4w3D43uKz7hEyAxSXeItjedVTLtn4SPZqZFEvYiuSJWfY9q3dDyCS1 LObcWRbcCTZOr0qcxhrjp9Uk60Wgb1VKNVQaQOyyUy6ug9JQ9vTYo1p9JnE/ je+47ueThft8XxQsaEDxkq6EbRZC4nahO/ahPMY3hb/fWGrAIVHJAutf3k0g qg7F7L42k7iZdTLNNaShv3/Fo4BLI6iAGlDX9pFHDjfWZcqEMiFF03DXzHEq ybIV2crW8yDsWfrz3vwRnOtSs7BruwD2bsvVq7bvwMubv+mP+n3/behK52Xr h9HJtsCsokUisjzfkmt98QWSLBmNya9jEJtWho+9oSzcyvMICVWlQPpn0zo2 5hCivzw9qZgHjOvRqsYpM9hv6T8x3ZFCaH3J7mxM+oLjt+TMn1UQkerRSKPV sr3ogZF2KW2ETTS99LUnzGXgyi2Z39S30omKk7DAcAMdLBOPBlm0sUBN1T8t 4TONCG5Wajqmc8lkQvQy4TMZGHozPmlgzCHivEx6CVsOiF6darYOgyw4rlV4 XIkJKJbut9+BT84dxDOsKBmI+ldtp24dl2h4m6juVZSHVPNbB5X8eeRRtp3f GUM5SN7cKdLm0EhG4t3tHTpsOCcotfKqkCITKVquik+5kG3whmomloI1l3Zb f8U80na4I3UjlwY2k/L2KdUcskdw+dQGWw5MnA09tMiPRYI2E+2qMAE4SM7W 3dWVI3nXf4j29RTBuc0x/Zt6ZUiloooz0LjkTahlbcFlJlxdytdi/yxPTJ5s atw7y4GQwlZJ1pJpfMj658zfviqBgXdfv3gLGwo0KytalnMItS1w64ibCISq 4Q+Zt2hEwa+gdapJBC2XbZfIatDIQHhG0d9dQqIY6LrNQpkOeCCn1qXwM/pI mu5MjwlJtM/UwclBKbCxX1Pi6cUn4T41wx1lbFBW8X+Vkskla9ynz5SEi4jO wkOJqfoKsOexOOtAvhIpKZj/y1yNA5uoV3V2q9NgJ7LMPbCXT16VzvVn7FME u4RM9hp/JaL9aYGh6TAfUnyXDTsXc8neeZmsFSe/YdMHLevo4UKodV+lzD/J BWMnN8MVwXxCOZIR9EAoIPt77wZbPFWCqXOWgvVfWGRxZsvsiUUC6PS+1jxd TiE+ruHGLx2FcKMrLMLggDRhLUZaAj0hKH+KMbrwiAEudo5/t2QLiV+EqOx8 m5C0bkiQ034oACsa00n4VURmrDv09ycJoNUroa1CSCeU/0kZLHten+AWyf6f /wP3rlX7 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 33-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF1nk0FFwbAPDB2GZMs8/4VCK70CJaeN2bCJGspVWplF5FvcmSmKKNyNai kFdkSagsUc29LVSjbKEkkW3suyb75/vO9/bdc55zz+88/9zznOc5z1V283I4 JE4gEPjz8Z+bIP3gcEhkB2rdc/r5+34B+uJmPbR6kQRsuDfZVTLNgARtzWSR Ry3Yq5/wQ/8ME0PNjUjIGwSRVtkuqlZSmNDnaIw/9IJMte5Xs8PDAPd3H95e W4WutE3MGOwi4H3rptmxCl0gV2aJp3XMLPC2Nd5id24MqN4p7AqOESLePrPL /xI0A7v7LzdfkJLAhJlRrc6QIuDe6bUz5NK8HzvmL855jU41aeSF6chhXFu7 3LhpEtVwyjbpG1Dwlw8nCh49JEG90riRsp1M2DKhpvPq4yRysdXOKvSTw0oc k9b+glnkbaqTfyubiL2zv6ILniMou646ryFhDHh/7uh4co6A7zL5w47LqHio MzbKnj6Dmi1XwVv1nxF0vv0hXGUKsYSbm0xPcDAvKFeraosAjNgqE2+v58Dk S22bLF6IwMMVY6agtxoR9M6Z5TNbkNPZMrzgMQXzgucWj3XWgpSRZdeNF1Eg pK/IYVyfBVVduv60YUmYx9IvoLz+hc60Vfxa4iKJW5oXL1obOgh2r7Rd5z83 g6q6laBIYwjs8HriHLKFBgkZZEXztwIApNXNNDJp8FZE6BGj1+Kwqn6Hk932 CUDzuOa7IXQYVTzYZSRaKotpSWOOCUQpDHYHjZ9pIWFCQ/2zyycE4ERQCUX+ rwm0b/vF62ldQ+jv1rdmqw5KYJjxPpE4Not+qdTE0m0lcTKr0OFnbB/6VmAx atIyB9aWT9VSw0mwfsj9hNcwBxKshhPI3DKkO4kY7jdbEA4sSiCPfUF+fHXv ZnMahFr7rrzJ6EZlgadMT1pysHzmmtM9byRg+N6e/tX0OUDYzc+84Hcd2Nyo cX6yjgWjAtSUypNlsbXhNVZCABvzzsorRh74DGqZ41W5kIkJ3l4ptnMJaIBu ll6ylAKVnuu3NztMgI+PGteU0MYAFsv+eJpYhxSml+VyiqMBYXT18jvdRSBp f9QjvxQOJiS8WcMMr0bfMjM0Lb2oMLmNFU/TmwFiuUpryGXz/ZDiFn8zegTs xeWXvOOEIMroOVtLNAvGHyQavOpgQp6hPzkq7hMyC3W4+ECZhGkFoVERNDGY x9eTvzb//hVqDXtGXo2hdGrho0OaUyivRsl6ToEIjV1HdKdqyFDpqfXHs1Xt oOZJg2yjwxQgqBoPV9k2If+B4Q9Zq1mYV9R9/YFQgNQX35T6nicCMGmZqsX7 OaBfuHDd1xXtINmZVPnuZwc4LjzmZDUojQlrhWFHA3goLi/FbbBrvj9FAc1/ iE+AqfwXx1wtR4CSbylDO6IHMJJtQyKtxhCBPDvudrgJvbA417Gb8RXkxfX6 ZRsMgTM/TpWQqA0ILnNSMd3RCmzuBa/K1aJgQnLU4EHeLPL3j7nadoGGT9Z4 b+AqysHYbKOTpOtMaEfbG7NynIwPyEfsEgzSsXqq0Sjhqji2flzuTo4aQFXF drbLFspCE9vFBwQVMlDUpjIdrCsD09oFkfGPJaDd8/dOptxxlPTL+oqsvzi0 ovCGw7AIaW1wHw8ImgEC2SlvuGIW6JUrVHtP9aGsl64NWrlymMEvuBl2koLj Y123G+wVg8WGXk+a+PWovMd6Kq+fhv3cSkdvSbCwoXalzaPbZJzcLQmfiUvi dU3nEt4WDIOkKEHTaUTCZcQul0otKpRMmzjOF5BgPr3ZXKdSBFJrXthsrZTE l40EDmbaJCiSfFjjqjQKMp0087MpRPhYZ32iI7UZRZ3wj8orpsMK9bacuhkK tM6a3ZlpwoDatJm4Uyo0KP1nXUXF/BwwPvuORcRLQ4NEH0f5Dhb2HDWwF//F xqvyt+WtOEzBn0aGQ6pzCTh9oVN1qjQdm7SYfDg+QMJHS7lrVdUY+M5Bgz13 66n4cJt9ZLMvFYdr5Nf0rpfEz57GNZ12IsHGbwF+ncv6wYCCzcDl95Lw/r3V Pz0mqtH6G705G7NkoP6bk00+lqVA86qGK5tBhUdXJAU6W06DgZ+jPtktLNja L+x1eUmHOTkFbVZZUjiUlfZm/6464Exz/BV5uwWcMvckBy1g4RVdRbyGe2T4 xyMfSR9aKzimr2V1pEkGfhL+sFw60oDUS4dSSRuZuKHUrRdtl8TfkpS79s2w 8IYURpZWFBmHPVUuNoHjKKMh7urbZjnYmEFWIono8AF7EcVPaxLc4p1I+d7K hV8idlpY3KHBZCcjRfkvRFyyyTDeQnkC2Hm5jFOLZoHtV4e6q8eksc/dO4px HiQY4XE+pWO8E/XDmIIregugjZhC7ZnEFJBFOhB2354L4y/Xl/xIIsHFIZiX xmFBGdIRcT9LAhRLXR2gVciFdXKmJaEtZDjddt/GsJQFl/4VqMnyFYcNxM9p LZCBT14oCz9aM4ae3uopXpROh06ac4UudW0g098jZmsDF4sdMy4aCJfG++97 iJQUWVCHVJjwNGMIrIVydHyMCxcpDLo9iReDJdMTvCzqApxs/kzXPEMI1t7l R58PloO1+2kXsoXjaKnorFKWMRcOE6+ZLqj7Baj8wG27hsSh09aj5b/MZbHr WZSx6yAL/4xP8wxeyEc3soQ3N5ty8PYPgR23cjvQ35wziSo6NBway5Vzdh0B RA2C0SN1Mn5uFJ+2rX4W9PUtLzl1dQzoSLp3uu5g4D8bq+9LXCLDnMjgd5ZP xXD6Fu4WyVoGHHCK31G9tQc93CZQEDqzoTYrrkdyBiPd76Pa495MXH9tTXFp TzsIaPVJL1jIxWUxwkVn8+tR1pLx6NxqElbac7KZHywO7+XsC72kSIAe9nfP +P2gYqytm3KniAH5Tta+0crjyFvlU3RXBAd6vv/Yelr5M7phmT0XTOHiqoHT JIJdBXhioF4sM0bFuoKGTSIyAcbek/hL2Wq+Drunr34vlIIbb5/0NW2Vg50b guO0xaQw++9SVYcUOh7PEh9ea0qAwzWiCR1DGrYLbSTlVotDrFWtmKlBwioa WQKhjwwEMbLeB+1Z+HGphXv41CyIrFdy0aymY2nqoQa1IAl494977swTDOye +HaXRZA4TLDo5KrTZHDLRMDFH0gOnmcXm3m8EcMK0VsfpbTTYKZODdGIJwZj 7nVv722m49Y/O+6a02Wg1B0GbZEGFe9hXws0md/jNuwkex9dWexrgdXLLrOh RAJ6v/irGM6JXxnldZgLL9pn1Ez6zqLSBYudoAwdByimDqVpyMDrKiw16l5p zFNIm4tMpcLQ/Jas9CVTyOGhvOk3yIQ6x3r7eJZUaBYOvnSsp2Biq4/V2G4u 5KjKNX79KYEp3o9bJpu40HxTlJrUbgk8GJZa8ELIwd9HktH5ECJEg9kV2/Lb AWslO7Ykn4Ojjk+6TwyJwX0HN9x/GcLEYccFIx18Ktx7cEvIJhoNr3adCnoa xsXFycRzFvP13POSl34ol4nfmAS73LaTg5uI1zV2KsvApXM50Zd0mLiyeLYv 1W0BPHJK/6h53/y++PEvvfUjLDgZpNi4xoSK989JpC8PGEUp8cEp+ykcWOG6 Sp4VQIdVgWGlZS8ZmOCZ6vuEw8Y3ms+9OpBNh5PnN7KN++Wwtn/ltGEmE3Ye u/V96jUBq16prNYPZMNE4eVwnUPimJH1vejuH2wo/yPa4EIJCWYnpAYgRzb2 DufyQ1o5GJ/Vo9h4MqGZDNmRM8DFP28KnN8Zzv8nPW62vuHI4sfrzSO/8Tlw Y3eVP71AEg9FFFxU6+FAO6mbYI35V0D475HHivy6ncnDVPiP0drEde+dOL9d X9/HuHGe+9svxd8NET1Z+H+GjYOZ7d9VOb9drlfazzj4/7zrTmORpb3sb28+ /CrVoaUd/eOFqX6by7qaf/vfsxWa8A== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 34-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vmk0FWoXPjimMzjzOcqQIlNooCjqfYWkJDJeV9Eg3FQSjapD3OsqMqRb UiQRuSgkKu+bUCRTCKWEzDIcnIRzPt/349trPWuvvfafvZ71PM/ayw8c3+Mt SSAQyhbx306QfeRzOeY7ElS/RjerGlHbgZ3jRspSUCJ5rbbrBAsSdLVThX7N YAD5Oke5szDUtkD9/DHgsb5XEH5JGhNGHM1w7TCwKnPUa3EWADw66OPa3IAK /Lbl0eMI2GvjPCdh6QCIIzdVNVWJQYCd2S770Clg5naacv9MD+J7WUYuqfkK 8kUnPd+lSmLCgkCn73IxMFFXOl4QJIUJTxwLVXJfo/gb53NkbSkYNzevNuv8 hSx/vO6mRSvgttoTRY//JUF/WpCcRT4bds2u1Ct//wul+njqva+nYjXulu7R IhFyi+32frxeBgfkdKAI/0mULjQtXlc5CQI+fv9eEErABj9ihZO+dDzelxDr wFhAJiN+9689/4agc1LtFfU5VFdepy1Q5WH+xTydhl01YDKIxniwmwtT/+rZ Zv1SCL5Mvet71IYRwSDUspDVhSyHQ7YKFBUw/5JYZaqvGTS/dEtb5kmFkLEm l5koAt3KF26Hn5GF+WzDIurrn6jo4+lPrEQZ3PVVRdkkfAx4LSkg0v3nUcOg GhRqjQPvh0vDBwvpkPCQrGr1pga8sThxPqGMDm9Gh/uavpaEpVcz66d5C4Du d+20efgE6tj8d6G+FAnT7045JhNlcHATd+1KNhUT2lufR56oARG++6+cVZ1F Xq5/Jj4YGEf1hg8nU82IGD6svkOcEqF1G5UlrTpkcCr76Z6ZhBHUbOSWFhgo AgSbiWQyrwqtrWfurdL4hnBIcTJ5qg313qyMnVShQ6jj9XfFw0GU2/PTPiaJ ixWzjE8NVUjBgwL9wcdhEpDgUZYVcSYRaMxUz7eZsmHsuZVq71LlsSw3ziyj nIv5FxRVYw5+BGZ/7iu1UGJhQsDxNDtxMqIcGF8YVaZCtReGvV/3zALpR//W Sd2aAVgi5/0pYgvyofq+t6u/hggCo9W3B4vBpiU86sBNLiYkVxizrjSiJ0Yz xRrGNJjaw75FN1gAOnryXZTHQhCQduDWP3GT4EuX1UntncMg1vQFR0coAua/ fpcff8SG/A1nybHXP6DIY9kljl6LfBaFx0bTJWD5m9vx8ywOXLOyfe9k+RSa 1Xvi1Gu6gPKb1HaKlxKhqjltd27L4r3Pdr6/0NALjvVcLrXeOw8IGmYTDXad aPfASbtrB9mYXzyY+Ki/BrXVqJyvdBcCeHeVhnW1GGw2m2i3uzoEUp1J9W9n voN8clBY8QFZTDDpj/rjHB+VtXjYlQ8u8iU893Wz5CyISOppuPl2CqidrmTq Rg+BH5qr6p9MTyICWTR9wKcTmXf116Ys/wjyrw+fyVk/DpJBvrpeQhOCq5zU t/7WDfyd/yiDhRRMSI0dO8QXoU895VZLbBg4sCnAnKdKgZdU7CQn59nQnr4v fu00GYu9Hx3PcGZhzXRTAeGqJJ6fTb+QsjCJGkrs7VYpycM0/cmhUAcyFPao z1/Sl4Obt99+dVVFBtq/qHbayptGRnkK0qwjEtCGyp+IwkJ0j3KSflR1DtTI zwXANSKwqVrJqWaiD2W/8mzXyaPgiOCR6qPadHwrwdN1/T4JmN//KKi24BV6 N7RzLn+UjidnbU8KCzl4g2697eMkMg6SDb1+uFIWb+wMTX5TNAGmHu0Nqfos j6uIA271OjT4nWy5788BKixkfLXSqxeCcUsKN/ouEUea1uyx1CXBr4zjXFmP nyDLSbswh0qEE42GS6vk6lDsibOx+SUMeG04/0leBR3uzBa5Z21hwvnRkPCI GQaUPdJSV2dFhxdH5ByKO0hwXaFL/hofKiabXE/8O1UKZyo5NabLMrBI8ek1 DxcF/Eclz0RjJRPLb2vY9eE5A/v0OMR8PU3DPa4v9MO85PDzZ9c7TzmRYMWs liS5QwB+LLX9EVktDYeu7Vvp7h+KNt0YzrXIloPbO4Kt0z2/AO2rWp4cJg3e pXywTgAS8MeMIDiniw0N1HbFNXxkwdzcoh6bbBk8x2w86VubBZzpjj9jkrpA mumwuUc7C68ZKOa33yfDXeZIulZ1FBw11LHx7ZSDS/bf8Tc1foY0K8fTSRYs bD0aD6bXyuPPd5cPeC2w8ccY2wet5TQc9Wx5yRY4jQJiS/wq6snw00OyGknI gJIJr9ujcgjwJv9E2pduHrQvXDfxWsSEqU6mqoptRCzpp5tAm5kC9sfdpmnF IjAi+zDNu1caB6fcVr3uR4Iuas6zf9W0oVEYX/S3gQJcErQqcOhMB8gmHYzK cOBB9YnLrfXbaVDlMuY/4LJhRlRMmNiWCCXSjc7pPOXBBq4gbNtuOpzvybDd UMmGbpuIRyLuysB24scHXZCJa0bDjOKWzaNnN4dKlDMZMNM4O9Dh1zjIOusX v7udh10jHO6J7Cl4f4afUE2VDZ36ztZWFv4EJpDCwEd5MAZrGEIbGVg6P8vP pingc1rbpyQsPwKTlLK4sEsUKDYf8ok3GkcrhBfUss148HuB16utizlCKwtx +X1cEg617P28Yr8s9ryAHv5+iI2v8vabl7B60Y3s/n92bF3MMUu7EBUkQPe4 5++o69HxGNswKbquHxC1CKaPNckYEw4bGvrOgpGR1aVBV6dAurTb3OcWBj7y qTFD6i8yDJm4d1x3bAFl7uLtkm5mwrv6HcZJl1rRvy41S/udOfAWv8o3Mr0d 6H8R6E4HsLCulYn2h6BKcK47OLNIiYdjL5p8q28dRdnLpuPyGkl4oKDgnnua GNzP9Qr/S5UAo9vfOjVaKmCsq592u5gJe9Uoqe02wyhA/UPcQDQXYoYc9fpg NbixPUd8icrDz+fTvQ6XtqCC9ZolclM0fMyFWT9SMAsS7kudXG4jj1O8u31i VhOhRVLg6a3dFJjjHR35UkUKc+5VauxJY+Cu84P+xadmwUSTcFZvAx2DQjVF Wy0xwDqNqllaJKzfavDNpU0agnj5gEMObOxbRv8w3zEDYlrV3LQbGbhjv7pO yycxSNl8/zDrBBNrrAiNUUteAMnWfTxNuhxW/m1HcacrCYZxSiz9KiTwlstn ZY0l6DBLr4loypeA46VnDg2I6bj7yPcUK4YcPGrB4c+VUfBezrWQLbvoMDW7 0KR+SBqftsaaVZEcGKAkvryMN4dyb62NPe7Dg3S2Qa2P0jSqVFBxgnIMvKKI yLqFiDBRnb2Stk8WR+W/2O5uR4XhhV3ZmcvmkAntQ6dlAhPqHR0e4S/qXOP9 lCZlKQkTu4Ntpjx4UNdJWeyYKELUgCddvzp50GX2gauC3gIai0ovetnPxR7f av3+7BQDNJZT51LYC2zv2V44G8jFscd+HZ4dl4CBZ+yuK91l4qhjNZPfy2hw h6vjsc8CCjbynLv4LIqHd2il+IwhKbj3FT/TO4+FFRXFG0q85OA2YqKW+3I5 OFS29FSWkIHrS0Qj6QcUYJgDrnDxoWPNb0sMNk2yIVbta6ykkvF+sVTm6nMC ROIvI5fGcmCd5zpF9jkG9M945rFPkoEJ/umnC7gcHJ+VJ0NaToO/wiw4ZqMU bGKL5gQbmLDv6M0vc68JuOMp+2jSAza80x95Rc9bEiuaXNyhu4cNFb/FrY8o JUHJ4RnjlAUWDrjCK7vczcWpLypZgSsY0FKO7Mj9wcOTPXl8vSY67PL7p7uC K48PBUcpl1zgQIvBhrOMImncpXSEurOZA+1l/gHGVh0gxjwpU9jCw6plLe6p EzR48emn/ao+XIxM7mysduLC0i556z0VHNzaOsK8EcaDdsV2azUyOPiV5Ntx oj8bh9U+K1w3zYGfxrJ6v2hwcZPRikHlag58Z1A5ylz0u9p2fyXR4t7T3Uy4 3UEeh8yZRY8958IdPuXpe7p60UjcS911L3lQKf3MjqqBr+jXlrHpiVoefOe5 gfalYPFP+l8pwh9rggeKD9D/P/8Hp/61yg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 35-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw1lnk0FGz7x2cY2zBmn5EQjyiS1BPZct9PFEmUJaWFFNI6Wp7KE0aoKSoq KqkU2UKyhBb3rewVk2SpxxLJnt1Yx+v3O+97nXOd63z/u873fL7nujQ8Tzh6 SRAIBLzQ/zcJMs98Qq53otGDdo/tOPWo0XPL0FoVSahz+5DPaCcLEnSXx4t8 68BJO8PKNhMmhsstURd/EOhqqNzozCNhQr+TOf7YBzp2FEU/KxwDeKDHx7VO iJoHb3r0lRGwh8ks+5ZyNzC6/I6WEUCAPHvzrduCx0CKLs8j4m0L4ntYCRZV tQKaq/ZpupkEJsyN6vwKyQdkj7KQjv2SmJDtlKua+R5lOdSkhB5RwLiubpV5 8zR6WVoc2P+Tihs/+uW9yCDDtF1OakiKA9umtPTefZpGvfzbmR3aVKzOsWgf yBMj2HKXW1Ukg3np31DY0REUuyjpbfjAEOA1dHbmBBNwZO2GCTNzOh76dSty O30OEXJfaX8J70LQJfZjuOYMEjx0PJ3wkYv5gc91hFurwEjsnGrWQQ6Mv9yx yfqtCDDehrwz1IkCBP1gq1xmGzLa9WdJQ5Ai5gfNq479qgPSV8KeSzyhQEg3 yGREi8HYto9vJ+dlYRbrzzzK+0k0+EG9SKZWBre1qqoYhw6CA0QlYVLjNBL2 qEPRsiFw6kdwtoMKHRJS5NU2llcBB/6b7PkvNHj3Wughs/cS0PGx/9OtRwmQ 5nvj7F+hw+hXzcuVBzvImPZwzCmOJI2f2Tw/Wm1NxYSm+tcCvypwx1FW7nvl JPJwvRT9tHsIzYUK4qlsKQxTKh+QxsToqL0375y3LI5nvXScuNWPPuYc2p5E mgOEzcNx8twytC7RK1k7+wfCF/Lj5McaUfyvCk/5fiqEOh5XSlJ6UIxtgHta Pwcrpa77u7dEEgbne++uvCAJCXuKUsPORYNZl+IE8XoW5AcoqV0/0AASJ8sT GsYZmMA78cR+Pg7pZsc5a3ApUP3Nnz9bHafA+sQgr60aUwAT0z/9TfqKMMm2 aE1JCiKMrl11vycf1AsfHHK9wcGEuJJ1zPDPSIAsrYnzijC+g3WPpj8HnFKH BYpx04D3xPPenagRsI+I97URB0Gk2Ru2jkgMbtgoN6ueZEO+0Xn5yNtfUPVO iYGZhwv+5YVGXqMRYa1QlnL4NxsaaDXtHXk3hjbbZoo8HeZRVq36lnllEiRo 6vH2N1KhesGWTwHCn4DM1D+S67Pg11LzYaF9M9JqH685dZOF+fk90c+6qlDE ucTBdJIIwIcrllpXzgPN/Qfe/jg1BOJdyDUVE51gbJV/lla9NCYYd1097M9H 3dMc0+heDuaL/FvXS0wBKl9uba2NCKifLWXoXusFFRkyixseDyOCvHjc06cZ lZ6zz203qANZt/vOpRsOAX+zhkX39SsQXOGsuWFXO4iQcbGttVDAhPjIwYN8 MQL2o2J7BQY+Wcv7i6umAI9c97jZtMD3Ntq+m6vH5fH9nMqQi69ZWDvRbJQQ IYHrlH9am+RMIGHhNvsVi+WgNKX8pEkdBYo6NGeDVsrCr8+OjAUJZOG2N5XO G7jj6KPXZ77KXgLcTOEPX8UitKgxaIV70SSokpvhQQMx2FSu0qDZ3YbSit2b dJ4r4Dl5sXXMHTq+d8vd1XAfES41p8xY6eWCD71bZrIGaPhwVN2IizcXG+nW 2L2Ilcc2WrPddAEZmzQHx5XnDQPb8iFlzrQsLiN176zRoUJPk3LtZSE0mEtv 3ahXIwLm+W6tVcckscCsytFKlwzLVVe7Zd6ZA6nOy3PTKSRIS/cyaDwUCSL9 zkdmFdJhjuXQtdNXGXBLmtgt1YIBqz/MnoqpZEKZI1+rqzfSYC8xNqNtsSJc k7sjy8CHgi0DjJL/ipLGyYudPyfK0HFrSoyOVuvC3qVc46VaDPy+SWpgRwQT +3Rsv956lopNBSUCpUvy+HXB7ea/nclQOYxR8YfaFPitbPdbUCkFk161OCW2 C4FpTF+mZZosNNNZJLxE6QHLI5a5sxlUKE10/TzjRoK/J0bPpLexoL9jtpHN Aq+ZmXkdm9OkccSj/Q43hJ+QC81p8npsGxCuPnzONJGJDbrz+U0J8jDrECkk ijMGjv2ps/lQsywUHNfWksv4ALRLhxLJlkycx3p/S1eBgv99qNHtMcfC2est hcXTdHy1QKPQAo4jY+uWTcWIDL+nyKuTRXSot3gqfZcVCd7l+z1paefCqm/k +9CTDeOdzdSUGknYNlztWkPVENh2Yuc4NV8MIgznTljsJuEzj+6r3fYlw7tH VxzTss1AA/Bm3hV9RShV15PLcOgBaeQDV5O2c2FDutLUvik6VA3B/KccFrSS z5O4vF0WEhPX+uu85ELjZaUptpkMONuRZGdUyoIRxIiMiVIybCI1PG2DDEx7 9uj37pdEXHC3t1AlmQ6Xf6+7MiE3CVLP+950aOLievucjTLhNLw/yVekrsaC Fj/UAn09CNAYKtDxMS4k+LhJfpokw1ezU/w0qiJ+eKV8TzXtCjJ+VBR1MUgB 2lkJoockOtEfogD1NHMudOo8v1+cJwWpRRd27B6SgMF7tg/YXZDC7gEoZfdB Fu5/G2NLXDOCYtK67thu4OA6jZaw40mz6DHnnweaejT8VOq4cfubr4C0jGD2 Qlsel5SuKaZOj4L+/lWvTkeMARVpW5qbIx0f+f45SfKyPIwrtbJ/f2wSJW/l bpWqY0C+6RSlMLgIZOyoUu5yYcOEsCMdlR0DYGXLqO44j4n534xsCzzqkH/7 meS8xVzcek98L0tnEqUtGY96/pmMIzMuhq7bOA0SMj1CL6sR4Iv9Iyt1Uxbu se7KJ/fzGfCOgWSC+uNGxNP8EtV9jQPvDvSeDQvrBjE26fNBFC7mFWw44G0/ gHIMtQtlx6iYr+RH63MYBbcSJE9pbJbDP45XbLBIIULL2JNnN7QrQN6V+xe2 mRIw+3HpUscndFz3+JNo9tAIGK4VTekZ0XCr+1Vl02eTAOt8VktdRsaGYTmi UlNJCG7K8Q5uZ2Hz4zlB/54eANfr1Xcu/0zHj55eeLTv9SR4tD7Bm+nHwIFy p7yyzSZAnPUvrjZNFu8sWNTdNCgDL7ILrXxLFrjo3fQ6xkwRpurVksz4RGhf K+PXuYSG2490PtpIl4Vf+rhD33aQ8V72jQsWW2lwDHxYopMigc9aY+0yARu2 iANPS/qPoMx7qyNP+HChfoZPeGpAFypVVHWGsnT8cYuXYYQrEUZrsrSo+2Tw 7U11UVoLPIXmtqUlL5lB6n7Xzmd0LuToWF8/32Yh39S0M2umpDGp/czmsT1c uNxD3WbEfBxReNlt081c+If3ioO0+FE0eDUx720XB8/+6+oskzsB0GB69Y7c nyCUHupjbMDBkcenvaeGiDA0YvfFMwUL+T1eNdJZRIX1nfL1K8rl8Fr3mcCC q1xcsPtUnD5bDPYW85O9njPx4eFAdiOPBDeRope5acjC7MBLbh/e0XBNobg/ 0VMRGu+NtRCWULD2j0X6piMseKkoo8KpWRrvn5dMXuU/ik57o1MMFhtWu69R YvnTITX+U1dfmCImHE08m8Nh44lbuwV2PWQ4fdGSbT6ggDcteT6dVUKDv47d bZl5v/Cf/dwlS6xhwgddgnA9LwmsVqbanOvNhEo/ogzDXpHhTpPN44HJDMwL 5xaFtHPw5EThWoMXFGglK+/E+c3FDe66rhrfFWCb7532Eo4c5mTVpEWbs6Bl j/A8PU8KC1PVb/OKWHCb9B2wbuM3oBKy1mHwGRerFX11ix+mwtmj+e/Nq1kY GT8wqXTmwNPFzOuJAiaur+9nxFzkwtjjDzxt7Ji4WKJiiHSUhaXv+fl69TLh 98HUny1LOTjR16rW5CYTftAvHWAs5B1GNhrN9jGhu5u5yGa73MK+55Vbz7Kh rc+7RMe2n6hR8x+Xg/5cuDjxnG1ZdysaC2jp67jHhR/cjagtOUxMivQXx8lw 4G+DM935njTM/3HN8PIeDpRx/d4YXaYACf9fSvjVP2W1FQs8/k+7qAie+t7n 4P9q+B/l9btG "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 36-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw91Xk4lOvfAPDHPmaYzcw8ShyyZDupk0LovhOVSgdp+cmhXU6UnBCJUTk5 WnCIyhpTlhypjKXw3GUpTilrk5I1TMhgmGzj1/te79t9Xd/rvj7/fP/5bjqH TrkelcUwrPZ7/M+PKd33vnj9MzG52HoBO9ZBCA5tF5kvk4MuVzPuxXawIWZs mCnxaQXzAhlbiyVqCBpuIga5Y+Cbipvx5hE5hI3sskGvhkHkmOFipOY0QKNC 772tbwmloC5G3TyGDljNsxOWDoEs0rIqES4D/XfaODlHikEvbzyn+a92gnvA PnpJQxcIeCCI3tsmg7CFSaOBi6WgI/X0TbVfv+d/tKtYs7CaaCTp3pW5ooJQ a6uZTecsEdfode1IOh0JXp3mP/yHDIeyfzG33o/D7hl90+evZwn110fUFzbQ kTZnQ+8oX0oYmv5a37tFGfkXdBBRvhOETrB2dL3JV+D/7vPnx5EYmigRiy/R mEg0kBDnwlggXp6j5HM8Rglu+AOjt04NYAINGz8N4cDMy32bt1RKgG6/796Z 5bUAWxlpX6zWTRi8EDpUDFARN2JRUzzQCta7Par43K8KIWNVIfOGFChGaXT7 XibDItYavmr1N8II1WfOUZVRd5fmMstLY8BbGJZi6zBDvBVqQ8kKEYhYKuzm X2RALJei5fCiAbyrUPpyQkiHN69dOm5dLQu3hekcztwhC+k+scEbL40TEwf7 792upiB6unhXqrwi8uvSbX1aSUfY+/an0acbQJ7Ngz9tAr8RB/b+eePukIgw aT++M3xUAcHc+jR5sZTgHS76dH9CGWWySlynE0aIml9CsI6kOYA5jqdS8DrC OqRs/E/QS6Cw0lSKWECcTVHkrU6lQWh04K+aXCER/lDmZN0GHKnnWQR9qZGD GecyXncHKUDMoyov6uwN0Mov26YHWZB7Xl3r+uF3gHpi9bUTb5kI8z+VtXMx ldgm63jfjaEKtSvW9He5zoDANJf5pLw5gGQKXgfJtxFMubT+rQ3FBDZpbpYi LAUB0Xo1dVEchKXWWKhdaSI8t8W3d9ZRYWYf6xZ95QI4b9Cxmn55AfhnHbqV HD8Bxuia+js8xkGcdQXbSCIFnUmCou2WHMhdF0KJS2whWJvctXmdZETnX4q7 RpeB/e8DL797yYGr9N//NvFcTLxes/u1/0MMFTVrb19cKg99L/C2xozSoXbZ 9tfn3/aDe3YCDZ0AKcD0bMbf7uwk5j4Eu+x7xkLcUuGN+4MNxAYDkyOJhdMA ppvobalfBCZ6jaqpdyZB5m7ym5fTn4GlG/dTgqMiwiwHY34P5RJM7Sb948Mc xJWEdtnKzoCUo2bJlPoZoB1cyzS+9gXwzPuPzTmJCIwinTrk3Uk4Mvgp+rAJ FCUOny1YKwIhYymCp34lBDRx07X7Ty/ILwfth+spCMuMGzvClRLZZbpll94w UUCz/0ZcSwXuXQxY/uwVDp3pnn+vnqIgC5mhZE8dDjLgWU9iV2VRgbUus+X4 LPG23HmniYYyXDftdP6sCR1K+nTnI34mQT+azYo/JsnQuaLezQ6fIuosDWe2 p0uBoyp3PAZJiPjsq5tdPKdBg/KcP1wlBbwY6+LZijYi/5nXe6MHKigwi1ZX paiGbiV47V3rKQO/xH8sJYmawTrjNzse3qagZZuCbSu3qSKrzsjUF/xxkNl7 sfwoTkJ18kP73hjRYLOvrxaFyYTFjC4H0zcSEGOUl0uylUXR1g2u9sZkKEic acz3kYF5bobFBary8Fy6gVo4ownEnQ6JKypnwHcpZj5Wziy4PV/qnreBCTPz wg7npLKh0om2xkYHOrx/ha0QVUiHvxTvKVrlrYrOPReUzUQqoxwNtyaeEgMB B1fKsgQm+r0Wt9TTZ6IIP+urHR5s5N3ncr0rmIbiy171Fd6noqdliZ1BbmR4 kr5wbf0hKfi6dMfX6HoFOGB+pmK3YQ9YnzRcuCmfBPMeWVelBY4Dw6srvNhM Gjw51eF+JEgJFhby+xzzFdFU9+hKalQ3sZu+69v1291AukJYqH5KDa0aKuW+ z6bAslVGcpVpM8BvjZHj8U4SPN5ngPl2dgODWhGPvEkNMdNnJs3+oKOP6TpD BxZY6Nuabid1FgvFlOmUb4BTBCaV1at6oAw/5FK0yRIGdMteyTX8qARvck9n ferFoZ1Mn31lLQ4z3ay11AXyaPl+fSoAQuB8at8UrVQKjA+72uLNsigwI0Ur 0YcMVzuQ06XBTWAU/s3/ayUVYhJPdUHRBMgnH46554JDzYNjint2sqDmRcS9 y2HB3isfLlD3qEAZnnmoUQkOsyySG3eqsuF8370d62pZ8PlLNZH3KBW+l393 txsykU3Xgt2YhwIqu/mlfFkOA+aHL2amLFkEeSE+f//6HkfSjsr1saNMdPCe j0RbiwWd32Ac/2Py0BKqMJAfDgNU41r+k0uDT+ZnuPk0KmJlsjqobQLCMqMq /kKECjRXPlty1qqFWC45r51vg8NnnASZJ/vJkFYVtme/SBbiffbSoGQ55HWe yN1/hIVYojCxvvsskZQ/mLzNjoNaFktedNXJojucc2m6pnQEQw2p+68VEfIr MOuHBhQUy15ME+CjYGTE7MmZq2KQqGij/66Rjk58aLond5kCK24NmnqMTBA5 TriTQisTnjp6wsu6uxf8s6dh6eBuNuR+tqrPCZWAnz9NGk/5q30/yfas0Uoh EdobmMPXwNH60KI7848xlP/TVPyDJjJan+PizRoSg+zCA5cua2GwTaihdJFC Qcj456yUUiYMuLBl6IUDH/jrtsQPXeNAr2HHadetUyBpa8FihCqONoYs+fdV l4R4vNagnCSmIT1+RnbzOyFIyJb7Q8dRGdmJPKw/bpSCTbcDgu16VeDv7rt6 6v6ZJdh3avVcsxgoOfawQlTJABhvlsyYrqOjCIp4maHZBEBGTVp5K8gImFtS 16ZhEPyt7H/EhYU2EDGPwr07wPV27X2GTQx0TNjGHro9DjJss4+pnWaigp76 s9EloyB1ywBuQCehRFyo3n5ZAV5gl9v71Mig6cbb3sQZFZhn2ixvzZWB+1p+ nquJoKLeE58zHBgkaJW49MCTr0roN3Zs2AYnOozLr1ZV/FdKBG9BBnXRbBhX s1DfWN5HFN5aHXfKG4eil69mVJnVRC1V0w2SGGiw5soD6ac5cEOXpU/zVELp H4c7RHdI8FJxd37OT3MEqWULm2PJgKZ+wyPcrTQ44OxVs08gh+R7Ax3FHjjc Lti6XKd+kFD1f9Q924nDtrsHe/QM+4mxGB6/cpCDLB7WnqezhwExVtC4p7gf PIl86iIZZaO4k7PHZkQy8Gbmcf83zXQUc7Jh4nMVDR46U2N77rYiMveaCy+L wVHz8Vyf8Hwx+O0ZN+foAzVU0SCdnOZicLP8jRXuOiQoDus/36FBQ2/KpSO8 Q1ToixdPTjwhI4OeJSvXT7DgDs9AoqdAFh1clMsxC50kPu7w+vh7Mgs2ev2i zgplQKdJI46G0vf74ssLfsxhI/dwJXLsQ0U4e2ET22ZUBeX2205+4FHhgN/N T3PVGNrMzMj2/saEaYPRV0yPyiI9t8pT4BwTqvfEr416QoaFl1MeebowkP8V vOpiLwcVnhnaGKapDO1JlF2crzh6IREXCL/XrdsnubeGo4xefmFZBcwx4Sbh 2xAGXwEhi/alSblq0FkxGVg4dIDcmsbpgUgcaVW1uWeO02CoboL+/rVqiLBM s6p348CVWZpt0zsYqL19hJl0AYdD+iMJvhN09Ez2pUje9/tePGqsdbOLAT+M 5fV/0uOgoPRjT/fsZ8B/V9aOMr/P+wGBvetsDwN6udtItrooozMTJTmNa1hw m/dznmt3P1HDt+QmWeBQg3d2W91QF/G14nVP2zEc/uu1jvbpsRoiaU/NW9FY 8OuqwKHSQ3Qkfa5xglrOgkp7Pwhu1KnAXGtD/v1YDnpyrq755fd+TJ8sKy0T sNHuZdF3fVI4yGMVsLGrZMNZ05B7uN8YwP73qaONsRF3wy5O/XDS6G+0qJ8U 4f9763SQaHYX6Ye7Nrfs3tvJ/mFPk3+8noay0P8Zrnc1KCaNq/1wNXa12syW /sP/BX4F18M= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 37-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF1Xk01Pv/B/CZMdYZZp9xle0mZYtKUlzvd6HIkq1oQ64WkqWbNTHJLZcS Sl0lS9mvynqt9Xl3LUmLJSm5lsYuy2AYW+PX73d+5/t9nfM6r/P45/XX63We qh5+DqcIOByu6Uf/78RJ/nXmavwQNn//hGdZeS/22cOKr79eDIZGdw5ptbAh TnNzhtCrA1w79b7o5iIdwc2m2Ah3GjQuxjXk/CyGcBOOxujtN6Acc/usyxUh QJNjZ5w7WrGtq1p1GdvwyH3XKuu2wiiQiw08p1+Ch/62xjZ2VwTA0GS4d2vh W4zrbhbzU3Mf6JCMe/jQD49w3+c0hq9WgMKu9U9MjX/sL3EsU3xah028DMqM KCAj1NGha9yzjJlVu3Y7HKCh/qWN2v+8W8Zqj0QeiRmnIhW2CW+yXIRRw8Qv rbTKIP/CL9jvPrOYZI3gzqXwceD/aWio9AoOOTzImXvHoyP+8O0Ee9p3rEn1 KVvn7gzGjXim0WrTDGaHu3Y2xrNhxvWBffufC4FdntnKKWoHwG25YlbG6MfY OzJeZdhQEDdyTVEw3AF8lfteN22Sg5Cm95SeLALyVd6Er3JkWMTcXi5bt4j9 Wnbh6rSVDOrvU1xvGD0NzrV9Pd1RLMRax1SgcBMf3HS0o6z/RoO4PJKS+atm 4LbkoPpZRIV/3ow+a1RHgGbOTSpz2kRI9boVvCd6Bludo6m0PSYjaprAMZUo gaIV+AEJn2gI19VZExPQDGrUDxPTVBYxd+drydmjfMx5k+XqRIMEgnmvHxIF IuzfkGXrvggSymD+7bBwewKrLf7jmazGMsBZzqSSOI0YsCUZj7zlYSi8IpUk +IzZ2pkNOVtTINRw/6M+bww7LX8tnJfAQfL5O4PG68Xgc/AZLPpLQtzxF/m/ hySDQlbRjOVeJuRelleK//UTCOq5H7RWQEc4f79HtmupmLfDPD6GJAtVarcP 9jksgcK7G273bxUBhC98F0T8iNWLsbxDtj3HcHP6ug/GKoAc/EvZIJyNcKn1 OxlxbZj+x95T1fFyMGOAmULd8h102J+clNqFg/6PPFLuJc4CXdUvCnk750CC US1LQygCWkN3o0NFbMg1CCUl3PmAHdEpcbReT0LU8uiEm1Q8XODx8OaPOVBv Y9eJ2X8EWODeD0p6NXhU1K5itaZAhC5z27oGpmhQpdLq3eXWQWB2IertzfA1 gFMznmm17cHaPi61G/OZiFsxlvzXSDPG/1D8+ZLLAoBpWmr7X6+BHSOGrodb FkDGIZmWpoUhEB5yjUx4Lo5whiOx3mFczNg8jmY0wUZcYVjfL4QlsNHq0LKZ 5SpQCW6ga94cB4tBV04BwSSGI4nmPc70YHccd0q0pb0FRXe+hRTu4AMTVMYQ yN4AUMtpw94jPNB8TtNj3pGEcBkJ055cESa+wSmgOomB7KiuSVvnSeiDrUTh 7uscpJ5lNIe7QUBRxz3+9VESYa1VdrZa66Th6CnDPR0+NCgc2LAaqSMFxX8j Hz3tKgvtal877eXMYwvZT/iuUavAUpY7E4uEmLRfyklT0Rxoll7xh3oicFH2 0sVjjnVYwUu3Lo1nZDRtqGo2EshEKbfdnHe44uHp8TB5rnc/MNBssS6+T0LB eksWZRJUtKvnSuqr8hmw8J3tUq4viRqJoy4tGhS4N4PGns5gwDJan7l2ixB0 PhAG7CPjUYxRs4OZpgx8e/+Lf4QkEeY7bS4rlCVChYDH9jvj+0FCQGhCURUN fp/zNROx2NCqQHQ034QOL15fdaj040DJcx/fvzenwpNs19KfDtLhtrLDRXpn ZFGp5KXm4gtklLvOqS1LkobSv8pO0vczkXcDx1BtIx3twgdouepw0JkB+/i+ YAq6eNE7/dEoFdVU3ukJcpKBvHdzGhof8HBKwXoq5rU4DCUv2R7pGwO77357 alogBctbvZkhngtg841Nbiw6BXaOuQ6+TZSBT5+WD1gWSCDJo2Kxi8lj2CGq 42L8/X6grXR2aGEXA+mNVnC7HpMgWrS5Oqq2Bs5v17A82yMFNbWIFckt40C9 gZ8lY8pAb4tpaQfc6ejfNNVR9+9MZKJ5+Y2vDhvFVqpWmcB5rKlsE74mXQp2 55FUZIQ0GK7l6Sj8jQQznIyU5D8TUUm6LKFltB/Y+bnMUypEoDkhV4ZvgUeB 6Q+U7njJwOWVfwUZ1gNgEiaV/7FFDq6KWXaqVy+CAplfY3PsOfBXViPT5jEb Kl5F3Gw2E0KJK3grHSrEZ+mHafzNgTIWXgIHHw5cHcixNmhgwqVXNik+sTTY RfyU3Q/p6DTj+L0oMWlU+ed41fpcGqTRWMczmGIwP9Qr6WAXB20+06TLsWOh kzleQhUlJvR4znsS5CMFDSGZhs5z4HQXz35Oiw6rV5e4BRQ5NHUlM+ON/yhm mP4iMSqSDIOKxWYu3ysEPwsvqxQYc6CuRWFmIJ4CKS/CDx/jE+ATL0NKZgke uV3G8o55MpFi4taDG/fg0d2CkXsH9rLR86kI65jdkiiTfenhBm0qqt8bhd0S 68WIm3BGxeokFJ/+Z1WiEQ9MTOhWX7whAHKSW3Y7WVHRue62HLHrJFjZzeSM fxzHcm04NuIddNjYFvdeeZEPnhxuVhg5xIIcoptdOR4HdXrnNOf9GUhnRwUe yxZgYbzA3PJ1HBSTe3JBxVEcFSjPJz5rk0ENe/bc4bGmweOn7tHXlXBQGGDe 3+0rjZCmzqMHFXQ4EnLbivDoK/Df8CFx9CYbTrul6Q3YiMBdi8K1SFkO2vjG Ytv2GzhUukO9SkpAQdEXqq3TlL+A24/FflO1lEa1BI0Zo+1LwPT+heC9PDIU ZPq9nhgWYKzMBjWHRzREqnA2UDFoAzPtwiVtAyoy9q0x0T49ApBGm1L+JhkU 2xhqabG2AkCStL+nPRO1B5t7TXlXYvGdKi6b22jo+FFX+QHBIEj/5fFpRgAd 1bofs3H51gNS9w9z1KlSqDWo0rJdWQxGsarMvOrxSL90ijH6RAbma7cTjbh4 yCRYMzGMjHjnhtLNaVIw3VixNeWaODrBuhVuYkOFhh/53VXmi1jwfqTeGMOC 9GMTzuWrpdjTlK0Jfmc48HwiQdF8rBs0yCk6QSka2jprLRiUmwfJG5gbKa6S KO+CmFqtlQSMLusvyFVewab0CcURsVSoff7bBNeCAhuTmIzIChwi8gItBcc5 UOGlaVvQyXpM1r+kf7mHA80XXuXcImRi07FZ5c9H2IhvV5GtFt0GsOnC94fL BsHszKzR33+xUILv8uklPh66eH2rdfhCQbG+zbNDLyhwinA5u/m8GNJ3W4mo jOWg/m/V51Mjh8GJl9zcU88YaL3F9yytn5fAPmLypqOqUjB6tWafUgkZtVSJ JrI8fuRk27s8VrEkUv/605bds0yothrq07e4ip1cE8vVDZvDzLavmdUpMOF7 t23yzDAajNt3zexAjCTC+WQFl7JZ6MXZ0ri2UAJcjjJlGU+SUX2s4swhRILD 5//sXanDIREYNHmvSocPR2LitE8RkCbvOKH5Fg3Kf03c8Xu1DJQq7O4LX6Ag /zjOi6s8NvKcZR9s+oMIzaRIjuwpDqq4hRFKLMRgv9c9Xj1bGoVtPPrKtpoG TcdaQ2nl4qioIS6zJokO7STugZ3mX4CBhFdarzMHKb34eDRjhgIXu3yvh6bS EGb4cNdrJzZsFz9omPSzHOrsnKDfjeJA/+rAWNWtsugloYlP9GGidZ6N2cn5 FNg9nT/Yq8ZGSTk0yxELOfhmS8Mk/ce/4/Z4dPOfUaDbUWOhhb004k/O6b+Y psMDZ/7JcugfxIr2LxQ0CdhwXVbIgcbRPmx0pfbTq+0c+MbNgNJbykDkIr+V TjYdTukFjlZ4UFFEVn5GMosBJZ27Pyc3kqFtsJ23szILVV9qbG/6cY8mIwF+ AcUMdGh9TLbXAzaqdI8IiQ5jwGXt0BzO+Wlw4Zl9md8DDtpzKzI7/Oo8MPAK YtkFcdDdyROU35Ul4DjXd7Z9kI0sFoL4y45SsOQ39y8pTWzUt+/DIeceFpwI IdLMWlnIVeuJW00YEwVZSFGr51hwt4N6mdQMA21z1VWNxLNhHe5Gne4vVHQt hSRh4c6Gki4frtKzORD3fyWPpOGxNVoqFf2/YeK5vNbwnf+100eBzv0N/3W/ p9A6T4P8H3sM3bvTM4r7j/8Hkm7dcQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 38-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk01fvXxw+O8Tid+ZxuhigJUW5CF/XZmZpwy5QGkQap3OReFZGT4ZIk IiJFmSVNR6j4foqErjFEriFD5jFD5p/nWc/z22vttdfrv73X+/1eW9HpvOVJ YRKJVLLc/zNJ4o+d/cO6iZlVP9YI/L4RjU57R7fIisBDb+q60iIekNRUEqdd 6hB9PE6p6wsTg4oR0cMfQbe7ihzFDwpj0qCVAf5nABUoLNZs7P6J8FCf84G6 auKw3+W/rpwWwo6/zXMiV/UiL0rVystmwuBmYWC+79oEOniyttn7eh7BdzQO /qW8Dek4bnvRKSmESQs/VL/75yJvbum7P1VFMOmFlUAuu4iQulJ+f65MGuO6 uk0GLbPEbIq96o4pBm6fWaf+vmKWcPweG8eKZmAF7vaOoZxF4ufHN+rsQ9LY LesrEXhunBhZLH2oUfEduX3p7n55jYQFvnbj3FcsPPo9Mnw/Y4HICrRttLg6 QfCvPlWtNi9H49KlxjVJXEgM6jTdWTCNwlpr9/x+qwWRNl4zFrDaCbEk292B Ahrm+y7JTXyvQ4/6KV8en1kBwNDMZt5ZRGpD+Uo20VR4xtbKoRb9JO6ny5zq DKbg9jY52a0BI8g133TzWfkporpPAabXj6LY0NxtfpZMIKVT5E0+lqMe7Qd2 xmwG3L0ZcFq/SBgMNp9vNaGKAd3l1qUdAWOExN8oVjyAiukPJqziyWI4zuYt 7eQYE5OaGt4EXyhHFfSFa0ufpgnHA3/fSekdJQIvq2YefiCOIb3sPnlikeCG Gb9hUqg4kf3KcipykBBoxh3d8eYnIu0ei6fwSgijtUf/3nmok8DeufGUiUZC WdRP+er88n2qjteL0/sIC1+pG4sdPLwyQ/dif7EINIswXtDOSgLpSGFG4OU7 KMAj7e55YzbwfVbKhx3/glp/JztGBi7v53b+kcVSPBHy6KHdG1EqKLzV6mqz nEHjH2fZHHsSYKGsiovkemK7X8m0VcV7gvRjy6Z7fbkoc/rXKynuXEyKL9Zl 3aghpBzVJ6NtV0BiJzuWvnEBnQqvf3c9WwjcHjnFxkSMo/O/xtDJrEkUrv+W ozq9iC5p2dilFfOAr+NJCY/6TCTwpIImDlGw5rom+/H3E4Tc/v1uI8XC+Fmt wt6lVWQwPvHOZdsoExTy9lb4VHehkX3R232MSEBSMhirtmghUqquWCuu5mB+ bt+dxz3lRPK1rebHhacQPNigtLNsCaHMpGz6wgxKtJGqKp3qRjg+VM9NUxST tvaEnPHiE6fOmCxQh7iYP+3Vtk14Bj3VvGJ/tWwRKVz6wFS72Y/SAvQWgswG CBJlcdLJuYW4HUCuty0oQc+iBi5naY+i66uvt2y9UIBgg/Vaw4MdqF+OM/x3 qxQmJYaPnOAvEi43A9RGbdhYOVn/BylUGD8p3Gcl0k/C1fn7LDbISMLd+jWi y06F6c61874aEnC/4d/Qg2U02Pe2zNqQN0kos7R6L5yaRbup/LEQPE346aV6 az8YQ+WSc26guYj4fSKLM2ZJKPOdQ5PqU2nsXLX5Pa2bg2MjHQ5oHxWCuhvi 9XNHepCOWpXZ8zgKPkbo/JA8zcC/tVyL/5gzhsx+yZwiW4rhEnKvXZUqDV58 fkX9vIkDAkabiXrVNDKVDb0okbtEBOuXWxqrSQFOfMO0TBGDDGsVQRaVDPO3 X8Y+jexF4Rc8w5/lM0DRLHt1UTMPxM/WV1aa0IH3MPVY9ggLNgtsn2k6U/GA mdy/LsdpOE3GuiZZnIGXfMoqJec42Llzf1jbJRp+EDr8j+sVJn6TF9Vy0VoK Qll90toeZBheZTYcXCYK4uOFbhv3jiG96IFso0wJeDcce8bSag6phK534DBp sL21w1X7CRWys3M6d2eK4VCXUPcLVmOEDd3qZ1hcOzrC7pGpJ7OwZm8uvymJ Ascd84WkbIXBVUt19+kWCbiUP/qqzXEcKX8YTZYyYuHgD6q7TpqzcUieYv52 mCTCz5q15t4Sh+Z0ioLUNAOSX8Yql1BokGitL7+ykYx9SgcGCpRq0L7zdpO0 3EVU5z3zNMJ3ifBIuCcf5SIFR+oFcYYtQ2gIbudc37gCZuhaUR5Fi0jOH/NT uGy4bRr1LmwTE+Y7U810PrDh1uMIvXUPWNBE/pLSDkx8e+frAU6mNM67258v m8aAKqfMHvf4ZT08XW7/3sTDlj9qlRJe8PCxVJdpBXk2XHxcbOLjLg1bQZqB XXmg9GQhP9+fDa/nZ/iZtBW496Bsf5D+OLE1oTDCz1caIibzNts5fEVrpn0U Mg148M/bjsS7nxlAK/S2PTwqDMHtByD63hLh4EOkHz7BxhszlZJ1bURxdGZP zB5DLk5rMa3RzKbgh9wr99eq0/FVrQL7rrEBgryepP9ceTnnqaXWG3wq0ODg ptd/hU4gaRo8eHSLhs8216SKBFFgVDwnXTe1jUgz55mL1jGhafTYkCL/J3pi W76qx4YDrhzFt1xTMmi0/lCbdGNhj4m9nkHn5gmvDo+0HBkebqxj7jUZl8SZ qycjntZI4ZXabQfjD3ehpGzHgCB5EsjM/pG/pVYcYzWNR/dymUCQaBUp5qPI be3niN6bXIAznjn5GSIQvStryZfKwylN5CVfFVH8Uls5X2KChrl2T037x6+h yCSRPxV3S2IdzmTqPaUJZBTnfsmwQxpma3nH18EwwXn4QcnyEQP/6rTJIFKo hBirnZ5R16HjqRC5IPq/dQir1shnrJfCUUr+F5WLpxC6Lel2Yj8bRxVE//Cy 6CTCGhTsVGoYOCvIiN1YVY4StiWdYl1Y/vvXiV39zl4ofud3njJdAks3BHlV 5pLAj5Nv7FIshN1jDDG9RwIy1GvJ+nwhqNY8o5G/JIU7znYnmDAkQLR7NXjK i2B7zi3v7eZ0aF+Sy3TFY8SlnVi5JJgDdw6L9hp6tKDs2F/DzzvzoP7ba/Mu 21H0YYWcNUgw8NR2Wfdon0F0Zy17He2oOBZIyLgGTYpAgKA9M231HJGh4Rlb mU8DddeBQf4uGlhkRBbt0ZgjyB0euyeO8MBrxPzPT5rNiOr2on22hQfUtODB WvEONBKSnFPQw8VhWPbZF8XPBDGSVWkr6EJqTmrKHi4cHP7H7KmZUSG4GiEa K7bs25A/yse7C2ngFaFNXbWDhLc4zF3NC+HhcU2VHe37C5D9O37ayacs/H52 /piL4RgyJd9Zf0hRAtjekTSnXVK4Kn9xMNlpBTTc6LHfmkbGyt9+2ag3zoZn +pKH5mImiGNLImmbvH4QWb8kPJFZzl+lw+aVbC8GlMV2uHtKkjHpXPKll1wO Nk0tXKUSMI9m/Yw4BkPSuF1zYbiqWQK+u95tnSsi4Veuql+37GXA/Z7gG+on hbGm23yUdTIdVn6L0A58LQWCXfxDBnuo2O0Gr9C/g4u3tIfkqQwuIWMJihV3 mIctfmc/n1icR+0uMR3FXEms7phgs8GTDkZ91Z6MHFGcaLVD5Zs3A/aJxSBd k6+oeKeIaYMGD8sX1h9KHKPB5fA9fTEidExsvf9bmTUXTD86leg8lsQNDYPM aD8eMFVZQy4+EvidcOko+Rwbqy7o0uYiKdA8ktHVqsTFOnRbGcVmSfi08cMQ cznvUKPHHLpHAYdDBtO79kvic32a7588ZsAe5/fJlu1dRHzTy/rZ51yQSb68 p6S3jejQy6rIJ/Hgk4MOrfUlC9Ohf+ZPeToMa3r05jrR8XygboOsOwPEDzQ3 3imRhqkXl1eLLOv2+kpJbemyH1u/qq1XC2FgG9ngFJd7XMyNKBCU6DJgVt0z lec6grqOJp1u0+HhHbd8U7z9J9G52kG1xEEujh6ypwWuFoM6oZaulDIO3jV1 cXTWSgJO9WCBVgQHt5l+tjnQwoHGMYk1wYksfHTDE4c3Xmw8GE5X+KuHBXqW ygKJMRZ2envUcFGYDUWk0KJN2+hYWosnHY7ZIG732Z+ZwoMTmboHnz/iYEk4 vMSIp+N4Tzrpky0XIs6mV3vr0nHy4TUDTY5csK6f0IhbS8cQ4DzX4MSF9hPT Zumq0nhC76ZTQAwXnLpjolp6SVih8mhg2HoexBqteuIaKgqk/62VeFtJpWd8 LOe/fNBBfu66Kx3/H0MJ87HIbALjv9zoJchz9u8n/p//A73k1cY= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 39-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF1nk01dvbAPAvDo7xDM4gt0TJlOKXkiL7KVFcU6Y0uFyJVKJB0nhS3SSZ KWUqiiTcHNfQzXd3DUUZi0iGKEOZp2OKn/dd79vda+211+efvdfaz/Ps/Si7 +dgeFCYI4u3i/J+VEH/ieSX0K+l3KF8uNKOLJDTVkwVe79Hdi553NuczMagb kz28IeRaOzvrGSaEiX47Q/z2O9pTeMhA1GwG4YE+z93va8nr1LJVjolC2HXT HDtKoRd1h6iXP+8WBl8rQ0uby+Mo8IC19PvgZMRz3R60pLId3SkYKtdIJTDx Y0yj+0o+srI72ZjCEcHEMzv+sqwSUnW94t0zfdIYv3+vbdg6Q+ZE7PfXfsDE HdOrtP6pmiEpJ/ktiVuZWIlj1DmQN092sE+0aXXJYN/Mj+S1o6Pkh20JWe3L upDvh69fcy8TmOMuOeJyg4WHu6PCdzF+kOF983G+HgKSdzFbo9ayEo2u+2vX pwIOJF/vMt3xQoC8gnUsl17vQsTay9v5ch3k+aA/vvJl6Jh3aWHZePd71Jin /yX0qSwAQyeLGTOPDJQldlQso0EOSzdPpmSK/BBfuvNDmTTuaF+2VP/qEDp+ /8kPoZvjZG2fEgjUhlFameLR3kImEOlSiiavKpH3ib6wHA0G3Ll19ZBBiTDo yXDi7wyIA90rzH/r1RGSKe/NNHKXxfTEcbt4ihh+Fh70dJMUCxPNjc+Djlei zzMpC67+AtJ19x8xD3uHyT8rJJwqT1MxpFckUMbnSZuUUA3T27I4mfWX7WRU P5mZnSHjZylAhNlIvBS3nNwxlVOb1tNF4vP58VLjTeRcIemZmikL8o83nv5W KgLTr8xU1A5KAbG/+PG1MzFof0MiijFlAe+CvGLogQ9o5z/eZmquTEz4+jyw WognM0YtswcXpEHpb90v7bbTKLT0QMem+0KAhTKrTlMayLuBgUVHhF6RxNh6 7Xt9+cg0u6CR5cXBRHzpRrmbdWTnt4CrJxVlIbmLFUdf+wMJqs1iJVVEwPeB W9ztiFGUvdVezHVwEvH0AqTCo9+RXUJuRfFxUlhnVbPz6D/jZJlLzcusahGc U6/064ICBdY1WM/EjsiBUsGvVRdqv6Dnh77H5r4mgFAxHKm1aiXPVfxoELVi Y15+X8yTnkrSSZt8aZ45gSBxtcqOigW0w1t2oVLzB0p2kKx5PfkVUV5GHmpL oWBCvyf48FkeGR620NsxwME8wdn2LcLTSPGmTUdLKgFK/mVMzVvfkEPkWHRt ai9JSM1PuHm2kuF5dSmfWjDKif5+JnPDMAp8Zxm/J+cNgtX2K7ft6USStQsB 8l6SmEgOH3LnzZNVAn7XqiVsrJpqMEaECOMl1r76taXCuLbQxmr1LxJgbiJT cXNIDgRdK+curaGCQkKji6oCA2z+rrDfxp0gHXgF7VfNp5CZDG8kGAvISSkP bevzg6hSYtYXdOaRnvCFk03Tb1HGS5dmjWxp3H5wO+jbc3FclMvuDb8JgfGa 6Ah/60Gkp1lj8eddKWxmdSrBpYKJN7Vejn+VN4IerN8SY+8jisspvU41GjRY Ib5fNL+YA3xGu4lWjQD1EhoSVx1+kEEGlbbbNSWB/yiev8pYAh7bq/MzZSjg 8/HzcJTFMBI/0lBdbUKHqtVDNONwNqzjO+boeMpgZkX7JF2TgdN+sa9LFWdg F4VrOUQ2F3t27Qpt96fhytQTM/qyLPy8ILr1tL0k6O9pGwKuOAwqWAwGVYhC nbPQ5pxHE2hz7Pcs4wwqePzh7spRJkA9RM2FzaSBnVfurJU7HbKy8rrMMsSw vCo3ubtl8d7odlOhdztQiKSHbW4NE+v05vOaU6TAs/TNy6QlouCtq2F2qJUK +5xdIsf3CJBq2XCqpLEc3t68dfTSZg4OLlAuNIIJ0mnF8ef8S2LQki6lJClg QHdCz/nKXQxItjdQlG+iYPmDrKFTggvIxsdpgpY/jxSaUsyNvedIv6R7itFe kvD7blOlUb1xNACReTfWysJsqKyGm4cwLLuCeQ85LPjyR9rl+v+wYK7rkYVe GQtWhTW0tP7JhmbKh4cdwMTtW6ST7dXpuODOt8KlaQy4yUcnTVQW933kJVBS ZEGZxbvBrYZ00AdpBvbmghNPfgWvhQNFc9O8DJos/jjaI5JhNEXqJxVHBF6S hrNF6XYdMb1oheCCUoYhFy46DPmeVmUBrfi8475hYeAPGLl9q5slXS6Q6fvc WdiohDtt5iWBYzN6bptv42AzD/En/XQ6vs85l7BSi47fPvjkTRwfJylqhMGf qlI468CDgI6e52R/v3bRqZBxNE9TeR0fJIuPtNQ9ErkuBdU5PFO9rSVkmiXX UvQ9EybFl4oxKQQ8daxU6HFgQ4lql9qZYCqsaRvTnPCVw217fKfSlgjjs51+ aXm/cLG6cGmSV4Qszlg+EZFdJ4mbbGaMMre9QylZrlevKxKAAu9E3toghrHm mgf38pkgZWJ/yrxSgHxXvovovcWBoNSU+staVIjdmblwSYaL1Xrxm7elEjh3 g2ohdZyGhS9Yp/sQzWRUishJZTMJ7GYdWDi5ehAZ3z3hv61TGuTcbHSPP+sk 2ffLVGwfMHBiiHFh870ucqReMK2lR8eaCkN/t9rwSaxRp/hYTRInB4akUG6M IBQp4eu+i4XlPYRl3r4aIUMblZzU6xh46d5R/U+61WTSlhQPueNMfMKdPSsv 30rG7+jmqtKpOPJwlmNM0hwKZBdu9yoVwjnnYo9uUhKHx1r1FAOeEIS4BJnm IgnceeRrkgmDCkdurchx+ovAzuyw80aWdKA7xA5vO91N+u/AquVBbBB0C0c1 jw+hrLj/hPt4cuHX5Rvs/XOnUZnsMnugMjBLd4ugrKgVxaxkraL9Jo6LE9f9 ZZskBFf5HRlpy2dJn5GB2qTfZEHL+3s/bycNaGvmXW9/X4x/p5/Z+H4ufPap iYpWGUYyvs86Zlq5UNxd7NUTNoqGglPzXvRwsLjXlPC3ru8kOZRZ7cj/glzr f6evV2Pj8GMzHtPDQvCocLlfkbE0Dj5WOfq1mAbS8KmvXn2GXO8ye7EgmIst yM9FOx3bSOeXvLSD2XK4ce/0FquyTmRKiVHbq0yF1NnDTQ/bxHFN4Xx/qpss SJoKye1LEMKqn5es3TzKgoBJnbC1x3rJ3xdE0rTPjpEsAnFOKctBtcs6edZZ BogPGN1PD17sb46m+udy2Jh+jqP4lDWOZgKN2YYD0niu8VO/mUAUur3vtM2W EPjYvWN+907RIaEn6KbWQWF8bG6jdfFxGsh/jthwrUgS3L6qNMwmSGLfm9zi K50cnNzSU49LJ9F2qpQdZ5CL1196vP/a0THU4XW7s5QjgUs2VLyi+cqCcV9t ACNPFId/nswS86SDjdhttNHkI7K5kTBQJcLFisUNe5NHaDB4yyL2aIM0JvUT NlXYL9Z90Gn7Fl1R3NjYz4wN5AL/do71swoR/FL49TDlKAtvjH18xvWiOLQM Pf7SpsLBHwPuDuz1FoU3a8sGmIv1fvF3ObO+6+LgstdQsHOXBO794m2dsHi+ uec/qbYdX8igI8eJNT4c+CX1jHl5bzv5KeBeyZMqDrxx0aO15cphzeSKYWUL aRjU8evNd6Pj8epg7s4EGojvbmmKKZeGxMHk91lGTFx0rrz+9WI+zsS/elFW JosdlgY99LrHwd2B058Z32RgRivgEdd7CDnKTiy1rufgrWGXHp6/MoFSDQ7A sBsHxw44064tF4PiwF8/nMli4Z2Tp4dn7Bb/z33KYVV7WLjd9J3D7lY2lB6W 0X3ry8C/rX7q8vwsC7s1y+usbWHAZltVPnVEDkcrhB64QGFCCRFSor2FjiPf rmA2KcmBuNO7K8yHXHht7/PMzUQOS8C+BUY8HeuPKRGxT1kQcSS99vxGOjbP 396Y+5IF9g3ja+6uXOwzqTWTTxff8Q53gUW6hjTu9lMoo2qzF/PgdnRrL4Eh /oXkMmsOxBkrPPUOEYVjZk75a/o5eEt5dUB8HBumCurGJD6w8R4Xxdkb3nSc qZGje2IfB8qZT0RmkhhY5SLVo8qQA01n+QWeV76Rj0ZyLNWfcMHZzK1R3Fka iP8d8lh5k13n4fsiPw3NuU6nNtN/OigqMU3XmfvTkak+1Bc2/3qTjvURmTdc /H+GNrWg1/HC7J/Omt917Ufkv84ZICROJv7rO3FFpY6L+fX/7rCeshKNkfnp /wJ9wPc8 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 40-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01ev3xz+co47pzIMmV2mQJDdD0fDsTEmRWSUpDSop3TRzHdMv0UBF SFHJlCtdFJLnqRBCKg0qQ+YhmTucxM/vt77r+6y1116vf/Yfe71fez1z3Y/Y 7ZWlKKpyqv6vU9PvewRdasMDuWfp+9+2YUpTI1FyoBbNV9RTiozmEtAwwR3i PqRdqHu9rIQi1Hf71aSyB0ls3yV9yfiFSG+Xh3NtDc6+xPmoUytDdhqOC67O 7EQOzMBjk2IaeFuvtrIJGEZerWwfjbBiJN5pGjqjohGNsu98ObJ2at7vocXt QY+RaoRqzzsajVD/2ufMyXyBTXuPRo8wlAmprV22ul6K9/m5lMyx5pGmsQVa z6ukOHWyerZmL5eoCdc29+ZO4LLdGhFmh1jEO+MzDjk0iP9WbjmhXt+AvD+2 tWUHUOSURWFf6nYB6W+/GmHL+Y19rFJcrlhLsfjvB4trrCpQ/5akHR1VQkg8 12K+/qkEhd+TDEeYdyJKO8A0h9eEffCuhYvWsYnYf3LOcHstUgjYO3C0nwnA 0cnkRk2gJM2MnFt2bMji6+YqvxjFnEivJa9kmaSpcc7slcF96Ph5dnmMZBDX dKmBZFE/yp4IibOeywMqVVHV7GUFGsnUezkbcSDmYvD+VS9kQbuzcGtPlTyw D1w+uS54AKumx4X7mLII+9awfTx9Gql45bCRuUBAqLoPT0KPVqChVku/5/Mk eKfz/0Td6+zHjTO75Qw3yxNILb9JH57AZtu/vyrksEki/5Hdz6vfcZL2k8LU xhFEbRiIVxSV4o1VtFmM462Y+D6OVxz+hGsP/06t2M4ElbQVJ7qLaSC6EBi9 1k0ZqO1FaSGnopCBfnR7gQUfxH4qqpd2f0RZeh+XPzHiEsr7yB3ryXhcYSyV mydVArVC3dZGuzGk+azy/o42WSAyGVUn6O/xaOBavyD9V5ga0lt2o+sxat6H lge7CQkVX7yCF/4G5x1/ybNpV4bEFn4sW/s3OqdcdDA8lg7ed9xjr0cOoj5b zviT8lEkNjitGHHtHV78Pb/X9JMi0VlQ5zr4fBh7HbbiHf5EJ1lv1TZOzqSD qnlDWP8gH9TyNlb51bSiEDH0dVnJADV/9UCNdT22feHv3O0rIOLHXVH3Oyqw Qr2ZwXKnEQS3lsxfXz6JNGIKU4y1KEh0VHhd9rMNWbTFRG8S0Qm1siPs4Bkx LsjJr83+ISRiyZnGNbJjqNOvJXK0VQbUTpZwNS92I1pihtaM31N+KU6MuHvU Y9WqNW3Fw7ko61rPqQz9fpQQ3rNH0aEWwRIHdeOtzUgzsFsufUieUIkRfXvE E3iZe1u8y1cBWZi0aoi6IEtCGi/PuZlAJzX5NtZLZsnDeI7kQoeOACQt6uP+ SxnQXr12LGEzF2wKyx2MRSM4sHfNx+vaP9EGZfFAGJHg9jv+e3ULu1CF/C9v 0JlAtJBCXcOIzyj2qpuz/g4Z2O7BThlLHEQGmq83PYxTJLr1D9fnavKJYX1A /MvcATS6uUY36QKd5HAazbReS1BYW8mNySEpDl1VYWeqqQCpGX5OY02KkOag kZOhTAeXni6+zeZhNN3zfXW1GRsCHq0o+qgjguU5Tlk6Hsoksydr8tAdLvFo sb3UeJJFfhb+XES/LSBP8q7Vn3BQgOZb795uypeHHzM3/Qgtl4PYchPaclkp MoruyTRJZ8AhgW94UIwsaFxY5CbgsuDc7uNAG+RAZmZuy4b0aSS5+XaVyx4p dmTbj16Ka0KFVFtoZByX6HQ+FtfdVQRPjYYA/frp4KW7eMP+egYgmWoveftx FJY3N38tjOB5dVExD4/IwZdURTUFCQekuwLbH87hQaLDKlWVqZzZLzhmKqtf g22ObBlhPZ5AO3Wt24a3jeHjCTdUrx1QAJHp8iFj/zHUC1dyz2sz4XQULVTe Uw7mBBHxPSEfVr4sWCfUE8J4S/ImgxI+PPlrhl90iQjq6B/vNQGXjDivsrz1 i0PyYrrzZ6dwYMO09xOiDGXYlXxAoqbKh9cmxUZmiAsF42PidBaTVIZnz6lc N4FXJhRFBvorgcBPaq4wMYDmSfzU0ldP7f3HL3A4LQRWka+TS78sNEkXBK9l jGI3P5zqsodPbL4qWG/3UybR6R3XLY2F5JmrZy+x5JLbwrM31bXY5NP9zxnM LimmL6JWPVyoSPqC9TtC/v2Kv39fVuBzYRj1sxmD0QHKxPPLm2TaOUUwydxf LFtRhlKsRFZytVwQi84JeGU0+MepYmaHowBmrrx3ta5aCZY2DGmOePNIYL6R ntJvOXKm+XhK7iwReXLdSGoewyHpf4xEPnijQPpMrDNlLt/GdzN3Bp9TpWC3 wnPP9hg6IZpL79x4zAXn87Gz+swnkbf6u8jOi0Koaajq2/BACaItMib9lUUk 5advzIxdTJKtvzCfMcwiu40O2q6y6MJX79KOzd0gT7b4zFzwiNmKTOL+Omnc rAQ5xerM4SuVWHC7ZL7dHQ5xTHxqm/KlHw+8lYxpGbCJgkrUXn96IyaL36im LVIgDs+W3C650YnQFXnvPbZ84u5lmLitcwxf+qC2ReMNh4wxw+a2VrXhhDV3 9/GOckloS/Lrzk29OH59u2ghm0EUFlvlXZzyKlCQb3qgWIb8cOtWcd8qB2la b+mrxDJgcSnZ7R//6aTZsy3BjMOAdE9L8I4fx66Cy75rrdjwzOHbDMePb/HJ 9WRhaagAWBEydaHXR1Fm7J8RRzxE4J7pvFQuVAZKmHMcgMEhLetYdqNv76Io df4C1o7pJOLAtYlVVyZQcE5Tesofv7B+rjvjKE0ZtLx6vostWHB315vxl/a9 mN58fMPwdhG07n5l+dN3DCl7/9skrRfB8GlD17ZZ46gvLCn3aYeQNK8cEPrM kmDcl1HtlNOKYoxjpYOtfBJxWLpvrF8Gqr8Z2h4+pUDCDlcMthWxYL6rVf7R 10NYz+3X33lhIpLjHrTLmBrArs/EKXsf8MhsmVJspZ2HzOlRi7bNZYDeWePb XT5y5HX+xPckdyYEUQYRvxb+xgu/zdA2mrr76z6sSYt9WI13TdJSlp0Zwn+3 N/xdmcSFarflKvwzHAgVGyQ8EEkxdSjpZLZQQB4lfDXeY9mBpIEmgtW9SkTo V9j9gkuDdq+Yhl8vKLL+isdc+moW3OwIDdfaK0tOqZz0eRenDCrfIvVDChSA GVi++cnAdOIdLioKahYSUeb5zw+NepApQ9Fe+ENE9Hb4sbVyWlDTgevNxUJ5 8ud9+9ay3ilPumpOc3LlCNW4xXPLHSbYTLuOVph9Rl8rVkSV1AmJatH7bYkD LOiW0ral3ZUneOVNw3IHIWhbhjX7F1Lkw4fv3OhAEaQrxe8ZWTKBn8mW9dMP 8YnZslnNJftp8KUvrbVhvpD4tjTga5MUvNIu6eVO+V400OPfdowGbttWSyxs 5UkZccyfsZ4Jlh7Pk+yaWvFfv7WXuGkJYVbSKcvSzkb8IS8s/2acEF65GbAa snlkOSnqdXFhwA+d452P3dlEGpkc6OSkBNOdv3yKKlUCc83y89uq2aTgbOnb sqk8rgw2XLripAJxnB1678ANIbnVcnJb9B55kGqdThZ59aGyp+ZviryEZN1l /3u+QSPoa1KdI9QJSHSvKyvkj2mQSiso33iVRyx+nuiX2jOgsjrggMc8Hmk0 f+foXC+AnS/VQ9UCmWTHkn/cnpzhkywTY3HNTRYY2S3MYQzwSOmpp8Hjcmx4 QV14sWwNm6js01ZRC+DA9C3vgrj3RKA1mazI72QTeXCZ5MSzSe2hP6lddB5E eqbW+K5gkx9cj2cX5/HA4f3w0jh1Nnl+wWAwWIMHTXskm1IXK5FPWSmLLpby wL3t+rX6TorsPDg74v4JAcSazPzH64IcNFzJOuzySUDWlFafjo8VQP/Rux28 TB7Z6qb667wXm2yz3+nR+ogPpdz7NGkCh1iMsyvjTvPh05mcPI+gbmzdsuuG jZMIXDe4f5juqgR2vt+qB68JyVxD++aDt2mgtqY5pYAuIlCXvcXHiA38FXMl F3cKSejVWym6riJQKJJf/S1NQK4kHWE8tRHBj/fDG9XuC4ihzmZP5Vcionm2 gdl2SwANi0LL4mUFhD4eHqLeLoDMCduQ31cEZB51/6/sjwLI6qXkj90SEO9Z 2SqXPgggJrag2GkqXwzn3hDNcgE0bR61lotSJpVlyY5bQ4RwVC+A0a7eiqj/ fyqkcr7Tv2l/TP3D/sMa17YmR6zj/pc3fZv5ARMW+Q9DogVPMfmV/H/5fwFY YhH9 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 41-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vgs01OvX/hmDYYa5z5QiIqkjOpUuUu8uup5CQp1KSkpS0UVJhUJJKkSl VE4JCcklKfW+RU6kXFMqmeR+iWEYRvH3fev7/nutvfZ61l5rr7Wf9eyLvquX /U4aRVHvxvx/IqX2wD3oYhP2Uob+JYoWTE03jpd7VKP0q1Rgiw+PgLEVbgns RnLbj272g6OY6lxvSUo7UEz7Iq1Mzm9EutrcN1SX4zrB1lCmBo1sW/BLeFm7 FZFLX/SsJtDB28Zyrd0pGfotP9P7zrcSBW6zDh1fUo8eVyZLPB+N1fvdN605 KBf1lBaPKktphMpcn62TXoC3Jb6OOmisSUh1tZllnQJP9NjEZyn4RDI0xeTV OwVeE97mnHONT/REixu6ckbwp43deg/9OMQ79TMO2duLHWLOR5z1/4i8PzY1 ZZ2iyGeT/T+lZiLS03w5Yh33N974yFYne+5vHOj/cFr52hLU4x/l2dsggviz P5aveC5HaeRFnIpqF6JMT1ln8yV474Cle+xhDgkMGNWRNVcjyzVRIw6z2QDc mem8mBGUXFj1eqOICxmC2TmaBYN4bYhICyM2kdTrTJwf3I2OHfCJNnOT4vI2 PZBP7UEv53W9yQ7lA5XM1F32bwk63hEwEurAhWsXgncvLKCBccEO8eJ0JnA8 Lh1dEizFAl230448DuHckq2Po6sSiap+W8NiEaFqa56FHihBamVShcH7Abxt w5mYe609mLm3JCtpqgaB5OKbdNkIrt/FDar5yCHxgsf2A5c7cVzaW8+vB2SI WiWNY4qLsO0dp527aU2YnMiNY8o+4VSDhe09LC0Yd3/ekfZCZTC3e8Zw+psN 1JYX90N8YxAn5sIFyWoBBJ4cp3txx0c0Lgkm2gp5hPL2umMzGodboxK3OMpY oJc/u7HefggVPTc/GjSNDkQp9d0R+gfsEKRANzzKMNU3x+xGWy7y1y260Oc4 1k9c4Tz++Qp8kRLeNUnXhPgfgliO6W8kXjMLsdiq4H3HNfZqZC8yc30vFd9T oMC5x5gR0VV4Xw1Xv0vEIjOn1Dr3vpJh4cm3bjMaVEhGpd5fo9p00MjdO2G1 TAh6T/56d7K8Edlei1mhV6UElKGltNymDk99rlT7/oGQBOa2xTxoKcH5YaUp 46l+BLf+MFxRPIpShqRlkwqUIN5Ro+zNQBMKV79d+DRMmVDzW8L2+AXixtpD 5Ey3iATK/eoX0YZQpvcRK+EUZdA7+po3/UI7epS2s3C74w9MMUf6Xd3rsMXW DJV/diSgjOgO31TzHnRyRsZwW9lnBH84GCz9uwGtnvMhcqG/OqHiI7rdAkdw ZKnQKfK2iBglLOyjwmlE6vWQtsdPlZTn2dn8MUEd0g0b7KwOikD+w+BXwAwG ZFJJUeND+GCXX+ywVNyPMzcVvE/hydAqzUBpGJHjmgWxN8S/GlGJ+rA3zBxB R63rRAXrfqDYyy4bzLcqwbgnTiHztAfQ3Ollax5dZxKdvd1SjXAhWVB3Ku7f HCmy8dxR2XdfmWRz65eZlMmRSYmr6fGoQRy6sMTeeroG3MjcOljqrwX3HYyz UzXpsOKXdD7LfhDNynbKmOmuSVZrnWYUawuI+491F+uPssnkD36OZbPF5NmT 6LojDhoQ3vgmZ+NmFvzUXvMztFgFdpifKc1yHkEWVzrSrVIYcDDh8uMetgoY h091EfLY8Mx5XkhuAB/S03N+rEpRJbNumwyXd45gR876wYvXJah9YAf22skj M1tzA2vvMsErvGfJ23gN2Dd72qrddQyItL9lyE6kIOyJft5i6Medl576pLvQ 4UsyU09DzgUtIx272DYBxDss1B33iU4m2awzlXpLsJ3Xxn527ghKvDgYkLhy APvcvqEb7aEB72bqFl3+dwR1QVTOOVMtkN8YbM7wYkAt/eM9CfAI8+AeWct7 PnlyrT1vYhIX6Cbmy/pjObA90UOupyuAWoucMyuXCuDpr6HAFLYW2R6FJxyd TCPzb7+IPB3AgrY4PTfDR3LEfnHCaXMPDVgMzcSoxTLschInb3YTkEcK/3W5 bzjkSkrL1dVLRWSBY5lZTLCA/CM6ftPAhEMObur0uZhBEfpUauEjIybxna/0 6Zx5G+7sNHt6OFyGGridEyL9WMTzS0Wi8lkmOAVV99mYf0dJa8VrVap5oDG1 11AQrgZpTiXaLY5CyEvICrh5jgMzvvVN7/fmE8PxKt7eEnXi1+CTlDNBTLab XjasbeGTlEn9kQ8rNEjV9wspexM/4rvp24LP6lIQEtVhjX7RCJk+486NXB5U 7fL6XrxdGbwNqiJbL4ggnHVCVX2MnysrU0cDNMUk+nTcrCx/LskyN8pjyNhE f7OT+yRGH758V/mQ/ip1Ej9rp35HQxWyun7w6NIGFnSNDGV8vfsSCf95bWh/ h0u2+dUWbW+TY2mlfMhkLocUzpGn7fDrxGRahe79sb35WXFiQPmvrwhFqXu7 rROQDRZPYg/TlcjFGr2NxhVcklvgeX23Wi++vejuLv4BHvEM+x7RoDqA41Y0 i404DHK6pWP8mdFedFqYZ+1RqERMrBe/DotShvsmlfSFgUpAf17om4RVSINn 0+1lXAb459vqmZXKsbPw0onFazngT0vO2S/PR0dXEKOiUCGsq4HD9tcpSI/9 M8LLXQyT30Vn2MxVhddaOg7A4JLrrnkNakWfcIyBYAp7qxpJiCmIqGwaQsHZ kpSkScN42PcjWprMBJN9HZ2BK9lg6pE4b3u5BNMbfFbJtohB9uAHlbpHCTS9 MyWKOjFEq25KllbRoDssIed5i4jE686+cmwyRXB36nun7EZUnlne+OiOgETs V+wa6lGCAXWHGZPTGCRsf0lv0ws2HJGd4Op3tuM5LsP+T8LE5LqjTXTvHgV2 fhmYtPMhn0zMYcf5HKrFy+kxUzfpM6BIMX7PDKYyKcsb6Uxw1YL+wx4K4Mux 0ffxpha9AngiMvQpmF6Jto8qJ5n59eHmUv8WQ2MevHeZNU7gxwXlqd3Dmtp9 mNqbcDRLJCRLp/xplJdWjBSnrYSWXSwyyyCudZEpBc37rn0bLqBIWpd0Q8VF TbjZEnreZCeNBM95HNtawIRx3yPNQ55qQL7u/hK/ZSrE+7z4RVCDiHxbdVa3 8GMFsmYw14t+iokflstS2yKRxONqQ6FIndzU+0ad9lQHq7byY9wcFSJRFPje PcICO9WraN6yz2g3q9Ly+UMR0X3xYVO8lA3N7s90mg+oEjz/5oJiBxEsF1t+ Xxk2iGtqOnlXTovhZ1vNtDOFMvyS9qaHvldAEiLGX3VKHEFfuu83fjMUEYvr yw1vGgyht6avu3hj8/5L+dy+AjyCXDZZyleuUycvcsuqBl8wYbX7qwR7SSPe cqnTMbJNCBMSfFcXtdbjcvmxh5fcRfDWZS77WxafWEqy2mP20OHnTJ/WXFcO oRxfdbmx1UFtw5dPMUUs+Pq24SQrX4s8PV5U+WZMj0c8H8QlG6sSx4mh9zxu iIiT9UCldj0dFCbHEsX7upHFvmshpuoisuRSwL0TQf2Ip2XnGWErJFe6nNkh k1QhOtg4X9eXR1YOHOlRrGdA4NIGK6UOLqlfXuW4oU4Ic/NMUpIna5Ctf6S5 PPMTkLhq+3jrECZY2BtlM6R80ppW+5dciwUFVHiB2SIOsRw9ZFn+ig1qG6uC ePfEoLf+eXGYUJOow+ZRbtzYX9i8hDLZzIVIz+TyE/M4JGr/uVT3IC44fJDN uG7AITTura7N57kgcZOvSZ7GIiUdc8K4W3ng2nQ1uq6VIqfmHxda3BJArJV2 2r5wFbD5yjA6Vyggi4reH4uLFUL7dJ8vOiFc8reL7vC5fRzCOMm54cTjQxHv gbLiNpfs8Rs/a/djHnzyy37iHtSOB6p5bb5KYnBe5Vqj5syChMFXN5umCYn+ gvUNe/5RBvArtPUZ4w9qszYetuCA8f6lPye8FJDQy7eSZjuLQXCC7/tqPZ9E JXgxntuJ4duDtqvgxCcLZtp6ar4VE4eBfJ2SRXz4NjX0TRxNSBiDYuaK0rH7 OLIu5HeUkFhTTk27HvIho4tSP3RLSCRzd/05MY0P12KfFjqN6YuT/pnpGMUH ie2gjUqMJrkWufZBpoYQDsw5xWg2aEQ9bxonXcBiUmrolHl/khJseXRcp8JQ TIyj/06MWMIDxaLp+QkmIrLmu3YNJmwSvGQcLcJj7L9eyWcmvlUnJupoTUWO CKJ3V83Rr9IA6n9tHBlsW9OW8Vz8X1z4NEAyZT+T/B+Gir1FV9urh/H/46A7 wTODZtH+m/8PHj8N9w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 42-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01Wv7xr/Y2NumPe8tRaQiqZQhU+f7NFOUg0QlQzpSKc2UskWlSYSi JAmZUidk6PDcpSQNhqQi7GSe5232+v3W+557rXvd6/PP/dd1XetScz1ivU+S IIiKmf2/S8imugcEN+EOK0rznPntmNDSjBV7VJKGCz4NrN7OBqS5DrcIe8hr GpvucfZNYaLTxhQ+dpC6AUmng05MkdDV5r6jsgzL3ksxaiYlwdloghem1Epq s/Q/X8qiIK+tppZW/oNk4Tnp1Mtp1aTQeX3Q7JJ6UhigIDfSNPNvcmBxc0A2 +Zp2kqtXJwnEc5tM5fRCfN5p9s2eTQoAlZXLTWvHcIWtg8tYAhdEowu1X38a w72KlAdoPRdU+X80dGVN4Y9+JT4mJAu80qrxxUP9WEtZL6VjXhnp9a2pKcOf AFOWapexlAB6m8NC/mRN4hg5354DDAKE558uLrMsIbvjhd6TYj6Kvfx746Z8 MdnatXZ+fkMvSSzzX5/JEWG3pYpJ9CQmCP2mlQebK0kvAaYbnmIgxNJJZ0dM kel7xqvY1Sz0jKubpVA4gt/84+Tt8AcTRPXKcw0De8iR55n4+sMeXNamisQa vWSpl61YqZeDiCS6yoZ3JaSU5gf9IQ8WirwRuN+kUBKpxsh9DQlWQEyPm6fX BPZhlZaxAq8LTGDGDNpEU2RgeE3XpWx7ARA/ql4GHS0hZ+dGel/0GcbOOy5F JLT2YqP8FBc+QQeU9P4+ZXAK+xw1MO69z4JY7gvr4bBOHK79U4lJGSAJ875o uqAI25xOflp8swmDb3Y0ffA7DvzuvUSQr4AUk1edan8jhRbJncl/kcxExO6C 5IveEWT7YKCejCUXCc8pqgTv/UYKZ6dI/+5hAeF1JG7rdDSW+W2dEdQtj1T/ 0W2stx4lXfNi1iZ5SiOQSPt0ivIVf12zy//H53JMDOgtv9eWTSpVWbS5WvCB iH6zinOtHLtdc11JO6WAYn9zo5jLJsnHVxM5NwJlkVeca9Sd0H7yyLFrLceF E6TQwIceEv4FZ4CHbcR2edBZ+MOx//Ugzr9m/qKzQwaeVahumVaioGGN8dRH Q3ykmrPl07myRnLOs/YHdvaSiFhg2le2tRZPvgjYmVHNA2F2W0RqSwk+bGgz TyJlkEQxSxZsej9Nau3SGJlwkEKx2+VKi4ebyLKlCf2aUzN6NWy5euCMEM+a Xprm0MsHofhM/WrJUdJ3L21oxT4KUj39lq11o510eqmyO+WJCBP0qSFX91ps 2F01sprtg5+Fd3in6feS6e7G5o0JIhItsVVf69BAHmjGyp+oNCBiQ3rchFN4 wGAj452rABbFmwwQ1yXBkShtMdhOhbJcq61L5tCQc/hH7oMMARL/Vp/wW0pF 51cytMPyuMjqn/e2awVDWPTOrCh/uI80VxD2XQUxLip7Xj5uIiJLaONeSGeK PLjxZ5jHrjYyKsxph/4eCVRBvb/3ZNgoaaBVavH3XTrIjmtHO3fxwajWP/pd Vh8Zf2nYa907Schk1W/QLhWTn9OnYVhnGAeZlFiv15JDm37Os7QKZqJkW83M NAUK0lcY211sO0GuzLR7puOuAM06NqyFYTx4mRNee8pWDhloFUS6Tc5C3UoW 3UHvpVG4VWPJ3d0SyPh2R/q6FCo6pZv6y/GyLNK8ruHEYzNQz47R9wcVeCg9 Peu3eYoM/Hyyi/soTwK2M21Ggu+KSMWuhiFLHTbotGYLfzyio+O9kpIubgrI U3ex+f5aKvKL334rar4UupqjlvsHGsKZG+utU7dJoZokuqqcmIXmt2fnCrNm 8sDWREXxOwVu0jyMXd61Yqsj9kOM7Cmysy1Oyd5gAJ98cE8l3EMOFcy6aNEv K4m60K2sK8tmoZNxXRvsT9DRD8q3BBFig9r1qJgVcTzIiWzPnfuYhRoqp6/W ObKRS6KHWFWFi36tSKzYsoGP8iZGhSmMWVCzJ0GTukAaDB8UhF7wk0f4n43+ f7hNkowCX7tdvZLImDf4rvlEL3Y6h5N2uXHB6PLIWahgw+2Uljub1/Lhbwvd Yx4FfHjIP3tfXZsJE3sORkR0SgFFgzD5exEdTL/p7mml9uPOzuV5J64PkhXs sg3XjtPhYE15otRlOlKsCTZQNuwkH1sKLKUr2SjcwFGPZ0VHT+xKlFq289De J+H6n1PZaGndgNaQFweKvUtTKwsV4EzDycdZcwRAe9ux9eAqPqTMGwp9Wi4H tyeTbvreaMaP0p0DL6sQKFmJpxLpJAGgtTTuXjYbjVDZ+nNVZ/yt/iW09QYf PVvM4nlWs9Fts7RpPwUBVF0Zi/zxkQMZ+otyqYMMYEaJF6odGsVhj6SOq5nT IKgmttq/6SRed/fY6bUN8mj9L3qOXVc9yXv4doF1HAsO2Q6ZzBVP4b4K8ai2 ARNed4dWrssdxLC4XCVZQw5WfLyS0u+TT5K3aF5uf3JhOt/m90uuNARXqdpr lrOg34+9oF5jFD9Y/egvzlE2cB715Fq5T+LoTc2CRUwqDG/hiSf2dJIXeLnr Pd5IwAHNW0czPkigZO0KiolQAkFHQ+jDaSloONj0YAOLimwVthPd4/3YkXfT 9w/LmVxN3Wl8KVlEnt4Ei4qCeOh+I+EraqWg9KgVIUfcBaiho1w3slEOvZ2l bIuoLMixq3ZfJdWOI9S5Cxl7ZCHnVf98D6MhMjBTlPJ43jh+ZWpxmmMph7Q9 OzqFZgxU+7rrfZvuK0xpOGk+uFuAhhNcfv7kyyAFr+eisVoBWmYliOuNkkU9 V+Oz8lv4UBbbpWqUTQHck/bZLrORpKpTS72cuRByeOyv0V4JNHflYVrVLxm4 erikv6mAgbY4FjjnH/uJ9ZzGz+dcFQAZf31vebsEOL4SPt73lAOrT1JtSZ9O vJESobFTjYrszvStPPqQgNLcqc5411nIvS3a7dJ0L170a/Yy434u2nT9eP3i b22ky7TU4+VnBvDWDBWrc6ks9NlppSL3DAtN3d3293fDVkwcij+dwefBEqUg J0ZLJR67sI5n2iUP0bfEH4+EjZHNnpF144UEcMx9g2N+0dH9lqBr2vskIcRq qGCyk4YUf4XqX8yTQwdesjcYR0mC1zVBQUADH44WU7xr3lbg9VS6Db9bACYN S9eERjRgkcedhjd8Gsjd3q9s0iaD1rWV+bCypAH4yy91b5ZDVjJ3yFUbqslB y0ONmRf5oFLwdWdsH2PG78d+zUdSgA3vG7235aPdeu/G1Ff14KqqTvbtCwLk GqxetzSvGb+SLO6lHOICfj3hoXZ2mKzpSW6sW8AHH8/SYqZZL/lh2dsu9ozf fRcY17y8M0w67TQVm/1Jgxfp5t3fDGhos/vreGtRIzZTSxEWJvLQnHjvzUWt 9bjEwCPBX4+PPjgZMOoyOLCeSG4p9SFQt87J1mxXJsgo1tkfL5ZGsjtqvkcU ySPtdbqte2vokHe2qKJ4Ro/PrZXllapn8nVuUILHPT4wE05seeBAoDFtn0SB Zw+ZNrfdKCaeB2tu+iX4BgyRZqeLhKK3XLjd5ci4OE8GnZe+k963mwVmw6d6 x2yoSO/FWpV7GUyo3/hl+45aHpqVqv9Rp1Aa9ix54vTyDBeC9u2FnEOyyNh6 USa1jwNrDxgGD834ppC4Xrh8NRPMVl4zcw6QR7L2XwLYCQLU/ljbt2snFWho 1zQrmgl8iCe69zJQ6MGkMt9VTPAM37E8oJiBbL8OLr2rzoRALXrFvp8MJHIT WyQtloeCRa87I4aYyLXpTnhtKwFxMtV3i99yUNQ6pSee16VRwUKX2hfPZnRc 9NknOoqH3ry7EbMtZxY4OKmMX/FkQmYifC72ZKEidqrU2AMWBI+oReoPMNH3 M5k57gHtOLqo0OBhGh85mrtWyTrKo+ET8Ye+F3BAzcim4cBDKeScnShePosH 6EeG/QljJjJN2NuUrMaBoLCYx7qOAqRirJz5aJIJt+KPUPOtBOijf91vZwkW GOlsO6jwQQDnj97TfvqTieo0goqjJXkgP/go5MBzFkqf+vPi5C0e/EVI2Ctd numnXQTteAwPrKxnb04JmOmbUXlv7Gb0pSRdHOq3i4VE20a2SkcogNvOQUI+ hIOO6vlTm9UbyYbQ96SSnwA+LrB7njxPAuW4io3jzPmgGe6QGLKGjQbP2nqb O3DB4pdSFQYGUAN0KKpfuCjWjENP/EADe/b5yLiDPBS+/4ue2hc55FK5Kz8+ iQ8jbRZtz/IFaH9W3RyTWB68yfMTLTxMh3SDMP/GWD4qP1R0p71yHHt7SVwR WQpQQFygTsBKSUh64yTHEQiQSzytykFtnCT+fxTBmRFQpNlDRf9jSmOA/44b tH/56+x5xQ1yvH954sfi59tKuP/yevfzC0OlJOC/jP4DRxQyvQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 43-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk01F8fx8cYzDDMPtNPZYmk8pNfKZT6fkSiPYTWKS1Stn6iTdlLaBFC pkjI9pMyQtu9lsrSQqRUMgmRfZ1QPJ7nPE/PPeeee17n3Hv/+Nz3+/O+mk4e NvvJJBLp7dT890pSyHIOutiKXG6U1w9bdyHSPN0kqUsdUZIb7xxtyMaga46+ +fcS6pP3a+pqfiJSl60pftFJvJ7O+bLr/SSBuzucHeqq0V+a0u/Ym4x3m/zk Ram2E3FXLp6q3CgHnhtM128KGCKeypTc1fD8Qvjvtgj9o7KJWGP496Jg1QlE +jU4ty2ogIi21Ji7r4qMSfdsxTNzSpFomlu4q7MyxnV1C0wbx9BZcLzTvpmH JaOz9UpejqHoVDVJVS8Xa/BXNHfnTyCclvrmuSwbe2Z/QCGuA2jEuuhcYmAx 4fmutTUvgIRvDNd0BtULcF9b1OXNrF/osumm6lNBMtj/zJ251esriZ5K9xCq sgCSzn21XP1YShw/peNzbOUgQdIPsBBzJGjHvsH20x+Z2N9vcuZQWx2R0tw5 bXoRA4BlkMOOmSDEP2a1v7jOhlzuonzl0h+obYnYpfYTE0uaZs4wDu4lJgLP 2D842YWqOzRAOqePaMx4ODvAgQukdCW1Vc8rifP7+G57/FgQdyH44LJSMkw7 cffKV3cGMF0uHTML7ke6uZHj4QNMTGqofxh6pJKYf4sYadMeQbsdzsaktvch Z5VwRsh7JQzpFdcpQxOI5bu9n7aPjZO4921GorpQRFZXhfnVfoJk3S9SEjxD Dut+jurObEPYt0CkNPQe7bhw33W5mzJMyzDy+V4mCwauV31K0lhA2vEkI+R4 DFFm5/tx/kYu+J+epnZx7zuiPZzT61PJwiRPj+QNkyKks2iS9qidDhqPFrU0 2YwSE/cVVF7elQcsk/3Sh/IWyawscmptr0WkQcMFCR0FxP0LtRZvVvIxSVRm xAmvQUv5ucWty5Uh6Ss3nqn/izCpUG1XHqOCZ7JTfGzkAHEn0Krx9fYJwn/J CaXL0bVImll8bnk0HRvMbtg5UDKE9l97rpA9rIBz32isnVSlQHPcedNfIwLQ KFz78nR1C/HtOfEjopEMJG3T/uoNjag2V+5TLI2P/Qs6YrK+VSKNtoaodtsh Am7M115dMUlkPtqh8aGPAklbFF+Xj7QSbJssjdgjU/o0/hZ26KQ/MtZuj9Xr nzovPdm0nDxKWNiL0jakyoHGsafseRe+EzOu3PnWqvQJkZQmhp2cG1H5H21B BumZKDe683j24j4iuVAUXfv1KwHz7bRWbm0mwuIyM3ZFUbFOyrJBUgQZP7/c 80LWQBFLv2r99PuTCmv2HXtK7+PBpkcVdisFw0j9kOjUzfxewlrZvz8MS5Hr 6zgGltYTlbRxTzCYIIRWH5nM/b1EfJTQYfEuGYjY+tUsjz5V18YA0fP8fmLs 5nlGVIsMFrOaVum9lhKeUSLbv18PotBllTYW8xTBTMhUW9rIggw7XXG2MgVY jAAomU+ChWL7XIMpXwbaaqsGKAnww8LoRh87RRgsaFhe+JoJParrekIr5ODo 2ZA728NkYenVzhzzTCr4lpTQqyZooBsxR8hjM2C2zUMVjQQ+5OTkf7XOlMca dM2sxglZvIVp++PiNQlh+XWPnt44Cxu0F/g33FIC00zFPeMcJrgtmmt9sJEK biN0knaiHIQVahatgGF05pesQTpBhiS7ZWrT3lOwnxPcar/YhzZ5OA4zCiaI havW59O0+5B3YoJatIsicOXG81WzKdANV/LP66vAYHpzyuRxFWigvEuVABsb pZVbnfIW4MK470UzbrMAn66sfq7JhQc/R/0zGSp4y/zwxfGzqdg48UlkoB8d 1rov2ZgdLgOMJ7722/vI8Nbifq23fQcSnkbp2/dxcTHn77SKT1x8k3/qupYe E5/d+10s0lXAlDmkZXd1lLAp27la6ZgUdXUteHA0Yogo4Yg9QlwV8eGPNWmy 55TALT7lkff1QeL2esF6uTo2qFmWm/O5DPjHvlL12xYeMO57d0685MKfnwfn DXty8JKuF16iWibOVB+OvFOjiGeFyO3/cqsP3crZHXxOjQTXVp3u+RIyifC8 P5MTCqbuyxKHun9WBE+t2sj2C3yos0zTqpnOg6tW2ZN+ygLMj3ScnFTl47zF OkXUIQaeqI9rmVU9iaJuyXppWtPwaZOlBoIrdcj82t/HVjbTIXTPy3BhcCfB u/lU2yaZhU1jQx0Pk2Vx/xvpqN4SJp5lrvtmy+JxhOfWqGXMUcQBcz1X8mZU IeIKzXPfZi7OMOvVk51NwxfrNRx1a1hYcONT/TxtEk5cfusA5wgbf248c6Rp LxmLVrcJdJhU3FZu86D7STMRyCuycCmTwen0tpmfKCTI0HtDWeYvA76qMlkJ BBk3H25NXMWigs0jMd7q0IV28i75rljPhNwtpBtq4m7i2Gqs8yyUB50DOMjd iAY58X9d9nCeygVFRsGXKwx4qjLTDqgszJ6Y75FfM4hitLizGbsU8KtuzfzJ iD4iWCzJvK0+js6RinNa+qmg59bZ5W/FgECGMPW9azVBafa2HtohgB+JTQXK pYqg7HlPMtYogPL4uoReIR16w1LyH3+b6ota6Vk/1tIw6s1+ZS9uIVZEEUUL 1Lj4svvYgdE+GbDYFtp6ni+Hw9wrB1qfMGD3Bf5QmUs6MhSOnykME+B/Zg74 zk2SxzuL/W/vv8PBo+co3XtmjCBLSsycbZpUqB6MlLp4/ESviya6UpxU4N7D pOux71qRzpc/9JcOcCHu7DzyiXXDxJ5J2dsLTg6iwvgnhW/1WfBKuHAa9yQL Ol4HvJ13qg6RXFOO5fF52HcvN+O0TScaCzTnmXbTcd3n++V7K4eINre4z+Ol JHwiRf7pYUNFuP4tNFxv/9S7uRq2sPlUmPYlcnHIA0VYkOvuN9gwiTzDBU+C mvlY6GZ17vHdTmRBVbLl9wiwcbHMsFHjAJK4xDaX8WnYR2nQZOgABcw7qk+w 8uVw0sJrUSbqVNgkH0sYrfpA+F+Sj8jezsdqT95uS+pnwGezealCFRJGxtdN Kuz44HhU74Br3gdUX9/FvhoogB2rKy1ObUOomFzeR3Hl4rwOdOJ9YhfxsTej 5bM2H/eR9+Sz7jUSVfpPu9lTfh45Xx95sKmLEG4zlVptpuHs1FJqQY48rHEu SbGRtKCFec5Zw3t5MD3l+Jpn7U2ozNsxwUuGD1XCJYzPeRx8DUwrOOxRosfA u73AiYnpH0dLAwLIoODw8X3MMzr4PgiyeThGxQ9OPXtTPqXHNi81KV8wjrbM CE11SeDja0pt51anS4kxvRNpArdeQu3Fsh5l4GGzS36pvkHDxBmJ6VUDUy6+ 2r2TEaIuD4fOyt0sM2NiqxGfvjFbKry0tex3+aGCmyxrtzg08qBFtKKncK8M 3jX/H+HDk1x8dMRLomc31b9tdMTUfg4W6cRWD3IpUEqKKF2wnInt9ifb9ZnT QMGxNoidKgDxzwT9TUmymAbbJ1kiJrbIe0oKZtEh8nB6ta8RE+evFckZhdHB 7u3Qn9e0mFhl0YdyTjIdJPuk69Ln0rFT6Y0bhqoMcGqNjW5sJ+GSOmMNh242 xJur/uMWIQf6HkXRLSI2Xv7s1QlRPA/EJn+d3XtAEW8Vqo2fd2PikqQvFJ8p fz5jZ8mOJbKwsNvup9xuFXh/UlzoHPQdWRQeDa5w4MNOa6d6hZ10WNMfsqzK lo01TWybD92UhcCh0MTvbC6GhjzHo0uZsOlT8CejQBYOjbpxe9FOAdj0rZfQ NirjKyke1MebBHDyTpqQvFUZmxhsPKxcJcBbGwZ9dKV0+DwntFxE5uFZEqHe jL8YkDOxOeTXFR5WkXGMSXisArndJJrXDR4+8zHuqadYBeLiH5TZT+nLsvDQ AjtrFZBs/LFBLkYZG2gl2O/nseGIYQC1TauFeLMtR3h7hQC/0La/l6EuA1yu l6OXOw/rRm9Nu2zGhq6iM4Y9IWy87otqPcIMHFFmJZ9ryoEkK45SWhUNB09/ 3OI1lV/RB2sNNWsVoTS94KT11H/6R8e6jtzHAqg+9NjIBzi47IGfZLa7Et7m piNbYcaDGtdnsd/rxlGfhMwunsrroORgg6CFZGxzHnF19PmwJ4VWv1VznFC9 RC/eaSPAuxlBz3R7qZCcmn3pHeZjSktQgMMFGhi+Uq/tKeTjt3+olzcr8kCU W1G4sZWHfzbMvbexkgsLD8XUlXXysIXzmdmRsjLYnavxxFhHAFVhbg4NyUUE 6T9jGt6myWuzPSSA/7Hxr0VNC4Z4v9lWoVJ6xPD/vF1JctXbkoP/y7DrbW+k lzbjN38sXmEtU8z6zfoZig811f+/n0rTn2WylPabm9boc4aNR9D/eLj/YI3H /Ynf/C964z1Y "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 44-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9VHk0FXoXvfea7r2mO1+pDM+QpCgpkn4nQ1GUEE0iDZoUr4fqKddQ0Wgu UUmGqFRSaPD7lSFpIhKVDM8sY7iZP9+3vvXOWmedtf/Ya52z195H3eOww24a hUKpmu7/TorMHc+Qiy24pev8648+PZiiq5Mk3leFbM32fOvkcgjoWOA2US96 WK1Nj1sxhik/HZeTd13I8OuKVOXrFCDdHZ4uVeV4a7pFYsIdGnE3GedHK7cj SV67jkKnFHivW25nHzSIMi2pFyfCW5DI3TJsRlk94rVUb2Otn8CUiV9zW0Ny 0Z6Qt2YxeTRCyXbMmZ1ViJ9WkDMdp+UJqarSX143ipfruUxUT/BJw4iW3qv3 o9h4kYm6SwKfqAlWNHU/nsQ570XznEo5xPvuV3zq4AD+/s6hxmxeHOprjY7Y wJ7AwYc0H54X04jo5P255XZlqKdvWxT3DyEknfln1eoXYsRkMMsWJg8hyoIg yxxuA3ZK+DC3T4FNRIFTswdbq1D1PSXtyTFFALZBFid2Ej2NWjNyegcXHvAM H8sX/sb0h/Stdn+zSUP97FnGob1I0tG6u82xA5d3qIF4Th/qavrDqa2AB5Tb sipWr8sQ++aOlPcxbLhyIXSvaSENpHX1dBLSWcDad8l/ZWg/NjimY5zuwSaU 2upnYT5lyOxC6xHr8iHs7nI6NrW9D8e6HXjx64EcgdtvrkkOTuI7p0W3NXS5 JIn3xGE4+icO1Z046q/Thyg2/YmywhLsqr7eMjyzFZOA3ETZwRq8yHzw3s7Z 8qCUsdSvs0gCln3I1v9wiwOUbQUZp47Gous5R4I3bOCB6ISSysWdX5D9ZEAN M3V6H+/DyeumEvGqkDvuvU1yoPbcsLneYQRdfeRd2z8kA4R6972f5Gc8z1xo 2U+rxpRfi/UTOnKRk9WWpJUmAkJJLFrKPVeBWTcn7F9JyUPSP7x41oIJ9Ebm 0vOLh5ngnewRfzlyAPm/Ce6InUkB0ZJjshExldgsdsazlk9yxECr1nXg1SCW z7DafGCKTtTy1r4/Ud6MHtbH2Bd6SABFc3l/+bo6nJ55xjXAWEBEuR2xd9rK 8Kdod3r5xC8E1+dprn4zhXRVoqxzz0hD0kbmx9LhFuTs93CdVAuVUIzbzu4/ LsIeNskhU/3TfPHxejPaCFKw0d90oEUa1PyLOboXOtHRe+pC/+fT98lODnl4 1uG2zE0pcsJ8/CCm6+hdoz4Uw5iqf6XehmCek4b55iaUuSbWqG82nWinmP6i nKcRQ3WF7HKmHBH/ozEeOJ8Ogrj67ae1hGD//I2TuXAI+1qm7399ogvZyIv6 zxIxThi9LGb1lqEyxpg3GEwiXa3uVVtzB1B8tJuL0XYqaH7mRfw2p4BJXVDi 68f9yP7FrKwmKpXksOut9D6KEeeoSWu3Vz8OMy1zsNRlgmkTpVdDjwsZTjo5 d+Ul4YzwlIPafBo8y4up83NiwtstTvoFahzoUbbtCXsjBc7PtWNm5UnBsriu LItMOgRv+LrU2E8OsrIe/2OTKU089reuVLKQJhtZjr8vXm1AfrUNHswSNjFo zxXV3pKFFd+5K0t82eBlONdmbx0dXK2LvLJm0uFsnnr+ChjC1jk68qn6VEhy MlVRqpEkS8E2Q+3pILY/vGlIMXcS9UDvDT+NTux7I0ElZh8T9o95q1rYy0A3 RD0OX6AA+V+6gioLWJB3pTN/VjobrmvHCh628OHp+IgoU1GBVIi9zXXnyBLj GwWRwYFyYHTyjavJbklQLAhw3tpHg6VuoUKVwkbsdgLf3rqLR9YmdZV/ahWQ m4K/r2nosQhr776qW7uYRHIOxfShtixZZnfVXL9lHP/8qf/0r/ODKId3JT5w N4Mc+FaRJnFGFuyKqT++q4ygdDuhnVQVByoy4zNkD7LhnnOZcttGPjwrcL6p 3yeA+T9+6Q55cwl9VnbkumIOyVQdirxfwSRHzy0JlqQO41tZ7qFnVCjQtLE8 Kdp2HBPd+ckJuRywtHP5ThIVwFujMrL9ggB+7zRdZOQqhEdG2vn0QUXiy7y2 gaMsQaJvSRxRt2GQ1+JQPds9zdji6p/+5tO5XbavrI4R/gvxbxZrOiSziXmo INo6XJr0fxKP6C1hEbK2vu1RDYWQuRUqGXOYZNW68GFrs0aMohjeuzbwiGPx Wb81RvLkYrXaJp0KNjEcvz9zT44EuWF2aw/Xh0MWdUqdFvCkSeLqVqE2i06y z6mNPTf7hIL5+Zb7iqjkXeORGEbAOMrQ+yRpKqKCsY1qUWwghTQdaLlhxabD oCsWfXnShF35lwJW2LFgIaVStNVtCPmvJtolYXwwoQadGz8lD1nxCyMOewqn /7D2tdhpvxYrzHYCOpuUlu/X/XhzFMdq8LQUt8uQIsPki3ov21BoTkNmuuoY tisyan0cJwN6Xl0/RdaKYCz6KqzMb0aSTb42g9uEMBrvGr3isCLIe2c3jNYJ Ibu/dI04igW9Z1Mev2gTEINUjyV5DfIE99794JzTjPwk/G/1fOOSiEOje0b6 qHAwOPml2VoJcvZQ2UBLgSIM5+dp2G6qRovdxk7mnRWSmZdd4oI2yhLXl6L0 3fe5ZONnSQPN8Qm8SjJ2zhZ1OvQNQHh/ghh/zJ/8meKhANo2is2W7pVYu3HG gmUDPJBbncBzvTeBdkxJpOsf/4XVRNvVF2Sz4IPbIiXecTY82XTox6HuF4hy MMX/kYBPBrctqshXGsajwRb85d1yRMn5Z9h9Wg9q9bryY6yQQhqnIsaMz9Dh WlvYOb3dNJIWdoShg6RBqTHS6NRTJkR25P71Z9Ao9j4nLAhpEhAL09UZqyhi bEmXdRT0CIlD5EGb9MPjuGHf5aYiAYM0i04432umgkVH+TH2YykiWid1M/SX FNhLX0ZLrb4iuYokw5SFAqJS8HlLUr8i5LgWVhjnj2BsfM3kjZMAZlAOOPxQ eIWqq39y4oKFMGOkcYbK6zr0klbaJ3mQR14nyKHvUTXoW29G8w9NAfmD9DSe 7HuC3y4o7uZM57cm1udrtkotctuyXGy9gUGSE8004rQlYY3nqxSHhmasYqVV PUedDzNTjq4paa/HBTmrI3d/4MNbtyWKPx5xSaZIu/CMQT/qMfBtz/VgEfXl 87ar+U4iGZdvNbElcvBuYdVzjrI0efp3yafSaT/uM6dVjxwbwBtnhaXuSxCQ OVeL+5OWdaNRvWNpQq9eFPH3heQT33hk5aXA1ICQIZRj8+iOKJtL4rpdFU+p SsNthXZtfTsFYj3s1zfqSId5pjJp18LlSP2qyo0udXz4c/YltWD6KN4+757b s+M88kqBQTX3n0TLHLRz6P1cMtw0xBkQUqCQcr5Q34xF3K/ku4skpUFmU2UI J1UIE8mCV7vfTmAGbJ1iJ7LIn2mtFGVMh8gDt8sDlrLIJK3xW+daBjh9Hpx/ VYNFrphm4JeeDGjYJba9PVeO2Jvk7zSzkQOPlssxde3TOU2+nNrC40C8hfI9 r/NSkJjHtuWEs4lZyYdjifF8SLtT5eU/nf/Nbipj4V4swhtceXDLNL+Ec0di 9AabXO/YXZpUy4Sa4zl5niGduDND61M/TQCuNh7VMq5ykOjlySxon9bdxLFp /00JSF54YHWqkEug9tGmv5ax4LW2bfq5YkUSFn093XD67+05uGPTu2Q6iUo5 TH9hLwT3rRFi8/t0YmKw/oD8WyHJ/fggZmAxHX7MCStNpPGJbo3/0p0TTMia 3HBqIopPHKhZx2leTHjQTWEcuc4n2zlTw+d3MOFK/NMi52l/Oe+xMs34Nq3H +t/rpGLlyXjXyrsFV1ngsziI3qrRjF5pRAcunhSQd5rO2RmqVPAu7vG1jOYR nZjNaRErOdAsvt0Xlc0ito3K1ZgoEo70DjqksSHJmiub9pZBsjTHDay+cCBm b+Vi9UomaJ3gGveMcMnvDtuOBy+EYKyW6PiwgUWKngY2aB2SJdIp+aH3mrhQ cbDkcmfVGN67QTLhZgcfQpJDDUIW0cionaqqiRUfdqQwqjerj6HFKjOCn6UI iLtiSIlOLx3M125WvR/EJ5LNIUEuFxiwNxGl1fnwyecZqqVNTD4s2RHtc6OM S8Zr52avL+PBrirdjPAvXGLpeVIrUoJKvutAgI+tAN6e9XKpTc5HpV4W3wuG hGSLOr/Vcb8Qvt8vM4q8zSfGE4b1+oN8YL8/vmTsPZ84ypSJfRbzwXzq+vs5 jXyyVbYhzncVl3yfXP/lAkcA2z/3Rh7RVCSn9yrfcPcRwLeXK2yoL9lE2pFb H2gigAUZzGfqqlzC6T2ZFCAQAJ2x4A+TZQxyPnBNgeCFAOrXLOAOGQ/jHqbD 3RIfIQz17604/GQSR0VHeHqbCgHev21WkuEC5X+lRB5KR5mO+/L+xXER9G3H OCzyfwxf81m8xW8U/8UXk2MjRfUK/+L/AA8yLOI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 45-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk01H0Xn7HOjG320Wbft1RKiN8tRYoUldJC3lK2aEFJWctUkjWRIk1E hUd6LJXf15JEC5HQg0nWrGMN4fW+7znvPeeeez9/3HPvPedzz/0ounjbnRAi EAiNS/6fSBB/ejIsqhv/K0Xjn0brUZygpZE27daINb1fa7t5nIZAwxzvDR7B zHPumDk8ncEJg/ab0IcB7LLaRIvobiKgof6TDo11+FXdaBu/H0LI2egPK255 H3Y2YXPTnnAx8Nm1yWZ3yAQWHQHurY/6sWDnrdxlNR1Ye4LJtZSwPzhhflyz J6wQ24j87CofCyFCvn3BqpwKvPkGM9w1QwqhxsbVm9pm8THO/p1vs9iIP6Oq U/5xFv+n1N6l04KNFNhmnUMvF/AnE4fC+ZEM5POsFb/qOYYH6lopp40U4qM9 cdF7aPP4+bTfMfc9RFDwlVzNOpsabJi9M1XOkANpET8tLN9MYyl3hlYNEn9j BL2QrQUMPm79JcvdZQsNBQctrproacTCX6cn+chTAWj6OfSEBQzpnKVsVmVC HnPdS6mK37iW9hHrd8voiN+xauXG8BFMUpkeztLtwev6FWBafRSbWXEj1EaN BYQnEnLb3tVgSW3Pvhtl0+DurfBTJhVCcCVx8VplIg2obrf9N4cLcOMt+Pny LzREaGl6xT1Tg9n63xJkXZrEnR2uJTzuG8Ur8nZ6uFyXQvDk/X2RiQXcPOax k+koA6Ux/7abihvEZ+1W7N7vO4QRrAQpEpwq/NjUw6h+w14cBRamSEw045Tp NSPXP0qCbJah369KYdiq/7mvJY0BhMOlWVcvJGAXmB6a/vZMCL4sKxf1r29Y kU9P2YOgpXl8vNN3Labgrg0OhUptkqDwel1Xh90MtiGvhcc2JgMiPvvoJ/IV 37fFV3V+ZTNOGDdYfa+/EBv7w5/LW81GhJRKQ8bNerxHeyf/wVL/tJ/MJKre PHbIQjhGplsCfNJdkhJjxrDEPce6zMlECN5wUSI6vgEPCTozfIsmhfRVW46M lU/gLwsrsrXIFKRQtPPj5bou7NJ0/5OZXmEgqGwS1O1qwy/zyB3OJ9kouLA/ 4WlvDR6+uTewMHMcgwfaKpbvF7HsoHc+8XIkSNtH+Vw91Y0lJxcGnjtARISN vTfcA4LxyNOHvb+MLdVPB3SYCs1gTSblZK4qCRT839K1bv3CmqrjLEhe9ThB YmHS5WQbfl7FKYzgVY7nxQ9ceLZ+FOM6HtPOd/qFgfZe5S0HO7GaP0FlIU/E kRrPZJwQKYRS/9JNvN8thXa/fr93C2cSr5XLPzi0rRezkgoW3EDTuP/BGSyi JBerIc/5gP4CppLheVXv9SSWFOfksP4oEULnDYMSF4lg1BaS8u6lAMtozrVe K09ABbSObTqfp7FTxc8EX2SHca5Jjd1WLQqsPyHApS4xIWuvRsEzKRFYlL9+ /IqeCLwqim/z20uBR/OfFCrPMGB4ufUw970obBh7d6GtWxyM7wzkmGeTgMsX uDwekoacnJc/rbLFEK/6abNdBAnto9r/jkrmY7zPTkl90TSk31cY3PJIAkB6 lWLMNzp4rdO0OtVGgp3Jl75vvEuBG0WKxWYwiVM9bH49lCdA2l4TOdlmETSy 6kDuge7f+G7vA5MyhQtYwLT515aFn7hv6j25eDcKIEEP12OCDEMQ+/K6njTM ObquUd9Mh6K7v4pXZtIg8LPT4eQsDpT8mQnOlpFGNpX7bV9pSKONqaUxoUGS IB912LPKTBxkSgP3HxoVgrXjvL8jnRrxh+xL95V1qCjZs288O00KiagTTP5S k0ArK10dszSJaHBwdcn5yAmMxwqsuHiUhDy+12cIR0iAruDoonnaApZpw7ER baRDzFrbNZK7GKDbPq416cNArTsTcwmFTJQtPxmTW09Bn2JOpqofncMf5TiH R8gRQMtV2X4bYwZHWrrp9wqX9pj+k3hdlwYv1qsVkyZkkEfWkD7DWgzFPRI+ p2hFRvVfBlFk2DBunnzWf0unJOQp5kz+tJ3BWA/fqtil09D2M7yPqlQKEnyZ ntHZQEWjvtk9r9kiCGnWy2WpU5BerF9K5IsBHIsl+xzfw0SXVRj86nQqimpS OKBRT0M2jmHOD7eKo1TTR66MM3QUPhWZbFNJRimWPRw1KgkZZfwnicZDWcVb 3SqJaHv2iiHH4d9Yls4XEZNgIvSMBJTIB83jnR7dqdtoJDBYjAvJ1vmCH2Hd DjSzocL1r4/zM7vmMH9LpFbFZUF5RJrVtl9UyElaE+19kgNUXuXREn8mvJVe tRdINITqG89OFBFQgjJTVeaoOGrmEF1f1P2DhRfwszPl53AGN3tVhIkY6HgN DAZvlwGH16HDKQ9GMZFOX6uJwxyYfe9VWChFBymffP5sGwdC72S+m5qkw8gN 3ss3vWyUGxfFf2VMQ/jIs0/7C7qwZ+dybj1PYqDo07OuM6NEiM9+fV8QREQ3 TteMdZfKQI3S7Nm+9l7MwGnuStENDtrGbf/mKUpFR8qCM0/kMtCBmFCj8SEh ZCGSoO6oSAL62Mjyi9Vj+OfihUGeizS4xd/8kFDyAlP7sUzPeIwJSPhanIK4 MBxbFM5cHTCOc10Xrl9bT4VPTmtlmQE0UL5yWElQ9AMjePL8X7BZSIfb+tGA u4DPhpqzNg1JoqBh9+BEn06sx+tu+1wFAVkeWrFWrFUM7vdyb+qcEEL5vHw9 01MiIPsjZv3VEgqMKxHdBRqTuM9NTmlYJxsNyPtafmMQ0FaShD17mIOK8gZ2 SRCFEd8tsbOSTUaPBmV6PlQuYOb9dRdpL0WRs7tPzud3wrBbLBEz3NaK3aWb fL8nzkZypV8d0wQykGO49mD+vnEc33jf6P1eNhiV7DyseqwHa2oapN8J5YDQ Q9OyDS2jWJlQ9aiIJxM9Mvz4a3Qdwr+PZHW1q7BR6BqdOI2ELrxW7+0Q/TgT 9aWpv3ouWoo7OW6a3r6HjJLjCk19HxBhx8lynh2/C6d86yQ4tjNhBe/Cjqq+ DrxofEOEwz0W1DptkGl/wUAhIYoB0/c7sWF9375CFypSLXcxMO2dxsQdvjcn VEnCyiwVdXcjYVRyqepL9RIfmxU/uBUX/8T3reQ+drvHRtrGVzJPWDVhszoX MzheI5iQdsf+IT8m2nw76HFg2CQ2kK9ZVqfBQHeGjshclReDK9S3El/Zkmj7 lN/orD0JritVO9Yvp6AOi4Z9Dm0skCU+PB5rJcCPaj93ehXARCn6Wpu1LKYw Yzu1ApKAgdLNsrL5639jFYTIitWmVORZW+dJfSsE4gcawuiPOZBoPammvX8C J8OhRVoKFaUniRPzPEUhxuNJXaAhFVmUqOY/kBKDvV8ndJOVqUhp64W/vXXF gH982vqJpiQyy23QsLhABpfuxPi2PgISOTOldX4TDZLMlz/3ihQFSSF3YfCl ItOqTxdTklhwd9WFfTfLieigk9zcdS8qcrVMbzAjkKGK/lR4NpWG/un2izex F4fmgIKik2G/8Oh7TfLLc1hwxMqlSfyIJLQ3xOQfm5NGikb2ne4PhaHytM2I 00o6gpYXB84bU2EoPioh85ok4sY9yFx3hAMBfefroqaEUSzPm/RmNwcsxANu h4mKICN9Ww+pWg5iVXnlvz4rDO3q3OoUIRZaW3d7S/Z7MchZ2HN1PpaF7hBF nN1WikHeEIF87gELmVmd0MiSFoO7SSWV+5f45cpUsFzwEgW+7e9doglSKNat XlgfpOGMQQipR7kLKxj0Ty17w0YfVPbnZ8kT4YOfexyriIE04g9mRC/9mTce GQe9S6WQ9Y/lTTiSQXctL1LqZKiQtp0hkVFLRq26JpfZt2gQf6rBQLGBAhF7 vCdj0+nod791f94bDsDTyfZmohSqLAniq56WQPmt1mKxYXSo96xK/NU4h3eW iaqEGrIgLD1cP2ytEEqnB2laH2bCMR656aDiHLbruar5smkWcpYJq9IYIUHn qGjutS1MJNIVFuJwiwwp7k4XP2gx0ddl8tWdFBbU0Y5ojeTS0J8WzXzbGibc MUOXd1XQ0NaTV1RjhIloh6mzcfbZpXu54eXQkl6MRX+/VnR5gIMcFVk99u4c KHJK8FDaw0Ab59d1rJ5ggXLypOfUPQayF6+ZPmPAgvAF03u25Qx0SIJ/x9eC gYrmU3NWLOnho19HYs6pyCDJegOzsk4mfC8zsyKW0ZBkhlrp4lkm6GVRXinK M5BS+zzM6DCBRNZTMjImI9nF+EDdABZ07NBjTG6cwltZvAO3frJhUnCq3vvv BVxJXfEz348N8LG2S1acAfx6uf6fsmz0l1isyR9fJoze5cWtm1jiQTTp8EU6 FXEFtX63jrOhtZjKNHgvgwqmamuV3dgQlZ4QE9whjfiFA9oN59nwL4qHpe1G aSD812TRSlrzox2m7P/jN3/ulyl3Mf+PNWryrY52LenE/2H4NxbARws= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 46-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01F8fx2fGWGYGs89Ivyw/Syo/JIWo780SCtlFEW2ohAqlxRTKr+2H SEolWbIk2UvcKxKjhZJSYex7jDX743nO8zyfc+75fF5/3HPuOZ/3ue+34n4/ u0MEHA7XvHz+3XHiWV5hN7uhX+XVxgoPIcStVUua9mnEPJyWXsd/oiOgZgx7 eSPYlwixQBmZ3xA3ZG+I3g1ib09kSAvxBICG+72cG+vhs/yfizZcEeShP8++ JduHCTj3wuLkxIG/taGVzcUJLIgfur24bBjjeZhEruC3YU+2Jz1TK5mDuIXx NT1hxRh5QdFrIoaAcHn2BatyKuGUsTev840UQo2NmoYtszBNxDEh35GLBDMq 6q/fz0LezuOPfcc4SIGztWO4cBEmrtRtOWbLQv7Z32HEsTEoe8W+VbyQD0d7 bkXZ0hfg4U/vTuS0iSLehWdr6q342C9D/ew1llyQdKVzu1nZNKah3BCQ5jmL 4TQumhQwBdCEFJHVGEhHvNClVRM9jZjcn/oKHYAGAF0rhxG3iFVVJ6yc62OB XNaGQqnK39Ay9fmWbSUMJGhb9Yde+AjGGv8hayzWCev7FcD06lFM1FGYm3+D DXBPKHKmb/mYouxvRhqkgzs3wr0NKglgivi5e/gKA9B8/gneFi6EJhSn5y1G DIRrbiqNDOBjnp46fpTVk9DD+XJcat8oFOLVVzR4SiPwpPY+cWIR/rjH5zgX sVASq8hu6tYQHLAxzClLGMBwFsJECrcaetVNfLN40wvRueJEysQ32JHlp5V7 XhLIZOgGDVSJgF0xg4+677MAbm95RsTpOMzu1P76REcW4J2Xkbt54Cv2Z+eu LG1XOsL5+yVbLyXCy0pEaaevkkDh1YauNrsZ7FO2kb/BBTJA+Oz3QcQvMNTo sxhJ9zvEjeto3usvxm4WeDkrqHIQLrFKl3mtAZYX3fE7GycJkjpZCTSNBWww PPhQlKsU8E/enxAfPYYVN2Ntwik84G06Q4mK/Qzf+tQqbrKRQloqzW5jryeg W/W2+X4GBSmU7Hx/vr4LM6VieC1fIsApGwrrrVug/YNrHqa3OYhX3B+X1cuH eiO+wge24xh4sE7ZrHYJW9s+fyegkASSHMkfa6a6sdbyssz2OhzC6fVePRLC g0W3OHtSx5fvT4e0bSHMYA80HEtTDpGAQvAbxtobA9jxGsqQtkENxFEWJ/d7 tcCg8eiCEOsamBs7eDp74ygWklUZ9Oj+MAbWOSgZuXRgAzlHrJgbxJFqisE4 7joBUYyszh1BVGTzqtbBiDsJFWdemTOlOzELKZ7wKpqGpfc2PburVAT5pDl/ oLWIya0eqsRX/MYSbu1z3uiOBwKVPcc3vRIB+i0XE98WCrGp3ogmkTOLsIDe Zqr+cRrLutTD4Tv2w0gDvp3JWjLQ7GuPmq5lgwwHtYJsKSIIVLsR9FNTDJSW xLYEOZDB2SQLBv81C/yStfwVWSsKZNR83B4wyWDz7cEc40wJUF1MNPs7jwZy cgo7LTLFUK9qgN+NOjJypNn/vnlXgH160/qxeg8dafUV85ofU4ARUMXv1WcB 3w1rLLxbJID+kLZFJUsKXC1RfLEVTMIs466bW+QXsSQHAzmZb0SUPnegMIq2 AG38dk9Sixcx8t717JCCHzDw4T25WB8ykOnbO3brjiQYBjGFf2tIA6xVIAip ZIKX8zO8TKo0OmQup6EaR0N6D8ujL4VKAtKDkRB7GTKglp9z2jNKAPyHxJlT nQXwEefsfSV1GoopySe5HKch4mqcwXNVCrrryWOWCkTQ0JDmy1PXJ7BYjsfw SWdxdPRHQ5rIFQq4LO0e9YVGAOlWXCvRRgawf0l8IanFBn+1jq+d9Gei7LPn 3uc94aBM+cnoZw1kxLS0dE91w6HHOR7hV+Rw4ERQkOh08yREa/9KvlfMAPXm HyryJJkgf6PqC4kJKvI030pjXSChW49FTipakNAvp8zMwzYT0PjuiWCjDkmg 9j1aqpyzhLEfvVG2S6Yja3dtCZF4KST8ND2jvomGFJICu984iCO0pkEuYzUZ SQ6uV+xjjUMshuR/cPlftO4RhA9lMtDNJoXdag105FPilPqzkYwebnl8mBnA QN8IrGfhp6RQolkPV5UmgUJ4/dOhRo3wEvuFiU8VHlWdqDTN9pjEMtQ/EQ14 eOBuVTzEXJqBHUe7H5rSJYDst38P0Zgb+59zW61oIMDRcGxGBw+CzZBqdSQb dN3kWV2nM0FOwvooPy8uOL7hgELbBw54I73KAUjQkYzBKRu8IhHFKbFUqO7i yCHqrNvKrVVYeIEgM11+DjbvlHfcLSACdd/BIZ45FcTpydjaCKYwYkegxcRe LpiuVlepP8ACUv55gtkWLrAzuGwytZsNRq6mFJb1ctDbxsHUlRFMBEeyPzgV dGFdnd3Bx5yZKOr47OGZUTw4nfp0fIfPErx6nD/WXU4FlhOUI1/MxzCdfXMX Sq5y0ZJJdJeMBwO5VfDSDz1jIrESwp7GFjG0nRi32lVRAvh0bHHBDwzCjy8W h1L2SwNXpiP/ny0tmGr7Co3NYywwe6A8MUZXHHguiaRrhoxDQYJhd1kAFXzY py3DCqGDdesHvXUKRjDcsZTgfA4b5bls6/56VgTNXjJmGw5LoriVaW0LZ+qw Ht87rXOVOPS0KNX7s7oouN8beU39EAGVI6G9XTQByLRHb4x4SQZZJbHlgqQR 6H+NWx7WwUEbk7dvvpZORCYSFHvOLy6qkVGcMeKLI4FPfEcVh4SCvyrLY2gG M+6vP0MvFEXg8o9S2UQ8sBGLx3RNv2OqDl8u3WphI7nyL65JQiqwVjKqcO7q h1Dvvn6tAwdsdF2MtpCfwJqahhi3L3FBeSVhPhXMYhWEmlHiMRYq6h+KPXyg C/4YyehqVeagUFOpVAXVcVin8WaYcZCFVPMJP6toXXCfq+G0uS0J/ck+kPtE fRHb4fU6xU7QBSe8k9Zdv8cCK1NO76jua4N52qrnLbzZoG7fJmprPhN5SOX6 zTUVYb+0AvuK99PQGvO7ZFcXISbu/ONbXLUkOKYQGF2xG4denq3+VLOsx/6p +4Yzc/nQ8Y/IVJ97HPQrdNWa4ao6OKt+Jo3rO4Kd+q5FcWOw0LZ/QlPPhU1i Sn8kNSk8ZKDbw27UCHkx4MBIHg0RkJD5VNDorL0E6CX9TRXNFkdt2z87Orew wbnaQ7am7Hbovu7pvtIQFhpIuU1QWTuEbbZTLZAQMtHu4sOaLQajWCXueqXm Fhoam/8oBJQlTHz35zBGKhe4D6Vz2yu6IQnsWaIn0lD9dTX8dlkCiD76pP6c Lg3dDDgSafeRABy+TPx1V4mGsi3Nnq4aJwDBwWnLJ2skkbrKr2HrdDGwvzs+ tqUPh5Qxx1zCQRpIMJZ96ntdFEzcDg/88Voaban+cCYxgQ048rohW9tnocs+ ubm/fWmo5C7BQKlYFFQzskRmH9KRbMcVj6Z3IuBbSEGJV9gA1LtxxdfIhQ3c LPY3ibtJguvvHGzMVCSRor59x5FHIqAnSzNeVnE5Pzbn7z61mQbYIg1hlWYk FHnrQfoGNy74o5YWnRy7CGNS/CTKbLjA6fBb68jiRaivteuoVB0XdZ52TJLy XMBaV0fWJBLYaHNNupUwjgByFm0jFmLY6Dve1bS+Dg9yh3Gkkw+Wdcmrc3lT igd3El5WOS3r6/TrWTt73LJP7vptLRonhdTn5J517KCAAJ2LEj1KXVha4V5o fZ6D3ik75WXI44GaWk9uz08GUot1SYvaxgCFvbMNJVwysmyXbYLLPm3CUFqB xpbzijmTklZHQmK6IbW9RjQQ6/1ZR/EzGfSq1OXp7qSj3/2W/bllXEDj5HN2 GUmgqpehApXjFOROF1wJUqaDhmPV8QONc9BVW/zp/ggWCEsO1wrTJqCdX1s3 7DvJBJ4ppCYXxTnMx1CbGGzBRh7UsGq1EQlw6XbeVncRJiJ2hV10vkEC9Xqh lqWdDPRlhXxNB5kNGsOtqs+vpaL55jV5u/gsEGOblaLqvvxurwsq0SJ4VGLL +91xhwXqrvo6Nye/wHZb8GMN27nIVZHdY3+EC2KpHo/yZ5b9c2FDm+YEG2z0 8n8s9KEje3H+dIAOG1Qv/PQOfkxHeyiC24HbmSh2fiQiQ5cB3L+MRJ9UpqIY /V0tig5M8KNiqwW+go5YM/r3Q7MZQCODXKooz0Ta78+1BxozgARJ40/9zSSU cqFts4kuC7Tt0GBO6k3BaoUpooMjB0wKvRv8ipZzzMvnm2zz2AC8r+uSEWcC 9HjLp7frWei5WIzBfCALCNZbrPbqY6LbURJ7zzBoiNYZPyxbywLfX9BYOrVU 5D0cH2/2iQVuJsdF89qkEfL76pzWzwIHyEfNdulJA5lmX0PN5f3/Qf/2eMcW Dig4eORVVjUblc3fr1DqWs5BCU0PNfvZSI2fZ+HehUc9gass5mS5wNNh8CNT dgrD/adkUMLTodhnRRzwP9bBmw58+876P6fPSgdPtTDRfxnsYIh3OZVR/8/l fCwzb9mH/8f/AjHeWoE= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 47-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9V3k0FerXPo7pOAdnPsd1y1AhJbk3ZH7fkOJGytRkrigydSt1XU6GQhOi EkVSIUmGTOV9ZbhRhFASTi4yTx1k/vm+P+5ea6+9nj/2Xs/a61nPXlvRzXf/ MSKBQPiymv9XCeJPPcKu96EtQyPvc/6cQoRNG1NnT7SAoZ532mMv6BhuNEHf eePAw/Hs0/bwGUQYsTHA74cBHTmZfM0nQjw66OHQ0ojadVVzN1sKYxfdRfZN 2QGw545Ao71YHPpZGVhaXxSA55ec6XXDE4DnYhr5S103CJgVaS8YmUeEpR+q /WFF4Ktu/V8beERMyLMpWJtTiVhLZUEufVKYP6ek9qZ+Hil/juz9eY+LFThG PaOFyyjGmKE9x2Zjv+wvKMJ7CpXqX2yVL2lBE/03Y/bRl9ABkQc2yEYc84Kf qzZa1oExN5USTVcuTL38r9mu17MAvyiodqlYBAT1i6YFTD4ygC4jZpl0zAtZ WSvobwHFlz88tnGjQUjXyGEkLIO3LhVqhdlsmMvaVihV+RP5yIttLbNnYn73 2jU64eNA59If7t/Ku1HjoAKcVZkAzOsHun+ZZkNCBkVu5z91INPexILRSod3 roV76lcSoV/AY1NuIBPSTtw4tyN8Elm1jIz+zGNgQntbWaR/HTj9R8eId7MA uThcSng0MIHkbST/AXpUDDNq74kIltHpx+P1fkFsnMp6uX/m5gj6YuUoqVT+ HRDMJ5Mp3Brklbprfdb+AYSDipIpgs+o1OWZf9sWSSiTuf3sUJUwPCwQPzx5 d5XfkfLMiMAEoNZy8NwbBxbk/S0jd939E4i2K4mv0aRjgp9vmtVKMko/nXs0 qkkSKrza1tu9fw74ZD7Vd3lDgVgou/6sSCvKNP5tgLXvKyL80NyaNFgENnmP 5d1Yw8GE5KrtzCtNKH5H/7KDoyRM/ZeVSFNfAn9XDuvSG6WhX5pb4u3YKfDJ Ve5LSi8R8rTPU2LiPyKKraJd13UprKHU7jj1RoBEW5Fl5hpJrFD8R/3fjb2A qhJ/8PiUCCRsMJhstOpEqnekelSrOZhXNJjw9HsdGkoWHLu0MAXg/c0bdtWu gCzj3yus9lBgqh35w9uZPqDwb+XnvYCACTrfo09e4CF+caNZoGC1f/ZCtyFx DngqDnhXPCJDhXPVjE3XhoDLcndClk4ZIlCWp908OtHZN1V9gq0NKDd+ODBb awJsX2a4vj01AeBm2/XGB3sA2dWuPf21GFZO1/9BuErEeide5ibV07D1q1pb Y+40mnh8wzcguxOYS/Emo/Eskp3SDDFgNKA6iQU/qLEMZDK8iK3VCyDxprOD lpMQNLIKdmwNFIW6nReT/ymcBOly2cyH+YuogN69U+3DLBj/Q8GgIq4XRerX 7TfdRIaqXs2u32S4MNN2Y0G2lAgc1oiN1PuNBMuK4zvP2pKhnUmVcCOTA8dk 94xF1orCeUeysfMOSah3azjHJIsETUNivoIxOszJKfzXPEsMq0Zoi72lSmE7 ms3P63f5gPjKUeyRMh1rDBTx2h9SoGnA1m/KSWx4apuquWcnCaoYDb20jKXC 6GLFEiM4jbRebDHfvrIAUm315WQ+i+DnI0WOvfcI2Nr3wDS1aBn8Fle4wmtr QGdSkuTiT5ChT1fz4VcGVDgK4wqj1KVhmOvhmIadbFi6OMfLokrjFPXYgjE2 A+uklMeGhkjC6WehUfxJSUgtD7I/PEGEd8x2/pneUQkecP66t16Nhlv0Tice kWRgERWC/gtlCpZdSXz//rYYHhnZWvrnVQEI55pyfazFsFdH02PhyxR4Nl1S MapJBD6x5FqKtjAg27gUSjG4MEt+OvZ5ExmDD70j2pLC+GGOS/hlOQIsvVRb lJE6hfCmLWlJRQzYn5gy3DHMgvlayiUkARU7fL8+zsqVxDcfCp9WNJfAAaZd AjHnOWRyN+CccY8ktK4tZbz3IUL2g+oN+9PoOEPJRXHiOg1PNs/OqWmv6qYO 9jbEkTFWbZLLVCFjwrWNAgnrnwjESfgd3cfCchk5qrR8Fr7epnBgYxMdh3M2 DXGPre7J8OFxpj8DJ1yu/+YYR8PJu/q5yjQStjAp0tlb8S8KZZeYnqgSwjv0 ve4vNU+CTLVmEX2eEGzL+iFHCplBPV59KTvpJKhzYUewk10LcGTfCDKypMG1 WImSek4EntuFlWsi2VDslsu+jzpsWC291haS6NgvnakuHSWOE9azlKhO4phA pdA1lCpQeAE/64n8Akqhxl9VjRCGaqeGR3i7qbC14Fm+8LolINJzxlxwhAt/ VA7HDZRwoJRfHn++kws38I9WTJdx4Xh0euHr7xzczTb3+usDG6Px7Ab7gl6w xnat22Y2E8f4zB+fmxCCePrb07zmBRTtUzfVV06Fmp/u3tVO+wk0nReCi6O5 uEzIdLKqlIUdK3hPjj1n4ryu0KDCejI2E0lQOaRIgvn8pCCaSQ/6ULI8ku4m DetSK2mGNUNA+dsv6npTLKhZNfNIxJMCXVeEn2y98APlHQ966RMoDRucf5dh XaDDX6defSr7NAMI3unn8jlsbOWb4J6QL47nQ03YBqOSuDbU2dit4Q3qP3Wn a6GSgFkMjZTUEGF473vkFbVjRFz3VeO8RykBynyL1YooJUPfzSqZXeO9yO8K tzysh4NDNshsAfoS2JREseGMcXE7z/7hhZuSmH/idk8VRwKbv9E98KJMAEwG G8/TC0UxNL0W946/DKzFboPtO7+AggTfTVfy2ViuvPVQ6iQVhuSA1AS9Lwjp 3NOtteVAy09tZwjSS6CtbYRxK5QLDX64J5FbhGAF8e2EiDcLVxnfPDdwZAp1 jGf2dm3gYBAQTngmtIjeqVePMo6yMFfXmnBSYwo5HzKY3b1PAjOEHfqOr5kD Fh5v0vfzexF/3tG+/AAL/poeaFEz0I2y/dmn9bXY8J2zNrUrn4ltF08a+De2 ozGNMwNFbjTslPywYvRWHxB36PicUCMJfbdemf1tYh6V/lXT/HZVf4a7zbXO nukEdmsiH51I4mCpTktPVfFBNK92/jH31DjojwpF758x8Y4bIY+CwqbBwQjO iN+qf9wadaRGyIvBTayQVoUscbx75uzEvA0Jmk2aV+kYiuJus492Dp1s2FKf dC9KORo4bX7mXHaBhXWbXogO3/gE9PYrF5AmmVjGZbdnfhgfVBKuVm41pGGy +7KE69WfQPzAxzDGIy7cs6hKcS57iSTg4RV6Mg0vr8QRi28sgVivjMag7TSc vc/pteS6FWDbKthydz0Ne2ep7b7tvwL4R2f3ZKhKYtkkUr5DmzB067sd3zlA wNGynl7ruFSYaCL77NRVUVinqtWrnSSJDWsazicnsuEKMdj8uOEUOugstxB1 apXPmFua+Kq/1DCeCs+n0PGBrjtq/mYE+PlCQbFH2BDqCtYpOynCho7mbm3i q3dar5o7prZXAivq2vScfCAMxQbpoFWJhmF7/oE/9WjQ0J8Z0E0Sw5E37z/Z 5siFVhXbL6oYTKO4dF/Sa2sulC2/GyxxdBrpauz1knrHxQnHPnQ8+PoDdKlE vk0msnEoL+SFX9UiyFneF7EUx8aGIi52PjPzIHeUIHH6PhvPnHLnVDbNgzuJ pVX2q/rifMt6ba00B/h7f1qJJkjhmqvehxLsSNBf8yKpf30vuBW8o7vDgIPf b7DPy5QXguHtrg1FQgy8Mf7g45gdDPjcfa8F0V8M7/km24YwFdsn2KzlV0vA 1N1MyuN3Evg4L2BzwKQUjPf8qKn4kQzjBJb84u9U/HNwz2Duay7s4vlZVYcK 46rSEL6SDwVzYvoZL6OpsMm75vZQywJqTiNpm3xkwrC0cI2w34l4OsnIKCCa AV3TJdoOKi6AiHdG1S1JLOxCDavZOE6C6wycG7Sq6FikN+yiwzUJSBRPkc9K puPWX+Tf9pDZkNHP3752mowX21Xz9tax4IxSm2WuFgWbegQrxQoLYeXjqS9/ RUz4LvqUQ3taCVAokvJfaOPiQ4rsfpuTXMgPtsuJMpXCOkvburcK2PCqZ1t+ u680thGvm/XXXJ0/P+ttJEHFhyn8W2fMmNhvAThut6BBp9bx2NMbqFgm7URQ aDUddlQYmQtV0LHsHsuglT4aVM8klynKM7Hpq4WLUwdpkCShvk5XTwJrLKvO HRIwYLeFOnNaZwblbd79QvYfNpye9GzyfbmMTK2M71eMsiCsf9crI86EqWeO lD21YOAXYnH6i2dYsKFutPTuVzq+FUM6cp5Bw7db3I9mbGHCLyU0lmYtFa/p dXf30mfC62kJsbxuaZyqUhl23okJ3cleu/bqSEP1vI5Ap3kWXkP//NDCkAOP 17YEOlxj4teL9yrW97Jg27ZnwLmZiTfW5Zk79QqtvjB6cTNaHOhqO/yBKTsD LMIJVlcDuDjx2Uj885cc2KJYSI4sZWNNoZ1Dn7+wYNYetdC1Q2z8ZF763Ewn E4fzgg95CHOgBUO81/41FZsFvH9SdoIDy+tAVl4LGWcTc7NiMjhwKEKbWCBK gIT/DxkcTjeYvuQh+h8etGgQ9wwU/g8HWkfdHv9b4j/8P+c4a0U= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 48-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwdVnk4FOzXHsMwZozZZ7S8lkhRUZai1PO0KSVJlIrSIlRKbyGtU5ZEr7Jl iVJpIdGihHhOG1mSiiIxsmXfl7L+fN+5rnOdv851nz/u+z63xp4jNs5UCoVS Ptn/NykKD118QxpJG2fj++uBfYSiOzthyK0MHT8SnbwqlAt49kryW9KFRoya fsX29BNK+2YzKG5DO5iCE/nOshg6Wly2lpUSWfDcLe8rC06mo8Lwqc0oa4pV zfTNdOxhZbbB+nw/0px97tzLP71I4rQqcEqhFJk9cKMu1xgmlLE+nSbfDJTq deKqrTsVKE83p/+T+pYYvGD7VMspg7poWV3H83Hi59YR4v9DCB4pP4j/oV7S +KwiO1v8k3Q3hV/dxB0j6xZ6GpXm00FyNk2ndEMh6gwU5iEvMU64WG++JmcI 2aDoKdM0JhBF7/yqdH4tMfJeMi/zJxck5yb+6W8qQ9YdzvPe+3Iw5s5P5UWO o5Lh5qVHPET4scDwOevtH3I1Zru68QAfaqX/TDfx60LLtKVXzY5WktIWdTw0 qxup5ROWxEGEKQ+YqqvzC9GC8JDzZ1u5OPo/P9clb6m4WepzB7sKMMftivdy vx5iH++rK9DkA6XyW3bg0ULkb3zhQMmZfuK0NSDybnM3mWXjtXirIgfwg4J4 uf5xwnwi8A9aIYIEwQubwfB2Umh59sDlugZEseiJY4rzyBHPWHdGbTOB0xlx zP4KEiZsezpazcQqSYu8Wt/JYuctWoKxqMn7HHKT/E9EInmjTarN2wRYckZF NWTvd9SbP+PsdjYXKB5HbltNxJE3bx2yXxUpYfVXhg1Sm7+IcU+g4C/PwiCT 8tFLrpx8XXGlQP1gDaH0Gelfb8lAeZqeyhM8EVDi3i3iB38mh4oNQ4xmKuGE ekEMR28MKcjMVyiYwcEet/fERIX2oqGW0bINX2SxZKEP82rEV7JxmU9gwEcW zJ9Z6dj7pp88ql9601WbBeov1388U9qAKpe1PInzpmGKlllPqVU1mQi9sle5 XwSSjJbIh78LyY11p3643+1F+MYcrTUFE0g30aVlTv0kvh3j04fBRlSoHME6 7TxBKCa/gw6clBBGTZDB+oHJ/aGT0qXUv2iB4JRqTSMTq3u/5+n+14oC0m5Z 5bRFEQpzfGCPSzXJ/HAqOIP+hTyOaDuRYtyN0rTfyYPSJN4cW80V2+qQLh87 L1wrD9qJS/ool6ngscBck5rNBetXBbYrxAMkbsfdDblm5ciCJekJgiEyZ73L V7tLFaRQccQDzx9HPJ02/KBwHMWE79pqvFMGx3rdsjxurIBNq8/H5T/vQTZ2 X6xXdA6TdK509dxPQ8hFN/2Nx00pSbKdnZ7CksO7TSNjow0YOPtlRLWXLQPr NS0bKN8nxp1TLTsDC2j4R/hDbfUjynjxtbbUlcl0/MZ8+r+DOnycmvq83iJZ Hg7Wj8RRbdlgx9n8JyS2Fhk8/Wnm28OB+c0Zkso7TGyeaPK6Z1SE3Q11LFyr 6Vj5gzWvXZ6Lg15qZC7DA4SoessukP5FCbZLVFUq5CC4KsdJ8owK1kfsB9gZ 42jfEw3bRZwk4nnzumqEGwPvO5C4599uDu7AYc8v6Snj9w3laMYHEc4a/StJ ZitDlUBuScY1PpjczA29cE4JS3OE0e5FbMzOPb1lRzcVBx0OeHpeUIluiU7F a87lgCjHQMcpmQ9ysyhLnmgzITrumX+NlSK0t+tnHb/cj7xUZi93taDBwarP 92QvMvH+xdlPzMIUcLLaQGjaZwYctDlz6kMWDe6kOvldVKVgOT3TsvSSTgK6 825fz+Dh0VYPIa1IhJ8Za2fS+9mwMUBaIqxjQ/gd2WMaFoowuICH7ruPk5Wx /3qvqFPCQXdTVE1taFh4672WzW0uzJ5+P3enDQ96vgz9nbuQA5J+Zv33UhaA zmfVpFkMGNRTy58TPEZQmKLHvk0C6HQ7XWKYLYKQb+r2sz9zwSbrbFTSMAdu Lr2zn3+UB4TFPeRzgAdxa5rE2hw6bMvz8dy5u4NcEGaucnsnA2cVtDvjg9pR 0twvckskMtiKPn/T6HgvqTvYeHM1l469ponOLSiqR47CK6eXbeDgAl22lnmW AvZeA9p5gUKsG4/tpjqJ8Xvlf2wxnQt5rGfMaT0MiNQUzGTvVIB53z+Qpauq iF96bfJ9tRHi/JX+bliHiue6t7VL1rLxpWiN4KonMph0pZRsSW9Atu9sLVu/ 8ODq4eH9f7tlsLy5aN9Usz8k6HBhb2MuG0/P0imKGhlHRrtGzr4MEoN37uCY h1AMjq8l953T+OBEk71xLUcZzOUiZ23XoOPhnD6ETD6TT5nj7Yl7lHHfDj3V Sq8+pP1rit7iXgE+rKWf5hXNxrsnZO/rn+wjfoavLqqdY+GSXQYqgpNcnLBe 7pRj+RiiHEr0fiYSQqtfyy+bNiYMX1gpNOtQgvVrp8Q8Xl1Lmtyja0beUuCk e1a5+xcZHP87MHiuMxVSeqRmf/PGkMqvUGP/LAbeb3ZsVuaZMuIRLM71rRNB wb0Wtb4SFqyiMzeLOsVwvP+99rZUDtS6RdW9EymC6fb4GWsOd6GVLaU+3Oc0 oJze+2j3pWFkLR+FFq3+gVZ8V/xy4ZIQVHPLtyf0sPHL4j3E+4o/ISbxpgW2 ImyY/D1lxzgVf/vWzrt2QYxj/fJM3lyUx6+pH7rlDgkgmfM48Z/AYVLVldRQ oyWCs5/GHsUdpkKR3vsO3j4BRKvcDDtqP0x2bTcbWrtJEag966bOVOpH61ze JNrUNpDiy9POdwsFeFriiXV5zVJy77Gc2zyqEBftWsiuecaHiTGnZOuH7aRz vmdzxh4OVFjP/Gk1WIoUtlZVROYpYZrq3OJavQGSdSrvy4dJPk1VqHYY6O9C dtMD77pdF4HyPN23wSEDZHiuzz2xexeyNy07ZmbBh+VXzt097TuAQjsvy7wO 5sK1Dke2v5o8pogcsvKO0WDtoFf38GSuSKxg+BwqoYLU/Kvd1mohbr1vc8On 6RfaOefRruyTAsi0Cu/77fqGLLbRTqf38GH6/AMmIQOh6C3l8lv9pRyYUTB3 xnlWL1Kw/+rLuyvGFu7Vtor8WqSId0xw4ziwr6mM2tA6iEIPPig9vYgDZvDb 7fjdP8i2vH9erOakfrMLjftG/6DafUOWD3SUgM7VPOFEk8F7GqMiqpspUPhi phfaz8IxK6c+cr9MwwmvGm3CjjFgaV6JT1yMEBd/vLRgumE92bZLdeSSOwey LgTwKyzGUR7voezwTS7oPt/cI5b8RRUn01+6+LYSP48WeniaADta7Pmm4KiE m3N+BPN85EHDdHPdgVuy2M6y+aOanTLgymf2xxdzsLPUzmmkgAqB4TfuGzqK scyxnDr7/N8kLPEIPcdajLPn/HQQajQT0/kbD7KKxBCRGKZ36HEDqpkV+CGO KoQwj7T8cYd+lDq+yX8sTAjv5ZTUzex60eMOiuKxG0JIqdL3GZnTi6Jjst5t meQXXupUPmzRjWo3/rGiRbLASTWLttaJho8anac3aTaggDXaE66jQijW2vI0 SU0G1wZVtwVqT/pixLZ7V5fzcJL0zpv1hVSw/DX1GwE2uKr4aVBi5HHCWj7z XpEi5IZ1vxU4MnGE61cjja8MbBlP20E1ZcGfFsuWxzli7PB9h5J3wBh5l3Wu duZhJriOKYnOFSvhz4fyolrLRogln0E0NfjY97bffF8DKsQ73Vjrf4uLdycq ftumMYJubV8fYNA56TNs37zZXZP/8RdzJ8ufA3INvue3/qeIF5bn9kbbcaB8 itqHOoYQW605nvSKyMNopc7TjYUC7DBMGTJlKcAql7MzQ2VlIOIkHLdt5OGi IPetlbczUbPWpg1ZxWLYriFs2nxAjKNrWqekRNLBZMxQqt8vxC+oxeqlTAZs VigcOmokxNF/jOkhRQzYway95mnOh9h+NbegTCW8s7wr9JgWG24w/KbVL+Tg qtfLLGRec2H5stcvxpcpY70kRraGGh+ebRlYVVOrhOmKejNMFyvCqzPHM44+ 4WLpOj3+gMkgSVgY6/jLRIgHelw/H3kxTsp+faEZ6Agw/ljUoKLAx5I1pxKv 7OXAE/mwJaOeAnw6Xys+7hYbrl2lO/jwOKCWp19lHMbFPzI5AqMCNpT+0Ne/ ksjFIbcjQyVSZZBIU9Msv3LxXsbBNRtNlLF5sMXz/7wndcituLNuqQir6CFj WVsu5IzGv9ZsEGD46CsNmcxLswufWuxskIGnu+2reqyFeLdt2yf+1EEUQZeJ U2kUQcyj9oi0FyL8YOUBIceTD0Yyq1srfgjwlhh7uSVlfLg/rOw9WM0HhsxY eom8AK/jKTRsyWHD5Ybojd5fBTi3ECU/LWOAPc3JTmPTpG/4L6Sm0yj4sVRk 2GogBj+u2UCACw2/iN7Cku8UQcu6EgXXE7L4RJpxTL68GE5YX4rqOqOInWaY 0tIzRaB0bTXlWqQSpvx/qcD/ACEcPss= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 49-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9k2k01Wsbh/+2aU/2PKhTWx2ESE5pEPU8icKpdJAp4SiZo1MqmrZQQlGm lCIZSypDkngeQ0ITQoNkSKbIPEtv77vede617nWv69Pvw339ljp5mzmTCIKo /7X/vYTsXZfAS19R5rqHxSEJY4hYrpo06dYA5mf3i677sDFU3YK6xYMggm4p b2c/ioh+cz388htIt6rOyhFKQTzQ62LVUItWbC3jtD+WxI46c/yohT1g2fX0 MMcBMvTZqbdjV8AYiKu+OZAmPQ7EjgYhC2pagYzNa/VXu6cR8WNUrSuwAJzO VUwNsiVhIsc8b3F2Odrlvc/XVomBlwg2dQzkz6PjkVXd7EQB9sn6iII9RxBF IF+nXtSOhrqiIv9i/0B6rsb8dl0qFp++r1a7owZ8z5Z8axImhEnnv2zdVjwJ vLuKH7ljAhKaAQZ53DakkS04qM7iYPGZn4vHuhpAn9lc7tpUFoRsrWxOzDxo iGaZqmkL4QPe6ny58imUw73Pvh/Fw22tixetDxoEBpX/lMQpvkW1vUvgpMoQ UCdU9LrKBZDIoIkMn9eAwjcfHvf9ZMOrF4NcdctJ0HHHDpK7NR+y3CKObQ4a Rk4HFrqsjOJi4kNTUcihGhCnoNazUm0MOVqdi0ntGUKF/gcuX/JlYZhRfUNq bB6lFunopZCFOIn3yGwiqh89MUmsGpXpAITxcAJNWIl8TQYK3L16ET5ZkEAb e4/ca1THfr9Eg/KZ6472VUjCQ4/hK3KMEBJ2JZnBx2NAW5TRMzk7HhSfkhdd 2vcO2G4Id/ney8KEj3fyzp8JqI1L4Qw9o8MlT1d3tppNg7TkU/WZJgyIJbJe HZVqRGduHd0dq9+GiFHtldd7C4BT86zbQYoAEwkV67hhdcjAKmAxe4AGk77w 4lmaP4DpEvdDF1pY0CfZKT7u8ggQ/tP8ZhZJQfFaP1pk9FsUpVpXpElnYC3l D3tHysaQ1UjRkIrWr/8//vPVqdpOkGq5ifp2ThoSSnrDtTtbUGMY++vI70Is LuiNudtdg8ymJEx3m44AeFNdaVv1T5AlfYNN8WfApN3UN1UTX8EuqyQ36+3z iFjfHeruL0bakoYi0YQAiyf9WzeSpsG0DKN2RlkOLjn2jLP8Yh/YuEPUEhec DQja/LiTSwtao8VPOTLdgB5EfzuetWYIqJj6ZhXcHQVQ3UJR36YDGD1bPvy8 XhovS9EdJcJJOG26McY1g4N3Pa220BeOoytLjlrxrlUDYznxcCieRKmMa7mV Uu2ohjLrA7XmAXl3PiruJmB8lIPVGnsJOHWzQpc7QoY6LQEJz/OHwXzY1MV2 1WmUx2411HgzCQafqsg5LGhCmRaqeVlyUvDd5visidV0+H3h9u8h1dLw8/60 YJ+dLLgh9lv2ljtkCBkZsveceTA7O/+L8R0Z/CGpLV70koV3s8ynLl1rA44Z ew7//ZSFvVarGbu2kCH5kIbxH4YcGPp4aeEmOI6Mw3HxcjQJkix0RfLvpbBL Tfm+RdVSeJe39TizYB4EFKbsdt5ZBnwTr4ui3agw2tkh7pw+Bz6ZmxbfYTIw f/Zo6RkhH69PLLl89gwd9hywMD9lxobMkpOWe4ZI8Msi35irizvBLcGJG4oa LGwJRh7vM+JjKRVC9+EyGhZseLVpSJqO+/tXPjkSPgZcF9A9nPSlsEdzXZrk eRq0rHXTHzKjwjsK45fv11FxTCOfautGxrezHYPOiwgYtbN1vbxdD8pds6yQ PMbEqRx5K1ooG0fdljy81JiCnzJvVyiWSOAt1/45pt9BhxUBN5enrSFD/q1n SmbJbJzG+b7nFZ+Hh+snpzXWsrB1xDcfn/MsjNXqRJkqVHy4h/pq2T4JfKlp ibVqHRs7ufXoPC/j4MSNtw9wD3Fwb5TFRLQ+Dyds6xIuY5FxnpLowyPxKDrL LzRwq5DA4qu+idD7K8jUqJfSFUvASy/ey7T/+I46PL4mGrLJsMGPhnI9BsBe fsTJTTtY0DdmSq9/jgqfMRZbQDIbi46Z9arYMHCMIk+ZaS+LvbjnioZnulBQ XtuddIVZpB53avbFawJqeH3rFxsxYbqlp15+vRREg1mvLfM6Qbh2+NrMSA6O PDhzYHpIAm6PNVl0NnUMhR6sGflawoRnd346dfIOCe4tFac73+di6djS1iJL Nt4qFaNiu5QMY9TP1nDvJYE3hfP9KU4MGNA9kxsVOg2WtS/Q3DDCg9Zlq+2O dLLh3z8l01f6jyILYs66NpgOXzuskuf5s2FUvXLEGTcSJDxTjuUK+HjLK5FW CJuFZ85u4esN0PGX+9duVb37hrq8rn6eLSdwW5UBXVeZgDe6Q8I0nEm4TM3+ vOKCGSDffnlN8BPqr7xZT8cL4cAnTFgS2CHAF6L3XjD/g40NyDRzwXchPp7R NjvG4eI2t7iOCgEFt6x8Hq3u/BVs6a31Y+dLY5yrUzX5xwTYJRMH1hl+BK/l U/z8HfhYVNJomzTMhLkBxko3298DtP6GTrWFAKKeclGBryxsaurnxJ4Vwim+ WpOfLg2WkqqGpDx5eJt3l2umjQRuHszs/KwkwB+dC5udPsngF5rPBjj7eZg+ d/SKHpTADrZ6k0Z/UXBn8amblZMDwMSlLMWsrRM9En24+/tbLvwt5bhJZU8r ShoctVd4w4MvHNYyP+dycf+mrXu0102g71q+PQVOLCyvOR1z4mwZkrVqfh9T SYdrF1zbrND8HT05UVlfFcKH1PzQN3FxU2D3opBUt+sCHO2xov5s/Dya0fBL E3oNgpoeZdWsTg7eHHEm9WTgOHhuJSlkk9g4dmAvM1hBBjYIdRI9N0pio4mj QzPmZEjCL1YkORC4devb3VYtfGjqIwzTyBkG9ur3HIr8eXg2Ivmk21wn2mC2 LI88zMXL/QMp+VWfUTkRXr5yIwsfsX90RH9xN5C1fhvISRVCplykITo9DChw z092AgvXvBRIsrYOgcseGbUn17HwS81Dgk+qI8CicWzFNUUWjn7pqmgaMgLa 9k9uz1D75YvcCf961zng9DUuuqWHwHTzL2K7fBqM37Lwnle4NDxuGls68CcZ b6x87ZcQz4elNn4SxY+ykY2DaPaCFws7qm3rSCqYBJWcu5Izib/6f8/3wo7D I+C9f95jl8A+pOF0zbLIlgf3Gjs1ye6lw9hHN9SmkiXxUh3zDvdbkjCxMmtx jD0dww+51kc2sOCi61o3NAU/UUjUzfTVe4Uw5OIKephNBbqS4k0u3iWEC71o I/Y9z5COlqmH3AshHml1sTbxuwM+q4RUJZD4WL+0pGjBt26QPf9X8I8rfHyd 6tPIdf0CHgwQlMM3+bjmylSBC/0LuBr/pMLyl1/pzpZ5UU9aQJvp1E7pGDk8 c1/24Yw7CR7SDiB3KXaCoyyawkQRH79UsszJVJCAeno2FNs/WVg12iYtcjMH GhQM+S7fNo+2ty9sQpiJ/a/nKS/xlIRJRlxa2gsKFqQetCuoIsNo17faS99S oczW4sY/Q6l4qnd774NiIZzLajqxT3YMVTw506Z8kIafuK9eYMSgwjrPyri+ hllUGUgzkvLmwMDkIK3AVSRsqDxvdvUxC/6dQmmyWToLinuttkVCLnZkBlaq DpJhJeNQc3UYA0t1BgZYXaTA+q3FYczFDNy4QKGqg8qH4Rmyv9mFkvDcB7Uc 0xoexK/Vk8o7SdjA5bTyZUkJTIpoW3WRxoEvQr2sPiQXggdXotX8yoTYdim/ y9xdCM02iYNfd0ni9T9Wt64c48PWhNKLlenS2Fy2ZvKQNh+KJg/fbrkog/fQ 2mJ9t3KxxQgSpn0mQ/vGwcuHlZjYpEvP9/wuOdhcuslYopSNt3V2H5l/SIWa mdSipQpc3KI9GvxOjgLJFM3fdTZQsNGPEt+QgyzYaqLJHV8/gcI391My7vDg +LBrnfejebTPd59X8n4uhK9edMrLcmHZKu3fuqfo+KHMFd05Xx60m/aqkAyl 4dhIsp0fh4V3ek/ePjfAhB8LWTztaiYOqpudyZFjwUvJMZfFrQzsEHetWcGI BfdRPbaZrmdAu/0Fw0/H2HgR+/1tk40CGKVs/mXvGgYunrtRqtjJg5Zv8uZP GjOxak2OsX2nBL76zldpwIMH/7b49oa7cAJ8CpfoS7ES4Ph7/dH3HwngaWeF JVdXsrG2hGHf+488SHQFnbMuYeP0GcaxiRYujgw4wVxL5UATjmynZTETN1g6 T67ayIUlNeBOTgMVk8gsImeaC/uC15LypAnoiFYcaHAW4CC23vg5F2no+ce9 hfRPfNxr8lrW9bgkHLL3WBUhJ8DHd12IGzxFgdjgH6rrYT6mxxoSsTF0mPPN qUt0RYA9jysta/nIgMT/Rh4b6uF52U3sfzkkTLpgdDkP/58h77Ew4nOf1L/8 H3BoJCM= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 50-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lHk01WvUx4/5HIczD+VK3IwNUkqmPM91ylSGMjZJXENFcauLxlMoVyUy RNdUlEikCA1+u0KhpBIimefxZIrE2/uud9291l57ff7ca32/HxX3w9s9xUkk Uv2v/d9LkrnrHRLZTXi7sh8duz9JkJZrpk3vr0Ph4WuuimyZgDUFRK9wFKl0 ldssqRYRpCF7Y3gziMbTT7cnV0piGO73dq6rJZzf0MqejEiAm8EcN0ahD8Uq ihlkXKBgfxtja7uzE4hysHRXHGsaCd02hS+uakW1FF3HHRHfCdLPca2ekCJk N1ZTUmAuDqQH9gVLcl8ShzSLAhoENFDmmXQMF84TvkXpOMWDD/45TUSY7zdC 5YOgLPhANzHWExO1jfmT0L6+ZEqURwXh6TytWusqNFInanVM4+O0C51m5s+m ke69vDbzMTFM0j67qYDdRqh2i3KTBSwQnllYMtFTh0KLrxreqWBgzNTJZcXN o0ZtfbfOaT6+z9EtlH/5nai7LCGhtZYLba1LFPVDR1H8G7nG7ruVRG2/Mp7W GEMGBpEHtq7gY9IdqtLmV1UIyamNOXFZOOFyqI/RS3Hc9Fh5X4wFDzP2Xwn8 I1REHFidn24lwQHS5/on4QFV6C6l1jO6bpxwcz4fd6tvjNiS7tRX3s4AfKcy WXJinkAVruPPaviQxnm0fSpmiHCKFlo/cvqKSJaiJCq/ggheisWrZ/sJOFmU RJ1oJEzPeK23NKFi0u7SrLCgOPR4HPnqunKw8NQipUiPBvQiZ9LuXBkDSP6H b9osJBGkPwt9loEcVn6q29W6fQaZpvYk10TSMYjlvP1b8hNx7YaaWZJtO0Ea X7f63/4iNH/1XHnLAhdISWUb2BffE4odNTnDBVSc1slJZGj/RNdQRrNlAhP7 33RPvBb9DW2YLanKuieFhXrB1KjYj0QDS2u03ooGOmqf93x7MUEskAxNew3o oFy85e2p2i4UcCjGnXJOGpNUjUW1Ni3E3bAYr4ZtfBAW9cfd7a0iJG+HvzSe ESGcskLVvHIBxev2Kx4hM3Cao+y711PdqD41p3yd7k+CpN8bceC4kHDVXKCI pnggnD7eulF8Br2cSTvL96Jh5cBy1vLLA+jybo8EAX6BSNT5SXfvFiL/Wu7T NQMNxP3YwaCc9WPoRqD69jyrSYRXOCwz3dGBfAK5p3bskQL1DKNx0iVx+PLc k/wujg12TysdTPmTRD1boOFyLB9ZygtFETBNFAYKT3WUdRNVlB/+WGcehXMn XTUOiOPEmL3O613FsNOr3uUPcmWxQcvZpFeFIpTzQqla6DFNFDBbN698N40G UvTyrqtXElkOmgU58pLY1iq51GE9DY8obB0Jr5TCNQtT03aeTGwYP5gryCbj 0k+6yR43uDg3t7DTMlsaFmwF3UYjTHBk2H+PvN6GIlOastAFBvjpaln6tJCx uAJZ+HcIG0cUq5SY4Eni4wwlSDV1EqU5GCktapQEQUmlV/FXabA77DJJL5pH uaOa2Nf/EzqW+q9S7H5ZXOam8OZ6LBs/npsRZtNpsK2939wigQf6qaXR587I 4baR5CYBwcL00pNOu8bE8VnxzG1j9wfRDd6J5GUrGRD/PN/Cu4cHkhoko3x1 KsQ29EyLPaPB0NDqx0cvTSAXhbHY3UYScLD5/W2JC1Rs5rXoYzpbHmcvnYzO ey8Lz11yEwb5VEjPdQu9oETCKofDkk/0txMP16uXkCfooOYOFdRlbIhJlzii YkmB49LP+o9s/vXX9b8CTTvkMMk1So+9mIq5N8pVt99kghpl/YzRZy6IPkzP rNRjgL/qtrGj6iwArfdKWRqysN/g/KMikiRE1iu7aL5nwl+Ltn/piuBA6sZ0 L3YAC9gKCcL7CjxIMu/hqzPIYOh1JrDU7jtxjluyaX+ZGIjZR9yoyPyCslZ+ kDQSiuHT57cdrPzZS3Qc7E7dzCRjrq9wQeH8ONrDvXLSxJqBlUkdjlcRDZfT ljhgMhM2jgV5XG9jQNwyjhrdVQZutsRs6dAaI0IL2rIzl/4g2gq7PA1759FK v8EhoQUdl3OKhiPHZTAxmlPjVNCFyjJeKvvYsCDq0KzXzC8vxvacruuniYiI Q1XfukvpeIpYxlvVIIX3PBdmeuaxwTnrrH+ODRvMJOM0dqqQ8VeL2LWhHp/Q u5L5oQx3GqYfeWVpk7KA1NsXaxt+4+Cgb+/c7s2x8b4FiczVx8cJ9bdGy89e ouKavWsXcY4zseOZSje7PilM8s0IfMjjArPRYtRrFQtmzwm4xsNy8IRKcxwr GCd6/BK+/nhJgliLlDDG2BxK7g2/uNJTHJr2fXlvfXAKLWqPXh/2WBZf+m6q bWtWj/wv8ktDOniQ5VhxbtUJNmwiU+15I3w4uftHbVTgL3/vv9ZRxqOAJLVD Xrm4Hgn6a4OZhVIgHKR3Xm4SITvpa2jD5ia0c6eJyl/ruaBU+mlnmoiOe+XM Jb5s6EeEfrJBpQMPb9G4H8UapuL6+iFW/Dk+dsy8eGTNKB0/F389JunLAYP6 owuCw1LQPJrV9VWVB3pzRylaVlSo1i4fZv3JgZqDKbuwgxTs3Wk8bbGNAk8T PcmChk5k5f0iY3tbF5F2P77eIYqNf8sIsqroayUStDsdmEkcXL1Xj/71IRu+ zO/aB4vmiRGdY31F7gwIQnQDz6fthIxzc2NchRx2n2oeOOnSSTw+UfHhdTgX C47YB+28TsKOiuG39v/LA4ZjwpjxBwmYXRl8m+83iowTAr/8JmTBH1fO3DoZ MokWIHjlvqBfvRzeQw9bKo3vLOaFsmTEwGLq77FZezIGm8Xlme0/iFazj47O LVycfUnKXDFgFrmuuLf3yXEOqKrrnN6a940w3K5eQBaxIafa7MQ+l1HiJenS y9UbGWDhqG4lheqQjMvHENYtPv7bI79tZnwWUfCuBWYSA5y88qWDTDtR9ME7 tSc3MOCJ4WTYBZde5PBpYtX1ZQzY8kT+dyeNPtT25/TWO1pyUDiTJ9lVMYXc u6/FtvSRwGY07WKwpCxOFCjc87skhW06zHQsVaVhY0VNcFIiFy/fXPj7P8Vf 0Y69Sj/+8WOAbK1M/n41Eapg3ZWYTWXCpq2rBdJve1Dj8YJi75AB4oP9loxO KQ7eY+leL7NHDpvmub1qeUMCFQP7jgM3JHA/DvCT9ZEF/Pmhy1FDBvYNLAz2 SvhOhMekZOru4eNTLtYl6uub0dWMw+RndnzsOpDzqnpHEzLQsT0oX82H+Dth nab72omvGuGvk8S5cCjseFqD/xuUO78t7OdVLjjswU4nVuWj+8MkypEULnzo 5H2+IJ+DEhIflzn9ytfb23YP6dWPiDbb7zZScfKgGZJdvHNwHgWsO0vuWdaF vD6PmoSc4MIbVacHWUvF8NrmLGunNhpoxu64HfUHC+vlJXo9m5kitrYr1BNA h0tK3VoYkXCaBZt6u5oCh4qGJnask8axPh/XqXyUxS9GjtrFNcvA9/6t/fef 8fFaqfT6VEY3Ufb4TJvaISrINe5QZNrJ4Pe+FdcG6n4QeELufddTJg65GaoT slYcmj8+eeyUSsf7Mij1O1R+oIagP8kjV1ngRg+p0BwlY/LOqtkgeTmQ7Ao5 63yZgg0759YMR1Lh0+KlrztkuTiWrbd4OmuOmPus9cC2ioO3mt27ej3oJ7HJ +7RatIQY+KeTROVrmLg6ws/5880SFERqlNIv5sNOFW6P/QE+5hmv6Gg/PE/o /9RtXT3BxZQNRbNPBWJgL1M1HbCOi29O5pusshOHXdS2+GNmbJAb21vxXEIK u34ajT6iSgeXooCHFrqyuPm5iaXYcyZYR9B051VlsHaW7BOVpWyQYYsqag2l MJmi/buBIQWyZ1g+Js403GqlzZ7UnyKCtpo8OqTIwZMin/eHH80Tk+SJOlYa C+O31V2LZNj4XH3AcO5yCuRLXzWaO8bBxiuKBg/8JQPxUeTdwSwGeGy/En3j kRxuKmFw1lXSwT/qyuV7w3I48mZctLCVBqdS5Og9wfLYQ/agua0+DR/dqKY9 FMAARWZjutVGHhaNaOwufEGBZ3PJz5d1cbCOhLvJl9+ooFn1wNK1SwxOW8f4 9Z3/5W+HwXdshSmkzhTXX1PFhcR7Q7F5j3g4k5bliOvkYZ3Y5oHGJg528nRn DtnRIXOWFjjVwgaO+Oz+ZHkGtmLJdDk9o4NC5ZrUkdtMXFqFsh/UycI9Wcg2 vcnCA2F64gVSJMxK3ZRYmsCFUKbx5HlvKaxaJaHJquJAv1WNjE+QBPai3ah2 4nAhyO6fa6OnKFjZ+y5dcRUH5OI3k+Lj5PCfDeVvNqpywTdIVb2liYZjY7oi aMd4sNkY5mVMmPh1xdCbBDMehF+UKhpfzgGTWw/8Cn5wMaeYf+XrgCToJFNz /pjg4Q/m1jy91eKY9H+zCERE/j7HJ4z/OGLTGYHEtDz8P2N9Ff/bzn30/xgJ MJy3pf3H/wNvgESw "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 51-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9l3k0FGwbxsfYZsYy+0why5v1TVHWLD1Pyfq2CNmipLJFaUfKFEolkS2l kqT0liJlK89TlrK0iLxaMGnIzgiT/fN95zvvfc597vP77/7juq/r3Gq++532 EAkEwqeF/u8kSP/tH53QhTRij+T7Vk0gwp/aWaLAZsBgz0na6dEx1LZCP3nD 4Gm5UWy7yQgiDDhb4IZ+YDliwDl3XBLiwV5/t+YP6JTTtiNp6hLYZ/UMO1mh BxBueHb/VKPA0E0WGx1PjYETsu210SqTgOezPm5xXQe4WpZ+sqtChAizv3S6 o4uB6vKIdwJDIiYUOhctya9E8d8p+1x2yePQB19QbPAoMk/YX/x6cS8a6U5O 3EKfRaoNwhaiuhzmnXyk82FjHRia6hjwecqFWWd/2Ni+EIHJQ7coGqrikLDi 1PoiJh8pKb0dph5jYF7U/JKx7magrKzzcnEPDT5mGTyVq/yNJqTdx7I/sDG/ Y4mSacwwsFkc4GeqVoY+9KpCkdYIsD04fqXwMhcS7skoW7+uA6/tQrUq/2TA KxdjAswridBJeww9N+VCWuClY2tjhOjwb1v+nkMsTPjcUh53oA6gX0d/jEb9 Qj5uZ1Lv9IygtnobMLuRjrNYz5wmkgeQ8cVX5NibrYBgL8yU4dagqLHLG5bF 9SEcWZwpM9aKFAxzju4fokCCV0VebFgqSHE2YXr4sCDvxCLlhF3/AF2VHWac mzRMCN2fvWk+E6kW7USuZbJQ9bmBoMNpEgy/vVsUHkiDWOzB26MSn1DBrWbj bK9ORPhlqHettxhkOpDVNk6wMSGzyoR5oRGNBStZ1EXKwKwfrAzailnQsb3d muLMgKHZvhnpSaPA7fSVardrUpBnHC6TmNKEFGd5f0Sdk8f6Gp+9R1+NoWbp b/ZNajSsWvLX2xMfBMD8TE8ZkJaGBHUL4YdNbSgqit1TzuNiXnFv6t8/69Az Z6qp+m0hgDeWqdvWzgNXgXjB9yYazNpKef9mogts7ylRoyvMIILpz/NBETwU t7F0vFLEwTxRRIclcRJcHDAwMMylQtVj1Yw/L/aBtxpRq9U6GgBBZm7c178N LZ+3/TT05Qt6nNIf9sBoBChm/SPK7Z0AcJnL0nUenSBOh0Du/ymBNXPMfxHi iZhxfjzCKJqFHZ/XuqzjjqOwxX4+YfaPkb0cT3gei1A13892LqYP1ZGnQ6H+ HCC1GM4lDojDjOQdbkbbxWDRMEVhy15ZuLrtVObrp0LgPrmepHpjHBXRO6x1 34tADfUYrS3wHspz0S56ICcBffMcAzwUaXBIYcNQXK0krLhqG7QykgHN0vrz re6T4JrraJVCGwfm5z/9YX9fCmvM39H3oDHxVprz74SrfFCR4sFf4kTDIQY6 9gFtJDj36sez8pcseL5ErXQNHEfe/s6rlKN+gSwXc+VFrRJY5d77QJcxEnbc 7z5OLZ4Dji9R38dvfHDk5jXllEAKHNv2ifComwVNb1YknY6Sha1Hf+6k6LIg tSLSddsIETIOD0ipZwuBhBbBvEBTBseb8VrJZTQ8MKBXdjh+DNgpNle4Ltzz 3q+NueJnZaDxTM0ut2YqvK8ynvSokYL7v9ponaiRw7fzfWLOKhOgp4qbRMVg C3pipFlKGqPiOwUBxrLPWTj5tvghNXsyNp1tka9qkMJWVw8eW9cpC83MTq/j zchB9q1qdadsOr4zfzztfiYXCz+KJnWNaTiu9Nn+8GomxjqNynlaFLzzvFiW 3Q0pnNCi6q7dSMcxr8tPEp05+KblbT/mAQa2zPpKaRjl4kzbbq4mjYRf3eWz a1Rn0Wl26frAKjE81etEWtTZAPJ0P0qY88TgvrV17wtm+ahzb9dNazoJrlU8 ruLl+ht4sy9FrtlIg35P95govaTBavklLpBEx/05dh+zUhg4dSlLg7pdGscX 7C79q2UMxRTx799VmUbBlu+av+nPAN2Q/gGeHRV2fRS7GcCSgWj4wTvXIgGY YU1TtGQZOHHflN/kiBh8HuK3+PZIHzq/r260q4IKg1buzW8TJ0Pvl7y7ex4x cd7ztWLXbdjYRiJVy1ONBDU0B8YL3QXgfencQI6vPHSer90v8ZkINb8vXmE2 yoJX/gje083iwJ3z4nf1In6hiYzj0yuTKfDdjlWLWBF0yNUNWaXmT4aE4Jxj Tzhs3NF5MN/anoWnTluxLQZlcQza5DFzYhJ1h1xpn64k4KD5wtH7qZPg+s+4 C7p7iHg0w1Mp7MUoWPQ9ySi2jAJPky890GnuAqEXuBXRnRxcz9GLlK5m4/Uk GWfO0IIv0Di5ut+4mB+Y3lnFIePjhQ+TbPXuAKveD+H0p5I4yqZh2laqHzhK pQMT6y+g+1rrm0AZNlau+OSZJaTCiAeGEYfnRwEyvb661oUD+1dtEjNZRYMt LQOMtNNc6KV0LO7wFgZ8SXwzIhHMwsssxdPaY8j463CeoF2dgy9f1jcZLqbi +hXVg4zdLJzwtVp9fQAZ7/C0ENltIWPd/quCkyFNwMH/VY4TX4Di17mInd3I hIo5YQ41PR3ocshHB/FAFqzfYUxtf8LEfh0lBpqzRDykf6Sn2JeGgwyy4pe1 DiFpt6+tqTWycMOmY45Bbu9R2fGaj2/i2FAi/jupt0cCblWKuxN4jYPdxxaH lbiR8JRueC43ZBjk29YmXlBk4LWXou5ERo+DIBd+tG8bFacNelNjVaTgnHF3 Y+itWWQ3cXRkypkETy65toIqIUIdNk1b3drY8HRzuJjUFTG4fdnDHeURLLxB grpmN38KmTlpFpGETKw22GVqmCtClYT4Sj1LGt5hz3PpFT5D0u5N0Yw7XDjk 1Wt51ZAIyXDbPD2Thg82NCvBH69B0t57HyJNaBjp0SoeVjQDl09jy68upeFv ZclTipEtgL9btOGejiw+2yVIGFcXAt+u9JS2HgJOuLA9LW1hzwwrhYch8ZJQ /YjoRs6MOLaseReemcGGe0L8wqe2jACPHcrT50Jo2H8wcX63ZheoYfwtPnWT jiMiurs7/RpBa0RRiX90H4qwnhHKFDCht71vi7T3gn9ttq07MziN1FY7dwbd EocG5UYvog6QMPz8xP2wGQ0+dzZzvaEwiuKSb9w18ObCYW/diiqNEXA5Zz/p hSMXZlfrxfxoGgar9Tfvlavn4pSfdsZyRqOoXSvuTSaRjZmzxH+27WlC+XNb Ymcvs3FCN5oPXN2OHg8SyIdusPGt4L/DQ9gd6EpGWZXrgr5iveZr5BIFiL/5 9ybJVDnsm2tNxYRJcMDwFKl7qQC4Zzdvp5mzcYO6a2Geihjss7wV91tHDmun eOQmrmVA502x+Vnuw2jDd4UWhKnYwmqZF1afAll2TJncejKuqQ26OHNTHKYE NBmqNVHgyXTd+nZdSfy7d0Pv4xdcaBVd/aA6+TGqKovia+yTwduteSpfkiRg Y3BNel/zNCrZLe9ZTaHD6OwY/ehVRGzkffx95Fs5uDOH3OKhNg1+SR+o/auL jn2o0TXawyTocGepgvYlMpYQRJ9yu0iG2VEWrXUEMv60WOVNJ4UNaS1eM0Zg DM181incXMeCysPEroda42i9/0mNJHExzC9WfTTnRoP150PcPmeXgnX7FDsn HnKxpxq72zmIC+Ont5ZqMsaR6axBh94YGwZke7z3Q5PIWbpOdMCQDZ17Op5M qs+gbTL8tCM2TFw1OH+4TXtB35+Gkw6pU7FfXK6QzJGGX1+usRd7Sccu+kbC 2XRxuCKPUq6mwsQrhUPSdf5ikERe8cdqMzJ+9fuuYG+jDOxwWMEcN51Afm6J vkYJTDguDGjc/2wOxWbGWER/pUP4tl6wSJoJ10U8Qke9JHGB1GXzmSMsqOBN YH70FMdpiSSvcAYNhxtpRT2PIsMvpTSWYS0Vt57Q0hhHZJiQnZrE65DHlvIC v/hdFLiLstd2s6k8ZCzX/GTcLoeV6K23HSw5cEvJTLOsoyR+MXP95VIBC8qa UE+aD0lh7bpC++0CMby78vGzH7cYcKdL/3umwgTYl0o888KCjTMeDqQ8esaB Hk7MvY4LOWooZt3X+oUFi+bK2FoaMvjulPyxiTYmtpAUxpH/kIUODGmB6wsq 9jGfs7lPo8GKOnC/sJmC3eRCtzY50GFfrDGxSJIAX53c1nCvnoVj6BbjZ/wl 4RdfT6NFJUzc6/BOOiBMHLa/aNmtrMjCYY7n0odPkCHvnID1oZuBZdOsCWmp spBTqf3E6xkTB4epa7Z9kYfaWrXsJX0sbG2B56TX0OHli58zVl5k4bgLksW/ /mThSIc9XwNETMgq4V5q71v4M8y47tE9bPjRdiPHWI8IJVwf/WXJXch/VLBz azkNZq7el3d/Id/Pr4+yEhfJYf2WYPIhHgeaqoXmuvVQ8UD6Q5NUfw4EVhCf 2SyPD9bOUKUiOZC0XO/IZyADCf+rRfj25+QHul30f7ncfM2Gylesf1l0w2qV jpws/j/D/wA9JkAd "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 52-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF1nk01vkeB/Dfw4Nn4dkX44pEljKYoiT1/RYSRcaSVmTaJJGUZZAlJZmy REQyiCxRIhG+30YZHpOSCCWyK7Lv4c695565n3Pe531e/7//+Cg5u1sfEyMI ovHv/KcJqdwTodd7UXfu+8w9LTOIWKOeOuPyDiT/LvJNYbAxVDdC/UEjIFF1 lzcwG0bEkI0h/usruGI4aO71oyTEw4Mn7N+9QbktWapnD5Cx06bv/Fi5AXBa sSh2bTkNelgaWlgFT4KxB4sbPTUXQJCTcfgPog5w1PV71tmJaUQsTmj0hZaA cZfV3bxVYpgotClakV+Fcm47nGoIYWCPvDYUdnoc2Zkn5fBrh9BoX2zUz+xF xFl6WcJNYOCgwAKNNxYi8G1l/ZyrSAhTr3TvMK2YARUGsbpiVmRIaAUbF3E7 Ec/mvk5IDgcHXVxeMdn3DjwNRabXqGz4kLe+WKZqFglC8nrl3QW4s2OFvP6l ETCwtjE+3dYNvRlcCWfURoFd7qE/ZeeFkLhPVzD5UwT2hD1z0IYcyHK54b3t 0hgKfP5JPribh4nW5mfhZ0WgsX3FEdu1E8jJ/nLcvYFR5D65IV63jI1TeU+s p2OHkOAqudpm4C0gzMaS6cJqFFbbG3+N/xVh/5Jk+mQLGh/4XBKXQoPEocrs MJ84cOaxVlmgMw8GBcgqXP/lPbgZXaOc48vChId7muVyMoJkhiCiSBquLF/f 02E9B7bsPiQXSWdDTMp7dYHchOp+D1W779KNiAld7aTBEqAvFuVfPsTHRPKL jdxrDUg041KXaUyHqd28RJbWItAIlH0okuFCjzTnxFvR48Cb5o0lrkrBoA2+ 9Kibjcixv8VOrYaBdVa3Hh7/YxKpM5PGCzNZeOXTXa8C3vQAiZQt3AuRUpBQ MRx7Y9mO7HxvuaQWCHFQyWBcbr8InSLF59EtxgBMWatiWrsMBHEKJlZ32TDV jva6ZroX9Om8DBgmFhCh3x9xyi8IFXqe+xw/K8BBM34dW8TmQLb7L57q51hw pfdLzprfvoBwbwu35cpGQNCXppxPtKPs45+Hc+va0cObX33y9EZBbE34nZTw WQDX2ipv398F7n/4ctPfk4xVMzZPEJFieKd12HCSBx9bldfabhdOoaPpUl4q 5FpkJhM0FoFnUJOZBVvOZASJqAseUGcJhMd73Zk/IwETYx3t9RxIkCOrRR1V Y8BN7cHJfxaPAUkdVxPUMoGK2B0mmq9nAF1r2mJfdynItlUvypMhw9QH1mcp 8mz4TW73t/BaCZivl/CRHcuF+fnF3WY5ktgsn+J/YR0P27FsZq/f7gRDES2C 7/Is7LZew+xkOwXOu6JhghDAiKdKpVvhFOp/lzwkdBwDqbabFWRbyHghvun0 KJWOrdz3TTFLlsALmmuxO6kfnL+bpHDThQZV7KP0qvQFUP9uZXTIRWn4dkln 8E0CHzIr/fceHBWDPcclel+7TgGyGrH5kSodW1JlimP4HDw0pF3mFTkJ9OWf Dlj9SMKuHxoyxa/QIbfWwC/MnA1zFKeiCxpoOLJg5MAVAxZOz3e6dEWBgB14 RxKV/QI91lMtpUwy8WoSO1PaToBj08XPKZlR8ezE6HqeLRUb3fb03t4lDQ3o BlnT7iw49nZmTnMDC6dayo8EHOVjrNGgkK1Gw/s/+F9t3UzFyaZ9QlUWBd+b XNl2fJbAIfxSY5cXJJwXsOvoY3U3kK35lrw5iATLZsNO6i40oi7X3rsmbAp0 FZ0Hd1QXwWH+Df+tFixYfqrNyN2ZA18yVthCChsn7pfdlrWTh+OUeauZDlL4 QpieWnHIHLpU1JmTpbiAZl+UGF30mwOabl+HgnYyoUT0bqvtegyIRvLq9xb1 AN2wdVO9tWwcdWb++NwoCVozXl/1rOpGEWdE472VTPgprXDHdR1pePh5UNax Ai5efE2K+W2rEO8gx6kdUKLAD2rX36YvD4PXpUtDGc4MqGjysOxzlwQ8siye pe03gWqOP/urK5EK6x3XyfL82LC1hUUe75WGxOkM78cCPn4wnOymckyA50OM +IbD0nj3uRuHKabLqM8t4dNCFYHhkz8dTTZPgzv94dc0j4lhdsajV8aK34Ds 52i9sDIadNy11Bm3fRR0utzqeiGg4l9SLmhYnm5ARoNvfNnFEnip2OcnL/su YCV5C2w0aQOe7Z4eRz7zsEJl04HUMSYMeftyfN55DiD9O5tqbQXwJ2vjsh43 DmxuHuLEhwgh65i6vVUuDz4Xqxkln+bhFRnRmr63ZfCHkeyeTyoC7M27UNjG 4eA6rZfDnKM8bLlreNjUXwY7HjCc2fkzFeel545TzkYg8xN/ZFh39iCfd2zN UhoX/ivDx7x6oANF5j2HU3o8WOe4gfnpMRc7oKoNQ8OS+JvO+YESZxYuiJUd nZ2bQlL2H1riqqVhj68Yf+vxClD2a/XbmnA+rM5wT/TeSIV28uH3XJIEOCU2 aXl9uzSe1/TNFLqNgJUzciYLT9h4242L9/xDp0Cz6qt8MREDxw8fZoYpSsKH BqlJ5bpzaOf0hdF5Gwo0HJJPuKA6jjp2NNrZt/NhTpdHR8CMBHRY+8DxmR8P G4xNL1WEk7CBtWoRZYyL3bzUizamLqMqIrJKewsLz/oen5wr6UBS+xpDOfeE UJXid23jiCSkwoPL7GQW9iPkPzsavULRrvff+G9k4RZ7dVBfX4RsmyZ/vK3M wsOSqd5pj3NQ59GZ3fc1pHFR2vp1DMl+4Nx762b7AIHr1eR/f5wmCRON5B64 RUrAean7MkQTCW+prvdNTuTDX68q5rydmgX7HRUWrrqxsNd5FYNh8TegmpMr Pn+XjVeZKp/9LeElavErenoi9AtatfEB0D3EhYfNnJulDkvDNdteSVhvm0ZK m2y6Tv0uDgP05qWn/CQxbH28z8uABdlOgcfyNvWj8NiUrPWHhbD8mEQ9CJwD MRnulAorIWReM47x2DIHNunscZWpE+Ku+fp5n9IF9EktvCZZjI89UpRQdPAX lL/0c9hiDB//a86oOFJ7FD0cJqjnUvj4jFvKwirXUZSQWPZi79/7krUW1R1S nkCde2YtJeJkcHJt57HVgglwVjeY0qfcA3a6lgbemefhv1T2FmYrkmBaakLV 7XN0rH5zf2bUNg78aev7G9UVnWj3Z7lmhJnYySzyKFE3AVJ3cumZdVSs8HFg 9V06Cd482air1EiD+rDHRD1QDM8O7h58WCGEjhlnXfO/doIXZRc7V5+h44eF mavSG0mw4XT1rS/vFpBOE7P73j4WDE27pBO6Tgzf6DPoSVugwyMZ1Ob9SguA eSsgInsjGzsxQ6vVRygwYtR/03uWFCb3hAbb/0aFNHn/wPuekrjpB8WaLhof cn6SQoP3+9H3Vo3CPSIe/KT96EzIg0FkfCJwdbQ4CackBLed+c6AdRFu9q1p pYD20aGyOF2IDyjx+2xOCeHyeZLS+5P9SH9xfYf2JB+WNxtn28yMIhsp0cxZ XT481nvwS0L2BDpI74w/v4OL55uB6XjSPHBoGok+p8LEXvs/aNfNisMPz7ea kZ6z8YHmgwWLNAJqZdOeKSlycXFKa/RljQVAoWqt2mRAxW0zhkcSd1Fhh7kW d0p/Glk7dzG+L3Pg1NjJBvcnS4ivw8+YELAhfFXXIyvFhWIKw9Fbr5PwI8mY zd/P8+Dkilgvz8tLKD6KcsiXw8I3ZNHp9zslYVspi6dby8TQFZUbxkjC62lx 0UEdDLwY8KxynYUU/IXmarpHnwENOkiWcS00LM9uSTffIoCPghssjrYTuOL7 nefKPTzYd6q84jYWw+qiQjOHHhI231S//KmcDY/Yfn3NlZsGT38Qf2dWwMOJ D4ZuFjwRQHp8QJBTJRnrkky+tLTxICeBK+c8J4mz5hne0+1cbCn5bUuLOgWa c6R69lYwse3BuPa6SWlYKQI5he9oWGIlJGr6mPBL2AaxIgkCejl4LscscfEl tuHU5RMSMGbh4XaFTA4eNK+XOukjDve6SS/1KnGxj9XVWyMBVNiZu0LuUiob S8ebEPFx0rAm/1rirzs5+LSPimp7GwOWlz1IXevIxSaGeElqKxsesq0+Lmrk 4PBrEiUTa3j46YjQbMUEG/KeCm98+kLGUe9XkV9+5MG3phaCDdpikJLncMtP S4DH0KMjds9Y0ODcR2u7LB6OML5oJD4jg53yWjl9BB/qK3lk2g8wcYv2Qfc1 r3kQGEF8eQ8D98TMKUrP8iDlR+3zrYAOJz0iVuqlC3B6a2yeZi8btohXfvus J8DPNm/dXfUHDzZXz7Ev//2/zqQYrdOQkcZt5G7lsQQBjNPZUnzNbBYQ/z1Z bNUgn7nHnov/Z7ifI1ilG/J/r/IpqF9zXeYfnyFZzjdFcf4x/4LTSN31//vf JUk5EA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 53-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF1nk01N3jwPExMxjGmO0zMz09lpQUCSFR+NySQiVZo0jypEj0tHs8WQZJ G7JEkiSllIgk6d4iWcpOhhhJsu/7+vX7nd+v7z3nnnte/91z7vvcexVcvCz/ IhIIhKal+T8rQfypG//GT3i/Ru+eft8UJKisTZo8XocrqcX2j/UzEFhrBH/5 D+If61U63q/sgYQ+K330uRevDU30OyQUA6i/282urgrWO4193RVORs56c5xb y7vwxiTaVi9bKvA2199jETCG/7VXNtVZbx73d94e+keZEFeTOVw9v2YCEuZH lTv5uXhRatXkdjoREbKssmWfF8ISq6yj5snSyDu9CQafGIGb+D8qNugPwaHO W+H7mPOQuGzPbpYYA/lfylCu2lOGD+x4K3ZeyANJl3/s2FkwifNFgp2EfqKA oBawPZvdBqXC+KfGWljI329RdqyzDrfstqmYU2GCF5hWDq1wCurOEb7G0Hio TSgroxs0iF/unFEd2PUaJzymyhl/KsO/vheLuWPDAozjN89vDRqGoWFn7ROs OIggaMgPPVWG//xU1JrTMAKd7UKiH3YNQRHZNf0eSiyUhL2ynLjVB/skrpON XcpwgulwApVXDK8k6n7vTe6FyDc3gTrWCMvuyk/nm0sCwsF3acEXonETttLh FFcM+P+7TO7Gka/4AkmTZmjNQARvr2TzxQTobP3mRMFzKbDirVaH0HIav1rG 8E98xgRIJP3LOXI9/Hlfc9nzcx2QMKqtfqc7F6/L4zau+7G034SiTeyr1TAp MNeBL0UFST+wOIbaPH76ruXyqyVs4J3sEhcbMYLHRtrkvzxHAf46F6nhUbXw YbXGlUoxOtJYLXAc+TAGfbkOdyLXMdGK17u+/FvVgVfmRHqkMymAoKg/XGXe Ated/qM3qJWH/HO7o5/+KoNyGTIKoxNDOEhcp7izdBFvNNYTvHNngSQbycqS iZ/4yYvVgtJf05Cg+yvM3ccffotd/+X4NBf5T/oIDYjTuES3arkOmwlWnP/I Urneg6scbDY4KS3ACdSFcRe3Foi5GfC1ndrgi6jeC+kbh3DasJ5RzJoZHKyz XrXNvh0vvl6/QnqehJRStowSrhHRpeUcZ6ITF1m8LbXexhuHorIDB4qH66Ap zX84DE3CvwVx/fHEEVgmMesNNBZwil22vuuwGIi7dchuo5MI8Ab7pm500IFe S0DCp5xhPPtoRKATewRmM4XGqpWT+MIwO7JyvhJPs16bnU4jg7ZMa59cGRYY WL57ILRUFCRWdZmPpGHg+fOcH6ZPxJCXo8enW9YcZMOwmroR34ZvImbEZ1fS kaeWsumxFgqYwO4o7jDkgbDXCnmGYBy2B33es+rSAJ5kvUVuWSMZfQ1u9rom T0MWXvvH6bkLuK41119KqR8/e++OXNRxSWBpucv9axgP6N57FxHoJwXKQny8 Y0V5gP7O1/bAEBG8spcr/GfjNE5eQ9iSqURFrMa4iD9PsVFfn/qbM9fGcBXZ BNYuJQLyaK5OJV2mAioWuU34hAWeyI9HZFRLopXDW1ZWRTDRg+fOQZflCODL aKDJg5+p+MuNSnmUMTp6YJHHoQ3w0K0HpNMKphLoVY+kvWszFRnF/31+W7sU sJ3WXP/sOxMM10xOq+ow0OsfAScDSTyElKvl0tZIor2qU3+7C6goYWcnT4lB QW7R+9LcnUkokJO3/XiRCKLe0PCsmSqHaao15C3+IsDtTctHrC8Xtnv8vGe8 1OVn/dfqXrME4Mi56Wu4hwFYK/ZafCBh4KO0rDWgMNFO6a6MZ3McFL0KW013 Ekcu9mLRcuoLMCi77ckj+VkYtPt+lkLRBK7q2dvnb0IHkY/KCdJPGQAOplfY ZnfgJ8aPC1MuM1H4yZmj00Mi4LOj1xhfVQDDTpaN/HxHB5bYTKuhIx3sIEev cVCggDLstp1Z7ShembfQl+IiDbrDYkRhHwUcXiQ9UvcZhbe1Zu/eSqKAikOa yzAfJqjY1uR+WJMBZgKNOPr9Uugqu0tDMpSIOj1vt84WEhDX89tnYdsIfvdX 6FXVv4hoE/bcJa6wE1/2PWJj8BtJMM/M6eXeGcfbjse2F3El0LWLEcnbYDs0 6q66yMwRRbNmZhVgXy1uIRaLbzJuwgnytGX2uRiSe1fvkDRMB6FTth4BxYs4 1L2rV2rNBedPbT4dudRvQ0MfKyaQBz48E6xWXerpPbFkiHwCQ6Gi4d8lGhmo eTCto1WRix4JrUoLTDFUrvaxn+WKoRDHsObVJQx0yEF/0mSfBDr+8OPpm1g9 NHP7kGLZ1gFdj1ba9n5igT9TLpgVdwlhSO8LnV9EDJQf0qG3vmQj63sVelmt kmhA42xXrgsDPaN9/+Pb5TkobtfcGF0sBXgdbzXrnFrxN/8U15SEckBIwbyy WAgN2MiEPjx+h4tOx90otMtkoBnVi6k8z0E8MvXEtLslE2296ffQlz+Ob5vO EyS/oqGYfkd6sLwYcDF0+ItSMgZNJs4NzVhRwMhZA9LbiB4o3FFrY9fCATVD bgXjtpLAad2zQ/k+GDJ37mw1vS+KNlsqZVOG2ejbvzmxsl9IqJBwrVDdgIHK vRtK3wr6oPj+Wj7rIQ84vZQU1KVRgQQ4sMhMYKD9WoWTfvEdMMLjcZXvJgZ6 ciClBVMSQuv6sfXxqxgo5u0/t8nKLbDNdXL3Y2UplDW2+bpL0Ffc5WdsVEsX AUkXCZ5WDZNBnNHyZ57XREHSxsypVw6L0KC44mJCHAeUWp7wrP9MAPaH5Gav eDJQlTCTI7xSBItZT0kz95ioso2s+trvB2z0yX7txu+BZWudrh8UZwNHU5cG cUcpcEnTaqts9BBU0LNqd79PAsUZ7w66B5ERELzcf2YzA1huYBjo+tbB0FuJ j7QceeCjzuBJRw8REJniRSmw4IHUON3M8yYiQE9jrwetnIc4l58cGkkkotY1 oSUJRA5aK3Qu3fx4HD5f2Bc8H8lBkVOxPe+qpuCLfoLE6UQOerVYfbuHMQ1v x70psl3qa2Acy85amIVte6fMRaNpKF0weYFj14Of0g6gdK7qwHW1ExNV3mDo s6JtVpq8CHAghS/oF0igtVH2qeFbWeCSt+mVI7xMuPv78gaI6EjyXpPAv70H TzJhU1PLJVDPty++/IE5POpYrbZCrST4Vb0p4EfiIpzq3t39ooAHouYMinvG hvGiN35tq09SERnE72pUWcCrTxTH9tTNQuurKxul9tABPzlIg69JRN1eM1Ml ypLgcIpEg73CLL5OKWyXeBgDOdP5xWsHl+6HLQ37QyLJiNzBD7C7LgH+fp2v GNJBQvV/yJe0S3KASKMlJ3FPOZwTKGftLcPAGDFPyZJXA7e7XVodQRJBvu/f 27aZ0EB5mKedIDkPrzNNjj8Tx0MOCpxOK3ceSKk9YMDP+QB157WE6mMcwOM6 iwUsvZ9W4mWTp7Q5YKAoY6v3wU54gNoWc3YHG7nX+KUod47gTvWDEacV6ShQ hXHyWjMBNL83NBV5z0QfpsjNM7NTuFqaZL6CPBtJHKhnX+SP4hQJtZV6myXQ yER1S/FHMSA0U2OP605AQ0/t/A+nWGB8+Fi116sF+KjwIdXVkgHAl/KOZUud BfFtSqT8Z2GmWOSWubMYeBKwuhDYTcCYcMrBiywGejhr6zDCJIGmPAamXUpH j/fbWQe5ksCN5OgIf6E0KuiP5Ap0yOCIpMfOvbrSwDmipXi0RhzJMBsfmBlw gVzM7uvn66dgwdzd96s6MBBoUDszunoeri3LMnXqEEEaGb0mTV8Z4LB1byV7 +QROTCStbFDAUNyzvqiMV1xQIPgV7a1FQNoixj2NTRjw3nBC7u4XIno0I31+ ooWNnMV7R1LVycCMJd5hW0BHXbjaeqMSCfCuDH+SVSeJHFcn2XRvooGeYB1i tigBKBpe0fx3AxsFMfXHQ9xEgUmUuIViFBN1m1WIH7tAAp9ltsU+W8tCFyyu xA7+KwFAha28rgMDScUYE2KipYBP/IBffBMDnbigqNTSJA0szCPXba5jImN9 tCBuyASKf77UOrKciUKviuaOqmCoVzna80ELHWCveTdbe8gInVF7IVbNBjU7 93B11IlAiij9I9eYg4Zh5mGbfAZoTDebW5xhobDtfkakSRoKD9whYx/ABroK 3ql2XXRU9InyCOqwAW4EUMheaWR7cEKddYYNKOvVzwpwKuj8jm1138FBDwS3 0lV/Lv27xX1bCj0wlL/FcHfhh6XzvT66SkrARpOJRprKNCmULVG8s30DB0Rr GORcNZ3Cbz9l5tx05SGLapnUvXZslB50xKuVwQX2LO5K7UA2Giubd4mS4oKV FzIqVG7QUIXYdnpmMBecFDGfqQ9nIWmtqaO5ilzAOec8WH6DhVzXGN3pXfJh 2eAm9jEmIPzvWIZ8kioNTGO46P8MsNrzxo3feb/tqSLE1HSx32632iIrepH9 27g0ftWr6r92+zNfXUbrvyasCxZ9Ukn6bd3O3SYrroj/9vbE0AWL6gH4//4P KBVeZA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 54-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwtVmk0FWzbPYeDw8GZz5EnJJQkvJGIuu9CRUIRKnOFQmkSnpQMhQaVqaJS ppJKEjLdN+LRMU9leGTIPGQeIry+b73XWntda//bP/bae8s6nTt8io9AIDSt 4v8+QeiNS+C9XuT4OzZmE2EBEZQU4+dON4L03BOOB6poGCrqoX7/MTAVJHJI /08fIoyY6+LKYSDVZJ5p9EAI4tFBF6vGWrTSA0M3lJGwg/YfdoTkANi73uVX xjgFeproHjS7MQ2+j+uyTPeuAH8H/ZA1vA4wX1m6EGozgwhLU5v6ArNB5M+/ RS//IWJChnmm1LsS1CcqeKKiSBx7prWiYPdJBBx9ypuZk2i8L+L+IfoSWlbL zpfENOx/7f2m2oM88Ms9lRkwzYXxt37u3VcwB/aVe4XkvxeEBJUb+pnMTkQq sstwpjOx//UVqem+RjBiMmJx1pgO01nqn8RK5tExryPltDQu7uyQWqsVNAa0 1C3zYFE5ILyiSBv8wwP2y4eqhNwYkHY6/MruoAn00Fw0OruEjQkt3/JCzvPA 3Ac3G27AJHKwuhmVNDCOIgy4+gkPGTielXV4NmIEWfOvX/jSXwAIhhNxFG4Z Cr94e7Ox2gjCV7PjKNPN6OVh2x3dy8KQYFP4Otg7Cqy/KEXmObOgv5+E9L0T 34GzV+xsnQoNEzzPvTRZiUPXEp1Lxl+JwnX56j0dh3+D7/tLe9NNGRAT06q8 SE1o6UUXOTOwFxGmNFRjB7OB5/mn6rEtq3rjvmxn3q5DXmICQ/aNIjD+J+sx TWUJ5OXfCToQyIKeL50exzyYBNmSGlmOJ4Whv6YP5X5kAxrOC8m/YkDFagot tpPF06hWao3+hXQ6XpdzoMqvtgfEVvWXdEeToX/2YNSbfh6qt0mIao0fB/DZ Zvl9X1fAo1lzjy2aTBh/RKSmfLYXzBa1b0uunkcErf6wM77+SLCgP0d3gYP9 53w7dvL9Bm5Os3IGH+lw3ZVShtLdIVANT4u32/4ABMryjJNLO6qXDKNGfOtC 6ZHD3mnbxsGtNcMDd8sWAdxsIbfnaDfoAzjt+S1+vCFRZ4pwhw9ndifWux7g YrP8rxZ7uDPoqGuzn69jOzIU858Iw3NoQexu/SunacQTXvSEassghDvdVnWR DB9H2FttsyPCExq5U9G1NKjdfiPun08TwOFpNlo6OI4y6R0GyjVz4Ipz9LXf QS3gtYViZpoYCUpnWQY6SzHhL0njXyFfBeA9N+2iesyG7959+mmYKoijRKsZ H7w4+AjNfP7ek07w9Fea0PlTVByWI/t5F5xB8/b2xZxdQyDeQkdaopmEP13q uqC4jYrNzlnPULOXwbdqhySLpAlALbxqeXycD4YYb3+xceUPIG0k6HzYQMGN yRvOJlay8MiIau6lO9NAR5fgE7ZrGbm11SXz36JAfvtBEW0KC6bKzDx4XyeC c7aGDEoMMnDCO4egW9IEWLYjBLQF1oCIBP6LsobC+FKX/LVMJ3Gs9+TClT3d ovBS/+aPJ8yZEG+qk369UQQb+F20WfQSx3H7+rgbaGS8WTPA+2y5AA5gf9Y/ /YWIhRV+N8ip/4teK9eTdPyJkLZdhWIhgkG3W+9zAzoZnoz8hMJP8ENbdvjV XQdp0LWpxIadxIal4lIWkEzHc8XZ0pnpXBwlx1Kg2gnhlGg34hcPIg7K7ExN kVlEtMYw2S9i00DZY3jEfz8Vxgueb/HVYUA0llZtmdkDEk+9+HrCgI7vn11w /j1OhJ07b6QaJJaisLO8yd5CKuwujs+b06fDvaSojcdkyTCZPVhanDwPaj4v jyQ6icOPtVfN4mYp0HGFP0XVdwq5EnTO6acIwWr7rRIsXzrUWJPW8HWCDhcC 9Ni6o6L4nAdZ/b67AO7zePRjsYSAm/d1X5wWHQNP+0NuK5/iwwXkI2NtNT+A RNeDbcG5IjC22W02ZmoBdJ6O6f7CEcYDCS5qduUjSG+w1of+SQD7P9/6JEL7 OTATjAHbDVrBPYcUZHaXhaULm47FT1DhPur0BD+bHyKtp9pfLTiw4L6aMuzl wCK+8nGSOwuTtL8rf+9m4Lax1z0/5Dm4KfU/nfH+HFyhUjrKOMnCrmxpvLGe ge2P6c7tPySM22YXTCtSe5CRS3Hi4c4eZDJ/54ZUMAP+lehtVDbQgfyV4pVb apiwwl6T+uMjEx+43qLrXSOOf6ldHsh2ouH6ksYXHWFELGTV1hxVJgo7Itd6 imYMgdy/y+rLQ9hQYdjA1miIBo+sDUk6HcvB3NOmt9jTDLyg7JPM9RgDJMvC t62jNLw7/HrS1cAZkF6RTNJLEMXRo7bUYBlByNrDUrU4Po72z3qNL5iToTtz 97ewb52oY2/DEat2NlxYtov1yBKHdpvf2uf5srBTTVNh02dhvOPwhkzyBBMH FFkekeEJ4RLCnRLVnTR8sD7fuHB4GglZNwQykrjwwPuDTO2tNCgMj6/Q42j4 wMfni8zJcfTA7VXt1e00nGmG2Dp3RpBF0/SWJ3I0rJRPPM/zG0adJ+eMX20S xfh6YxEnKhw49cZEtg8QsIlDTNYo5IeP9STfetwRgMbHGd88KItoZ1m1T9xj NmzpLA8ukhaAR+2lF0M9aPil0vDGvr3dqIzxhn/hOR0PX+n0S64cR82+mTku gUPIU5LaFpTBgLaGTt+EbEXhy30Zv2vrepGstnn3mRf8kKYUmNZxlw/Dlo/W l3bQ4OTl83ovhj+BkIhnKeq2XPght232CVcQPkw8Ry4w48LiUZM12ycFoLaa qZtYBRfn3B/dregohH9sDCmP42NjiTG1j2nUZfRu+VDw0kM2FvgzEz6fQ8Dp owThi8/YeKWc76+jbQT86HHuF8tVf/VWqpqQPPhwp+m8iUCUGAbQxhjzt4Pz GjfIfXI9QHEpoDDbh4Ur5S0zXssQIcP5lnaHIBkrRh5Nvr+bAWW/CB9vG2sG xl2S3xCm4mRL7Sai3b8gfj+TklwhjJ8QeW/LS+dApGuDhmyDCDwll+LltXsB zQ8aD6YXcOH0hhLL5YuL4Evu9U6FsxT8SrL/0Jl386DOvSxmqHERGbsrDFUN iMHAl0FqgVv5sN7vz2JjVmTomCj87ajsIgg9s2UNL4eKHaiBZYpjZChyS9V7 G4sPk3oCb1jdFYatFou8E5ZE3LRGprxbhA3Xh+W5biM1gj8tmzJMeSyY9LFT psi6Gui7XFN4wE/E1kPEhkNRFFgR5mHV8vIziMvu9VIP5+Jjsuw+8zNceFQi hbR57b9Aa0m9Q3WaDeNZj2wsJBOAuRBv7rwGGx748yw3N7oUHad0Rl/ey8R5 sdf5ix36gF3T2IOL8lQsPxdqHXt1EbQV7TIkFtFxrf5hq4WuCaDyWiRPVoaJ 81Vebv6e2w/IwirrtXcIY5FZ52PTgAQ7jFSYM1qzSMn7pkvoTzqcmXCtO5e1 jNzfufe9+osKYVVFj4QQEwpU1LrH/ZxCHwQf6vy5zIIlvHNy0mYjKPo+2caH QcOXC9rDJbNWQOtnGkvjKxXT9o4NV2gS4L2XUQ/8O8Sxn+2Zs9fXrfaoiNs+ Uy1xeFPvMzhcRcJr6c0JRjtX8+rQyJJx5xgq+PO0SK6HBTWTtvhm8KaRIi/D 0K6HiJWNGPJveqnQ0WK4hik5C4zXkzydIpn48duRyPdZHNi4I9GSeGgOaRAN hppbWTAuKtQgXW8JpSyIX5ltZ+IL5IGUy6t6jBhCPZYFVHxN/p+rubGCsJAH UjMaRfAnJcIbkVAROBSsyZcpQICNUvGnXE4ycBBdd+amiwAkbLGzVQqg4UGj aiFXb364p/KK2mVVOvY2C40Z8xOGe7pkDJs3imPRaANCdJQoPCaaUHmhRRy7 e8tvaG8Vhz1dXln7DWnYQBcvC+2iw+YSQJxf3bchtwWyp5RY2OPSwn7RJgpk 5XDDfwyR8CR9h83+Ugas33eQo6nKBxnWBSozNiw8gT44HsmjQa++nKRUEzoO 07+uxz8nhpH1R4VKIgNqyXomWw1QcYZ91g+LZ3QI9CC+aSqOyxSmgMQ4HZK3 qF5uARTYevi54/NBJk5oiUhT7qXDMMqOyqQXDJyns8u4pHh1d1qMbntYutq7 z/S2bhITxffEX7s18JgwSm3np9uG80DNSu6MzFcONqtbm2xqxcTWwv/8yJdl waMMznqNACYeiFosVVzDguu931cr3RPDz8RCpJ0obHiWaLLQdJ+B1zqPV501 ZEG2l8NYxT0GLje5qfl9lTtKBbcyXenw0k+FMyf3cLBvfM1Ow2gOlk+o8ykt YENWwxWD5i4uztye8vBpHBt6KHWwVLRYuPjvLJ7jAht2m+tICfgwcW0q0++6 GAcCcXD7XC0TP7y2N6mIxIEuf+WprlVnYoaRh4ofiwMJm4MFUmv48auwkYwz fFyo1We8f12oEA6YLncqrOdA/Wchy2Z1v5DmB5Ka01Mu1BjL3fjVmQQJ/38S 2Kou5okvVwz/j8P/ArMRUTY= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 55-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9l3k01P3bx2cYxsxg9iEVjRAtuEO3rT5XoVChKC23SAtCdd+lkEqWksqa JJNboVXaSCjfTxRCSiFL2bJn30bWp+d5zu/3Puc67/P69zrnep/rLXQ9svWA BIlE+vJ7/tdJ1IduwRHthMqi2UgBb4ogLdVMFntUIeMNutW30lkYNM2IzsAB JNTveV1U/YMg9dqb4vKfyE1I6zYwkwHc1+3mWPWJ0PK8YkyepmAXo2l+rFIX ykzBiePhsnDUxnSz3blRpGal/SbpPgkCXczD5pU2oYLTS9UE0aMEaWZEqyM4 Gx1ctESY1k3GpGf2mQszCgmJop3Oli3y+Gh6PRHqNUxYIWbB2Z8jxGBHbNQW 9gwxbSVcsdifjZMv/Fi/4bUYMSLdnyU0UYGkfc48k9tMTIuNRmrNuTjw7NzC 0Y4qdD4zqKHJmw3NTQsXGIYMoGt+CroWGZ8R6R5D2aK4FHUa36QcD+QAyyPy 5NqQIUK0IOXzZz0BJtXV5IX9XYoYIk6974phwsXxfFxa1yChfpiaWD/Lwcm8 F1vHY3sJl7K76XPLRIhkNSRiKBQRsZaNPumvewkckC1ijNYS/tTEUzKPaUD6 K/9+qG8cmv7MezzgzoPA04rKEfu+ooouSvMBGguTjh65bTMnIkSjHCW1FFlY 9EqvrWnrL6Re7LexcIgDmJz+4QSlmuDfjvqVE9VBkEb0dRK7s5G8llok/RMf k0Rv/+ReqiRsrm/1MxXRIfkHL4GlPYMkvxX1M9bw4eht14T46GH09TbnKXMr HQJX+TGirn4h/rjTPKASwsS66nVOwwWjhJp6be8WAw5e9HLjh9Of2tCBdtMF 8xbQIDC7O+5hZylxnr6UXmA9iCBpmdqG93Nox93DZBGZB8nb6B9LxttRAL0n OihLTJAMO8MP+QcSuq23UplTAhwo9m9aLfELlTUQAfb2HFh08h1n6ZUe9DLm 1EBaTQsiMWbHXN2+E1EVNYlDNj+IJ1d/+qYbDCLyOlFE6IEZBMscFq/b2Yqk hx8Y/sGRxHav3jusUxgjqne22MZ3tRJWcoFD4VhMBK0LzH5RME6U0qaOgu4s otfqnfpznAYJsc6OBnvIEFmy0bMjgw1G38+JirOGkOK9vF9G7D4ik91ksfyj GP3yYN8IDW1B9x00M9PlKPBX7o7LfGUe9Ctt6g97LwVnpMP1nn8VQEZG1g+r B9I4L093T8V1BbyNZT8RcaMZSTY8OL5iSh6HvxTmrIExQtZkeBV9th0lO5go K9ZScOnTEWPXNBa2O7JjjJk9i6KOvaCnZI8iZn7A9t2DEpChco/w2E8CyhKS yVMNBr7u89x6haYA9/bq5B6/PIrU15SUn9GdJjwbKu9IXmDA1H34EuPJhwcq Y9GPK+nY5njVk73AwykZLiEXlEmw6dvJGo2731BsiuQxoRUNz/f6d4uEDwub 3fjn5LpWWYipVjNSescDrFWpfH8JHS9yE6uuD2dh0YYOBQ2WDO6rebbhH10Z HMTPMfd4S8Yh5EeGA/rtxP3lnykmgWS4l5ZmulOqBrV6tv9rwZaB2Z/PbJ+U SYETPzJgzWYW5IcberivV4C4xTx15h4qvklyeDlRKIlDMpsf3FWZIkS7j0cd dBxCy71/9gZaMuHJAcGzzjIuEAPpFdsz29C36trnqpJsHHV48uCvQTJYzR21 HV6bjsIPlw635zNBdOot1a6BA+spcUt2CWXgvMBY38R/Bn3Mme1NdZWH04J9 iX4kJuydk7yr4z9CGH/wh7FH0lDhvFKR58+GGwOnTVc+5cJkkBnftE8W2xdr Ggi2yOAO7+uNU4UkHJDFsNHa0YVudoZdWn5AAjO6N88LVfyEFFuiDUJz6SCy jQ6U1SBBs0d861sBDat2Kje9ch8hzLo/+bGzpDC/n/piQVUFYScdj/60qEdK t9e6We7jYeX86l3JQ0zYeNtUu3i9NLyRKBmkePFwkJeyb2ofD5dpv+vj7Odh 6w9PU7W+8bDzLlOx5RYalprP7bAp6yes3QpStza3EYbh1um26zgwP9XXuqir ifD3iFQtE3GhzHkVs/E5F9/SGVZRcWHjfl2frmxXFi4n5ayqrKRgqmNDbVyR LNTt9t7nqDSCck8VfS4J48MF8eW0aDYXti0IS/NIFOA8Q9bGL6v4eHK53x0F 7wF0Qorlan2RhddGnk0LCB5DykmxOj8iGfhanxMzVEUagi6JhtD3TsJy/MTg pL0MpBZy0g56lxNN679sc/zOh2jph6+Gw9mwZ9kj5zx/Hj6x5l3S3s9y2Hir RqbMEBdrSk1whMUMXEi6XKizmoUNvCL0kw5NEdQdX4I5aQrQSRHkXojkAA12 z7FFLNxe7jTVeU1MRHve+xTwJwuXGG1vzPqdYw7VoytuLGZhiQ+t1hf1Ronm /eJN97RkcVb6QiH7UjXh2h5/9XsXCUdMO7yhR5EhwUzpkfdlKZgIPPZc7dU4 sbqowk+UwIfuw+pJj47SYKez8tRF7993+90j3MFzgCjiPJSc/JeNj5zNbz9a JyZq/TNfugX3EAJZrPnIiQNOVq41VCdZiHYIaKkYriKERvath25Jwq7UDdMO 8SQMdc93HDdmgWVvSaPMP00oLDbprp6TAtxcU3KmtpAOMalHZF7bKcC3tQfO jSfSwUjX1lOuTAHvuqGrtmexLG5cElYikuDj0LOBNpEmkjhjdkvoTAwfv5n6 90E0TQo/6SPRjiXxsUqMqNtUWwpfT8h9u11NgKuVt617XC+Nm20nbKTi5LBI f3Hi9gNZ6G/9czIdi9uQYpFbo7kRD5erbX92X4UMpSVnjp+zk8aaV3feiVrL Ad3hleXFnJ9oU4tSDYGZOMvvZxbz5V2UbMll3CmjYWuNoka5m8PoqvsXfeEX Ovw4LvCitY0SE92bup+8VoCHmqkjYX4S8Db3bLP6YQbeNKa3Y/qPEVTpVRTf UzVFmG/WnI4IkYXg2yG6wSsl8M0gP1X+eWnYm0qr2SmcQtlh6xNDneSxCzO4 SHNABq6lsnXeL5sjKG3B5xyv0CCo1ac1KGqGqJ6nUtJK58NiYPWLvvag6Tqt Z7alPLBp2JRCM+xC5m5n1KMlyVifu862sIUGZeHejnW3c9B+dS374ZDfexby O+wPKcAt6bnud/sHkeGMXpPOKB8eKo5El71pRfbUUvHf+nyIuYJL1FW/ot2M 5ms+67n4uvWsuKCqDO2pHog+psbEFgkjVQvXjaGGN2usyG/Y+KUQ3R2JbEfa 9+l5QhUuLrbRc/b9/gnJ0LRVjYx/58fYVI0wlwxN1trcMcNxQhBcy7Xbxoax IffKIy9mifPVV7IuxsgBfChrU6Ryga5+XXVHRBfxVDrGZNqHB4fVtM75/PhK XIuS+cuPw8K3guU87Sx/ofocFk//PRMPHpSnLuFMoojbcdGBTfLY/0bw5Y28 abSP7rnB1lAeMsauvnxSTMYL2LUp1qsFcLb/TMG2Zd+I19M33yxu40HVPNZI S2MXoVn6zGpPGxlPGGx+cWu+POx1+PmRqzSOrt6h5PdLc3HCo96rj18IwClk SMLsRC+hT7boqa3nwfYSYxuN3lHi7qT8yfHvXEznluaE+U8gaw61bftrJubR XMr/OCIJ+aXowbMqOmboupCW11OhJ3SVRKYUCUJmXlzfEs/GIWzTsfNuUvDP JY9ql2Z53G1dQXX3lYTcU4/em65iYV+7i/EDp2kgoRFjD4kMLHvNgnQtThby f7gnPJlhYC9fNY3v9fLQ3/MiKCNADluY4lnqGja4bpmXqGXLwGGXpLJHlvLw QL6zmk85FXgvFSIbeyhY7bGFTHgOGz5v2CxYpSMBihle/iuPc/EQ8XTvtjwW qINN0gNzJg43P2smKZbDfdqLdFAQCwyFR+84djFxknifoEeKBcgM8HlbeWw4 MGCr7MUCmRU6PnWIARWFWkFVlzk4pS42fXk7G/YzJ3IvfGXhPJM1mwoLeJC+ qiJSdz8Ti5PMVmrJyWJ37uXIt/s4EKe7OuuS1QQqlTBQebxCgO0qF9yxdeRi SsRSm8SVHNjJEajqB3HxN5dfmq/VOaDq+7hiaYQc9uKVr+BGc+Ew2WayOoqD NRO69DUOc4B/wmWgLIKDl594X1nwm/cuDK3nurOhp2hjVUkID/snf1xtdU2A rdanjISf4gLvy0mL2hYF7H7ERt3EiAveS5t42oY8HCL2iisc5UKrvclCKT8u Tt62ZHJWiQdIHl068omL1WYuWwfTeOA2P09ngd5vvlr/16QmD0jLQqUefJTE Nvy6A9UUARh2bLJcdJGKJbqj3wWk8cE8KWzWrrKfOORKc3lrrAD6A7lL3h+k QLLcTcdvkwLsWBl/w19BDjtIcCySLwkgpO+jcPMwBUj/J0XMOmPcIBqR/i+3 qypqTP7+A/7Dsb5ZrjlRv3vA/zP8D6RLHXw= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 56-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw91nk0FG7UB/Cxzgxj9kVCBkkUKkSW5ykU/RSlUkrh1y7hR7YWhLKUFBNq KqkkrYoW2/PEUNFClixZk5A1a5bx9r7vOd1z7rnn89/9694v38N78z5JAoFQ /6f/dxKI9w9ExH9HzWvdoqW0ZxBBRztt4lANEFXP2E7G0THUtkI/wgaBw7d3 OnaP2xChz8kcv/8Jsr2KVPhjJIj7ew4411Qip+GGn03LZLCb6QwnUakbqC9U slu1UAH6bDTf4Bg+ClrmWU5ynkjAMDfr6HnlreCc3oUN6aUjiDA7srgr4gUw dv1sVFsngQlPnXJUHpUgtdCHO0sJNOzzoBFFHfmFnFTu5GuVjKGhrsSETYxZ NOkRd03XkInTzn5bu65wAnza6vI1gEaGBL1w6xxWGxrV4xj+E8TCYaFzKqNd NUBNaZ7HpgsM2NaqomwSOQgSGiIke6frASFTXtXmTTnwDuw2axMwIf3QhcDV kcPo9ndT2sAtLiY01OVH+5YDlTOvnBvrh5Gb8xnBne4h9OLyxDDDk4XT2M83 jyf2IQcz4brYW48RwW5YKM8rQ8kqyzDln36ET7wQyo/Wo80F9QV6e/7st6vo XlSQANQtp2zjeLJh2ElF1fh/v4Cjz79eGnlDwwQf7/SNc0JUYI18nK9RoFrB is7Wzb+Bn41edm0iC2KJBx8CpGuRfjroRdd+IMKIof7Vnhcgqy2rN7iMgwlC 0UpWXBXS1EgjzdsrB9O+sVPperNgwzRhx/tJDvRJ90hNvvgLTOgM3y8E8jDM OFg+IakaBSaYaLwtpmGDhQ2uv4pHUdCSZMGyPCZWe/nPh5OVnWDZ7EV/h5tk GPaiR3D/Rzny93Gf3dwzCOB1Xc117+aA4vYYgdwHNkzbKvfp7fh3IOk03r9b OI4IJj9iD4eEIRfiroSOaS4OmwhptZD8DXS3xtS6jzChWmApU+d8LyBFFTu7 nuoEBHnxmMeBZrTxtIa245tO9CTpZ9ADoyFw/PAGw5PScwDqbtFYs6MDaN4W iIqFktix4N2WNbwxFBpa5+ar9gPZKYQNx+IJJBfoJxSp/0bl5GkfaCAGsSl+ SjeD5GFq4h5no90SMH9Xc4fReSY0bQ4XvskdBv9xSP5BZ3pQDqPVZsmnCZCb 9sU/3rYL3NuinfNAQRpeLXIRiFQ5cEDJfiD6nQz0udl4J3GAB7fSnSbjr7SB Q28y23sSqDj2Jf+VJRxD6tyo+7OF7SBti5mqYr00NrkXYG7whIEdvbeP0V6I wXpFis/wuwlAKzqxbeeQJOSm5jwCdpJQehHBLFtLHu+yhoueR/BwX59+nv+5 UUCDCWp+6lPIs6kqQ+qsPBwZTb7aV8GFWQvGLj6uksOduWpBWckcfOuRW+RZ VQJM+SCQNSjrBIm3pPz4dmQcemDJ3qyXDGx15b/ANR0U+KREBVUacyFeXKV6 b5Ecvk7LTaY2MLBwXRdPi07C2YHfuAEpcvg055X1IZEEPu3jetbesQ/dW/JZ 2ixMAn7jNZqKJDtAh+f3GzYMEkyxetJauYIEBRrshbTdRJx42Nx7qZIsjsxp y7q7YBptLssXM9b0gyVeP/vCbGkQi/Jjt+ziQDT44OO2nE7AXku/3o7pOOHo 1P7fQxKwuEX50I2OKhB7tPzX9yIa3GbY7ZTpy4ZrpQWLXPgk+DTOpqpBSwJ+ eiXuu+1BhZqPNP10ZRjQfU7qrn7ICKJcyWNk5MjAj3uWK7JDGFBc6nDnig8H Tp224pj3U/BKvt1KoZE87vJKaZkuIWBVDSPt3bfawbUf0XFL9kniBMERw07m ZaDYftEoKk8ODj3tk9nwWRK2HUruEHHJ2HGGnLHeaxJZ9VQGM3JlsMy52onG f9uQo2wyWGnTCDK+NVGhKRurFtW6pA3ToINR1OHYIDJ8Lfl2SPoIGxPS9pX4 TnJxhV5pP3MvG+tE2cTodnHxHhfzCdtNZJx4g2PZc2wUrT9QfHtzWyfSVCZ9 CZ9jwPm3g9aXdbci/8xTioWHWLBijzGt5RkLX7sRyD+9nYUHDI51v/Cg47cW 1yqKFUmY6NxULyijQCuv9/GZTZMg73jZ57fRHNgjVdNfb8KBW5Wj7xy6ysWu pCrqxWAenloSnMHzGgTdOe7cPE06Xn0h9M6JiDEQ6xPmEnFCDl/ud6VFLZCF BQv5co+JLch2PGBoyokEK88VqhSIc0Dr2uqtzs0ceOd8xv1HeSy4W/fhnvwQ Ni7d5oICxuh41WatHNIwC3+0Ta1UF9FwCeFcib4FHVOlDKholICJ26sjmHd4 MMKlxa2ujw3JcOccQ0jHoV3zp/PNxOiiZ2bliZV0bFLxftlGMI221I4uvaJB xwP51q5LM6dQ294J+8zFFJwr1jyxj9yFPL4nJzV3E7Bw2cIUh6I5kGql9NDr nAy8nVGT0PTnr1iUfQwWpnLg75nw56nFCnDHHtXpGC86lrL1D2hfN47KmPel pm4w8MgZ4QazLjGqD8l5eSCiFxXM+gTUkpjQ1c6jjuhKgRPuRbJWbVcB39Sp 4/BNKWhroZiStHoWwYZn2/1X0eH5QpfnSTl9IDrx+t0VrjwYU5wjy/WhwUu3 vUmFjjw4Ljjek2tDg6YGDp4KFTwsrjKVKv+PjlsWRb8VSnLwybMHrWy9ifiR eFPU7KU/nrYr1XEh4yf9BLLfdQ6GO41fqoWTcUpqnmibJheX+IQYu9jK4zaH yY0yAgX86065mL3pM/I1DCd1aXQC0gV7cdUkC7/X3Pb03gIJeFo34LHGFWms nbQjI2E1E2qF+4xV1o0C+3alOoRp2DSo6Mesdx1Ks2XJZ1SQ8aAgckFGdy9I OlhtyK+Wg8Xn5EtMFAbRZI99z5NCHmwq7MpnmhKhKC+0beHRP3vckChU9vwJ qo6UJffWTCNzPV2qo5o8jEiPNIhYLokn5E1XmuVIQ/fb5Lod/GnwPWOPympJ BexGiyjTHiRBVTOR1yL9KSTdGRHufJ4MN80f07P0n0S18xa87ZDjwCuu7YkX 6sbATMPipw7lbFgvcgwdPjIKrA+cWnhRSgLTzU9XGOqRYEWsl3ND+iuwJPGI fnYID7vwOV1Oh3lQb10NM7z4NzCZXdGqP8qBstupg5Pav4ATsXzC15ADb9sf DKw52wd2yrddPraWhVv7CLTXfZVod+3gRT9NGv4YkJcOaQOg6bWlncRrBrb/ sT+03PsD0Lsnl89fwMKfQvOXHT9WgUhkPXXTVWQc0M2/e/2gGLSu12ONmYwj yXgdzH1Dh2PDB6u8n4tR2syjyMNkCoQfKjoViSzIPajyZSDrM8qWvWQ2c4wN XVOVYtKfvgaXE0i7gpl0/MHOYu2Zxl+g8RWdbfiOhotXWxo/fz4C4tMFF8Na qXgyeLl5yo8x8K+c5zoHEyq879DuoRo5i5QZ9bfWW3DhyDzPpld3C0HhzLXX Gp1sGPQ55luhYyXSLn9qt7tTAov40bYpmyjQfcvPTyylcfBVR4ZyPJiJUx/2 JT1+zoVaWkbZsoIaZChh01vfyIb88S8PTRb3oLtT1MDxZhbW44g0tKKHwHom sXNbIQ1n9U/Ov7eGAIvKQdbTGjnsboS3btCVgb1RxpI5MgRo3PyhwqycjiMZ 5mNnDsjArgLu0JECCu5Z/5F4MEgK7tpWVkoKoeIgx5jkwZNkKDosvTuTSsaU yzaEywIKVM/X2z/AJ+MjQZpazY1UyGWGpVTsl8M25lhMtGTAgZZfhju/EnF0 nMyLER029iWXzjWXSEH2S96Fll5pvMV+U07FQzr8vG4D11hfEqpKK5d5xzHx MMp235pPh87PdIbnfsrjWOtQK6kJBbxCTsl3rwwVmvB9Mpy7aVhtgYZQ3EiB wAriMw5UvNm3AdlWKkDSUv1jDX9yV7FhTjrZgIFvNSQ+WPKdAQO0jjhVK1Fx vpmlfUkxGzqLXj8zt5DHE9etli9WoOA1it7PcmfoUGBgkRtnNwn2PlpbY/nn DjhWKWc4OLPwE2Z8YbAVHe5gctUNT7PwZ92JuE3L6VA96PFHnXgFvGo+3ULE ZcKjEhunahOY2Ph929XmS3TICXAbrIhn4oRrFK9HiXTorhLVyDrIgLuzfC2X vmHikLRPFnaXudizx9/L0ZQB2dWBNvXtPDz/7tiL+lo69NJpZeuZsPFaPw23 hYMM2OFkpiITzMI+BLPAU9pMCKggzruShXOOVw9aU5nwwPx8feUVLGzcsi4u 0IIJCbpRMlmfpPDojVJFSORAky57W7UYIo5odtE2C2JD6+vRYseqAXSdRU3Q qudCw8G8Re/2S8M181c9fjnGwc5VyVdCeAo4U1ozFvI4MLL/E3/DL2nYR1CO 6xjhYvqpVU3CEVm4kWWhbdLIxd/VFbWmslnwpX6yxwciFycG5Xq8SuDiIb+z X52KODDfSC94hz4VEv6vFDFfqieTaMr566yQAHDVmPXXEtnCc677/uTu/zdM kvRhJGlz/3rrzWA/r4+8v06PqU4sDWL+9f8AdCs+qg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 57-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlXk01Xv3x49jOhNnPkcTTiTi4pZkSJ+dyFgJ0RzuUyqZbiVcSqFQXCXJ UEmFhJQppO8nGkQZwiUlknkImTL29PutZz3PXuu99nrt/95/vPdb5OJpe5BM IpGafun/Nkn6gWtwVBeR6F4WNGI4T5BWqSZPHWlAW53ePN3qxsKguonoCRpG s8p2WnHsjwRp0G49fjuAZouO2zLSqICH+lwdG2qJwFMqNwpcJbGT/hw/ZnEv iko9PhlIyIDX1vVbbM6Oo+v9W7QiC8gQ5GQStqiyDTm0jfloznwnSPNjat3B hYiSEGgp+UIMkx7b5S3LLifW64ntNFZkYq/MFiL02Hdiz6xB/ruEKWKkOyZ6 O3ueGP9rQkbnGwcnX/i62ax0CsUstZayRzQgaZ41yeO2E4MHR06UPuDioDM/ l413N6DiMw97y3LY0N62bKleyDCK0B9piLJoQ6R0urzp60o0lbvmuPUDDrCO /H1qY8gokZ1da0XlCTHpwz8lYd6VSMvLqdHw193J8Xzsvd4RwoLoMbdo4uJk XoHtZMwgwRX+scjUsZwgWYwm0YWviMTvwTT35iECBxQm0cebiVXeggV7JhVI e5/dD/WNRTlXxOcN3HkQFCgnH/VHE4LEhweXBDIxycszZevPJOLTVbfXEXEM UHy6prPNdho9L+8Q9K7lARbLfOcj0UiYpXxreZnRS5DGdLQS+wrR5uu/b+57 ysekpBfruBfriJmsobgJdRokf+XFszTnUexiw/JLuQLwSnGJj7v8HQlza1Ld fmNAkK4fPfpqPbHfyFz9CYmFtVd82Pe9bJx4u8ZhAxtxseITq3eBtZ1ontfz NlSFBkGFfbEPeiqJjiqPbpHRMIKb6spmb36iZspdNb/rfEjeQaupmOxCYYlk S8PgCYKk1xNx1D+ICNEQBOTPCXDQlH+bEXkaXay21fSK4YLiqZecVZH9aOcp Kuap9CASfWHCxbWVYOh65WWjbiLn6oBv5toR5G/x81jxdhKAur2S8a4OZOIQ ZGO/koxtnr6xNxZOEGr3qrytdg4QFjJBoxF4irj84NDZ9+dmiUrqrBdoLyDa rtwi2iwD4mMOOK7dLwZdIx67Q924oN96Nul1/iiqPGf/rWC2i8hjt5lq1Eyh 4003tsXRB9B9e9W8TBkJ+FC29+ZxBQHsYNn9iEpoR+9yU7emqsjiiCeiog0w QfzZoQUdsy0o2d5QXq5ZAqcmTxstFHOwjefOCWbhApIodW5En2YQ81mAw56R XzngPL/B15SAwUGt4hOXxtH0xp0nXHk/iAyFicsP62jYf+oYGvsmwHeynUIu yJOAljV8+63eAIq5I35cZEHFX12KfGznOHhTwp+njDsYUP1IYHohXQhYrU7+ /koaln/yJ6NpJRcnmXULVVgUfFKO1+1HksHn+EUmR37l7Pmw1EBD/ihxX+O9 hGGQGHzf69z4kdyHOty6bpmyKbA6MctzNJEGsUq8Fcz90ji8QVnFxYuCQ/La M9IUZomjjVGfHBp7kIb7wGCQORNqlZz/eD4oAGI4s9ohrxNZF5iFJZ9m4WiP mUPTI2JQW73CJEi+HUV4VH7vesYE1hA9mUQRwGaJ2JW7RRRYzvCgXIsWh5qi hcG7LrJAq4uTWxzBAeef4mla/mPEp0MzHQ4lElB9YLUcz58NLkkiWXFtIcyc 28RfP8TAS/46or98sSzudr/+ebachINEpRIqrY3oRk/YRY2DZJyTGbRie2Yl Iffl8trQYhoYC8wvRp6WhPYjcR0vBFQcyJ441uw9T2zqq/Vj50vi0KVqZdmc PsJGKg6tM21BOit8CtYxeVj+WePu5FEm2FW8S92SwYADu9dPmW+n4juPRFT1 89OEpWvZXdv2ToKV/VIs7ykbltz1tXzV20Z49LjLPtTlQtUBXebnXC6OZ84v 77Lh42/aJ3sLXVi4zP+sU94BOpZ2/Ngc+4oBWafVi6eTFlDxX6/eV4TxwYq1 RFfR6ZdfDb9Uofswyqs4FGsXxMQb/z5zLyB4Ak0au4cqHaHia0P7mKEKUjB6 mOPy9H4FYT7pMzJjRwED1cPO7IJm1La5fodjKx9KeCkJR/v5sF8960CJPw9v k7V9+FSMiw1sVfIoo1y8bvMysyvtbFxOulSuZcTC5Fo5spaOBJbeWR/MuScE hZxU6RWWQqDCnp/sJBZmkdznzbzI+LJbem3AOha2z75tPNZKwvaN478lKLGw x476wsNRJNz+rynrdDUGDo9pXXM7dYRw6Yq72tpLwipHk7PC986h+E2Ls9wv SULKdbdPyoaDhNGrar+keD4Em3r2GNPYsOuA/Gy4OwvvvZ2bJtcyR7ziPBCf ucXGBmalLeemybjZP++Ja3A/4TIsejGfy4Z9Fi7/SO9jQK2ivXGTRzMS6dt1 HL0tDp9+v73ujP00AR9yd54wYIHfufTTnOZxFBZzM23NPiEY3LF5rSbLgSt3 PSmlNkJgTFSkF0+xQV97m5tMlRA3OOwZ76zn4M8rwyqSyHx88m8bPbE7dJy9 sD10/gof68+OtZVnyOCcIRL1+E0+dlKuPS/RIIOvxxe/cFAW4Edlt1ZJFjBx +7YfWyVjZXAoQ+s9Md9JeOucpXQrdaIZx9/lDzzh4rfKDo/vK4iBQZR7/8uv ZKx6dVdq9EYOrA5/LbFBeQ5Zf1n8D4GZuEFr2dfTAz1EsjmXnlpFxaZtAWe1 49rR1cP1OqJ6GpRq9Wftt+0kfvRZ9+WUCoFupxaS9IMOL4rPtK/woGPVHYlv 4M92VHfsVVx/wyyhy9RUZD+lQnBKiHbwajLeHvvDyrmDDM53qf/sEs0i7kvf W3OpdOzEDH6lOkyB9DqfzNDVE4REZ/BZx0gqiOxP/DXtOEY0LlKo6KDxQT6x OMdm4wKa+6D2eFslDyhLZzU+l84hE9fTKy6Li+HBf5WZpfpLQVWEu+OHlCI0 Tsqhe3kJ8W4Rv9vuqBA+lzcsk48WA735NW1a43x4rKTEZ4zOIDvpyilvHT5s VNOTtCIm0R56+7WTm7k49Azp3eiXHmJ/4/Dl48pMzCmJTDRN+II+Pt9gIfac jdETzZv6TlWE5n1aiUiBi61dT1X4qXUTFKrmcn0DKk7vtkqe3juN2iw1uRN6 k8S36wHHWvVYMDF6uM6zYIEoVqq1swqiAbyr6pST5sL7sf7f7kW+Ro+krhjO neRB12eRJKOqE12Lpuz147DwiEKLse+HXtRSxOLpvGFidf1PlREF/SgqJfZy UJssHnlc1vTm5DD6g+Zmtk1PFsTyrtt/9J0ilrKb71gaCeCp0eKd8We6UOnc jedKnTwoiGIomC+tQ6qVjy32d4rhaJnylqgLNHC2H6jhLp5Eyg8ld0sPsnF8 1uDVhwUCqPUd3TwaUoN0xEz7m1t4sKzwxGmL8VoibUb21GQrF6dqBiy5oP4F WXKkOx1KmdjnrlITaMygZ5Uo43EDDRcaKD7wCCBDf6guOU+SBDV+b+atZpg4 hL1+4ryrJOz+Vk7zu07DfZbV0od9xcE4//cfcRcY2NcmPG44kAohD30Os85J YcY1U9K1WAacvzK+WmOzFD7mq6zS2iILG/QtsnttpLHperwgvYENvsfeVl86 IoHDLkoWjq3i4a40+4JIn5+I90T49+d+CUyrL8KLTZjw3myLQFeLDMq7q9hZ KWw8Sjxy3lHCgnAVaZMdMRQcYXJmk/iUDA4vGAu2lKKDnsgr1bGXicnbTtPV MqiANgE+v00W60rUt9lX0IDym9bJD4gOR60CzwemMvGdDzGZGl1sWK7Zqx13 noZLDDdYl5fxQNw2v8lcII2nbm5arSbDwHoGd7O3qDMhVtso/6LFD7Swa2d4 9SQP29QtTd3myMXFml935aQzYBdHsFznHBfHDPW1VgUyYLnvw+pVUTKYstze +mQSCzzEts40RnNwyMIjyVWeMsD3cRquiuLg3vBbLB1vGXBeFtrCPcyG95Fx 6ZepbOyfXGNkcU2AFRZFVqt/kwFe/SnT5i9CnFiqHzvYyQD3VW08TT0eZn3O 3SFbz4QOO8Nlkn5cDA+2js+vZQGSRRc9a7nYZGZRrBSXBa5LSrSWruFic9X8 ovHtLCCph0pm1IjjhFWPqzKoPNDrtjZXDJfGku+VLk5bcsHkZtiCTd034v0L Dg47KQCd4eKVbw5JQIdqk1TsCA871sUl+Atl8JyUbk17ChdChmpEW75LQLOY nuBlDx+zTht8TBqTgiQVfxuvPD7uWi6nMvOIC14HNF8m/OrbGN98l6JoAW7v kS1KC+BCyVpNv11asjAoUB66HSjAIvG+dGl9PnC6l3g+bufjDH8flPirZx0i WzKVeAIs9ijp0r6DfJxnP+K96RMfrpK92FdVBXhv/MaF0go+7Ljtd9y9Woh9 qWlpUTf5kBJeH/PSl4O97q3zVlgpgAd7oj6q7eYB6f9HDjt5q8hc+/WX/sMw O3Tx3vfU/3Ft/oAeRVHqv/xonZv2ORHjv/xv/mU5gg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 58-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01fkbx++13mu5+3WrKUvZxzZR2fL5zCDLmMgSUkgLKtFqaSFLSRLZ JyQVUmPUkK18HxGFRChqRFxryrUX4ef3++P3Puc57/P+8znneV7nreDlb39A iEQita3Mf50kft87Im6AcE1SDO62XSJI6qrZc77tqHMsWeeuNQOwqikxFDaO nCNY1IzadoI05mAMTZ+RhZjapTkXCQxfRryd21uIvMXj2xMyRcHT4Ac3cc0w mld5dbvalYYDthv/YXdhGtlX7jko8lQYh3maRa9u6EHy8S7ZFVqTBGlxSm0w ohS9f6vqsekhGUiPHIrXFdYQLhOOjgSiQ8CD90TUkUliX1dL4cnj3wnBYGL8 DuYiMZnkcd44nw3Zl/q3WTydQ679W3V+8ZfEJK0LZsXsXoKf0Vii3cOGsNDl ddOD7chxwNxf7w0T9/asW6sfOY7AprAtvbEPkfIlZc3rG1Co4HxBGbAww/da 4K+RE0RZoHe0YiQPSF1vK6OPNSDTXeIOmdoThKfzxeS7wwKie+jdzTBTDmRz HtvPJo4RDnI92XnPmwmS1USGJK+OuFn/1vHVga8EnC3NkJzuJISUHdEZgoJJ u6vuRQUlo5jJ+due/hwcdm6VbNy+d4gVFq5vupEOpAD/nO3LGcQPPk+2KkEK yz/R5ffYf0f031LPzr/jYCA/eHVapIPYm5PZ2Fg6QpCm9LRvjJSiPtuyWy7/ cIGUUbuFfaWVaNE3UnkzRcXZ/Zx0htYi6jY4pfnHUR4OyPFKT02YRFuMCm+t /kkah20OloxPaiPCNk6bSckzQEepa8/ks2lC3og7JKhhg3zZ76/OtfBRvYax 0pP7EjisdCT5/lADYady9rUg/ivCWT8rWrxcRmnlVU+H9sngbCeJ1y9mBxCD T8vlHZomSPpDMYdCwojCHS3e0YsyEDYX0rNV6Dv6YrH20nldDpYPfM5SvzqK CnztVJtejSCS5NKMl3c30TDyBEuXDRFFSZ+DHmwSoEfd79BmBTLGPztu+M21 D+2nHP53YOVe7J68dPyNN0O0NUC4Uvw4YSUdNhEDc8TqXteDvX2LRAN1IQDr LKHY1VMuJ8/RcHqih/MmdzKmR5HetFtxsEH3hYz6kgmkKMj2mQnoI4qZPeYa r+eQNm2/enbzOLrnqFr8QFoE8+rd89bL87ATw+Fb3J+9SDf7TqXXE2mIKVMo N8EzxJ00J7WXZ96gbEcj2VWdIsBJO4uanrPBzt9lhl66hKr2lhrGfV1E9Kqz O90EQnj4yqvYzywxPDamXXEydhr1m8q/cBObJW4XekZekiXhrXV3soo7BCjx tvAJBSsqWLhvuzyPOABqrbL3VCQgw1Pnws3THMiwGOQpMyhgUG5Wcs6HDuHc cjPfWjKYq3hcjzCdIe5pvBExCiNj8o6TZcFkAeo7PHDTnEnBTZMFy0wRaZy8 gaNEdxeHcybS3Sl1EhBZ3FuQJ7dAhPP3Vtzw6UPE+IPmncV8FKkcetzDmAHx R+cPfheQsaHW07ai34dQzNGGyYEqOm64qz3mksXD20SSVXYpUPD12BRkPy+K X5cvjd3xomHBlEQVhc7Be5eF87RDpohCXcNi8WfCeD7clGv8RQrCRmvXOYYy YNAv7eNCDQnivssdlxsClDkUfUXjgBBInK73CZX+l1j1KWFTVIUETgm+zWhW p+Be39S+WhkqOLAFq3WNyGA60hLMLBGF8J0m26p7BYSdWCraYv4ewUGGu/YA G2SrOnZlT9Cxk5tMP+NfOvbYZTxnuYMKJTWa7UdSlghr72d37Hv5xA8UoTEY zMQ/3QmyrhvuIXyU94jcEmbjRo/N9I//sCE5NFzR0ooHX3VODZd6MaCq9MDM 3VwaiDt/6Eyuk8IUy+fHlbSF8LxGcC7PbxylqUgsbSylwa/XQu+ejZhBXtxd RTVOFEj5soceJSeGdacMsxsCS5Dl7GnBvAMF55wu6jaQGUTuP//lURnCga7n VjeFaFwwtFcupkywQXT4ixJ7hW81pNga7a0MmM0gz2adEAcqdltmZjCgV8pm 8eEzUUg4nN9ydgsDpOZ2H0FrRcCxY1rzzw0M4NuIVFe8EIbe/XM2+WpS8Dgv /941y1nCayA1qXuYBIU5P9XUzH9D6aZr/vKLFcU/+jVTr2f0E1vrmoMz0rn4 cmzmlL4uG7t6yC5c9mOA27ngMZXHZKhj3Reev8mEeesHtOFQMegMKS7zjhgl JD69YSp7MPEeK6+34nukcLWmrHrHtSGkYODQd+iWMA5QVn/n6z1D4K5/XE4a MrBa7oac904LKDoxK093Dw/rDGy7Yrmfg6/f8ac8teNhWbn23X/arPyvju1h 6UYeFHw4O7Csx4WPKtEvMoS4cDRVX7PiLR0Kl3ZELV7nwpnF7ecKFxlQ9IVE PZHFherZYvWTbCakpVfU7lSUAdsYL3onkwW9tt+2iyZLA3Xf2eshvgLimN4F yuAGPhqVlzEZC2RDk+LOR/fkyHhSsF/JR5MMqkmuufG/snC2JT2mo4yMbT6t eUsAHeoSNH1DbSeJbEu2ZG4jFcJy2q9+lnmJknza9BTaJPDhuwm/ULXbiG8j NiNFT1f2md6kzN7NwLUVob1KRyWhSa3dJXHgOWo9Upc62r5AaAl0Nr5xpuCI nEidiI1CcF+2zPMSg4z33qG+dVVYQL/2JyiU/S4BnvSIOtVxCt7oo/a5f5OA EOFHXHC+SsW9q4eu+QaOER2r5V70SXCx/djLQcpOYfyjS+2RbQMHZ5bb+x24 JITNvM8rJQiT4cVVoVpevQhujPFz7sopR0+OTg1pHeTBLgXuoMMhHlbcjx4t mIhh/UXdHu1pLi6cu5F57V8ydhBvmDumx8XaGk+a7xsuIzfJ3pRT21Y4aIYv V+dOEe4d4wknFOlgtRixQz25Fn2oNrEiVzNhkjtxlC41QGjdk6hUkGOD/Rzy aqiYJChUrfUGhlTo5J9Kd9wxjXqstdgz+rPEY4vMXyyd6HhmwqfV//ES0W49 sV5jjoLxq0b+KnE2ntaMFLJeO4Aeil03+nGKg0uvLP1TmjSJUuIpu4NZDIh1 OTFZv/AOvS9ncPRe0qGgO9DefvkDistJTgjrocHgMfkt+9b2o30Shy1s9WnY eZXdtjS/CWIts/O29VYZLBu7r2Ld3Sn09Edm9QY+B08GtjLyzEaQasMjK3c+ GXZ/XzwS9ZSC9zp+fs1eM4uO6orlJ7ozIf2vsaS/H8vgc7bsHwtSo0iPbD7a +Z6DRc7XuX/0bUF587TA2W428LWE52SP3EHWLHH+zqd0SPNzOq3dNoWqGlDB o3YJWBtGIsvfWEajUZuFikVJ2MBgbp+8Jw0imcYzF71FcYvcMaWokxQYsW4W 9wkSxuqcTHWVZAkIsrucOn6Ois2mh48HzQiDVIo5KSVZCo/6Viz7HhKGI0GK yt3vadjHk1UraiQC5sawJG7CxELzd32qZkkQfUW0dEqdA5+M5fw8DswhThnv 2sdRETgk3boqS0Mav7H4Q2bzCvfUi0L2jJYzYIJ4uNepkoEr0/tTCgxFIcYs 1FR4Thp6vF6l6IhTsL5CQK7zMB3457tCHILFMDLFcNGWBmtSm5Y9QRxTNLVP dSFJbKd5vX5oTApudyU+0Bhg4uZN+2luk2JQaWRiU/OMg//qyV9wHBeCuSzT jWrSUjBmemhWe4UzyTpbS65YfUNpoodM3N04YNe6NtfWmQ0s/QJ9vwYKdmXJ rNcLZ0NExMDt6RQKXh/0d7N6nDTk79AptTGj4aPk7fMd8SzI2p/TllZGxdzT nuONcSwo6lSykKyk4r3rot6zfZj4Wl+I0lgqDUKyX2+1SpEBPw+dZ499qZjT Fmje+YkHixrRFSqyFOyn3sPR0udAUof859Z6SdznYLRONHilZz2o7Zu/KIUR DV3xb2FD0QScjNeWwt4/VWqv1WXDfb5ZS3+TFCb9HCVa8FoYcEnWea4UG+sP 2ljKXxaHS3VjX0rXsbBZVvSSXetXQuw0TzDKksF64xUqLw+K4PDNJ92PfWaD c2vqnyE8abCnWnIuaLFw5JfXCn9MiuBaIcdbeR84wDhv+CFjSgyPGpQG5cdx YGD9KuX5h2yseu25ig+PBYlBJV7l8TLQ4paSvGDIxJWbtIJdtWm4U9PyvekC BxSER/LFDbhYuWnLx/3VbCgIOY1ubGbjB2tKXC1UOUB+mBG75wAXfO719l8s Y+MkoQBmkqoMlG2M+HEmgY2dbgWf8GvmgYC13XbdVjbOudyW+DyIBX3W/n0m 2zn4vlvcB7VdHJxdc6xlYZYLnseUpVMCeMBw+3tJkMfFC1+u3J3M5YGeT6fT hRwubin5rE+RF4PIlqv7mvgy+OGWwzrhClJwKKC+aCxVBkdmX//oVM0B0v+0 Cj85I7Hl4jzr/1mlxmSlWVH/n/8DOlEukg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 59-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk0FWr3PofDGQxndlQyFFEKX1GUvG9FxU2EcimSBpUUDUIphW6GKzLV TSVKpkolRPXuMlRUuNI1VA4hTuY5wuf3W9+6e6299nr+2GuvtZ+9n7013I/Y 7ZWiUCgfZ/z/IoWe5REc1UZmFV3wKd89TSiLdJJHD3xE7v7utycWcgDrrCPf g3rR3uLU0jW97wily94U3v1AMXZfi1pYchi6Oz0cP1aR6mAy7VkjA24mv4Sx szvQvowFW2SGFLH3ZlNr23NDiBXpdf1UMQ0HuZlfnFXehCT4+dv1u/sJZXJw YXtwPsrmfzy29wYVKI/sc+feLya+mem2pjvZ4J3dQEIPDZBD+fvS51hNkL72 2Ogt3EnSd+9tj7m7AJL/+LZ+w/NRNDdT31nxpjym6J0zz+WLyeeatJFbPAEE nZ2eO9T+EXVZfR6+M8jF4qa5KsYhvajgdKvpoYE2REmXU7V4XY7oS8qbNT/x MOfApZNrQvrJKzxVgoZEQKn/VHTRpxw5mt+vmmroI26OF+LvdPQRH86bkfwH M/UFeXYjsV2kPHaJQGZ2LaFY9ifJicrInaSFN5cM9hA4nZ8kN1RHGhpigm4d YWDKjhcZoX7xaI/dgNUFHwEOClRWjdr9D2rds1XO87siULyPpGyeTiIqRiXH +yPksfqzZa1Ndj+RC/zWIh8gxEDNfu9LqyWnUjY9qy6REMqgof61znwUREeT rzOEQEkqWcGPqCZpxRfz7hcxsXeK+9XEmAHkWByZ9JqhiIOW+8tFx9WQFO1k VzfEAQOtepeBV0Pk+NqPl6o2CkC94Lf3gVWtKMY8JnDAQA4H5XfGZ30vJy/O hxWQ1m6Eb+hqbng7jX4/WL9lm74IJ29lVb4ZaUNXFs+RGrIdJBTj7+EHA4JI nW+4/fYpJQgaDWhaLfUTWb9sa4qsEWD1k6W8RX9K0K/tidHBJ7oQRW5q2N3j Cwm/znzvadBJcuJ++GUb9SGJTw7vUR8VY12H+WudWlBI4db9J02pYPvsrcNa 0TAxHWt4O/2tn1gqBPWHwyixDU/TOqlBgXLmhDc2mELyDUvHvkyz8dXYnY5G rlRsMuuypaaOEJt8OZf0+kk/+lXYUOrx7gvJ5TZZLK4cRb7z4s9/3DiAtnLs x6L+EqPEyBQdNTsFCC/QeGqGh0na9RFNt9FilOywSlW5jgbnL03jv6oEYHvk 92F2/hQyDZa1PRxEwewXp7dt75PCtjINp16O0nFXl37h8cgh9N6iY47t2CBJ ve8W8ocqBQ8/2dIlxR5CsanSxzQsmZDlVHMtJVgIsLBaNUObBSrMnmGPUiEk bWgXLeAwYCp75SvcwYHzwqfmB0qo8NY132Rp9RjJWPw3bVUQFYcNrrgQem4Q tXi23bTgMvAeq/RLSw+xcfx8gRbblQ7H0odjK1QUICRXnHlXbYIYfj9g8HK0 HpHe7A/bclvRySVeT02H2BB9eHzfz5m+3/7TYXezXw9aT4vXdtaYmVsF4qu4 h4Ern0513XZXxJ+UzuwejRXiXdPSd/UDBskZSkBowRspPH5+ndC0Wx6OimpV E/u50O515etEMQVe3zxuNbvuMbn+/WLE4r1S0GTloebp3kaUm2OMQgtZuOPz VLziPywsPpDYUqLEhLbreyf9n0vDus4qf+4TGXilul9X13iY2MomohUWDWhT eqaMdhEfVF/UOif3s7HuyQdsyQUu3ulsOrpxCxO+SZJsHGuoYOXx6raduJW0 V2NH5RVcPOe2n1VZRxNx37tp/HIVD/cYnOjId+eA67hmacUIB+iOjXXxZfK4 oOo44wNbBo8v9k8TefWigAv39vF6FGDNpbN3TgcPo6rv6xt3r6VDQrcLO1RN FvPvLzhXzPkHbRzx7Ru3Z+BF9dksz+pe5Kp7b2dRgAB2B665tHG2CFbaLchl 9POhJuwFLe6LEIopkcX6qzkgOSDpVHzMAibePs1N4kDOLN3JOUImxHimV51e wYESpJwQ4UwHh9qhJX/N54CzuVG5vDQdxHtGN6UvlIdvRcfUzkgmiHtbYtyX Dgosb0yom7wyjK6um33PK1IGZ7uKUym/asnqsg/+SVeFOKamYlpvhxA77VSd CPPiAHPRrNB10zQo42VJj9/kwrPN19Zay7KgLiC3wCNYQnL+Dt65mcXFLpbu n+gu8jhKK8xJ7Xg/0jCxbzl4SxrT5jz2dQjoJ7j+8e/HV3Jwz55K9+pOCr4Y e+PuMhcRXqC92sajUAlfvn2E8dxWhPUsmzgBt5SwiYGNp0KFCM643fg0O0EE X7UvvkmSEsIjG06MiQwP7k9tCZ28LASnyVTWhBYfcropzGM3hGDfSOW1m/Lh ytXCkm2aSmCx7ETYvRn9EtuMbZaJV4BK1LxK6DBCfAzPMdrnt6KGznEX/xV8 eKe57VGGGhXb3y0AQc8U0YlzSotew8Np7wq5kTtl8Kbm2Z8IsCEl4p0byhgj yRv5cmkVTJhjbCWR6AGJ219jqFHDwovvXCx1NEpBY52bOnOei3CemSOrroiH SwrPirUOywGDWnr882QpqT5Ulij5OEEWVC8zjx2UxcEpIQbBS6VAzrZX4hw4 hXbdZn5y0phAR6hZqcf6GODGDi7T6WXgw5P59iFH2wmtNfic459M7BvRpiM2 ayG1s9TetLCEWBCx/MSBCDr+Vb/wkU25AJu0aZc0PpDF5h5ntGKkqXA7by0O 40vjinAvx/qUpyjk8/KS7u0icNYQttsfFOGDtMz19d0sbDy5rEl/SIhDXNIM rmJZbE8vH/UxFOLLIvVNso3SeLucOOHEej583UhZHL5jgrjW9sYc02TD4369 ipdm70njSzNL6ksudJnprmIk9xO9DFaRhhofplaai/9xGycMpt48k5VM4JQh rZ0RPajJSo8/bDxColzWhNcaK+Lh/v3VR/KmSI8Pb0D+MB3j9xWtynQ+Dqgs 2xG/aAA9lL286tcJAZ7WPrS3s3gcJUQzdvjzOFDVVSfPyrtGGp5yBIZv2VC/ odDfL/I2ikqJjwlqUoTzxWNOA3IVaDfLc4PNTB27n4remSXtRIVbl2q1Wgm7 /Xz65nD4L/T81/WX81sF2MJBkRk/OYR0yh9ZurZSQafNePrUDF+7HH5U8meP oLx82RG1ag5cvdcV9yBPCe9WN6pxURlBhlQLSV2DAMfWU1SlWzvQ3XHFkyNf +JAQs8Jf1vQLseLRW7c9Z4Ovl6Ku6ZAEvShHmY8+suBVOGS5rx5HktDlUrky FJw6plk+VCoPIVzT4QseMnj9FlUcYysLnVYf6Pv9pDHvGMMlL4UBfrZhib2B TEwz2R4o3k8F+QQLSkK8PN68Jujd3SgKHPLTXPClQRFH/9FYP0+LChamMEU3 42Jl9jRNTJ8gFyNk8gcXCSAvtWaDe3oPEhSILn2V0KB8Q4e3hlAO/73BWmm5 vhR2kXews0lhQz95uGtrEQfPSHrndDMVws3PrpMeVQAj9t0MJYYMNtbwTnPs YEPJfUNJ4EZpjNZhuGCjCFMLy9S8CmiYsUT/RD2Sw8bsuwy7ZSxIrY/NXtzG xX6rxT9UXaWhaJXZpuJXApzVYIxeRU+S0Rvrli5UkIdkawMz3iUmjjdY/STC cgwtfXhqsJvwwbZaJc3GkQ8H1/iIFnXRsBNPaZ7heT6cmNV8YG4ODc/ze/Bh UZQCmO0sqL1vI4cPUzeP10bzoLD88i26lCwW+rr1VkTxwE87O7CFNsPv3NAG /n4uPplR9jNXRQ4CkitXWyYoQdGdmidr2mhYUHPSoq5ZBG5Jn5rcHaWx16Im gZ6xAJTf/xkU/4yOW+xXzZXx5wNQuz7/vMXASBFFHKniQ12PNeGbMLDHnCJ9 lWV8KPVTW/J1eOaO6obKZFZKQzuK+E+QIg8bt2/aqB5GB3rRE1vfPg42v3Fx yra6h5hqq6hb5wixYW+h9tt9NKxpzs2zbueBY3XiXwEiBUiTc3bSKOTgkO5K DesBGs6R9l4cXskHzpmVjUkzc2tsPZQs3s+HtnnKC8Yf8rH4xY5wIzUOxPo9 cX8arQRnb65qvTGggIuM9Pyd9BVxifmh121+fNCQ7kynm8z8SY/srUUpXMgM 8EXXlvOxVPolWU9THlAfJkW67BWC+lTV1vI4Lo6T8ubG6SiB4F3JuIkzF2+9 5X/M64MI9qsMj2Q1cnBKWE1sqR8PHPrS7F1P8HDW9qjGhc4CjP/4ljzazQc3 nwUKCd4iUM9znWy24eOJ7og7A2kz+VU5WVIWfFz15IcxQ10WGLfmvL7yVogf rvA0OK8hD5/EUbvq9Wd0K/ny160vBeC6rT8ps0uIn51irbgwzoND8NtrrdlK WLvY7Kn5EyYczggr7p3Z26NHlXMC/6Zjyv+bMuyJe65mVK70Ly4/nevVLBL8 iz8vO6fM/k30Lz67dUdh4lEe/A/j/wL/qjdZ "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 60-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk01Xvbxvc27o1tz7ZKplTIiadk1u97QkUlGdNEOkWDKCV6IhkzZIjN 0dl1NFMUjkyp710chZOZzCSUoUzbkPHtfdd6n+da617X+vx13f9dl4qbl+1x ERKJ1Pjz/tdJkk/dQ2L78XdvYV67MQlImuppMycbiRFxbXlbKgOQuhn+EjRK cINU/Xc5ACaN2JnAP8NE553EsQ8l0gi+Dbo7NdbieapMznaqBLgaLnATV34l 6jWDlnbG0pG3tckem2tCouxQQONEhTgKcjW/vqKym8gbV5msTxnDpMVJjYGQ AuKKzdXr/GgykHLt8lY/K8VJxxZ2FwXSwTuzDYedmcAX+At336os4rGBxPh9 zEX8vXyzyx4FLqRFfN6+49UM8dlbJXS4moZIG6+Z57F7cKNUsD5nOweCri6v Fg40EuHZ56/wuCzU071awSB0lMjNXPlo64pBgpQurWjxrpKIO8ldkTDMQqTW 5pfXz1USJzc6WLuGj2FXp3D+w69jWNSwcM/oqp95nHzb6cQRPJQy7KRX14ZJ luMCaV45zjh3ZfBG0CiGKwUCaWELzo2refNOiYJIh15nhPnxia25g+NPfTgo KEBeMfbYRyLfUr3rpkAWSN5e96yXBdgozLtKLVwGKZds7uu2/UE83UraqaQg h4Cc+cFXrAkn3ZvP/Fg3jEmTutp/DBYQCvjv/fppXCAJyvTZ0XU40LrZIjqE irzvuaWmJEwQl3adTrk4LYuC9Pyl45MacJnCbr+8IwzQWdt6eOKtEL+3TDTI /sAB5cJdHwJq+4jDhwaa1POlUVDBIP/pl0qs1ZV8N9bgG4HubFDbUbFMyK8S 9pfN8VCag1TN++l+Qvni+iO1+hOYZPAl6tTlICwiMCc2LstB0MzlblORH0SW 0XODP3y4SPnS3yzNG0OEtXXXrNHqUYIkvTTl5t6JrfY5OlemD+HspGG/zC1j hKpEZP8vIILQBvs125x7iQdnkJDyjgQ2JRX223hTWDbaoX5keRJb0oLGo2AG J6kpywfuI0Mldd4b6SwR2/YUVa15w0CpiS5OW46Q0fGsNW98JOSQYec1wbsX 40Q+36e4L78Z5zG7LbRqZohG09nR/U+EhAPDbjb2Vg+x6JfGb/8iA1GFKkVb 0RRWsWEUexWlEGn2xoryLWIwFh68zaOdCzZe+6foBUuEwCEnmE8VQfTXVxwP jomg4sCBUykdVDQyol18IUZIFOzI9jIfGsf3n7mGRiiS0POHS4b7ds4QifdF fVQsqUBzcH1m9U4OQKNOMWO9FNzKeXpKh8MDwY4B3joGBVwW6zO2KbAgmFtk frKMDHuS6Z96jizgDK16MeMgMmImz9slkGeI3tP9f1owKWihtj5OY4iB+Gs4 a+lHJOEkq8uK5EOH0LyeJ4+V5nGFlHIL36SawKOZ1Y55fUQXreNGsRcd4s/O nfgxRkZR0xd/UBomiO1i/PUHVCjo7I0vWZUfpFBN0dLIAzdZVGI4ThmQ56Gj y6KPtS9PYpsPRY4na8hoLtiMa/JNBn4z71dqO8aGAc/fu+ZLSZCx26pL4FKP b3+5Hq11XASK2k5Fyb0ewfKfEraEFUshI3Rg1d4QGuo5mdJbJkeFS+rtPUBI gNlgrT/zhTiIfElg8ON+YBuJFELfoo1oGTTPUkxgg+LrpgNp43SUBQ1ZVUps 5HLAZGbnPioMT6pu8TsoBlbubx/Y9vTh+mNL16yEDLTqgZ9V+ddufOiB8Vjo bRb6rnPxa4EbA7rkU+LMb7FA0qm9hV8ugzyc1e74jkmiOS3/RzzPUeJQv03N uBoNfo27+vBKyBRhUrxZQkxbApK/HaaHKUmgzL1Kv1Qe7SN2TvuOzdlRUMvt xlXW5ULCyHZdHmWcDfc3xH3mdPCglBRTqm36M0+voTNwggZUdHCZKWBA8Dqp xTB3GUg4nV57RZ8BV6434I+/S4F9k/CXW2sYUGt8ouGIqRT0/DazO11DBqge f1rplZPArT8lqfMrCYDN+q6vP0Gkmq3M8owRR7eaEo97z+di0/Jqf0EqF6Wu nJNeG8ZDzi6K85GeDChoLlztspMC5aynonN/MiHQNso3N4YGLZfzCt1DhrBj mW6W7wsGOmzp1ix5WAaZ6Ioq2ivPECqGdr2n7ooiHSU/rcCVwxi1/rX/ghED vZ+OufBCXQx1rb/+XiDChWd2odJyShx4trQvbPEmF/QXZ1N2WHMh+xuJ6nOH C5+x9Q+nE1z4PbW4zFFNDow7IkRDrspBz95Za3E+DfgK2/ufb13A53SvUQbW 9BGVud0BEjMs+EfNMTdDiYxKzzzWc742j9WTnB/F/8pCz2xOpG6ToKLdn1Y2 Y6BDYNjp/csiyzhtJ1v6URUV9kfq5rgWd+AkjwZdlQYplF89qepS8pGYHdw9 mP2Kh6wj/b4LVnFRWfHVnrVnpWE2KoVh59eD686Upww1zmPlXD1H+zhxFHIv VCdkkwhgt7Ocx61zxNEH1GZnlXnitlLZWm2+JLjSQ8rVRylowt7o3rWJFizW F3LN6QYVyc+9C8mSqcVNK5Te90pxUbPGfdFKkEYLrRq5eys5qImxuNK2RQqZ uweuTRAlQ3B3cMmcCxlVRXk6td4rInZbXU7L3MeDAyrcAbtTPJT9gNOeL6Aj g8XN3dpCLjpQml1674EUspOsnDmny0WyK3qz8+Up6KB0T/LF7WwoWOfqrhFJ hiNNowk+anTQ8pv1f1r2Gbe/2WpJfsOEnonO15TiWbwxQ+qlihIb7Am15+d/ /kGhblQ1NKKC99tEHvdCH9FttZE9ZTCNPXz6e90UaGhq3KPOK38JU1I3v/nW J47Qh6o+eUk2movYVSj+7geRI3HTeOEiB6n1nom+4U9GyfGUQ/4sBqz1ldWN PN+O24oYHN0KOvy1i6qr29GMY+/xE4K6ZSERxaunO5fjY1Knd+w1kEVfQ+Yf 7TzUhBWYLfetTOWQzebrw90FIujVwu03a/o4KGHkr8jm/YuEemWu5ZE+MkzU +iSc1xBHR+2Ha9grp4klY0nzTDMGpGaNJD3Pl0OSqa7pppuWCV2yxVBLGwcx jfaGR1cIicdzspemO9kQXPbY433wd2zFkuxzfEUH3+XP9ZtCO4jXlcST3EYp 8OAHOT7sFhJDYXoieeIkRCu01anYIA2hTJOpcHdxVBxcdeC2lhgMWlVLeviJ otk6nziLbAnws4lMGQ2goqj5W/SEwkUsk2xBSubLoBP/itlUdXwen/FTW9fZ Jou8D1t2X1VcwBYmsCS5lYm0NHMNzFSF+Hq0eMGkJgdc/qg7JS3TSXAKeXFd Q2KgGbz8/sEiBdXv2COnpy2CXApzBytqaTCOc446vGSgX0mG/k9YizjK/KqZ 6AwNYl4GlSxQRJCBivcjp690eNQV55zOIyHCDEH4XlnoLcGEfzYZUX7RvthK SCPl8ZeWJf6ScL81MVOrn4nMowpv/p24jF8ab91d+paDfkwpRbRtm8Izd8w2 adBkwN5pOkwIEoivY/oi2nKW+OfQjfQANTbY1Ck82uvEhrdWBtMDNDJyZsmp 6gaz4fjzDu3tFSSk6ve8WjOWBo0/+55x8GfvkK3nmuJZ0KgT4uW7SwRxfV1H q2JZgHw35RVZi6Cjq8Pa2B5MdNSbVR1wVxIup9WYWibLAXXEN+MfVxLiNFyy aPnEg1CelZSJyiLhqdnN2WjAAUHZHNc5RxT12hmvFvdng5sT++NsiRgiZIlo r1o2iIy0UVO2iSH3VS+1FTaz4ZPMXGSLojgibQgTf1IjCjGVl/qGGExkMLB7 p3KkJNBcFk+cDKcj8zvXl2zqvmPvFmWb53u4SHe0eH3FCTFUtu8ZTfMTE5zq Um5d5tFAuKrFJCRaFoV+q1HZMyGGBGIxBWdKWcAINGoXTEqgcNd/VcibsaBf VX7dXA4b6XR+aRW3loFEvxduRfFy4BJhdXu7FxW93LLR31lbFmUfjM+LmGaC iuhguqQhF/2u0+2XKE6HJ5d9iT/02Gj/llN/xdowgJwjiDl8nAsZD4PjVvXK oiQRb2aSuhx0VMpMjFrIIoe7/j6e1Tx4vcvA9KJQBt2LbEj8248F5fyusgAB Az09GNuucYCDeqwczk32McH13DpasjcPdJiyC/UzDDT/LfrhxKOfu8Ugkhz6 hYFqXwwbUJQlIOZchubxZxyUo39aJ1hFBrbtc2SVv2Oj0LSbXQ5vOFCc2Wvo 0MpGJf+W0g+fY0FLUErsLl0OWl+6tcj8BRU6bNkR3Z5cdP68fHZAvSTqTayy YdfIwW9Jr5S2VMqhCdM0y6RCLlReyfP8xOMgRzBKFyxyoWPzNXn6Lh4y+oSz c55y4arDoeKU8yzoOhyf9mq9HOo9Ps6SiJgjSP8neTgZkH4gvZqB/p9fRliU f9Vn/Ye3n32PVBu5/+E2T2r5Y73/8v8AVk87nQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 61-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnkw1X30x6/9Xlx3v9cj280SUpSylPp8lBSpkCWVQotKilZEkQj1yL4U kkpIUo9C6HukPKUFWZISiZs1S3Htfn6/+c1zZs6cec2cmfPPe+Z1+O7H7Q6I kkikj/P9v5Mkdd8jJKqLsLuksezjKxKQdLQyhIcbUL+6kGdbRwOstZ74GTSI 1gkoB3Ja0ghS/3ZTeNeHtPs2aZQck8Uw0OPh1FBLLIre4c5HkuBqMs2JU+hG Kk39DhZsOvbearrFJvgPOr/kb5kjtZI4yNU8/K/qNjRtTjV5njxIkGZ+awtC itDWv3XSXvmKAOnx9kKl/ErisaKNpWE6DbzzWojQoyPE+ZOxNw5PzBJDgrho W8YM0duWVuPQxIGMyz8sNpYL0T0jVv7rWTlMWhpsXshqJ96ZufiG+bEh6MKc 0h9BA1LlUsQiDJm4vU1J0fjSIMr9akNj4H5EypZR3vBvNeJludrMkFiY9Lmp NNynGp2Tn35bsWyIcHUKS7jbPUQkuWXf0Qyfv8d+ajcW109IfGh4b2DeTpAs h1NleFWE4+2ffwklhwgIKEqV+dNMRJpTxX7VSGHS7uc5ob4JSJ75PbnuNBsH BcorR+37hMKWThU8s5UDkvfxzK1zqcSORsWFO4JksWqZQWeb3QSaKCt8sOw5 F4NI3vsz4o1EfmZuWuu3foL0e4XejZ4iVHzGujArkQOk1JdGrCt1hP1ntUaP zRTsnemekhQzgpLqLWPVOmk4yNBPJjq+nhAwxmPI5+mgr/HZZeTFH0LR1u77 NTsOqBZvfh9Y24kWnVq9dO9qWRxU1JNw/2c1kWxyJ9Llaj/KcJCueT3WhbLL DZ7lKQ8TJOOfkUf8gwjdilkdERIPgoT+bWtEJxC10Dcmh8XFqmdfMXX+7kVb MmL1/TqGEElmdtTdo5UgS9zu0uL3EwXxfb55K4fQ7utuxTnXxDBebK+2zrkD vVReHHTdlgQ2ZW/s1/FGiXal2pbPC8YIS2rQcCQIiebnKdKhwaJQTZnyxvqz 83lyvrHjIgOnxO11WrlHBMeYPTGu7ORik9bg1H+fDKPWdvk9letqiEJG2wbd GiFa7rzLpVVGiBzo28ejrrcjtwPposmBshBZzC9Zi0cJU1bXUTKzjMiwX60s 3ywOe85LmBsKuGBzfMcorWgWzS7a/aQsVgzTngc47hoSxerjI85eFTK4v1/v 2amrfxCKGwrzKR4kbue7XrqsTMIeCfcv3wyeRKkbBTxNOhkqtnjGmNuw4CKn xPzwSxGoe+8Rfq1/jsjR/Si+OkgEpxgT/LT5/Q7PrpsbGGT8MqDuk4kyEyeo sTVoe6RgydofQdc76XCpsD33nsoU4RDVnG7HeoSIwbwPjoWdyPyXlbtxnxxE H5s8ODEkgs2zzMxuHR5DFuIJi3byyfgbld4VZkTFbnNi9/T8fxMLr08sUmgi 4cmL6zmmA7Lg6DOqqtTEBoFX8repShLs8xFqG7xpI9J+hl/RPSAKm1YWTbbL jhDy32NWhj6TxlV1O2v/5dFx++GkjpdcCsj8Y/NS6gUZ1vfU+jGeSMC6h6Wj s4IZwkYyCRltaEEHF7fZcz1YoPy8cWfGMA0vkR7f/KCYjffuNBVusqXA7+ls hZQfkmDl8eKOXXsnUTZamhfwiI4X3PG1qupuI+x/6AjOHGHiX/qnu4vc6eBq RNlZvoYNUk5fmhOqZLF8R72BSp00ntT1y+J5DaK15n+M6nbJgtm1C3cDQkZR 7lXVZXcWSEDigAstVEUS2266n7J89QDaNHZmaHI7GSvW2D0W3J5AlaSrlXpr 6NAj8u2QMJkOFLxrjpFKB3uDnunBEhrEeGbXBhjRYXldVI/aJyrYN/5Zcl2N DhYGSV8LzlKhfb/QOltbFhaMXApdkiQG7l1J8a3dJIhNVpDqzB1AKesVHnhd lcAVP3U7oqdfI+e9ylMRXnQ4ELLjqX+MDFQx74tN3mSA6n3TxisRdGj2Lyz2 COklZp90Taa70rGLpXuTlIss7lkX2BH+bhrxTbZ3HLklhneQIz234x8E/vzP jlOr6Dgj3CosxUMKf1sU/jpVlAO5TuOhI8ZcyJ+1DZ2J5QBnZotG/BkeFAyQ KCfTOXDyzo32N9d40L5tfKtEAhXyAxw23mWLgM+KYLJArRM9O/cyLe4pE96p Oz7OURHBBssT89LY44RWvHNWtBkTFzYw+BN5stj6u0ITATTIQxLZe/NFIWMT SybrLQUcpm6N3c3vJuIP1a/g10tjd/MbWZQUARrvse4pKOdhQX3KR7dzPPzy 2YV2jWMykN84I6bn00fUHa1K6m2YIhTiTA5xFovjkMxL+iHLReHk6YE1v1cK kdsdSpMzfwq9XdN6r9dk3j+0kCqtQTJWL2Oe6p37hxDvDAl2+puCeyL7tRJi HqHGv1Red0hzcPJrWqzOGA1Pf9Z+vK2ajY+bfvR5TaJhc4/zGjFiIgD0MJ/m HXPobaSX0+fMEsQuLg/w3MiDnXyOYPsRHj6XSRhVazCx8YxBm94fDtbXLnXM I9Pwdqlqoc8KDg5TuMPxcJTFu2TaE09bsGBGC4qp+yVgT+NgzEl1GvxJicX1 ikPEl4q1liIVDPiYFb2O0jBHLM2RLuWrsEDHTfOYX5M4kClLF5qsosDtwBpW YkkDarNayho1HiNwRMTqoTkZPDp8qO7401liIdhHf9gljvH7t53yUiy8VrWb UvqIhB9Jxq6enveORYHafs0YCZwYTd7tx6RDaf69H83xvURLCZ294g0N9Ibu lE6pdxNRmQkxQW1yoGNblVs7+J3YJ+25cZuxHA5wNIpRDMtCiozm21ZruHjk 8D8nwnWkcPl0WoVaJxsfe6ErIdsiirWqH1vu6RSBsrJ8tcN7xbCbfV8NS2EM XQ2iqfscpUHKg/74h0+5uJ5c9VxOXRyvENnQ29zCxg5S6YEc/gy6Nyl3dqyV BUrtztVVBkLCiinV6VhOA6TqHHhkLhs9r0a5jxukQQkHi9aKDaLeUEPRQgkS Pns2KDEthgKXGKajYR4SWL/Q93QOWRR6rD5IHfIVw9/02yoaysXB1yYiaTCQ gqVDL6i73RwnZBM3kBITZPHSdt47i/xR4qivumZrixyG+1+kn42MEhtMYVZq LQOHRFY3W/v1EuFXJIp+67DBO1S11utVDsEu5l371isOkWVcvpZAEn/cuIVr qCeK3fYzgs3nZGCYeOTmUErHDwXDyg5uY/N/wYX1YkIq/FtTmP6KNYuM+d5Z Tt00kFNqirn7fgKh9RjCtslB6M0ThLTtDCIv0Tv9GclgyfraSE0Qh9uf4/J0 uxg4OaVgyxbPcaJ09VrryhdsHLVQLr2rp4cQpq9frk2VBbJb2fumETGcoL/m yRXLcXSQfNOFGsEEmzrFrG1OLDDMns3ZuHcSOTO5C1dcZEF2ZEFf68sJtND3 4QedKCoc8X/NPHlQAh8T2TrZGM2Er0t++ldrzyDOGdfBt1FMYEb6NPKXzSA3 pdAW1iEGtjTak2mhKQ7+GTVrLBO5ULB/xaqHxULErj+7ofk7DzaNCewfx/1G Xjpt7KXGbMC+NY4m1nOoY/tqJQk/Fog+WFUn/ETCSA5dOV7LAt0eD3sF63mP LijVUzRgwVRGg+DjRhFMWhwqkVsjBssd9ic5sOjYWGC9STVCCqQ2XdMVLKZi 8/TwWZu6X0RWhEYQo4+NVww+W/TmoDjev3fzAcmvdHCqS7ruz6NCqup0VWWm DL40UMPfMiKOwyWy120rYgD9/Kovqb8lccPJY8M2SgzoWiivOfmIhdNNuTcz XMgQ5/vEvSSaC2bHnR1/9Ynj0pVL/Zz15HDqicJb2qfowBfryZYy4eCqaa7T eJU05PqfQTcMWXh3aATsfyMLIo9Sr7oc4ABt276TmdelcbyoNyNeiwuRM9d+ eX6iYIdbfie9PvAgf0/Y1dhlZJwZUR/3ypcJ3md0j666TMX3d0V90d7JxnOK USHfimjg6qNJTfTmwcVm/9HLiIqnBq7cHcniQYZZZb40m4prn/QZk1Ulgb7O KGpZHAs/MvLUv8iXhfwKpcrHe5n4UkbsN4cKNnDFGprmXjFw2Tlpo7BJJliY /XDw2crEiyrXlpg/oYD1dKpVjTobnzghXxD4UQq/WJR0S3PeG/vjy1VWVnOx 4ByO0/JhQXVAodd3HhvnBZ22MZliwVeDYHnaZh4+9eKC27753F1w2P0s6QQT ykpVzc5tY+OOA8NMycuTiCosOWHiyIPDgdk7sz/QcZbm4FipLRdKL2+o6jZi YkOk239jCRcsjr3GCxs42HWXXZVeHQdavChV9ww5OENuzniwnQMDlSqFClZi mPR/JQ/KammbkxNZ/7GCp6Gi2Vvef3yu/ZQkTYP7Hwt6E1BMuTT8P+P/AcRs H+M= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 62-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk01f0Wxn/HcAYcZz7HK0IjJRShku+3UGhSCA1IipTQSCOROakO3npV kkRUlDL3272koiLhFZVZUpLxGMJ177rr3r3WXs96/tr7j2evz9Zw89myR4og iOrp/rcStAyP4JgOMidh6/1XmyhALNBMkuyrQYRp7NTERRZgTTPya2AvYjAB rS7ORsQPWxN48x0dNpp0SlFnYuj55uFQU0VuFt7h/T5CBddlvwVXlLtQbfxV bc9dbOy70WSDTdAgMp5MXN1SR8OBrubhf5Q3odjUuqg6yk+SmBjQ6gzORTPL a7OH9kzPf2Sbo/qghKyqvW3xuJgFvpkN5PkD/WSJptg63JOAX51XYjdzJsjO ERp2jhVCUljbmrXFEmR4VurHFhEbEzpB5jm8ZrLU3zh/JJMPgWenVAc7a1DB yZsRYw5c3NykqmIc0ouSFcL82/b2IiJNfqbFy3J0szUjbJ+Qh4mPdYXhfuVI TXbNlTUFvaSrQ2jcna5fpFbkn+M7BwWQxH+6ZfjKD1JQ9djnjVobSVj1JcqL ysh6Jgfd3fCLhFO5ifKD9aTbqLU5P5CGiR3P0s/7x6F+v3okOc7HgaeVZsbs /gc58t4Ft1IVgfD1Sd44lUj6z33tH3VCAasX6bc3bRlFa1fs45m7ijBQMt8e k6klXyU7xbR97yGJAQPdv77loq06H1jCCwIgEkuNeFHvSW13P3dzHgP7Jrtd TbjUjxoXicu6PNk40DBAPlb8gaTTUjJ2XGeD3tyPO/v/HiR9HTmRPv8IQD1v 3dvTVe2oLyo2NA4UcGDut7iMr+UkNS77sHbzd5RkL1f5argD6VGxMEL2F0kY f430OhFIbu3ME9YQIgiUnGhaKTWKfBat7s59LMTqx19wF1zoRof/eNpuZ9iP CPnJITePz2RZXq9f2NUeMkv83T9z6S8k1lkeNddFBuOFdrNXO7WiV7cWKjnm TZE2Ra/tVouGyKws67YyoxHSihnYFwkSUsWJNxGVLQ3ljHFfrDeJipijXhfM uPjqFReHpc4UXFy7JotbIsLLPgclvnzShyzjrdcWi56TOZwmC+1KCYo98qx8 l/cosmfbjsRca0YvNyf62PEUIDJPI98UD5GrVOe7GzIqySS7FTOV6mXgzdFw C5k+Edj4OA6xcieR6xi1q22GLGY9O7V1+y8pHOM3ZWmWysQ/fugWHIkeRJyE QJ1tid/J2w9cQ8JmEljtvGNtT8EESlzbKZrHpsPsG9IBa0L4cE6Qb76vlALp Us0iteJp1a6WWRFIwRqN53rTKJOodX/HTQsOHcdoVqlZb+HhuNn8uSxnGsw+ 7PAph8WFkJzme3fVxsmOkZhDoVsKSLI3893WnHZ0712+4dO9ihB7cGzv6C8K /m3PjFhGjKE1MnHzt2nQ8cYYYxWzWyy8a0r6ru6JAbLz7aH+uPwpNHbOTGDS owCWN2RnuVoKodP7zy/jJQQorqsucL/aSV7/Gh6lvUcK9CaMs54WDJFKLZeW ni+Qw77BdF6XNwc370toLRUy4ObKsrsbzeXB7FtVAOeJLEDhIW8DNQrYUBOQ kUUDGjwQ8Ju5kgczn9VuS+pj4Ye2Kt0xm4XYZZuJxHIzA37L6hIF+xlg7fF3 ypbmdjItLOCfBwfZeEaKv3VZVxO5fpbyJ08jLv6pd7Qr140NrfYn5xi2CIDm 0FgfV6aAX3kFv36ZzcRj2gGpIu9epH47ISnrsjysunj2zqngISR0Ye4wp8tA fM9O1nk1Kg5ImhG8QW4AWQ4f+zVmS8euxHvLs0GTqISILtFdyYbdntVuD425 wMDbpziJbGCpu09qh3Lg0v60qlNGbBhUuMPIi2SDXe3gomuz2bBT0H6I4sSG ZnfJ+jQtBVh0ygvmeFLBrSNB/LmLgBsMzhLHr53oqpnyfe9oWTz/86XxA4Wf kZPLzPEIbzbw9EY2xjcoQhk3Q3rsJgcmtQ18nq3nQv2JnDyP4G4y5W685Ut5 Nt5p5VZH26mAy9NOfnA2mc7NMttWr1vSmGgzst/8po7EHx87HlnOxv7K9D9P p8rh5k0jG2XjmCD8TkvsZ8iAn0EQvXP2dF7M04vVj3HhzZytj9LVKPi2JGRW 691BUlPslBq7iot3ZjrX/KPFxutblOtIYMG1oprbqFEWkix58qkVDJiqtyuf Pk1S7PnBQOODHH5s8+VzX/ovVFpwtnnuQXnQZz86Kbt0gHx/oCyhu2ac5B8x OVFXJoWDk0P0gpdIwfzwAx7o8gDalcKoc9IYR6Pbh7VSv8iAKyu4TLOXjot7 dlUpdbxFMu3BQQ4XGDgamSr519aj2j/UXrXKCfAjfdPYFwIu/v1R69Gmcj6W zbF1vynmYHOPM3MvSVPgnBvVq7BvHFVEejt8TM5Hn+ZSnBasFME2DUGnrZcI X+8fpCw7zcfGE/pNuoMCHPqydXDbUw62pZVL/AwEmKKoXyxvzcbb5Zvjj67h gcVCdbl+UwY41/ZeOjyHBdUSzVIbh2Gy8bmpFeU5B3bf12iTOS4NOulyhRpq PCCCNRcFptOBztCZtWw5A/Dbn4rINQg1WevwhoyHSeWbi8Sn2+TwUJ/ne5+n k6TJ16MuD6ulMH5b0a5E4+Ezp+4ZDZyVwdnUyyt+H+XjvWcaTMg0Bo6Ppe8I 4LJhCScl3jBvgGzIZ/MNXrPA/Hryg5/e/WRMctylwCZFWHLZc52R1U9yt9z+ tZuMFXGok1VF5UQDUuHU37ZeKcTipC+jetflcfHv689nt/OxOObsi0waDWuW P7JybqdAaNq3Jy5xFLzL7nslT3kYqUSwIWKzIly9/0P88KkQa7zYnj75gI4N KBbd9Q18vMHrWMGmIil8d0zx+PBnHox+dnHVmjdFWnNp7VunOb4394K+o3kd +awc3XtUIwf77CmO9pbtqPu8oVSOLIFbDB/89pPQIIRjMhTqIYvXV6xT3/96 ivxm/Y7m6S+NSy9aD+6ukAJ/m4iE3tMMHKnovmxx6ACpEG9BxMcp4B+qaytC enrJA/5z5n1uUMTqg40Hui70khYmMEkz5WDPoF2B83Z8JMOjZHMHFvDB+csB n8fPWkh+nujil24Z6B5eFJDxTgZXr90gNNSVwrvZvkrkIjnoI7N32Rey8fJr 9hFTLr1kpPlZM2kJE/w1PUsvCUaQsYZvqkPXdB5ORfuO7R9AyAxD6CZFMHux Z2rWKgmiL9I9+hHJ4585HRWxVCm4/fFKpnYHB/9IS6PXru4jC1eYri/5m48d H+Vt106sJiU3zJZoMRWgyGuaFHMoOE5v5ZMoqxFE5GRxr/dwwOa9SuomBx50 FkR7PE/uR05c4SyDczw49/TucV1JH5rl//DdghgmEOE2i2v9pPBBysax2lgu CMdeCtOKhpDgmGtvRQwXkuefWV1VOoR2qZ5v4Hly8OLJ9GOsDAJOJFWutIoX wtXWodWRLj2I/+G4RX2LCJTu0dBmhXbkvaCJr2PMByuP9CBYKkGttitUZQN4 sFq2NL6nYxQhRRTlU8WDlDffVq7IGEEeMwp1VfR5oO/lHHatZQwRC8/L3quU hizyljhwoSI27lxvqR5BA8pijX6393LY/Eb4pM37n+Sn5QuyDofzsUFvwfzX e2WwXENVwIv7LHB4n3DthIgJ5nPVN8sU0HFIT6XGhn4ZfIxa+nZxBhvYZ5Y3 Jg5Qsbmigz63lwUds5TmjWXzsEKiufsKbxm44v/ELX/6b9Rw8GTFexK4cKlO gJOuImbzslUT2pigIf0tjbZMgAdfbVy6M5wK904cQ38Z8jA9yVQ5s48OlOzE 6J17BHB0xMxBy5aKxVK+HLGmEIz1eN+/espi+1sBh73fieCGX03jw4PSODni w5UX/lywe/7XxoBaBs7YHtOotY2PV6X4zam7Iw+ufvOY8b4iSI752L/vIh2P 90Td6U8VAZ17ZBvTiY6rnnw3pqtTQcx90TdxnIuzjfbrndNQAOUlHYdvStg4 JOnyF/vnfGh/FPnVbg8LF52UMwod40IORVc1Yfr/m19imm/+hAEFd+Ypko1c fOiQUtbpahpOKXTrX+bNB3dxsdrSciGuz2/+VKTFgfJTOd4tIj6WWpU1UjvC gU/6QUqsdSL84DbiCqQ5cNZ+R0HCIS5c+yO7xXh6n9Y9fVxq2Bia8fNwx6FM Iew7nbYt7d00NzZ86Tl+mw+FYRZlXdPcPnDGsd5oOx/WHHyFZ9UIMDxNiXZJ 5kGDN6PsrqEAm6pO+n15zoOeErUcZWtpbGBYYabEEMHM2dfX/RnPw1kP65wj 5YSgvN9QZVWFCJ/SFLc13RDAyeYjVNZcIR7eNKik9FoAnd1x6FKxHNxTri7K SxditF8SnetNxcR/SgmkVL5WTuQw/+cLrDakd4eL/u8tmZXOHhz4r8f/AgwD FJI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 63-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXkw1f/3x++93M113f1eVKSVFlRIm9dLqKikkMjeR1qQokIqe8JHdi2S KEkqFQnlfSqpVJYsH/QR+SD7muVD9O33++NzZs6cecycmTNzZp7Pp4rzsT0u FBKJVPO7/2+S6Pdcg6M7CPG9C2pEIxlIy1TTJg7XIqGV2vdsUw5gVQPie8Ag +mzs5Jbs8waR+sw3wsdeRAQ/ib70mY2hv9vVqraKOJsyXFqfTQPHdT9F8Ypd KNJqi1TEAy72NN240yzwBxqpyPHd18zAAY6G4QrlLWgRI+3rwJE+gjQzqtYZ XICGaIFli81/339snjfvwWtiIHpCX7OZA545TUSo2wjxVuLwdr8FGYY642N2 82aIdt6J3IMmEki78M+WrS8m0GXn6QD9h1xMUg80zBO0Es8fCqaOtAoh4Pyv eT86a5HFN22umy8ft7bMm6sbMohMU78ONW0ZRqQslpLR23K0VHmipG65AJMa 64vDj5ej7Y3x0UzeIOFoFZZ4u2uIKH4cvifRUQxpwqd7xuP7iMWf43gu0x0E yXg4hSUpI2x81v9hlTBEgH9BCutHA7H+QXjoek06JtmW3A31SUQfqys75/oJ ccBZeaXoA3+hZZNpe2Wes4HkeSzd9FcKcfnkycoSb1kM5JxPp6TriLZ0xvnu yQGCNKqlca27AI10WB8NDRYBKaV0rSCymqAMlozO/8LAnunOV5JjR1DvcalS ooWLA3R8WTEJNcSKn7ve5D7ngubiRruRVz+IUoeq1btsxTD/2fZPZ6vaUXFG x9cPRmwcUNCdeO97OeE9VGI7vaYXpVnKVL4b70AHr19uL2/oJ0i63yOO+AUQ ASwvyh2yBAIm/Fo2Uf5FlZksgzJzCZ5/+g1/2Z896Epc42XNiFFEYs2OObs2 EyFuG2c7fv8vN6HXJ0d7CH18xbe/qU7FeLnFws3WbYhGI2ue+TRLmD1/b7FZ MkYEGLzpfWI+RRizA4YjYIJwHI0ajPsmDeXMaU+sOYsm+y+vfyUtwOuaA1Pe 5g+jWLu24EKXZCKP12K0onICDVxS0e2smEaWXPPJ6KutaKXe1b+5d1kQ8Uyl UA+PEcca+rflSTcQZsf2jXEKZtGrj48UWbdpmFPiv3f/EAVP9rB0FSI5uK9P o8g76gfquMqt3xzwnch44BhyQYmE3YuCeEp+JJyytVOyhMuA0IFrjtueiSBI VGh4uJQMR5Wijo4HS8HdFZ+lNwSQca1ehn0TkHDb0Y4bRjwG3ltb4WoTJsSJ C4WLOfZ0UMj6sLZyvQBC8lqz7yhPE4y0mVaJRzVBDOZU7M1rR9yHqiytNjbE eEwd/HeIjPOpjVXVSTNoi3TiUhsVBra/kHv3PJWHnX5J3dHwGyViXEcSJspm 0FSQgWhjvyys/yBamFEkgU73y1+nX5PArTmrVcO0n7j+PTxyhQsF5N8UuUQd +peQ/xarHVokgxW1n1oySn/r43ByW6mYCWvebYhMLGODQXeVLy+fCq036I7d JlJgRktGa42aUMADwS2qQABKJXU2acMcvOo6DvfskWAHm40T23YzgcrJ72ga ZYGJ66tbe1rbiQSFtZRvy7l4zi0fk7KuFmKLE/OzjTQfD2ie7Cpw5oKzd//A gxAJ0K2+NCSWyeLnvlc0dI25eGqFb6bEfRBJUzYwY97LgP6l87f9g8dQ0Kqp sPYfFEjqt+OEKtPw2xSnQvLpCbRt/NTQlDkDV1++Mxj5kIxfk6Jea2ziQnNF ma1rgwCYeP8vXgoXvDLNZ500BBB7NKvKfy0XzB4FKX1V44NF3Y+VVxdyYU6s /+ll4zxo/WNiR5aaLCCa2fScdUxw7khOaO4iQZYf3e7jwlZ0xUDxvnsUFW/I oL3e5v8dWTsoTV9054LdwIfRBh4Pyvj3pKZu8KDpwXLmMEcIDX55z1yDe4jr qy+taHHnYDtj53q6nSxWyn2m7cuXxirrzNuO3JTCmnUeOwcdnhO48ck+7/Vc bJbz5q5TBxu37po0pSaywd+6aAj9osFxrUBG58J2lMKObr6vzYePi/Y+vqtM xoIXXpeXbBgmVBOsM2P0+fiAh5b8mhke3vFNsZ4ADoSvu3VDmcGEtG0CVuYH JuzO23flXdY4kXCoRkulRgZr//LosqePo9Ki862LPVhwSdvlpNejSaLarSy5 p3aakLNEUcnOZBycHqIZvJoCT7X/UpE0DyKnW8x6a5VptNSPk+P0Ww+OnOAy 1UEG/sP0ydOLJ74h6fbgQKs/mVjjwXwvo4xOVKeg/K5NRoTFwd5/ndQU4p+N ao93lQtxjXHJpaYsATZ0Pbc4VooMhnlhzqkRk+hDhLtVY3ohyow31O5eLQEb FVGn+REJhs3LPt6pFWPdmTUtGj9E2HvKtcShS4DN6eUTx7VE+IVcwuA/h/h4 P6s16eQWAUSuDNhfr8AG+7rBWK9FHMi1JLZWxP4kvrzUMya/5IEtfXoRVZoO 6ndlilWUBVB/a1lfmL8sMJjqC9atZ0JVTOuCuIwaosVEXTCmO06M5FX3ybxl 4rHhQ9XHns4Se+WS1WOMyRh/+tAuTxfgkgY3l+WmDPyIFrfh50khDtsRK9oH bJwUw7D15XOBtt27mLRkimgq5Aq13nPA+9WJ8w7vJ4no9MTYgBY5uHqYOm66 e4w4IHN06y5dOTy/XZvikdiN5vIaMkw2ifG13hDoo3Pxi5/XXy5sF+Iim8+h O7VZWLX8sbF9OxnSVY1jcpJ+ISeL3kqB4jjKieXZpuuw4cr9voSHT8X4WOBw /MA6NtYiG/U0NAnxYNW8p8IuGr4zJXd6vFkAvf2rp42ipMCET2/f+4IDbsYH vpjWfidKylH241oZOFJH2Z+vUIN6QnUoeVQS3j7+xXmLHQ1CeBvHwlypWF09 0zI4cJroNqmgH/KRwtkD+UtGG0jgY3YxefAsE4s1Y1MoTX2EbJIRKSlRFp87 Yz975lw74eazaElzkxyGGFKprc4/hNFGmKXr8XBbbEyYy+ebKDySWjC6TAha Tb2k8KEhQvhMculrjzTsWGVUrV5AwZ+37hTraFCw6/OKh+tsGTBMPHKyLOZi kevbWouZb0SE4XkDqQk2LAmc02MnGUG6Kp6ZVl0cWFYYmpoq7EHIAEPYLjkg 9+5DG1YNI8ZKjZONiIWzV44pjF+ZJTIa43NWdPDwBU/9C4Va7UTxBr0dr18J 8d9gyezQ+YQmUg1Wq7FloaUrpkjn/k+UqLkpP9J4El11ePV2xR4emFXPzdxl JYCl17RNTn3sQNZ88QKtIAE8K91Ep5i3owU+DyuWRbNBffmjGx5Ts8iDbDpV F8OHtKjdLqwbfUh0ynHwQzQfDkaIHGZy+5DTvNAmwSEe3hTRm5jrMEX4pVVu Mk4SQ8YEdaHbtXokrDlt1PBNApQfK8KLlqYi92UtQnVdIaTn0Kwv6Q2gNvMN 86i+AgjK5Uf2zhlBSA5FHqsSwFCZVI1+yRBynVOsMXeNAI7HCfQvrfmd98tD qdmVUvCz1m/KUlMW63bu2Db/Ih2mFZ4UtJxiYMPU8Fmz6gGC26feWrdYiLUG i5a+PyiNLcZk1M5lsMGqOvmqn4QNfWqGXwyrqTikv1Jl54g0LpWDR6p6HOCe W/8lZZSGW7Wqg4N+73cskF8y9UiA/aZPqNX7kyDeJ9+5MEYM0ucGYs6UT6Bi bXVfaw053In/nWj6KgMqUt1Z9HUivCAxTPDKmALZfqfQNR0Bzisa9RpVoAL5 UUqUnYsIvtxctCGXRcEJFE9egqoYOp2Tvh+YImHLm75e7hUSUGQa7b1qNYPS L9bEv/Hhg64sa9WzhTR8b3/0FzUbIQ5ebvnmUzwdHI8vYSd5SuCVoe7Q9hYp PN0feXskUwKebYto3FQpXJXfq8uYTwP5f/ZYltvy8KO1RzWDVGRBxsjaWF6Z g0PS4r5avhRCkoO7SrYeCz8/I7M2bIoPOGTsnS+VjZe+1is0zGeC6q7c6gdx PHzihHzu2c90HLJL3WDnRgH8kfBCWbv8tx8Mkneml7Kh3D/P/ZtEiB9S6vU7 +jjw95pAec52Cf7I/BX6px0bzlvaFiWf4IPPaf2g8VQubnMZ5tMuTKGlHSv3 5VDEcPhslk1WBRePeH1qXzPGh+ILRmVda/k4/UVIaU04H7Z4vMMLakV4Pn9i zyWv3znnziy7oyPCzctnsj+l86D/tXKeookUPuSWdEGTLwalhde3X04SYEeH +y+EIiEoHtWZq/9BgifNVN8SmwRwptWbxlksxn03ulZpxgmgsycRxb6QAQvt W77HzUUYHZ2IKnCn4QZ3oPa0ioEy93vlTB4bp+qR50KwGIqMd97tCZfgjXyj BUG3RVC0jV1p78oDC35HyKnNYhxJlLz8SOZg0v+XPJxTTNfjzRf8xy+baJr2 nuL/2DrFKIwUJ/mP/wcp8y0Y "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 64-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk0FPz3x2cGM4Zh9hlfiawPKnxlVz6fMLJVniRJ+opKJVuLkIqQFoow WiSPNqmeIkul+nwklCUUZc2QrJU9MZaf3/d7znPPueee1zn33D/ufd9z3qo+ QZt2kwgEwsfF/P9KoNz3i7nwDUW8enq70JeECbraWVP7GoF28Ov37nJ0DLVt UF/UMEi2C2m3ozYAwnfX1bhmCFDr95ZFxMpD/GPAz72xHt1VswrNE5Gxt/ks N0WxH6xVGG+5L2bA4A2r17tET4AHN148rvtKhVHetmf+VdUJnu7b929K4yAi zI3r9MYUA2yzos0NEjEh37Vg6d9liGbvZPVwlo6DH7SiuANjqJqsa6sPSTgr /qvdupdTYEYwwTVYx4QEvWjbArYIFfT+tOhgc3HUyYWlE72N4KddjbDjKguK OpcqmcUOA8eicE3b1jFAyJFVFlRWgYee1r/WrmVDQsunkjMhVSD8YdfZGr+f yNv9dNrt/hG0vi3sXk0ND2dxijb9SvmOjBtDnsx96kcEh9EMWX4Fau/2PUtp G0E4sjhDdqIZsXwrKrxFZEjY/upeXFgauPPvykTrSA6MOq6gfMH3M5htP6Rj GCKHCcFB2RsWMtDTclWtsUAaxMQHtaGSTehEQ1vxFGkEEcaN9K8NFIOk66KK iXAuJmS8MWWfb0DN4bSYuWxpGJztcyU9eQyICw+WCrcwYZRJuGxS6kfkMir+ ItnOwAaaLV5jryeQgt/FNr0uHl721Kn2eH0PiC+xMCVVy8Go4oG0+31VSORU I6iKHwRZbjJ1b399A4F6eRkxd4YQwazv3P6IKJRrsPJnOImPo6YiOteQpoH+ sqZrjeN8uOxoOUs3cRC8lJ1zpn2ZAATZ+Ukfvw6knmQrUBOMoMepQ2EPjEcA 2X3IYOm8FITLN6tbe3QD2/2f1mV2zyGXF+82W/Mn0aZPYCIraBY5yEWNnsNT 6FYiufsKk4yrqOJgaDAPjN6byUyVs6F5R3RGZeEoKJ+7WXM9sggUMDsFK+qm gPP92Nv7F/vcGK6/L1wVgRTdyw61VrL43FPVZ1ZwEqkwex7tsRYhl6Ctk/Ti eaBxY/t6Qz1pSH8VucVzhAT1DBNSpooZ8Pt3/eeHEybAs8ys48t3fUU3//aO jVcmQAdDD7NyHglmrOvlazGkcZ+Vkb3jdx4+xX1mu+8NES+3MEO1jlL43ooP kpZRRKjAiBOIokiw2//bDQFTGi6Lqn20/zkXpqlzNOk7KJjeAVIGdnNwbIEo 966KGDVHu2teWNeO0PCD91sKekDoxfTOPC85nBQ4s2d6hAiLt22iFQoJ0E4y 7Y9tqtJQWGlb7mXBgjsXJO7qR4wjC+JBU49GMegNuPxFXEbAX4tBzHHiGLre d+b8it2Lf5y4eokPbw4pdCUbxz2Xga97fS9rK3KgaF969xseFfve22oaqMHA NgP14cxCKUyIzdiUGSqFXcjpwFTQCmgjD53m+ln4P9tWT9n/ScVyCpbV4mPy 2NHv9a1Noh40v2XAQ+sDHS65FeZY0d+JYNbvSucGJqS4tzWnVdAgzyokIuEZ E86sCL/DDxgG/d5fQoIIMnjtxZO3I2MmwU+JvrzYLiIW/vCix6mQIffK3eHC r2Jg/yt0ZMZVGh7K67XYqiwJywgJZfprGNjduGSLShgXU6HnAjODgT+vsJkX NnNwsn9OfaQpAz9w814l+Y6NNzdNrLyqzsAtNG6kawobi3ZNOefo0PCfScYm bBka9vmWntrRT8C7Povp0fgDuGKj+DAgQQqOLleLDZAbAR7/URafDWDgR2+W 4D1FLFzBui8xc4OJiwzUb6p/5OLmiIKnfjGDaJw7Wqn/Rh56Ofh8onjR4MHi yfSUfjJUNXft3v+XBKwfIXg9MSsFsOXJ1sMWDMi9UdqhdokBRRt/b5BKk8M9 lQcEiRNUHGIULd2r3gMSPh2cs5hk4hqNLfn3VIiQLFWu9CljCGmnetxJWsuC /gYy2y/Us6Fzl+InhOk4tOjQtQUjGs6yZ8veqabimxe3741pEKPUvR+NVD/K wOKHC2PVu8TgzfOTIs1AWTy0TSGoa+U8ajhQkT7YKEb0A7Gr82YXQEx2rEGM IQkreTYdfpTWD3beon7yUBUDt8vaeku1SdibHlOhPSwNt6luMK/1HwKSPTHR 7olU6KzMDOgLGAFN/1J52y3DhZEfcpW1nHhwtkUnf2MVB/7VqV3CfcmFtn4n NJMliJhMpnhGq0+C6nMB7i3Zz0Ag8QwzR5uPzeZWdepPcKHPyh/xuxR50JVS NRVixIXH6JOqL+I50FNWJDxix8b9/OAtXhEMvKNpOPmQBh2/bcn9prmHiNtK rRyIpUy8eWfjHqlkGax3T6ZEVYWN3XyFTRV/MLA0VU/N3IKKyc5KKuyBr6jT UY89afYLVVcdEVzOlYaTo3sbgormUff+YHFX1AKAtdU9ChQ2nDfST/FVosE8 8iXL2SMc6CqncfT3EAMKk6S3h7MYOMBaLfibAwG3PmNwjN7R8a0+a5d6jQV0 ITstOapTHiud22JHOiFGvjL+6zaaycOXib70maYxoMRsvum4hgf7TitKrl28 68vZ66XqPYt/qaVp99OHDrWr8h129BCxAQEVXCHNgp2bh+rYir+A1VXW7+dL aPjKw++pj4p4sDPTBgR1M6ARUTDY3MqByableS1sWXh3Rv7orw42bvlubHc0 joIdWZSeLS/pOLXt5HszmzH0qgrk5jfK4M8LfXULA9loMM6EVCBFgIWF1HeK ZZI4lrl68rSfFGQlE85fM59CA47vKXvDJKDGNet8ydo5FOZyNn34OBUq2Gyr yL7bjWhCAUGYRoPq+UM+vcof0IEwDa2OVnkYVZh6wPZYNRKsxvMUKyYU3Zbq RvUd4Mx5qeJxXQ42E6g6FhGnEecp/+KXQUn8t/92nfwbBPhh3XqeiT4J7tu7 cl3BOTIeRXk73UoYML+uJypn/2t0zvakjcSUHL735LrKZsN+YKYafMe9n45d R3uKk7JbAbCB+PRGeXxC9fL8HeteIL1S/0gLkIWho8oZVVrT6GZLyoMV35jw 6+qKCfWLlajE0sq57DUHXjWPzz8z0AemMm0MdeRo2GFWyVHMmAJpBmsKzzv8 BoayjZEvihjYpUHpzkZ3Np4mruPeXf8OeLB4akan2PhNyOPI1C+vgVrYo/e6 F+TwNrvSdkPm9KLON8w0JbGwtqOWReLZNsAN9R6uvsDCcue9DhY8bgM7l8a1 svcyIV8hxsp63ziKyKpb4yDk4eb76GQYoxpxPh4VNHfx8efWWGGTTjcK0O3k 6Jlx8C7uES9L9XbQ7Wq5VCqcjU8Xv57/cLMHAHlwPqiejSNPWdYnZXcBvyUl +kqr2Hj7keRJimwfICyPk8qtk8D2g67ey41loFmvs/2ysxQ8SRIc365EhraZ Z+ZdGn4iu+urGGZlbGg0/PyPd3skYSZD0GxyRRa7N6RfjeDL4VS9vbvj+kkw 9ked6voxSZjB+F35Q1MOM05YtGWMk2Gkp1PjmLss/qamoDWTx4Y1hdYdXQrT KCWs0OdZEg+fu6ZAFsb/ACXGeuEe+vLwReDaD8qtFKwqMZBDMefCzNeRX9fz ZlFuRCi4ZsKG3k05tRbWREzMy0jw2s3FsUIZq8AzYpBKCmamavOw7vJVbxF/ Grj9FX4o4D0fz+h1TTQ2jIPssx9TysNYWNE9gj0VQoL3PS+06WzjwLJ8sz3l 0RLYO0RLThjMx28mV7Z57pgH4h/nb4/d4ePHu+/7albMgfrCITPpZWSc8UT0 VLiWAfNM/Q1OqdJwt2Z/7ugGGozNuvTFrZSD7Wkungt8CnxxTMb09AwLK0gl upebU+EfZVbPbAupWPjbPC3TgQEPHlR4fPwDBe76Op3iLcvCu1JfqhhX8eBZ f2tRlTEVV0UWBHTxOfDPGKdLyv2yuH1VtALdiQ9Nak70jRRI45Nu25+nH2Th 27k3BXsT5WD37lEWOX4GrGrvq/q2lYv3Hc/ZlvOeAS9ffdE2bMfEJfGCin5T Fmydffw4aFG/doFvoVojF5LaLhmeOCuPWwOoFXdNuHD68O/KcAod/yhTKVB0 lICZ2Tur7ZdwsbL6dafLQjZk0GOVbqgs7tHfRGltNR8eDn+Re2PRbx4THSbT NXmwe7jd0d6TiXsH00DySxk8vzHURHeODYH/VEJxABk+bouSbSzlYpJSX91c gRy0PE4yi6Jw8XOH9fcGz/BhhMY5W0knNn5uL1e3w4+JczSqqD9iOfA8elVa Q6RDS5sYHaVDPHxCMduKuYwNdauGH+zi8XBpK9lgRzAP9hft1ktanO+RIThN uMSHemtWJFy5xcUrTJyVf16lQcJ/QwEHHoi3CCZR/+GElMgk093Mf7jW8tTP nslF3/0/hvwXOlIzg7x/+P8ARzgnTA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 65-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9VXlUzX33vbd763ab7nxv0kg0SIVG4fMhpZLK06SEioQ0EdIT3eZR6tFg CAkVQhJR9D0ZQtGgovLQoDlpHiR5/X7rXe9e66yz9h/7r3P23iqe/n95iZBI pPd/5v82iXbLOzK5m/hS369SMCQCJE317On9jWhN/PaH1LcygNVNiV7hMDLs uyeywekjIn2zXwNvB5G9vOKMlwEDw1C/t3NjHdGQn6CWxKeBu/Ec74xcH5pu vlz4zoKFA2zWbLELn0B7A972mg9IYKH7xrgFVW3IunpllNLafoL0a1yjJ7IE pQg/DkcvJwOpyL5Y4c5z4ozQVoEnw4SAglYi+uAYUT85ASJaFMiO/Wq+6ek0 ctMYuqnYxsIk7fCNxZx2okCh6m/bTTwQhv1WmOhpRHEFngq2T9i4vU1B3ihq GJnXcF1v+04gUr6kotmrKqR/9tTyO04cTGr5UBYXWIXywnWiT5cPEe7OMenX +0aINsp+EtVYANnch39NnflGmH2wc8woGiRIlqNZkoJKYueWU3dKVEYJCC3J kpxoJgYEVPHYFDFMciu/ER2cjoSp5Xr7TnKx8ISsYvLuj+hthfmcy1JpIAX4 59j8ziKaeTWhS/ZLYSAXvDtKbSLitq4qDIkfIUjjejoX+kuQlqP3oj0BPCBl vTDkJNYThVRXdusBcRyQ43kuM3UMSc52lPu+Y2GhwXHJlLQG4lBP3sy2n0zQ XdKyY+zZBHHQzyZKZq8AlB9tfneirgttbTh92shOBgtL+tNv9VYR1nkt2uc+ 9aNsR4na11PdKIh447Am6M89jHoTDoQIiUbH3hZryh/9sZdszVMD6GuUMrlv xRQiSc5Penp/JkQHDiRuJY8ShWmDwQX6I2jd4HPKuXdiGC9zWLzBpRNF1Nza VTE9R9g9eeOwQTBJqO4vnTuVOE9YSgtHE2Ca6FMTNmavp0EV/WcA1p1HAXea W5bFcrHx5/CsVw9GUbCl8i+H/W9QMavNTKt2Gjl9PRw/bUHCjkz7meTz7egH P+NhfKMEJDxSebwOTxKSBltNDkd0EXb+2yYZJfMoKpAmdCmhY0Z5qNP2ERHc 7sdO9LzJwt++6ZQGJU2gBWYeVuopX4ird9yjYhVJeMlNnV0H71NwBO/xxv0v yDDk2MW+zqLBDa33VBMhGbt17NXqwVTc6dN92YwljgeWvZ0O+c7H6Yu5Sxg7 aSDKLv5OSeVBVHH7zTyln0TjvWa9iJSvBDFcUONU3IW++IsV67RIQYrf7N4f I2ScutJIl+wpgs2p6WquKuK4htbSbuLPwR6/KXk6IeNE1/nRltKOH6jH9+yX n89JIE1exv+6fZK42BuXqOUlAkc0d/Ut9CSBbEeqfnSpBD54lvXJIoCH2/dn dr7g0+GuH+dGqhcLTPvrjrMeiILyvhVm9jk0sBPLRIZmrej8CovxiXI27HJd M22xlQ4JKe7bZCKYYOX97Npf7V1ETcieuwnWDLzwWrBVZV8bsbqt9+m6SyxM c/7UnF4phf1ELF+2a3DwrNbxXIHvMHpLhLfaGNJh/emw66GRk8jtQ8O/qjUk yBjawYhWEsNFVVNsfXUStpg6OjJrL455VUtiVE+J4eekpOc6a5lQf+Gu3UeB AOh4+29WFhNM7q+crw7nQ6pPfl2oIRPEZtdaaO7jgUPTxPLzi5mQGXdbGKrL g/Y909b5GlLgJbcwUOKTDHh2Z6Z97iPBt+6czOvdxeicqdxt3yRRbCZWkfvQ bQK57FL8Ge/LBPIFn6QJVy5Usm9RZi+zIK1Ibq1ThgCaQ4ofeUcOEJY//tot lJPBOyw9P9B2SOHK8pWzt8vpWMXYvvPAFQqWy3XTvWvXjHDL/W1Bq5mYvC+7 J23Fn7yxnbERTZcGawOl8639UhCoFy7es7gLhV52VnhdzIK3qk5FN5TIuPd0 jviu512EeppLbsp6Ng4ca7vcf5WHrTvkPhDAgD2rTDPbPBiQbcGRzK2mQ4h+ 4UKlEyRI29egp9IggeW1X5+U9yDhF6Vh7Uv8JGEReBWrNZGh/mBl5kDjT+LH 8gT3VXq/UGROlG7kShGIEja82mTTgTyu0T+4qPxEkQ/XFza/JYE7I7JSfVgc Lw2Z2BFXNIaoXZHhzqfoOLQ7VVkrYRLNtWgU2VZxsf+RMz129QK80fvkklQK GV47x9rveTKKqhN8nVtyHiMD/+qhvYoCsKdVTQfq8bAx08khLZePt0u2Zxwx 54DkAuWwWm827GwaTj2syoAn4kfz9kRS4VPFOktyBQtsym7niyrKgPYNiTIV JQ5sCBLoW7HYIE7XXmS8mg7XbV9r7SB9J9qstDmTRlPE1fYFl5Yk0/Dk6L56 /4fzBP9x0bmrfnMIv6vukqVx8LrUUbgwwMD3xP4xmTvCxbuDwr6+mGbjjBRx t+NsJjjvSoioElKg9TGTq/eGAQdi4lOUQQSSc9JThW0yYNNkX+3aRILdEj6b bI1ksLdGgcLajhkkz2q+arWWj1ctKtyUHsLFT+cuVizu4uKoHyaRm16zsHpV keXOLjKUf9RrifGbQR4Og7UcuSlUl8NJayBJwrnb39LuPuRjyRPJer1qHKxH NhtobuVivUsHb19CDJw3K3Ns6jMHXg0apeaflAQrNq3L6SkDAtk2OlZZM0R5 FbpZ9Cf33JvmbPQbPxID0QYixaIkrHTEUGdYnQJRrDWTMd6ieGLcFe6PjhH9 VjW0fcEUPLNtgWBx3w8i2C4+c/gEHa8sMG+PHqgjpDLMSBnpUrjKKuNTwVwR OhisuvRzqwz+9bHZYKDzJTJbA/O0dSxcnpUVf+7+NxSXKFoyrskFxW23LA/F k4D7SHD6ywAVVK17RXyYv9D7TVv4Bjoi2Jeb9EX7MRVGiXsejmVMfHT+hjo5 pR4lbAwzpUxLg2yV+Idmn2ZkpBKQ69zHgALR3mWm5akImWKIsZWBHy1zc3fM GpH4cp0jLUgSmz+wULx8f5y42nKmQKubhbWvPVlg21qHykzWWT9/xsVh4W6s gg0TaPqS6UoNaSm4x7jRQgSNonTdtQ8SLWdQ1cPuFdYLmWBXL59r68yBrXqq YWab3xMubP4ivQgO3BZUp/q/aiIWBd+t0UyWhhiP+gXTauPIj2wz25TChkNq xUWdzlcI3lH34epkNhybDKtOpmYTHgrRrZx9LNy5Wb8mr7uPCMmuXWuZwYen 9Z5bx5r6CG7DMbPmDgHkJV8XBuWMEb6abVxtIy5MPE7693JrIdFpb6IgepwD fCPhRRP0AiEZlOhfx4GDgdO5bfEFyHthmY78Kg7sEQxffVlWg0jLokVv1lIg /bdWJWm1ODbqsbZQjqfB6OCHDS0VFLzxUty8Xf13ItTGCJ93//Nfw6Vqb/ZS cd+ysNjhZDo412eeDxFIw997ZdsSf/9GUUO1KlvGqDiIrfulSFoSmCdXf8oa F8OyES9Vd0vRoXuR7NLZexycE3TZW2A0SpwJfuD5OIUPmkfzG/dPfEBl+trH XXRk8Jms+ALPJiqoUPrzacY8POP67bLg3DhxM+QoumDAwbLtZTbUplmCfC8r aYcXD+z6q0VDf4yhNJEAVpo6H2JSjCtKVo8gxyvHD/vWCKD4xuxSpbNdKCe+ 4czLYDbMmjYM+gh/oVvbkz9puHKxRJCRTEjbPOEeuFQ6I0AAVM/BJqX5CfRz KPH6WK4AhGLSZZp2E6juwaCRuLIYYPHPRpXWMvieoY9uhIoUlIodk6o+ScdR 2f98cazgwuyjlekOoyL4yd8ShjGzbBiJVu1h+olitefrHm98QAfmxth78mQZ fOiQbOGJ9zRsfuxl1+FWJuxJe6qkX8XHx3ojDo/nUqEqtNi3Q8DFE5SKTuev NPh3VbgsY7MAX0met3CQokKYo1tp5iE2bNv7Iubrv3Tc6TXKFoudRajhylql u1zYfyLfNb+GiU9EOF93XsGAslizyj5DNlYLLjUWvJYGc7/XeFEjDz9LNSQ+ L5OAVl96ZZ4BD+v8M2W87Y0EDD1XKpazouDGZi2Gh+ofny6+uPlsBgc/K3f9 W0OTCXI+BvLrqwW4w/SK/O8pKfi7PUiMsYSPC8NyXoGFDPQMpKPUpxKQf8Bi vDOXjZHPdFKJrxhOsFzPKs/hgoh8b+2vYmn8sYzigBM5UGq55cZAnAA/NKjd GzPChFIL6dqd3iyYM7ibvPsVGycS5RVvyQx8JEbM3qiHCyflctaxlDnYIa3N 5Y0WFypaxXR3BvDxe99qN+VIDrhkmcWQ/hFgt5BtsqssOaBlYK34/bwUPqkb erI1lQ9+B2NXB4jQ8Ux225t2gg9JZ0JTDL1Y+KYzXLu9gQ/vTCK+d03yoK6S CK99x8OCJxqiswN8IK3u9Nry4E+/BiroV5VxMen/IQsjKHvL8it0+C/HTvq4 7+Ixqf/x/wDFBye6 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 66-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwdlnk4FXgfxe+1XBeX6+4SCmnUWHrL1ub3M5aQSpakRTLJUsSU0GjsJRqR SyUZqUQbmishft82lcqSJVkiZMtatmR5e9/zPOc5/3zOX+efo+Z+xN5DjEKh vP3p/yVF6rZnVMJn8ttnpYysIHGgrNTKnPKuR3ZZ41cK4uQBa5mR3vAR1HLm q9bGa22IMuiwAd58Qf941Wlv72NiGOr3dK6vIXO675sO2kqB29pZXrJSH8q7 ZHt6JIWF/bdu2GIXMY6Wmraqlo/K4nA389hFle2oQ3u20Si7l1Dmvq3oiSpC 7mWREg+UqEC57yBSufeUqOwNuVynogD+d5pJzOGv5H032dgokIDM012Wm8qm EDB6kFwQG1N0I8xFnA5y3fHGo8cneBAetqAy3lOP1Nnfr0EbG3e0qygbR4+g 33ryEvjUSUTJkVW1eFGJyuqbDigd5mDKh8bS2IBK1OB0MtyeN0TcnE+l3Ogb JQHaLs7rbwggk/vAfjJ5kDg16U3pJgwTivVYuqyggnQWPajz9BojEFqULjve ROCNqfVdTMOUPeW5McEpaNdYYcvf4VwcflJRNeH39yg9e1F1RAsDKP5HsrYu pJNpjxN1O39nYKDeeXtcooEk1sblzDHHCOWbvt7l/iL0kjF8su4gDyjpz4w4 8bXk1LmbVx+spmP/LPdLF5K+osUm2x+Zm7NxuGGIbKKwjqS2OLDvKrFgleaH vV+fjBMIlNMZHhDA0oeb356s6UaLv3T3+jXI4/Ci/pTbvZWkRKxX4KXXjzKd ZKpfTn5GoXadjAnTn3sY98b5nAgn8yeuPl8i8bMf9Jy98u8BJDVvVvg0ZgpR ZOcn3D3bSK9ZUm142RjJF34JvmMwio6HpTdyr0hh/Kujxm8unejJ6oigbsYs sXv0yvE3wQSZPZkWWeZAAWu58LE4mCLaT75X3AygQ6X0D3+8ah7dSwjOdbPi 4bVtEekvCseQpM3UGZ3KOiRitVtoV08hmQBNKA6hYicFh+mEtA60T1yoYekj A3EP1YpN8ASZ2FVeEfakj9gd2TnBLJpH3Wb374djWcwsD92xe1QMn799MfJt OhsPDuqVHDs7jopsIy59d24k1+65RZ9WpWCqOu0Ux04SR/KKzb2fUeFuQOLB 0CY65Gq/k1gfTsWZ9604gxQaTtHgajJdpeCHpZaN6iM+RIs6bt1c8oOUZkk6 b5zrI2TkTtUOUTcytwuMvevIgES/mYPfR6nYW0bVcYuOBLaUSPlllxod06x8 Zxdd5+L9C+I39U58Iwn6AaHKI1Oox/fixx9PKWBkw8+1ejBNrvTGxmt7iIG3 /NKntLVioPgpySCmRAbzbYiKdwUfd3hf6HzGl4a5NVVKhdlsMOuvCWEVSgK2 rTCiV0mDHe0CMrJoRlpHO9MGhWzYt2vDlNV2aZBP0XitWsECG88n1+07ukl6 RrvESIU8Xnw92Kair53oq77/d9UhFpZybmlKqWDgioqlCgZpXDyjHZIt8B1B 91Q1zXT96GB6LuxGaNQEStoewYwLXCCpQ3uZMUto+OPLRbrnXMWw1eTx0RkH Oi7qPFA7+oOOkw7l1IQaKYB7xuK9dlICcGwY10nTUABnCcuYG2/50HFgyjZn BQNM7CmNlMaf3OcLwrY+CjS/dIzdcxnIJTOlu75nJfHFjn2vFm5PI5d9qj/O +CqAU0DpzsgFHjSdED30jBog/7SK5mv85fBea/dGqb0MrFhxZM9LIQOrrXXo 9Lkqjnu8lV0ixboR/vDvzmPrFPDQqrARWi0Hd2yb3iqZIgei67XDv7QzIUA/ gt6j0Y0Oe23Y6HSMBW+W7bifu4SKEw0o/dV1LURL6JKdaMrGQaLCLvMgAbb9 pNRIgAk6O8+82reJBZlWHNns19KgrrE6KpQlDkKvOn21Ohm8P0ZBoo4pjp+V hHVo+slCjT0qcE2WgNrDFRcG6n+QrpFz0YWHZlBUVvSqqNViULv5mgHI1aP9 16UbXdR+IPfcwgNaXfPEjRlVoTVCxxldpktW5k0hie6oCOe/pfG9O+x6/+wZ ZO75l2aSOBWYDsyLCbcG0es4X+cPWcVovlW+UpMrgN2yHamBlhzQUaq5aerE BdeGkaSjy5iQb2TqfS1TCloem1hTH7MgK85sIrJBAXRzZUrVlnBgdcxF4dsZ DtClddXXrpOGqyvWXamTHSftNrqcCeNJ8udk2eT9ABqeGPOqPfJgnthITRh5 7PmO8NvX3YpSHEwmXaa8W1m4gHZ+/WwgFx9tad6WJM7DqYn0PSFsBTAN/SrM K6JBc7ECV/8VEyiXxqabhiQhISslKbxdHhI8Qo+KvojD7zKHNm0zlses5+O/ hg/OI2VW0zWbjXwcVmYR3/8vH5fNXnms0c3Fafs8ugTtHKxVed/atZsKW/Nu zR1tHkf7Hb9Uc5Qmkdtt7qrBz9Jw6e6gMO8BHxvt/rBiny8P61MtBpqaudhP LK6+oJCFb87IB022caBwYH3rhyAm2LCluneUMWGLtXLi7ol5Ul6Jbt2vl4ED TvPbU270kIEYQzGRJAWf0fdIeZpAhWjWholTnpI4/67PlwsOQ6TfpkrKK1gc V/FH/zQVnyTBdmcujJyUxthv7f6q2tuIkWpBSU1h4Nj3D2o2XGlBh4OXLW9r lseul5IMLWs+IYsNMC9lwsLWaxYneaMJFBsvWfRtJRfS5Sz9pM9LAPeh4NzH AQkYBt6/AZ+m0btNW/iGemI4AAYCc3vFYIwU7HcqVcDuq7usbq/sQXHmYWbi U3JAMYo32P0kFBmr+Wc79zEhQ8HL/qVPE0FmGE5tk4flwaJF4dV5hK6jF/gB yeLlX7txb/ggufYh+Y72Zxb2WDPMVyzvQaXrTWyfPuHi/xwMfJWcOIumMsxW r5BjgL6lzzt6QS9KWbWxMN56GpU9G35btCAPdrXK2ducOVA7Hmiel9FHXNh8 df1IDizVn8rnhg0Q9eC8qpUJcnDw+5O7x08OID/q1pmGRDZIOtb1xLS3E95x t5HXCWzwid2o2VTQTvarxDRzvFh4ZfVLk9SxBnIis3qjdSofzFp9TLuOThBu XZBF0ycBdOXRDef1ZonvynaurjEXdIvbblhYdZJOh/UqkiEc+G4o6eZDbyBI HsUfqeHAP1rFD3LVW4nn4lI95TUcuJ/tmSAUVRHKrzGSt6rF4ROXpt1oQsPG PbZWS89IwZd6L/oOTyo2z4idt6sdJvkLG/xn59hYf6Tkl1cHJfDqTcWGOdFS 4Fx7Ie2EQA6qjrh9Y+jOoOiharUtXyXwVq7XeNAEHRT+WteS/o2GRTkosA5o 8FldcflMAQePHpzuunSvkyQHF7oXJ/IhJgWe59tWklID3RAXPXl8qLL2VHYN FdTE+3Ok1vJwVk/RwydGPeTWiePosiEH+/OWiyVrfiPUgvSzez14sC5Y6TKn oRsJxfxZQi0+xL5f6Cs/3oacroYc9a0SgLyznpnlqxyUdaYu+XkwGx5+KMjv V55Et3cntKzYxcXCyIVt3qWTxC1guVyqvwBi07dffbG+F/0Yir/xNfvnr9ra tsxN9BnVFH4xpi+lgVXu9IIrn4ELjA6tilRjwPleSb/r92g4OvP8R6fHXNj1 emWGQ8ocevSnjNGpGTa8pD06tieLin95alJsXigNk6lpxrN+sviPPxTzT76T wvZ89UPyDkw4ICxbYlDJxx6/P6UpK1KgMlTk+0nAxRejDdckfRSH1jURiszN AqyUNet45MU8CXPaU3LhDzbIqH9+4apNw50eY2za6Rm0uXJ3/k5JLnifzNmV U6WA66oNkqvrZaH0tEVFnxEbX5lks7dpyICl30usXs/DkVatmzdWSUKzr3TF TUMe9swbv20YT4Ohp0tESjbimM6ctg/R4YCqxpXNF1M5uLvVXeTpzQClQ4bK pq8FuE34qqtcnw5/dhyjMTX5OH1J/PfRZmnoGUhBSWUyYB+jlH/ZjoXRoamz Rb40fKCIKsiJ4oCYcm/1nEgOH52R8Kcw2VBivSV3IFaAO5O02CxtOSixkqt2 9WSBnbWQ0yzNwvGk/PEbKhMXvDoT6ujCgb+UskxYSzk41LWapmvGhsfNtFWu /nxcsuw/8fnmLHBJtzhFOS/AsUXR198MKYC2oa3qcBoDz7pNz4o0eOB3+PQ6 fzFp/NWUJD8O48HZ5NBEIw8Wts8Lt94dw4W36yOHuyd4kPl3mPg/lzlY8GiF 5MwAHyjHnr1O8+Fg2wAVg8pSLua2WAuNh3gwijK36FyVBq/U7SOjRXy8wwD3 XQliwI45vYiMZD5WeedeEiNgYsr/pQj/BXlMGb4= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 67-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk0FWr3x885huNwOM7sKkIqUXFvxpLnKVQ0uRWVUNykyRANRDJWIvMh pZtKodSNSCjPlqJQVG5FGXLNmXMQ4vX7rfe9e6299vr8sf/Ye333d211F8+t rjQKhfJ6Nv+vUuh33UKj20n6+AblFKokULS10sYO1qF9xRfDnawUAGuZk86g AVQqSlk0d/wrovRuM4Xqb8jX/rme6iZFDH3dbjvqasmi/PkXVofQYa/JFD9B uQu52v9wZP/Dxl6bTTfZBI+gBnavrcEYEwfttTj/S2UzOhb9YrENq4NQfn5f 3BFagPQnlv7SQacCJXdbnsr9MpJhcvOX+KWK4JXdQMKPDJPG9xeKsiSkIO3c P2vXPR1DGoNNdZMKXExZFmyRx20hqZFBP5ff50PQmRmVkY469ORkjPZvMxzc 0qwy1zhsAJlNW5edSRxDlEw5VcuKSmTJ1kw9GzzbX/+h+PzRSiShXeXPP9JL 0niPto4m9JLl7ueq/8kbJBSroVQ5YTnZp9EyLvxriEBAQarcyCdyKfjMhfeD UpjiUJIV7itC+r/fC3kYwsNBp5VUo//4iDwie69nxTKB4uV5Y/NMKhE8Wqgd 5cjEQM1+fULyb3Lp99a0oKQhQvmur3uluwDtf36sfo0jHyipz424kW+Jg7JY L2GCjr1uuKQkxw0jnRAonFPMwUGGfnKxie/J49oZHeoKNqg93vD6dG0baqet wLfsWTiooFt0t7OSaDmNUIxCu1CarWzNy9F2FPJ14vk9VjuhGHdeOHQqiGil 7c4ZlhSC2skXHO2LPUjnpNvBa/XjiCI3LXZxaySvrhYIH/gNkweJ33yzDQbR fe7xrNgjMhjrbJ+/ZlcroiTbxdA1JonNk1fb1wjFZH/FR+k8ZypYyQcNXYAx 4uXgU3j/OgMqGZNeWG8a9Xgo+YkYAmzSGJxakT+ENng6iR40N6A8drPlkpox VDL9YdT/Dg3bKm4bj77cgsoG4mJpFFm48Fi90AyLSfMZna1RtD5i47lTzCqY RmsFju0Zr5iYVRJgt3uQhi26VE8Zx3Bxb69u0bGoEXQvc81bEaomN+/vDTun SsHNKV+yi3qlcQi/0OLgcyp4XjQt2nZNFrKWvJNcGUTFbaHaE0NAx6L5vAUs Jzp890+9ZdwphLC8ljsZ8ybJzYTf/MYP9hMykP3GLq8N3dFrc9CplYNYj4n9 Pwap2LxVwjdlXAqvlRQtsleXwabnqUrjn/jYeUYiQ/fUd2L8ZlA1cEqMOtwv NU2WUcA5gWp6X3GKXO08H7nElQaOwy1Xh1iS0HIwufW5gAEbfpyP+tTJBfPu Wj92vhTs1dut/fSHHNhIJyMjy9m95QWsaTvEgT32pmPrf2dAYkrHKl1ZLli7 PUvf2tJGDj2zt9+2WgHPSfe1Lu9qJsscy7M0jNmYvuPzJ1E5E6tGjttHyArw xBK/20L3ARR/+uVd+Vt0WB1z5lZAqBj5jNq7Vm7+SZL6HFnh86SxTIWpVXei JF4/emJwYpsM3jV5c+7TQ3K4Zd/YxszFTNgo9PEJMOOAS3tyYmMXBbaHrOp/ Ufc3STFXvuceJYV7i6a/rZ+cQrv2qE5GuCtC1jq5BYrpQvh0Ku+xW2gPERPB ZfUKJna0cvlAn72TI6+zS1oPsbC6ybbWQ9clcEmQrPK9L98Qrn+489gKRVz/ w3Hc14uPW7aMb5YSycNFxrPrKw6x4ah+sEzH/Dbk9Ku6Y+tyNlRr2uVmzaPi tKQTwWWrq8nGr8ofCLAgS3C0oqaRA2nruXK3q2Z1qpjXU39LChIPvNdXfy+L b33ZGRFRIoWfF51pWeAhB4HtSvdFv9Ph7ZHy5J66SfI6R5RpdHMMhd4I0wv9 jQae9oEeZZP5yDmd8WGX+iQqae88cG3JFNnLCi3XGpDBgk0xLVV3p5BkW2jw josM3OKTcC7/2QyycAtcECdBhchRVsT2L+2o6oL7jvobhajceuvtNoYQdsu1 JB1fy4Utc4JqH64RgNPfA3E+mixI38/UaX0qC59LzayopWy4bKQnkEjlwLIs 2WL1eVxQS/plxKaNDzKMZRomKxjgqaOY7iv8QZqtl3HFxqNkG9NlC7aVwuKh A289H02TQFujDwutRxF+XdWmROfiRs2VCmfLuDhHOn7l1HEeDl9j+MSRJcRJ sTIOfhxF0Emxz0jsZ0BDoSJP/xULLt3d5Rw3hwHRN0RxQc0KUCtOn6NAo8Mf sofXbTFWwC4PVK9+9afhp1NXS+e38XDui2jzLjEfa1XmWjm1UaHprJqG89oh 5Lz9Ww1XeRQNPuRXS1bJQMq93sS/Hgmws4nmvI+5QqxPtez51MDDz/IdtyZW cXHGhMLJ0UYu1B27lhD+mA3WHHqb3VMWcPBxX8MMGpRUoju5dbLAVEPT5x4M kp5wQ1qeFAV3dC4Y0+2eIWFsU/FZNykc4DPP7mVZG+m2fkM/4CuB0+vKW/ao DhNfm4jkgdMM/Iwu8v3R9BExkywpSSIm1lOwMMhY1Y2O+GoubGxQmJ3rSPPb Rf3I0hSm6WZsvFzpgKP0gil0PlKq4Ls2D5TLWuLTLssA77EwpqlHEh4bWPzh mzuC3q3bJDDUpWGfI1bymgIqDJEcZ9tiRVyW+3j6TvkQumBxxlxiTB6cvBym XoR/JMbqXrd3dLGgdn3F4aLxLoLMMZzdogAS4wclYky+EJmlusfrkRx+4mds GXv5K7lZn5C9pJ2N7WXP2ISdG0bFK802lj3jYa8FFbDKk4bH/jT/bbE8E2Qb JP+ZP/QJifRW5UdajaPOORzjjy/lwebt3NtbdnDhSWd2W6PcCNnFEWjoh3DB wCOs2lheTDR8/3qjHS0P/nvKt0zbNiIP6uaJv2M5EM3OLKZX9hP+ib0DVdEc 4EWEG8fk9BNnlfAG7gE2Lm3/wz8qrQCdSqtZZZUkgIwtmvavA6YJ7/1Jy09f hRDblS8ua6KBu3Yzb5kxD2L6eJlXVgyR1m0rVaT8uPDTwnWdiVIPQQoo0rOW C7nXtHLWfesjbnOKdecu54Jeiu6DlYxOQtEJl7pTIwFLtZvj7ppLYuOOjevV IuhQ7S++cuuXaWTx5/lpm7f9pOPB6jSnKxysP1C06NV+SRzg8r197ykp2PE2 +fIpoTyo+mXSox1GUFhfjfqmYUm8UJAmu6pRGhQDV3xO/S6NN9cUvjA/Lgnt GkoLJ3K4eEoz5sWiAwUkwTffpTBWAB/D9TddTOsixQbL/HbpKuCwweXP6pJ/ EnWJ7ky6CR9vcXQo3yl+Tu6cOoGuGHJxlEjtsHlvB6HmpEY5uvLhSn/Xdr/C pyiR5sVO1BLA6IbLVWHiAmJ73c/H/Y0Q6koSnUYDv5IbEe8TXvhyoLdJ7dsb 7z50d3f058X2PLxC4+L8nGV9ZO/RhfJJXkLQrPt1t1lfKZrsi7w1fFsIg8GS V+3MH6Ha/G/GMmrSYGPNqxhrZuAco8N6IepMOPQyseZ0kwQOS4tvsi3lQYnm IHt6nRg98Zc1OjvBAczKkLa5N4kWlZkVWuQz4Ev3PfL5iwz29lZ6cPodHQvM CpkGQ0zYl/h0nkGlAGeU0PUjOGOkMiDP/auQh0/K7qSLHs6QL8uDlVgbhHh0 4ZTQ8ISYnLF1KEr25sCTRilGw6x/tLoOcaTPTaAdpfz58bu5cPB0pn3mG0W8 SIUXvM5XBorPWZZ3GXEw9/jhnrOB0rDW4yXWqONjPBP0KdWLCg3ujPIMQz6+ Vj2swt9Eg76yeXnK1hLYzLIsKc6QA6rzr264lMTFFqaK3gGBMqB82HDu6ioh /tw+dCfQWwL8W45JsxYI8Hnio6PuLgUdPSIUN+vD46i+PnOEhdHhsagCd2ls uuDZ3Ph9HKDN7az5mSeP2SbSURCvCEVWm7J6zgux3aNcO/5JGShaL1/j5Dbr WwXDetcvKeBIUlJaTWXhb0z5217VbAhUvmHGVuPi21rkYfwuRShtkNZz8hJg q4KlPsFMBdiVanmWEi/Ert3OztWa8rDEcKNq/2UmPhV3zD8mnwseR86t8KIx cE/rn443EA+iEgJijVzZeEJ6db/MSw68XhnS3ybmg/d2FO5xkI2FTxZLTfQI YPre7V+75rHxxqMqBpXFPKz1KEHraAMXBlHapqWzf13tkptNXz352M4Ad109 yYTsiT20VYv4WOWdS1G4kIXzMnkq0t4CeGz4/UC7AwtT/j+U4ELImGuko+K/ nG3xKH00iAv/ZXxJN9/be7ngX6Y9PN2t7sD7l1e/a2dB4gz5H6v+NK8QXJz6 l/8D/EcEOA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 68-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFVnk0FWr3PgfHcTjncJxJMstUiTIWed8bCqmUK2m6pYEGQ+oTRZkqUShT 3dSViqjbdMlY70ZUhigqY4bPrDI7ofj5fX98315rr72etfbe61lr7732o+7u s+WAGIVCqZz3/48U+gOP8JhuIskMToqNlgDKYt1U0aF6FFCv7SUjxQasa016 Q4ZQfE9+wXWVbkT56mwJVYMojaJayU2Xw/Ct38O1vpZstvC1UMqjw56VP/nx in1o4cJ0YyNDeey70XKDU+g4SuicufTwFwuH7LGJXFDRhqSGY4I8A7oI5deY Xk94LpIwa9QXTFCA8sw5W/lRKTESVCc7rZYD34dN5NzRUdJR4mIWPESD1Av/ XrvuhQhF1H0+NJDOxZRloTbZ3HaSULLDKr2DDyFn55THe+rR1latp3fUuLi9 TVnJPGIIWQp6RH06U4hyX0bF9nUFqt7gUzeaNF/f+Kkw8lgFWj6rcLKhZJCk 8p5vmYz/Siy++ys/0RglFPuRFBlhOem5xFB5MzFCICg3RWa8gfiavqicSqVh ys6XmecCEhH76V29xggeDglWUInZ9xlZ+ZIT722ZQPH1Sds4l0KMJetCiCsT A/Vhtb/ER5L6fuV1ceX5/mPGBjf6c5FY0IzxM2c+UFJemXGj35MV99aATwkd +6a5X0++Moosyg1yR5dzcYhpoExcQh1pKXtg6+LGAbW89dXBtV3oqWLsteY2 WRyS25/4oLeCJORTB2ife1Gqi3TNm8luFOnHDT7Y2kko5r1Rh0+FkC1l/Jtl NCGonSyTX3x5AG0ajlI+rT+NKDKzE+4ereRvUeuuNpMx8iRhMOChyTDqy9gQ xLRkYLzkd801bp3IamZJxmKzaeJU9Pb3NcIJ8k6OH53lIwb2rJCRKBCR7Mmv D3LeS0MFY8YXG84i7U15dhUVAryyNTTldc4Icqhwr70+3Y6yOW22S2tEyO9S pL5Vszh2kXP+EfNnO9Jrif31MpEBUXnq+VZ4ghzYUuXteHuYOPlsm5DNnUX3 ++gKNVvYWPZl0NYdw2J4ctG9Y3dCefjrV4OCE5fGUY8Prc33Vi6582hPxAUV Ci7k/FO396IUDuPn2xx6RYXlmX2sJQeZkLn0g4RFCBXrujA7RCEMHJHdnpWh OkPWljyudhscIWTo4but2V1IjuO8PHO9DMR5Tx+cGqbihQX9N7pL6XitRKLO dnUpfOJNotEnlhDvnRPPMDg1Rjo9fIvbGPM8vK59mSmlQHTL13fcI3PkZm9k 9NIDYrD50+2Alh4atB9K7nwlYMD1l9azM7p8sO6vDeTk0CCEN6zkp8UGJ8lk ZGbbhNZMCgaasTz8sd1SZLeZAQq3Mp+gjTxw8Ci5u6W9i5j3fHycW8jCC+8G OJT3tRHtlJy/eDQOprs2NySWM7H/ptp7raeEeHppYLrQawj5txzhfWuWhN9i z94LCp9ALjeMC6V1Z0jSt12y51Ql8YqyP/ZbV0piu0n/4WlnKTzD/bfHxUYW bt8vcryvx4RtLd1yP9K54N6dnNDaRwE1J92q7393kOvWin97XaLhvyo20u3v UXDDqew8j/ABsv5OgImfMhPvsnf/RN/FxPsGTsSdUeNg9ZXOnYdvi+Oq9UHf jjSPINz4z7YTq+RwWYkldVBWiNs3/dhIS2QBwQsdO7rk4ZhxqFSPZhfaOE0L 9hmTg6pFW59lqlJxiM015Z6g08SxQ/ETAVnQ/LitDJ3gQaodVya9kgF+syZb zFZJQYJnnbF6nTTuN7rNxl5S+FXB2XYtbxlYGjCaVSUrDe+PlicP1M+Q/OM3 qvKbxlF4WoRh+AoxMFn95meRagnZe5fxyU19BilqKHoJ/KfIHtnwct0hKbxu x/da03oKlugKD3W9zMCRylHKwT5i2MbjjNYVcSowjdXHjZW+oMooL9fGtHwU k5cYdmdOALs/Dl05vkgWriV+/qrWzILmYit7ajEHrnYpmYW782BZpnShuioX 2Bl/OtdXC0GKsUxj5SoGIP2eLGXNWdLmsIw7YT5JlmhI3q82l8ATI57vfZ7P kmd3Ak/0mY0hXF3ZpUDn4l9blLTSsvg4KU5qZ6C8HPCfl+QHarGgKV+OZ/xW FgxfFr+1t2dCTFrilZA2Nsidry71UJCGfdJH1m0yZ+NVs2sWhYfSsG7FM/vd XVRoLVp6OWX/INr7+2ANV3EShRUJPJWf0MGYajvQ0MTDgkPLa/07+Dhjmn1y spULTuNqK1VyuOAgT+/a+kIWgna06JI6GrysQFnP6qXhIP+ssy17kgycMxXL plFw3sHQ0obsnySCYzlx3oOG4/zuh454NJB+h3d0zwBxPLzIIvqn31cS4HQx eSiYgdt9Q6+2qPcgZpItJSmRiZ22Cajbto6iowGLtFub2JhtuOjVIzSBbC1h lm7FwbFnmhI2n6PiyGha7thiHlwLOJ1rdocJvDxh7JcBCQjL8uOeDR9GH9Zt EJgaiOGvhk72qy/OkhHydK9LoRx2qZrbRgn4gaJszlqLi1hQff71MwfSS8zV fdNd+2Qhw0bfVerLKEHWGM5vYsO5J++oyZYDRErf4F+NSAY70gy1u2sryJ3G +IdLuzlYYuZ84s/HU6jQwsqxtISHy5PrUpYnSWLRLesVeiwmbF+dyXhKvYsS DVfnRNv/QNzjJmmTV5jg9F4pfZMrF5gfVXT2v5khbvICDeMwLuxYcxn3Nv0k GgGP3y2OYcEjw4Vyq189R97UjdMf4+ThkuXYb9ofJgnff89QZYw8TGmbGiwo myR7lc81cT05mLZ3tdX39nZ0KrVmtX2SAM53eOc3l4gDr+6kbUOHEJYFetRG 3qOD1+I23jJzHlyYXRXM2zxFOp0tlGmBXECifY9VPo0TxEbRPrVciHE5ZX2z c5J4LCw0UDLigttdd5XMFWOEsuQcLatGHAJRnijETgyb9zjaqV2kA2xYoPPX /ilkcyty1un9d6LovrYWzOWx8VCBztuDErg8WD9xga84uL5P/vOUkAVfJDrM VATfUMS3GvUNoxJ4VtigJlYmAXJnVjWnjEnivgkjQbaeGHRrKGhPP+XifRZ6 3aqZjSg+IMc9P04AuseDjEVbJ0ihybJANwM2Xuz4yn9njIioi/ffp6/k4zEf 7oOlpz6jrFP+6IYpF7dS6teFm7wj1Kcpl3Yd4INuIEQfrm4iCWK+nARdARSf OZgBeV3E5Xbgca93Qoha+SgO246StIt18WUB8vCBV9Sf4NqKHuyIadbbzsM3 z5huVK1uJHuOabOSfIXwff+xXqeoFjLzLfreaLoQtJalBEdptpPanEFzKTVJ 2DZoEBOXScdPzY4YhqkzYU2m5nJXNhVHpF794lLMg7U/D8tsnuhHRaelzc5P y8Ow3CfNXv440im1yrfJYUCJZfHaQgdJ7Oen8CT4Ax03HXB6tCNWGvYnvFA1 mf/TNC9OTnb/IKkIyvbqEPLwCxnr+/QsEWkxClWQXS/Ed1xFOVP2feSsy86C ZD95aFmxISEr6RfqPDAiL3lhGu3Lq0msfCoPh4Lvb7//Tg4HHR71JgtpUHjB trzPTB5fHCstedkoBmu932CNej6mHF1f8UNrmjR5McozTPn477oO1V7ln+Rb qWq2ooM4PnE6pikTcUBF8+b6a/O67e6NFwZX4iVA8Yip0m+VQvzYy7graM8v crr9hKSslgD7/bFz1+Y5CvQMJKIrL6TB8V/Bzop2LIyOiC7lekliQXyYRpAt B8SUemt+ZbOw2xDbiarPhgL7DZkDkUJc0WR5Y8H8vhfYsWp2e3BgrLloVYyy DI4mL4urqLJYxymu5hKSgzOKaVaceZ15vXtX8fc2JhQ3SRru9hVgTa2pmtux DHBLsT1PuSrEefsKAue8pGCpqaPK9z+Z+Efx8NShdfLgffTCKl8xBu4MP6MT Pjd/l/FBcWYHODhtNzX+uTQHqi3CvndN8CHCdJYV5M3GwiI92vSAAKZrOAZH sljY8ZiySUUhD1teaS3KfM2BYZS6Qf82A8xLx6s/6PDwVhPcd/MkEyR+xIY3 F3Cx8gf3gnNCWey5WW8Vs4sHeaZjnt07ZbG8tI56jLcAosJEB6J3yeGdjZRM mV0CeGjz/O5kCBcKrhZoZDMF+JpBjp+fkQCk7H4vznjNx2L/BPer7+SB0+10 z7eTfPzbh25ZSJgjBU1G1ztMhFjll/VrweWfpMvxVr2tvRBvzznenpM5P+// mALsJkYqVU+E/8VibkE3/DYL/osPn+Vqe4z+L///AADP+EI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 69-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF0nk01fn/B/DPdV3chXvdtSRLyURFU0Lr+12oFEJok2KSEpFKKsa+S3Yt MqgpZJoWItL7JZK0IE2FQmVLZKfQ7Te/3/md7/d5zvM8z+P/p6aLl62rDEVR z//t/y4lf90tNL6TuKvf4EeIGEDpzs+aOPgKxfUTu5JqRcDzTUh30AByNWq2 lJj1IKpv6yp49gU9u3rSlfmTh6H/s9u2V/XkdMX9vvF+edi7fFqUrNKDGlps 2fYBfOxttcrSOngUWd1hV82V5eKgvaZRM2vb0AWb7XVBHz4S6seITldoMXp1 NGzd+o8UULe3Fs6+UUnI8LiIa8kD74JmEu4xTDpvaRRat8hBVuSn9RvKJ1DX 3Xrp2zVCTOkFmxYK2kncd8PAGSIxBAX+nD3a9QoNrrtvJFonwO1ts1WNwwbQ Cr3ghbZlk4jKZauZPa5F9jGlrD0FAkw1vS6LOlKL9rzc73Nx5heSJbxrO57c R0y89h/2TxghlPlQBltSTQ5MLDHxWzVMwL84gz36lmz8MsnRsGFgyvFBXrhf KurhZdRLI4Q4KGCGWvxvbxDPPmnD90k2UN5eOVY/M4idQ+CbYRsOBlrBc1/Z f0i+TWJixOVhQo0Y6F/8XIyyloYkaG4SAZVRZSSIbSAKixO2WMTIY+8cl/Pp icPInPVH4ZNcAQ4yPMlOSGkk0tJte/L8lEGjZPPzgPoOhGf6fItawsNBxZ9T r3fXEkrEbXyl242y7Fl1NeOdKJ6+cJn69XZCGXfHuJ8KIv69dVHn5CSgceIR X/dMLzp+8EaDQ/AUotjSMRe39yTRRvaK0vAIuZnyxa9g2SCas0p7SxSbhfEC u7nrdnxE/ntoxNLiO7G+/8RunWSMGO605WYH0MFcMWgoBibIt4T9mfdpHKhl TnnjxVLkor99xs9YCV7+PjjjcdEQGnQUO+wK70CFym1mC+smkJbKin0Uh4Ht eVu/xV9oR2drzrifXsCEmBLNe2vwGGnqCCm0rRgm1l7bx7jFUsQqu71pvIWL uQ/8HXYNyuBc5wUHlY6JcF+ffumxuFGk+2m0JjksB12+sTcsUo3C6dHRkwra LBwiumd6sIoGI1UpzjKLlCBv4UvZlUE07KH99fEPzMZhhe3519SnSOmKaqfi 7FFCBgpeOBR2IN+hCsYvj1mQcHhy//dBGh5JrCO/nmVi55/0a/qnRkgcbfC3 tZJh1OV5rnWqkoJWft/N+y40uNQdFbvQVQbMSl22Pi6Xh/aD6R+rxEzoDpV6 qbuLweRz/UnlIgZY+z+MTJ7PA2u5dGRk1oxeGN1KbBTzYc/OVRMbbZiQkeMx 1zpJBJvcHl6xbe8gciwbhqqhIp51xW9TdU8b0Wi5kir3kocnF568KvEcQDtX cgOe8eVg7dnAP/1Dx5ARVlLeTPtO0vp3c8PV5bBjZUjgJRoTbxz3HZzcqoCt xIlNulo83L5vwiJXhwP7s7ffOMoVgUtnesr7HgrEbb9mnzrSQ86bqPzlGcfA T4wyz/U/k8FvTxWWuIX2kj8imusfHmXj3eYur+V3c7Dy4eSK2Fg+1ly+9aN7 Nh0bbxuxDK4ZQ+1bvlkxUhVh5MSx8cg9QjhiEKzQNbcDranszZi+zYNnWg63 89RpeDv/kvpYdC2y+KDymgAXMpJx5d8sMWRtFLCvPmWCSl/xvZQXLEg50Gig 2cjC+rGfk8dnsXFVaWD7vMNsaGY9u0Z/wYEGj+r03ldT5M9l2YMr+cMoNCds cegSGWhodHv7V+Yb4nyF+XqH5hTydbI4coaMk73c0Or5AwpYjpd6K9KWjmU7 QoO3nWFijeBNJ/74IYtN3X6fl0inAev0nNcQWI+exnhua8q5hxy0m5xcxsTg 9M9A4lEtLpi52LzR9+dBS8Uac1qFMsQkMrfTdcSgwNSbs3wFEyIkrdud02nQ tklPMGY8ThjG+dQuVToeGzrQ4HVXSrqGyvj58wYRfv60Y4a8AM8O/rHyQaIE pyUoOJ7k8yDooGi/vh4Pmu/xhAZPuFBTr7NE5gQX4nNSE4PalMBWPH6oQk8R fmMd2rDFWAkLLdyua0Uq4Pm1t82dOmhA95jx2ndVB3K2+1InUBlH/EcSWcNU OTCgmfW+bRZiD1WG1Y4JCb42qXRi/L0Aao/mtN699e//+PIdDuVc6PI1adpA MeFBLcq//YoFwCK5Mh5TpDfcUKaQQeG4zndng4O+kzDlVWMRbgyc/G2Do7lm Ofm86YX8AT86TsrqsVue10H8rKPTBwKYeFDP0UBNdxBx0syotFQOjsqLcXun +A15+Glpv29Wwg8+JJ47dmgKma0CqfwaZcwYoqbUv8niqFhG8YiuENgS9uFu ex4ISyRnW3tlIW3Nukh2Xg96ucFSbKgvgwejFP2WdE2SIXLL2b6Mh7s719+x 1/mJYkwDTegTilDofnNp0/shYqzpfXVbDxc6O3z97qDvBJlgiNiiBKFLRvFS vRGisEj/eBNiY8d3wTW+NYAuNyUXLOxUxm+Pb/Bc4UHhspVrLCofCrEKq91v XjkLT2SaLNFR5EBhzIWs4sFGkrp4dVGs+TeEardzxLvYYN2genXLNgHoO9cY HH9Igx188RyDEAEg9ubmTXYyMMfv7xe68Yow93HJ47aRBnKYZjX5TwIfbL35 VzciKRH57h14Gs+Hg9E6D91/lRLn2eHNggPK2MZMqb/2+Vd0KqtutXmaGIwv Pn1kvUEBhI0nzN5+kMBT5szrlh4c8NRtE+oZCwEiF+dV36Hg49aVsxknBfBz s6hMI2uaICUU61UvANNde2+k1UmJ26wyfdWlApjl/9e+wvZJQi0IZ+TX0eGR XeJuB0sKG3dZbNSIlodC9dW3z/09ikwzo6TWDV+JlWAzNfe1MjYYKP3lyX5Z zDvvZvrSlQbbGtIvnJIoQrTkyF6Nox9QWH+dpuWwLH49k2f0uEAGeL+vaMkY kcOM5Y7PN97/STrnzNCevCXAdI2W91ppfSjZr8jlXoIYDlx2enhtt5SULdM7 uUNfCddfs1vQETZENOmfc+WXi7B5ZP67kOI+lH/KF100FGBfu2ZV+fV1iHYr I263qwim0nbfPR/2laTIeCunzBeDbHPBzgPLR4h99smjni8kkC/gDzOeTpGc 6MbkR358eDuzdh9txSFyfVd8i85OIebMLsqP55ShvUe0FdO8JTDdp4bqQwbJ VH/sn8NXJbDO16ObRA6R+qIvxgoacrA3brO9zlEGvmV0aHGIJgcWCV3nOftP o7CspFb7CiGoOn3p3Fz0Et0/zTKKmOSDyTxWyPR0D/qlcs090yIm5J599fxC CR37+My4GfBSHmee6d4SskgB9qWUqy+rFeP997Rlbzg2klr/Qs8PEiFmqDgm jeIB8m5p8AzuZgl2DW8aUM2sJoH2jqXpPnxYmx8vzl42jj66DvHlIieR19/R CgyFf38VkLsz9wUP1xfXOxoRGpRFmlX3GPGx9JOxYf9BKVl/uAbPeSXCwU0p n4rdh0izJ7P6mqEIz1VqpV/JHiH9leqFKpvoOP/WDrWHG3mgNvfS5nNpAiw7 5d7/Zy4FKocMVdc+leBsbrjPdMsIOd1+TI47T4wLpdFq9LnfSVdvKkosZ0FW vubz2IssjA5NxBV7yuFBymT+fm0eyKh21/0oVMSxHspRwQZsKDW3zOuNkmA/ 6RmyUkVKSjcq1jm5KcMFKtL0dI48jiUPKp7RuLhc+5dhG1dF+F0lZ42yhgB3 nlw9q4TDhIpmucVO3mL8I6lq4UM+A3ZkmEVQSRLMbuUnLSmmw0JDC7WvFzjY d9jDz7SJB4c9Ild4yzDxOy2nod+IMsQl+ycYuSrjZI9Qr5oLSvB8ZcjXjjER aFUFKM9isbDkvg5jslcM301eTzJETGxxZPay2jIhznxrlVN1kAuDKMtyUTYT snasL69s42OHZbjn0gkOOI4R2VNWfDz7pUtpuISLVSZXb+M7CKDEcORApyMX awmt1qm+F0JMyIRr7G4eLrlNs5WUCqHA9O6V8SAB+Mw7bnZgphCf0y/y8Vkq Bl5CbsiWswIscyfgs6ajEDLXWTYk9Qvw2pedXEj5SY4VuS2pPCTGaj9MHovP TJPq86vyYpPEeGfR0faiPBH+6Dla5/mPCJzIUrVnNyXYR05vcXi2CGR2+F/0 sRFj/924/FqVCNwDBdpuwyLsczX94/wXIuixunxlukUWU/+XGbDo/Tu5VEX+ f9xKfxSBZvH+48VvMp+mfeLA/xtHxdD1Zez/64QzWmmj1H/9P1e96SU= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 70-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF1Hk0FPr7B/CZMWOdMTNmzLiSKBUSWoibfD43FFlLcpVcS6KFtChEZCtr ynaVupKk5UriKqnPI0s3KhEqJZI9GrJMKXz7/c739H3Oec5zXv88f7zPcx51 z32bvGkUCqXpR//fpEhd94lK7iHPlnckh/7FAIq2Zo54VzPKkXQx8Y5hAdY0 I30RIrTq5FRn2p6PiDLkaAJPPqJJm+bZGWcuhuEBH+fm5+TyepkLjQukwd34 u2Kqcj86kT37/nCdAg6wM7F1OD6O6A+TwmwZHBzhbn7yl7oOpHtbfX7WhveE Mj2m1RtVhvKL9JwPN1CAUuxYMrewilg3qKU9deVAwI02ErP3MxnI+aiv8UgK ck58WLf+vhhZnn2c+qiVjym6x81LeJ0kWl8B4i0FEBE+O3e8txnFF2x6EOvF w50dc1WMokXIcJ2Kxz2774hSIKdq8agOtdcy1tZX8jDldeu9k/vrUFJ+iZ9b wCDJ4f+zaTJ1iFiPOBHLmXFCsRrNlhPWkkEPV1/NqM8EQsuy5cZfEbUcI7t1 VAamuD64GhOUjh4GpB7RiOPjiDAl1WSvl6jL2FtZvUgOKAH7cu1ms8mh/CW6 i2yYGKg3nh6mt5Dixv44Ge0xQhlbqXduoAyZfJQeSsGKQMmuXsVLaCSd5e3v NDdJ4YBcz6zM05+Ri518cc68H/sNg+VS0l4QtSKJ4OlMLqjdsX4a9rwbaV/O 1tAI/JFv2UD69b46sjdApeLSsV6U4yTb8O9kD1qqFdd2c/QtoRj1xe8OiSD5 7PhDe6SEoHakRkE7aRCd62qMWd7yIx+5mQlPn3Zy8Lr24JrCcVKU9jHohsEI cn0+o05/I4vxks0L1rp0oYqq1tYAjy/EoeLx5rXCCXLh0qnUzAQ6WLEiRuNB TEyWdKZULWOBcfvx7EeloyhD9PiNCqcflXA7LHQaxKj1ysezD00ksRPH8Uvy 2U40UZLwclWlNMTfUb9riieI/RHjqd/fjxOHfb9PsMtmUHFt4YPkYg5mPwjd sm2EhrdeuOUevFOAh4b0yg8ljqM4rWnHSG4NulToHn1ClYIPUt3Vix7K4UjF u+a7qqlwuxOXvh5jw1WdJvrqCCouEjcUSlBZOLqk89qVed+I7u23Iv7vYkJE N55tKelGbxv12/LWykKK/9TOryNUXL+r9EPYVjnsMStxRS9kjBic2yd5SWME 9fr9+e5bFQWCyjxCRGwJON93MkHHmwbGFxboFqfJQOeuzK5qgQyssLr7fu11 IZgNPA/mljLA/ROT6m/KBQfJTLTKog25Blsb1w9x4Y+tJmLLjTKgdkUvw71V ABt8HuZt6uwmzUufbI0oYuI5eUEbavs7iLJyWsKXCxw8pROcL/QTIZOzxT3X rRjw26nwy6FRE0jY07czoW2SZAxvZ8fMk8SxlZfPilfJYcvJwyNTjtI4O1d/ NmUbF3fuENsUaDHh0M56a9ERAXj2ZKa191NA1n/1YUkDEckyU/7bL5GBx/KG tc6M0/GrkJI7PlGDZGKXyV5enSzebuXZKrWdicnorc9/TvKwurFj1+6LEjjP c3dhRulX1Gn/xY6RzoLFN5/m6LYpwv6Vx6V7F3Qj3cSGirgDHHiisaX46jwq 3nOQd6df3IZs3iu3EmCDYJNm5byLQsix5Mnl18vAw9fG6p89WZDm+2Kl+gtZ HNi17Je/61i4ujy8c6G/HJw8fznv10Q2NO6tzRxs/kZURbZaoamfUFRutH7U chpEVRtkPRB8IB55Mq0u6t9Q09ljgXSZceLOjqrVFEnj2urVZ149Z2B6d9Rx 5yQZfKdbtrEyQQqb+xxbeFqCCms5qpXeyldQfbyf8+vcu0g1TWW1+kcBuLWI Th/UYAP5amjUIKsAbypNraiVXIg2nQyKEglBWkZ3vvGvMuCvZPV2xVw6dGzQ 5U0YTZJ2WzuX/lkqnhj1bdz3zwwxiPju8XLRIMpIkXYNVuDA1BEr0cXHXGi7 y+GvfMyGm6OWtts3cSE5N/10RIc8WDmy45Pmc8BLds96eyN5PJSVsLw2UQ5r 1hVbuXVTwdZQ2jRXsw15bP7YwFOeRHlPlXLsQhhwZUr+yGQ7D9aNLYi2LxTC BgWp7i332bDpzLW45zpMeFCHrhU3ywIrYnamYwcFBmMMaSUMCnbfYeSqbTNJ orkmE7E+DBw/JH0lq7AKDWx4JuUbJIF9jXTWDD14TYIc4jJFYTJ43+Uj8+zM JhAzw4KSkf7j703NPHWvmUZ7gzQWtbfJ47LH4Ybn6ynYwgRmpEy5+KjXYo9P u6XxyQRG2Zg2Hxr2/05ZsVUB+HeEp94N0kFb868+JetO1LTeVmCoR8OTnXX5 i83EZJTc8nC6x8EwWxvrNEzD8ebhZhJiFkgrTLNYb8XESD0g37mfDQtiIMvt 4ixBZhhi7eWhikmlzjH9SqSX6gW+RnKY2pG1bUD/Hbr0OvWGTg8X6/rXnzpM oeN7q01tqh7y8b7Qoc2/dMtj8QWz5VosJsSrGtxq0u8h6fprShOsvqBd6qGH DTRkwaFRJd/emQcvnalb7uQwwEVBMH9lJA9sA+3581dLwvygm8+0k1lgtLRi l8+TbuJPtZtqSVEA+SalGINWGigedhfVJyvAcGCy9rtnNPCYG9PG8+XihjTR U8ftkygkp2GNVYYABjdrNtXUM4H/4ojFq/dCMLDtWRuXxQE/7Q6+rhEfTFKq eBKEDl2Oq+cygnnwh4OXF9eABkgeJex7zoMQ/UtMSzcJ8JlzT09lBQ9GtEJb /lhPBcqSGMa1BgnQaG6Odc77jox6bSzV4qTA4UNliMaECJlfODnj0PiJRFbb 68cc5OKVovLFj3fScbGvWZ9i2Qxxbsw8GyJkwbMCukY8foSihxvUbT/TceEc S9vENApwjv36JntMEq+MdfDXWviN9MxXWjR1i4e1G1O63y6ZRKlBpZ53UwTw Ypeapk6xBNwz0A120ftx35J15OVkL1GXGCiQMlbEVtd7bolfTaJrIYfROUMe Pqjt6b5Dvw9Rb2UnbvdWhOIgPx5qFJM0WgA3TVMABYfyPQIE34nTxeCDfs+E 0DNZftW7gAa5cS9Sa4IUwGiNvSi0up1c35b8RmsrH5+O/Xfj7asfkPv+RayM ACFURHiYMz98Jd+GEy5/zhfCgRbZlPLpKfK89KORtJok7Fzqo/LQRALfWrVH P1KdCS0tkf28t5MoOufMO6dKPuQHzaTzKU9JxVHZVbFTCrBt4/Mgp+wXaHGV 6V3zUhlI7OrbHLKIig8cUCoKa5LCnqXHRgvqGbAj7f48gzoBXu3T4sFSbkR1 oSV+74V8rGu8o+D2tnfk7YrjSmxrIe7SUgxtnXiNwp1cyzMPKICdWc4yvavD qMt7VEHyxBQ6mm921NSNC7vCCrYWPONgK1m3dLea7+TeCYva/lUKeLBzoNdV TUzW+f+L5zcr4m9JFV+H3d6TNj+Z2iuGinj56ZKGyg29ZLhqXonyBglc2WBV XXJJHlQXnLf+M4OH60r0twQe/UqU9xiq/FYvxEu9rlO/FHaTo52HJNkLBTjS dFuk1/oR0juYjk7fl4Xxjpp105+kMNojTizzk8QJ7ZKuOfLyQFPpa5guYeH7 AzygmkhDuZXt1cGTQuy6PtfSvGiclFuyGtx8uLB24UY738V0nEAeVD6hsrHO 30st4q1l4ZhyrilXjYeXyc8NPG7MgMo2SX23AAF+SUmJ60qngEu2RSzljBCX F7VurqfMEB1DG9VPZ5l40KJpeE2rPPjvPfFrAE0GN9esuWcezoHE1NCUVd5c 3D6HfneBmhw8XR35qXtCEao3TvPLLzOwsEKLMTUoAHHZ2dqccDq22T/XoO4e H1cnd9UZmMvBCMqxXXpRBqRHMm+UZHLxFgPcf/4IE4o/i2KUujh4bpNneYyQ jZ/lbjqk9C8X7hiO+fa4srGhaqDXNWsexEeKvRO2c7BCIu3bfCEPbpj/kzcZ wQOdO3q+KosU8J96pQcOrBCA0qvvZuItXEy7HTag7sqHTx/GjF27ufi3ph42 pM0S/ZRz9XkXFbHqtNkjQdJ3UtDbFtb4RhFvLT3YWXpVEVe/6f/rzTUeuJEV qk+KhLib6eoua8YDmkvouQMbBfhLeUSIfRwPdofzFvl8VsS9Nno1G7N50G93 Ke/7Gzq+1iLWpkwIYGn7W8l0lgLe4OAQ/nKZAN5J1MSiORy822bo1Q0vAei/ vFCf8YEJ/gWNgUbJAnwyXkKP5sQEjnF+mEu6AKckaWSMU5gQeabbLSlLgHdq pL+c00vDlP8vJdiLOq4qj1N/+rHEeb0wE8WfXlJTRFO/+z+vc1yxOekoD/5r bL7GrkK5XvDTN/uNVLMu8n96d7jfjHuZ3E//B3mwI0k= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 71-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw1Vnk0FWr7PQ7OMR5nPhKKVFSXbuYG71soQ6FMaZAGKVNSN0PmOTQaUlES FalwyVjv04CiUCrlXlEZjySzhD6/37e+Z629nrX/2X/svdd6HpV9R7a5UikU StMc/m9T6HfcIs90kZUbmdLHNGhAWaaeOXH4LSpaMLyIbSILWN2Y9IQNIsmP CsfZF74jyjfbtfCyHymPaF4eLWBhGOhzc3zbRBpf2VvnO0mAi+E0L0mhF63b nV+WJuBgH6u1W2zCR9GuPN68U3FMHOZiEjevrh1Fabzv2+fWTigzIxrdkaXI f6DV42YVBShFtsVK956SljsW7ERPJvjkt5Joz2EycPbB3YkiCciM/bpx08MJ lBf8RP2BNw9TNMNNijkdJMhtgDJzkg9hob+VRrvfIjVGn8lkFAd3tCspGkQN olXOpSlqX2YQ5ba0smltHdovujVAv4WDKR/fV8YdrUOVgdTDKrV9JJP7YNt4 0jdie9SUyfMcJxTzoXRpQQ3xfBl9+sOLYQJBpenSox/IuN2Js56FYpiy61Fu tH8KSm+KV7ZI4OKwYHnlM/tbULGywYCZqzRQfI5kWf1OJ8njLVFOG2UwiOS/ OiH2jlRsxRGJBSOEMqKjdaWvFLVmnd1E0ecBJf2ZPifhNSkzXe4trkDHPln7 Ll08P4wOXwi+75c6p68XIH0uuZmY5Ny/sLWUBQvLLF8FN3Ui9p+1NqR0zt/S vpQ7PXWktV4jx/dNF8q0l2p8Pt6FjC0rLFROfyAUg55498Aw0qRj4mIkIYCF ftXsZaeFiOwcM2RozCKK9OzYPrc24ii+daWX+xgpSO73z9f9gVIPtIyG5klj vNxu0QanL2h6af73pBMTxKbqhd0GwRihDbwUnLkkDuayYUPxMEHCqp0i6/Yy wLAtPL22ZAgZRQTv/XS5HxWz2k1XNE6gON2M11FedGzPtJ08c7kD7bx+ymTU QQLiy1TKjfAYqZb8gfaIzOkf2T4mVzqLPmmJbVf1Y2G5R0EOO39Qscw/+ts7 twvwt29aFccTR9Gi059aB+ENunHPJSpWmYKtA/TMHPfI4gheucnhZyKgH3Ii ansbE3JXvBFbEyaCR58Xpkg+ZuCo4o68Wwt+kazlI2G+jClCBvMbHIo70Yai a/dUH0nCOe+pgz9/iOCc9VfodYtl8d7fore0AkfIo8Oftkoe+Ia6vdI+/XpK AfauFmPVh2KQ0ROXsMKVCloRnRIZHtJg3NcUwCoRBx8Xx0AzOzbY0C4ifdNW JKzo6njyhAUWbk+yt3V0kqytmwo6l8ng+dn+FjW97YTrFBku9GDiqRUBNwVe g0j5p71VQpgYrD8bmhMUOYZ+nnpcVf/3KEkd2C0XvYCGC8jzkq3esths/MSP KVsJ3KvZpDZxgY07Dkxsvq0hAxHLjfrcOwSwr+ticlsvBUJCshabTw+TS8YK d70SxbESe12lniIdfwgsLnOLFBLLLVfpBxZK4d3m+97Td8tgj7+aFt3cy8Mq hrZf3K+LYqb3Z0Z+1gzqsJ60Ek+RhZ3dSyzf2QngqE64RPeiTrTQvvhf/iom vFRzKMpdIILfaq7w8bDvRJlmHOmb9ZLgXlsZZz0hB8mHmnVUmqVwm+K6xsK1 TPysIrRjsbc0CNJIk8FiFrz2rLkofPuLDPs6HQ2j9qHIrKiVkauooHRNf+MS ZyHZmy353knlF9JsKQg4uW2IuMhF1qgPSuCYgC++GtYSWKwzMtzxtCS2Matf 1jlPCpu4hSw+LyoCEwMl9Va+1aQ+3svxY1Y56hVxEXR08MH53eD5Y2pyYHhe 8ZL3JQ5ISGqqGq6WBId5xXtoN2jQbqHJGTMYJ6X7hwv/+krBY0OHXh95MEsy FMOv7qB2otRzErsC2Ew4HhPsz3XlQGs5k6vzQg5+TQWFG/ax4UxWyvmwdgYc vrLIueIuC/ZLeWyyNmDgmp775W4XGFi9rsjcuVMEVDXItbsFtWivXX8jR2Ec 6b2ft9ZtjxhYsOmdDg/loOoua7WTkxw8qkN5RW+l4EHgtdxHHFEQRutRi8Up WOdrknqzYIREsdaOxbiJ4wKhwmz/eCvqs2igH/IXxbv2MK7XOzwj/janLg4G S+Lv85OkQnZNIZlUU0pqigyezjG87PtIBHv6qy1pa2Xgs1kPFoZ9FsWma2GW bsTCQ++21Fa1SeO4BPHSkWVcSHqZcyHEmQvcMsHZT0IxGNj4Y8Gl4kb0ZtMW vp4WFU8bxL1TzBwhQ6Rwr30lEycmCrUpG2k43iTUWHRCFhzKzXtx6wwxUPG5 6dgrB4Xs6LYoEVFAxhhirBkg3iP7mGr1m0j8ofXXRySN+9wCcutn+9CNj0n5 K7pYOOKgdVFRMh1XrjHa/PQJF+/3C0qLiWbhiavGqzRkZaDtJONFts4PkrJy XUmC+SRK8r/WYTcgATavFW9aO3Ig1Gq1368QSXBi81V1Ijiws93W6qeKFKj6 329YdkYWfH698jti/YN4i1hNvTvHhnEP9dKaRBrwTrgM1p9hg9pSiVFaNA32 KkW3cg6x8Dht++IntjMoMLNxnXkqH7bEbjiidJsJ3GY/0w+fBRDOMyron2aD 17J2rqYBF8rSHEJQnQR8sV2jJB7AATK15jBbgQaIgRKONHHARpv/5JkdHdzm V2opanPgbcp1f1dlcaAsjxbPaxSFqtmYbdR7k8ige7PZwlN0MIiVPC9I6EYm V+NmbV5/J2V/2bn0MFlYZ7Bi6YuDYtjkWqlpbNYUcXx98XKgQBbiZSoNvSxr SdRAo8qWYTEss4ZSmzU5TZghq/9JH6Hhfc0mclJnxkmXqvySqUIO3sbW2XFL ZnbOx5J95ef4MBLOOhKlKwGVupoBTloMfDzo3daG2ndERbTvNt2QhwfZJ8b+ cPiN8gJPoCt6HNzZXhN0Y9MIEilMT9ztyoMR9vsc+ZUUSKb6sJLV+ZBDt9Gp CqCC/fWAY14NAhj76rnDzIMOWaeak6r92bDgmHBgQ+4AubPzzD8aO7gYdJTc hJNDyOXoEtlUHwEYSb1Ry74uAr8GEnKGbwpg22W79FZDKjSV9BtILKSBd0PE 1x00EVyo77EyQkUGTl7MvFOzZghFZV74ZP+YC3v7R9cVtPaQqpNS+jFTbLhh 3aOWHlFNlj41KjcpkYQO9/HSv9VnkK+vfEHwGzpe0sZLajwsCgeSHy7QrePj 70979x94LkR1QcVenwVc/Elh2kjpdjr6VztcXs5SgNcmSJftzhhEofa7Ki76 skH/wEZPg4Y29MV1iE2LnUKxGTMDfsVMOBx8e8ftBibuz1Y4aiUzTipjTWt6 9dk4v1JX69LdQbLR+zlWfcvDWPJiQXOSG2r1kqy5pcfDQfLFzt/NqsnA0wXF ChaiePnaDsuuEhlQXpRhmZbKwQnHEl5fzRkiCh56iuvrBdjvaF3n0T155GTH cZrcYj42+VmYJne/jXQLU9D5h1JgxnMH7w3iGHlMJJZ60bBueazb8SZpoCr2 NM4Uy+Khg/zJcGNxqDDfkiuME+CYhV43LiV2kwoz2UZnNxYIzedvt8+n4ATy 6PFLETl8WVsn7cmfdAhRyDJiLeTgk1nTDRYHReBxK22lsw8fH2h78FJ81SRx SjeNoVwQ4D05sdF/Jo2SFXqblb9flsHdN+uEwz+lwdszdrUPVRKnvVotZRnC gMSkoHP6riy8tD6KGppDh1drIr53jvHgYHuQvNN6ESyo0hCfEvLhm+MjNb+3 v9Hmo0q6dZVcLDQ5MXJTmQ4/UOaWP65Lgk9M35UcayZ20MW9GX4ywO5ADO9+ BlZ6s68iWiCHIyzdziuvZkKZ3sihrl1y2Ew9PcqgggXxEROuCbuZ2NtVNFvz OAvyTR5kj4dxoNNCGN+0ionTtEp8fbX5sAFnSRmtY2Dq38F9Kru4cFJK19Ty gRxe/6Zr7ij+Jt/cGw/EtHCx8oxxLf/0NInXDtgmWMzDO0qOdZTk8nC2edsR 8zAWOBNt5ZcFArydE3/ubCcTqE5BV3y38vFx+cf6E1tY4B7KWeI2zMPbR2pu BbqzoNfqRvb0P2LY7s6gPUXIgz/a/qWlyLJxcmbm7L39XPgkWh2D5jPx+7QP hU61XFjZcrU+9asM/Gtzo99HkYfj4kW1qPYyoOq7+VfRMh4+d1otdZQiA7TF Lx4qaPPwQbWUlvndVDwZb6ArzxCAJ2rPVRgVwdmSvW1/KgjghWiGVvBaHs4M vfHZqYMHy6sLqCrlPKxQbjfvazMPNtpq250+yYEvebV5RrJzPVxnVaVQz4e8 mvO2wWU8fL/XQPnSdS5U9SbxWwZ52D3Ua9alVHour8AlazL4eOxCQ7P6bzam /P/IQ+qCh7kmG+b+6v9yPMmoPmub95P8j/8HWtEUNw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 72-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlHk01f23x4+Dw3HmuWRIAyrhVzKlPp+KMuXpCZWmH6pHKRkTInNkToYG SmgQlURC+u4yVJKhNKkMZSbzIRS3e9e997fX2muv17/v99ovFUfX7YfIJBLp zZ/970uSyXUKjeskkuw2RBx5QAHScvWMySNNqFo/mkaQGYDVNxHdQUNoOCld 0vTLMCINWBtBbT8yvXhWp4/KxfCj12lnUwMxY51JioiXBXuDX4Lz8j1oTNEu vvQgD7tZGW3dFjyOChPTCytpHBxkbxw5v6YV5Q0cjj9v8IUg/R5b1hVajEyX nwl6n0MCUoF1oeLdCsIh0ivB3J8NbnnNRPixUWLkdPDyV1eokBHxffOW8knE dCgrz6YIMUkz2LiQ10Z4XXmxwfWeEIIC5xTHu5rQE8/AV0du8HBbq6KCftgQ 0vbeXhN7Yg6RbtGUTJ7XoH6Ulp81wMOkT+/LIt1rUK/VtoMdir1EBv/h9onz A8SeUR2H9k+TBMlsJI0mqiYGde8VRLLHCPAvTqONfyTqqIUNiQ5SmLT3SU64 TzLy1g6pco3l46CAeUpxBz6gMEkauMnTgOTmmmk1l0YUbg77HIPpGCTyXntL vSMqG1P9WHrjBGlMR+tybzHy3i3Mcl0pAFJapR4vupGIa/D53d5OwW6ZjhdT z40in/cDeVYMAQ7S9aUlJL0lnC7tybv+ngMLH1m8DmjoQL8ej/jvnmbjoOLe 5NzuGsJUTS9ug2onyrCVq38x0YnsXPpLE9WbCJJ+d5SzXxAxbTdrwaGKYOHJ Ku7y2D70vWneYK//n3xos2JHp6/E2n+f9E5TnSDyk/p98tYMo7qf957P+NIx XmGzeKPdN2QUE0wpjp4gtj1+abNRJCbcdOXSwm5SwIwRNBIFk0Tlv9+eaDzH AoOvwWnPi0ZQB/9f3VeXDqFCTquJRv0kMqywkt1yRRbbsq1/xl1qQ09jI+7n D8hA1COVkvVYTKxNuxF+SGWK2Oa6S8wqnkVyF+1GitZy8cCAVqlXzDgKD38S rTTVjLLu2odFKJHwihG66+wME4cISoyPVEqAIMZSsxI4kKPxRmptkARe8Nrs SQRm47DCtts3lWcIYTaV21D5iyCG8up2FHagW4nM0AwDKiQcn/5nalgCB8wP XiEcYWKHOcmbWn5jBDf9a0rt6R7U5XKhZaaCBHmkrQxbZwqkd0dGaxwiw+J/ rn+P2MiATb0NvpwiaQh6c21skTMPtlFSkZ5JM/L+FRhZeoED5k7Psre3dRAe J55Jm12n4QXZPubVPa0E84LHyS/6bDyt4XtD5DKEyLumHjoXS8KG+MDr/qFi 9EnzMpceO0qk/NjHClem4C/l/Q252SxsOuE9PG0ti3XKXM331fCwY2dq0tce EoybqLFZ+yeIi5vk77jESOMtgTGWnzdR8Ue/wkdOoX3ENW1SVqE3Fe8zc3wv s4+O508N2jyoFWIVA+tvztckMWGUV9z2nITddYJluxZ3oIVGq6a2fGdB7ZId BTnKEng8yyrsm2Y/yjDl0W68okJUs5LPexMOJB1+q6PyVg4HmLZzGEkcXFka 2Lb0OA2OOGj8ZRPGhcZj1al9TTPEi4mDJWHu31FoZph26CoyND9Om6p+M0w4 ZFPf26nMIKFa9UyH3g/CnhVarT4ki401z1r7vZbDUh2hwTtjqbgnNzqMcouO jZ1OLz0nKQFz9z6FXrb9SLyKctn5KbME5btmjV15L4T974bOeS5hwQN18jRD XQCyVM1FBoZUWC+v/P2jOhVazTV5Yv0JQnlMQ0CJm0PikcONrg9nCboH7WFZ 2WeUkiC715fLhsGk+xIRJAE0l7D5Oi9ZsEXqfpEgiA9xmcnnglqZcPa73qpu fR4ckDu65S99Jq6Td86QqmVj9ZoCs/0dEoCOmI5mE1mEg01/PU9+Ar1okf8Y aCwJ5lyZjh3lLEg+aCQe3siBJzXodkGTHOw/gWzSn0lDX7guuVCahFmVLb2T 1UNEGMdIfMZJGkff25VkQutCveZ1Mod9JPHqgyfdQjKKkM+2s6lDAVR8PPGu +M4f39FTTEgpyXR8oc7ztc4lKXzMZ4nq12Ymdjr1Q+7AJAWbGMGszHoOdjL1 Whm9jYUjo6WLx5bzYafa2JIaRyHwH4niW/qk4IXG017B6hjizZatQl0tMpZY FC27ZHqIGCHuO9iWsfGu+cz221eoOMo4cJPkJANstC0cDAckQF/F7cbOHhbU f1t2fPcqCqBNGM78xYSr9rFYfJcMsiu1TnxCNKw+nLj9nMcoyvp0Pk+jk4M/ 7n/bNKhOw2Vr11tWPOPj2PyQM6SLPDx5ZdOqZQw6nDgcYtDWICaStdcVRZv9 ROX1z8y9HsrAtkaFG3/t5IGaieeF9fsYYMcVLtIJ4cFRs12RDbJMWORzr255 HAOM28oNc//0flzCavpdAhe+SOv37twkBwJv+6FXcVzY+zG4XGutHDgohjfz DnNwgpH9+nlLydgvo36dWYoQlnW4iXf2cYH/9qTJx3YRvPqaomhlLwCX5a18 TX0+6Fzr7Tn1jg7frNcqSvvyQPk635U3RwXERNGuDTxQ1T17coMFDZwWlGkp rOZBqcTzBUfFskBaES59u14SdiwzULpTPI70uyxNF56VgQ07Mq0EG5uR8ZXI 2W2Ng8SAql2C2V021hkqVXv5jxT++G5F9s/YCWJnY+olPxEDfPNbln460U6E /ahX2ToqhR+vdxvTePGTYJ82/Jw2RsEJCw3y+yZGiM5F81Sn7/NwWU5/96MJ Mj7vU+RYkiAEziXywy+P6FC2RtPXTuuPV2+atqYMZyIVyd5bMgYCbLEuVKGg VxLf9vNGl3V5OPb23pf8yWkkcT8tZt8hAcQeET89d1IKkshunCR1IYibavVw DwVsr/l6utSJQLpRibZCkw6ZZ9+er/LhQkOWsGDxnz5y98R9Xrabj3VVdyyd UZhG9u6qjBQ3ESjZeKo9+5sCMz+ir4/eEEHfy6zhD+MUaCjq15ddSIGOFiPb 7qu/0X29o9ohKnQwLfD/OqrbjcIyEltsn/LBUmFN7h3DceLxKTm9M9NcCGz4 XOcT30GoVawvMS6iQiZbsdpD6ify8JiXH/BGBvdJ3dGZkJGAg0nlymtqhFjB 2ZPWHjyBavwLXdpFfGzconJrz8829GV18DyWhQgDpszvUZ5CgbZ7S1M9uGDv xbZOD/NA3w6NcCkR0+h8UrH9fTk2HAm4tftWHRsrBN696H9jkCiLMKnu0eNi /6LUBB/5dmLz8Rd4UZMAsx4rXhPEtaNmF2r1TV0B7qcW4WTLD+hHhXKhvLkk Tr3l/VbwQg6UFqdbXEjh4ZSDtRcTrn4n5I/qKmx4JcKzfG4V9UA7OtXmRWEt FWKq0hL7st8PUVdfMjpXLgdp5kzDtmQyRkcnY4pdKLg9SdbTNJEKZIXu+t+F DLy4Y5422YIMpWZbc/oiRbgy8U6ebVU5UWrKqN/vxAHVrzUVYY7TKJp48rRW goVlSw37p0VScFo+cz1nIQ+fc3n0t7rqDPG0maK9302ItT0u02PdBgm7NJMz pEQRZuq4H9Oy6CI0dC2VBi/R8TeZiu6bilQ4fizC0I38xyOs6XT6LA1izvsn 6B3iYHc/acvm5VLwem3IYIdYAMLmn3rDJVNI9HiZ9HSfEL6hLY/zciaQpbvi mpoyPubOUBXmTZFhGGVsXXmNCgUG3sKVLCbesQb3pJ+kQ0nzVXYul44V3ziW hotY+FjP5F6zXQx4pDt2uHMvC+9eVXG9Wp0NUSGTh6L3sXFigOwlr0wW5Bk/ zJ4I4sGGMrM91MA/XtUq8vBYLYTtDeaxsbVUTH4Q0Kuylw+crSHCliwa3vCm kwVJc8QNE8lZJwYfK/3e9FwY+4s4FiRS23ecj3cXebYV5QiwnGtW4PFcJuwn VivV5ovwxdVuwcvoDCDb+V/2+FuIO/vJfeuWMsE5kKfqNCrAF1aX87e4M6HH Kiv712cp/CuoO4jUyoeVX79Qkhlc3DI8HHAmmQstklVn0AI23thZGUVZwQPt D1depXyng+WUl0PObR6OjJLUItvSQSd31IcOPJwQuyRlnESHqOI7Crdqefif JckfFnSR8aDA3VlbQQjHUGuO/LgENuU1lB3QEcJLyXStACMBxnObKx4AD1ZU 5ZNVSgRYxyNnVfVNHmy2Xm0Te4oHlbbxtgHyf/5mndVj+VdCsIldfHPajYfv 9egrXbzGB59GtZV3W3nYOdBl1r6YBm10saW3oQCLE+veqs9x8fYRKaV784WQ olyeY7xRAPR8ylBVqwD/ZFbFW9+eIg7n6fSW7xHhgkDGTP6CGUT6n5kHEtRn FvEpFPx//FxLXTltPx/+l7HttfiBsh//YXNn+/5V50X/z/8FI00ZPA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 73-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9VWk0FWobPY7pHBxnPsc1KylS6pKkrvd1UZGkTA1yUaGQkyaRyJRQlAzd kFSkNF6SxPs0lzKEEmWMDJGZa/76vh/fs9Zez9pr7V9777W2hrvflj1UCoVS 8wv//RTpW57hZzvIvz7+4q5/SANFZ1Hm+N5a1LBZc9j7qRzgRWakM7QfOZcs KY/yG0KUXrs18P4HEqH2imZ3Doa+bk+n2iqyoOHnfbeXNHBdNc1PVOxCuU2S Hl/vc7HIZs1G25MjSC5ogS0lno1DXc2jfytrRtV3pwxeyNYTysyw9vfwQqTo uTxJKoUClAd2+Sp3npO+3Rny9DgWiPIaSKTPEBn1tc7JiJGBzFPf1q4rGUci 8/wtiRkCTFl60jyf20J8Pl4Na20TQGjInMrI91rkWM/f8uU1F7c0qygbRfQj 4esjIUERFEy5Iatq8boMHTze2cmk8jCl/lNx9IEyJJyf8VfOoS6SyXu4ZSyx l+w6qPng9roJQrEcTJMVviKiK5/rjJyGCRwvTJMd+UyySwfZRWwJTHEuzY0M SEK2Ccd8kuJ5ODRYQfXsrjrk2NV4PrVSBigivyybuTRSnbzsdzCWwyCWV35E 4iN5v7nf/3zJCKEMG+hd6i5EPE76bNN8PlDSXqzkxn4gu3e8iivNlcKiLPeL KeeGULSi880FEXwcanhMNuFCDTkdL/1qYpQN6o82lAdXtaP29cq5o2t++VvY nXSrs4zkh5kfZQW2o0wHmco3Yx2oSXWVIy26klCMOmP2BYYSzZBHK9vpQlA/ +pKjc6YHSS5U/eDu9csf2dlRd89GolaU/uRd2xi5d+FHQN6KAUQ7E/33UUsG xovt5/+5rQ0dH3BUbcgcJbZP3tr/KRwln0PWqQcVSIMlI3QwBsaJeLCWQa8r C1Y1nkx7XTCIXtr5P1y2dRDls5stdCvH0U9bCqJX0rEDy+7fs3+3oIWBkaq+ YdIQ80ijyASPkvtLd77zNp0itn5bR5mFs8iQejfGksLFvb16jw/FjaBhk00Z 2amt6Ood14hTqhQckT9YtsWahcP4ReZ7X4jB8MV5n/WucSBXt1pidagYLil4 fD9Gnf1L13IzR22KxCirX10SNEdIf16FY347kj8Y7KRaQIOE/ZMeEwNi+GbA PwuXu7Cw25x4jl7gMPGo+vol/mI7+u6b2jT1nALm1599OiWkQXpndKzuHioI rTxK/X9jgll31TF2gSQkmPf6zITwwFYqBa20aEBUE8VlD/azwcrz2bUtLe0E X/xjx201Wax0LcDqVVczodW5+VZIsvCk7rFsoW8/an+Ypmb1kwqm8SHXj4eP oqKaQ17WHgMkuW8nM1JNCou7SI+F9bHw+rEjA5N2NBy6jil6LsbH7h0pFxq7 KODDyJusJRPkopnibd84SXyg90tjiLcs/hyY/8gzvIeMc91NJMtpWGOVXdu+ K+L48LNOT+9SKj5gcJL2fX47olRMGbm7M+G9puODXDUxHBNn9F5XYhBlrufK Zr+jg8uH5sWSCRy44FVjoFEjg5UORdp7/eDgF49DWhbsl4USnYvlft+48MHn VUpP7RQxHm2hcp5+QeFZEcvCf6eC1k2VqsAjI8TtGv3TNo0pVHFZR6KmrJO4 MsNfLeqnYYlvegbvNjCwRHv4SaczdBzKtG5aZMjE5p4nFpwTF4OTBr1V0hNt 5F2Mr1N9VhEKaPxeufO9AFw+9p87qMmEJdC5/fZDAdDoS+etMqaDllKMx607 stBstZQ7ajRG6lUPv1J3mEGjg14f/B7OkiIHbZeIjgqUnEBzPsZhgdfVjpiJ SwJoKGLxDN4yIZHR0T0oEMDZrKRzoc3ykLvYWor3gge7ZLzXbTKSxw9Np3d9 tOHgRWUPLF3axaD1zgE5/KaKuNn/qOQqjqGtnUqHUrWpYMWRbncsYcKmIb+N K+o5UFqGbj6olQEpUfNs0AEa9EQaUvMlKfj206QwS5duEsFeMxrlKYlLuq9q 8y/9RN1WFdJeAeL4TeszWs5ULQqwPZ3SH0zHRyX2DOxfR8VyyRaU5CQ5bDB+ mzJ+WBr7BGhqNTbIY2SvOWrBkMEWa2BW2oSNvXeWv81zY2PeI2F8U48EmBle +Bmc/oFUr9soMNSjYm61pId8fhcZJPfdHIpZWCt7+VmHcTkcYx5iJj7OgOnw Azb2PyTASEOU7dTFhL4HFbN6u+iAzDBEbZKHkvJE9e6HkkBbone4Hsni7bp7 q550jKOr9Yl5uh1srOvkNK5TIo+LV5tYP3/Gw4Xd0YcC8/h4PMPsd22GHDAc xnKVfKdI0rI/CmIt/0WdWt/zE0OkwPaDcvYmJy50q3z6Cuks2MYRzDMI40Lp tqWtNeMsmBdwt0LnLAMUXt6e+a4xTfaL2Ux+/NXTF5fXKXVPMIB/xLX/3dlf vT09FbV1kAFuKpENXC82vnGYt29TpiQOzKz8wzJZAJKml4PO6/KBV3PU4nOr EITZ/TH3ngvBV6eZt9SIB3X2pdrOIha02a1WkTzGhZBNfYd47QxA8ijWr4oL 00bTuqWmTPBUKtZT1udChm9vqei9HFAWR0rerBSHn3Y/up2eDiCj79br1U9L w8aAV719hSXIPCN61vbDT6L+eSfc2sDCBv2PF771kMD75DKp+44NEacPKX8H ChlQmW4z80mhj0T0VWpsHJLAPn+2qBWmjBDWCeMvacNS+MSX7VnJpId0zFPQ mvy1wxutSuapdkrhxIAC96IEASjUHzuhmMGC4hVLj23Tk8cO2Tn0kfAGpCHe fUN6FR+rHNhgsnERDd8MPIIuGXLxJeMJGTM7MSx2Py1u5x4+LARekwyhwQWq iH1hkQDWZVmufuEoCw5Xjh30rRCC7F9djVEBLMg6XZP4MoADHHmjvuuXZsit HWe/aG/n4brY14OR6mLY9YAWI1kkhNl0nk6LmCxM9cVeH8oWQsTEkPnHu7JQ VfDDiKYuBT3qh74p6E+g+yu9l4VpyIGRt+j1vd46FJF5vsnhKQ+6nvmtFI+e Jk+CZFZGTXIg9ruJ1YLmQbLwuUmReQEdPB6a1S5vGUL+/gr3gqulseO26LxV 1jNk94UStRVlAoz9h9rjL8+hsuP5vq1CHq7vW6BfHDmAvuqfVGBuEOLBneK3 EozEcIiD8+MUfw4kttw+yTVuJG17BjlSpyYRFn7L/vhUHvYG39h+o4KFXfMX bnY2aCXFpyxeda3kYNfA8nhinE/W7n+D59XycZzIonBD2CBq8KW/yjHkYzrL /XNVRi/qe66Wr2gljsX5jB1rG2igOj99Q2oyFz9iMSOULxOi6G2obPpOiE95 GdlLGg6hoJZDUswFAqwp4X5tLPnXPvUkoXMlMvB1brfn1eo5hLzH4wp9pXCs 6PQJZXtpoCp3Vs7kM/DNZ4ZVEtdnyWPLjbk90UKcdzRcFG3YhB6vZ1S6eLLh iNZfdS4+wyiWlD59L8bEAdjURH+WAicUs0zY6ly8JPmoZHHIMHnaILXMRSTA enbn55QnP5NtaRZRlPNCLPsjdX9TSDHRNbRW/fm3HG7yKm53NpWC/T6njEVU Oj6+uWh5RTAd4hKPJ6zcw8bF2lFJK+5RoHx12M/2UT78NTpusnRwAAmfaEtO 9gjg3qbMnBczPcj6gMqKsmIePui++jQnZ4YMoMyNS67QIczjt1H5EFnsuAJ3 pR+VA7ePc5yuVXSsUu3+OFLIxNWrNFIc1sjAI8Nhrw5nJv4UUHsmdykDYsLG 98TuZGG8TKY31lkO8swfXhsL5UJxS2nmgVQaTtUr8PfXF4C76zCzcYckpv4T 3K3hzIOc+MpO0TlpbFrdwYQLc8RdfWWKpRkXq86YvRacmSY25QVTWYVcvL3g YEtBLh+/sIpTs3KUAReir/r+3q/88PtW/U00oG47fsl/swB3ZofvPnOHDvtC uFqeQ3wcFdpbn8qQgS6bq9emv0jgbMfmW5RaLixp/CqVxOBgHVPTmZ2vWdAk /jIKKbFw3vL7u/45y4ZldRnvkr/JwZMra+tajTg4OkZcj+ogB2vbU8f2OHBw whnN5BGKHMhZnQ9a4cHBHppJdUrfqbg9M/fyeh0++KDmXMURMdyr/Ohikg0f 3oqn6wWv4eOWEz3XGFfYsPjlPapGER/bLJ7dkBvEhrV2+vZngrhwg+JEebKQ g83/sHmi+E4A03YFk0e12fhul5HqxSs8MHhcbBZZycb7QnxnXQtlwTbR7+D9 Oi4ePV9Rs2iOg7Pa6Gtc9HmQrFaSa/4nHxRcGU2xhIv/lX8Zb3dzglRt3Vsd VCjAD0IYU/eUppChWdHEyS1CEKM/2xCfLIV3WBuuaW4SwGu9RWppLjzIdGub Pj3Gxw5X4nuL+3jAuTooZtzFx1b7XH/8niiEFzuOdAVe42OSp7y9TVcAlP+d AmZVGKt0XhT+n5t3vLkismH8n/8HOhsxsA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 74-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01fvXx8/gHNM5zvA9g8ykUil+JRnK51PoIqQrzWUoKSXShFtRJNc8 K1Q0i/pRJKTvLlNIKCVuIpmHyBAZ6vE861l3r7XXXq//9tpr7ff7re7i+acr jUKhfJjr/50UyUy3wMhOcnfATf+tFZJAWaKVNnGoAX1zL26WD2AB1jIluwOG 0KvO4sQy2hiiDNivgdf9KLnT5ND7Ij6GwV63bQ115CYn431rpqXAyXBGGKfQ g5yvP1rz6xeBvWzX2NidH0MH9j3oN+bzcYCTWci8qlY06R3ZPNbynqTMji7u CsxHAzc/ZegHUYDyyD5X+WEJ6bvuVXhFChe8sprJi0dGyJ+7xZrep2Qh7dLX DX8UT6C3ix50n9cXY8ry82a5RBu5n+VfYi8SQ4D/b+Wxrrn9TbI+WvcSuK1V WckgaAgJ7Uvn6dpSMeWerIp5RRX6+XSF6hmxAFOaPhSFHKtCphP9O92ru8k0 wZM/f8QNkIfHCLpf3hRJsfyeKisuJ0dkabM9V0dJOJOfKjv2kTx3XMe+9QUd U3Y/z7jok4CWDHsRRTECHHBWXiVyXyPSqsl2hSAZoHh53rD9nUoOd30KGdVj YaBm1ZySeE821G84LDQbJymjejopvfkou3L+TlsFIVBSS1cTYfWkURehlHKM ib1uuFxJihlBl/dW352ZEuIAfV/Z6Ph3ZGbQ41YbIR/Unm6sOVvXgV43bHgf 7c/DAfm9CZndVaTG581OrTVfUZqDTO2rH52Iti9Fv/95OUkx6A519wsgbW95 z8+XEYPa6TL+kog+dPmrTqYdf+4+sr/GXdxaSCpRSpu+NkFmx/f7ZK0aRljd 2WNUXg7jpVvmr9/Rjp5t0dafzRsj7Z5VblkvHifXVwbdOlYiBZbsgO+hMEEu sNr3YGiSC4Yt51Mr8r4jsbK1b4zyKMrltZpr106gtM85J6t/y2AHrv1kZHIb ijgQGLZYXhJCn6oXmOBxctELguftPEvaeW4f5+T/Qi6HJTRbSgk8MKBTeCJ8 DKkakz+KczvRzYdOQZdUKNh7ePfeOwo8fEFYYHaolAq1dyfPp1wiIEP7rYRx ABU7Xlt6O4LCx0G5bffvqk6TAVaKyWXyVCCHst5sze1AJ+wHlqbqSkH00akD P4epOHH/HcNGUx52/k2/q+M3ShbSP6nZ57ahLo/Ln6dLKPDZ0iCtsFQarnaH hGm70kAyKe71ch8umPbW+fLyGJD2RL+rMUEIdswktNq8GUX75zZmmPHAyu3l rT/bOki54qfZvGQZrHjLx6q8p5Wkad8oD7jNwVPavnfEHnP/JsQhixfQYF2U /+0zgeNI/3vqmXn+A2Ti4B7ORVUmntdymZ4txccWP04NT9lL4dfvHiYsNhRh l86k+JYeCrQ36HYmq8+SV0wVHniEM3DKjqWemnFs/NEv96lbYB9pM1HS5DBf Cqsb2re7p9PxUov58j9yJfAxvfNSXfM7UJtjmc+ZL3LwWnProwxVKlaosNza 4zWG0iwI2TvV0rDiVVrrymYC4g++01N/J4MLri9OKlkvwKWF/m0LjsoCZ4xh HbZeCPVHypP6GqbJ9pmJWIXrdSjwRpBu4AoaeCddu7NcYZJ0viX9YYf6NAqW j2K92NNOOnECy7WGpHBp0geBUhUHS3QEnt8WIY3DDZmpC9q52Mzt3IIYOhWY Mf2t6yp6yepQj21NNwoQ3rgkS+mlCKSkl2sYGkmDnNJ471k9OWi1Wk6MG/wg 46yKTxsrTaPx7wfrPZ/8Il2Vh7C5bQZqLuAK9Co50Cqap/LmgRgibyTEBLTK QeVxp2a8SQT7ZA7/sclADl87GLnoTj2BtaoeWe7toMI1u2S/MPlW0nlLfy2h 8AP1DSlxc+SoYMWX7NhazAHJgJu3fT0F8LwK3X/UIAMP3f0zdqrJQt9FfVou g4I3ktaKKePtZBBvzXiwGwPPxJx29E4YRb1WbyQP+tDxuvHHhYl/tCMfu7+T hs5K4zxypJPZIIFZieaUxAQWrlPtWVmwWQYf8dFc2NIsh8XLdrVqzWdj8zXw S9KEh9MT22YIRQILnoqjPvdJQOx/BhNztL+Qb/+wEenr0PCCCwElkx5fyO9k jrNDERf7XbmvTNHi4lAzf1P6BBtuNSYZH+2TBAN1rzvbejggG3g8ihHPAmSK IXiTHDQZJVNankuB1DKdk01IFocfRLY922fRzaa4LO1OHibvDoY/1uLhImMT 65KXAvxVI8pljBTjiWumKxazWfBWbVVE5pzeJ+iuzQuznES8c9Kqjy0YYFev dGfTNgLQFW+P9nA+7OCLNPQuEFAVqXsO9fNBw+e/b5ZEsmG8wdYphkGFo1Tb qffRfPiQmrlw7UcuCE85DVVH8sHtqtE9eMcFZ+WLzcRBHoaHrxKCFaWxX1rt WstEEXy5WkOtOSoGjyWtguUGAhA2STpOneRDu72xMsOXgOEZl+LQDi4gORTm WUfAwNXVx5RTeeCmWKSjtJKAlwNS/ynazAXK0ouM+7V0YM0aHWYk9iKDLmsL tb8lQU/vXPaa1+Wk2bWQX3b138hMflmb4lsO1hsqXFR5QAKPX9R6+aRygNxW n5TsJ2ZDgrmje9+eMTJosFbdZkQCK22ws17nNkxyzxn9kzrKxJ9OmnZsi/lC dmrIL5zKIXBLX+SewEYZHOeT51IQLQIt15H08lY+FK1a7rtDRw63KD5O6dvS i9TpvfckDYV46Bbh1HOAhe/7nUIp+gQeUjXLmV7CwNSc1PA9rkJ4IdKbCmSy IZ7mxYvXEsEVz3ITizIOOKT7Hvd4I4Y4h3X6k018uPH3u7gyHz4sfqYtiPen QeauyH8W7xTgBIkOu8gVDOx0bCE70UsMn7vztH/lcGB6MOz2yJ25vxKkWx9a xYW6vH4DKTUmDLtkHrMqH0M5qw/rXlBnwRPl0ybF+YkoKC32s8MLAbzUe++c 5U6DZ3/JrA6e4kNTB2dZ5Kmf5KISkwKzPGmwf9pQ+uV0P/L2ls8++1YSf7j3 ZCg4ZJLcH1+suqpKhFcWGzhe3yuBq87kenyZ8/n4AaNYi6hJ9GnleXnORjG+ lBJouewLA/s77C5M8uZDAHXLMyXHQbLd9TufeWkKbWdsC7c4yoZDZ+/tvPeG ixfaSJq38Z6TRZfMy3tW83HFA4sdMeKPaMPRV1ijQYhZ9Jmr4WunULOHdPld fSGOqtELyaz+gQZLVHMVrOjY8/zN9lMDTFCZf3Xj5UQC1+OY77GejUjhsL7S umoxTijvLrtYOI3+ajvB5CwQYbOXjt8UFo2irr4EFFMsA37uD3YG+04hdHgi PN+DiVdby4QOCxlAU+qunc1lY7liY8zInSQLLW0y+kLEmJbAirsyMYwKLdi1 e914ENHa9f7YQA8KI5+/eE3l4PcRURqNr6bJcwo3THhqBI496+Gd8qibfNHM 1N3rJcKsM5p60FSGdqSaB1NixTh5JCHd88NnpK1vrfItmYWbKx9/4bnS4eiR S0ZeNGl8JM6nLGqWCeFxZ6JXu/Iw6xH7ufrhKbLG+MK3jnEhWKt/C/to14bE zxYzpvpEYID2P3C0q0fWx5RXVRUJcMEbl+axXePkMEqzWZYuDXZxz94Nf5PC W1fhnqunWSBd5yhc4MzEym9dCi+KOdggzKreWU0SnuqPHuzcPeeb4Rp1ZbIy EHphwjVsDxd/a5c1uSmShiyzJ7d+BBCwkqnX1ZQjgS/r5Hl7rxTBieGUWO1+ CqY9PturvlsA6K1SAd1/TnffdnIg/jepMu2uu9SXj1VmTStEETPkCoUtdT0U Au/MO96WlyHE5xaeJBdQmbCXXKnyOluMT9porTeJpQNtx5kU780i3OMs0fpp NQPc/YmFbiNCfKJG8XpfBgN6bG/emvlHAttpN36gVPJhWcsnZgKbj3s05v90 H2HDZ3pZMFLkYt0ZI1/o4IBu47XqxK8sWGIlb6NQwcUhoXQdmgMLtiujE2Qf F0dHaCaOUVgQ/elU88vfXHxAM6FRsYuGm5e2NzjN6doR1JqhMEbF0QvTTlcc FEAl/arO2TVCTJtVZNfSOLC0LJumXiDEVa9uV8lfl4MN9iu3RPxFQGimSuaU 3pzfrrV9plAtAptVkal9JWz83x4DlSvpAmgzv5779BwHu/t7/HLKlwWY13dl 4AQfj8e+eaf1m49H3sntZNvwIVG1OMNsLgdocgU1m6/z8KRcWZT9/Z+kEeNa kSEhwo/82dPZitPIPdh7lH5bBFTplxujEpk4//IRn+fFQqjQ0VJN3SsAXFL6 kxgksEN61EDRoAA0N3yln6gjsJW7U/+KODGE5A/UjVsQmMxS2tmuLYJn3ypL Ns2FKO4bI+XuK2L4FdRmWXtTiM06X6V72bIhZCyvtC1EhD8Nmk0OeDEw5f9K HqSkLqgN7xL+yw7b7/Zr7Cf+5ek08zZXedG//JekV/pllgj+n7HZheO7DMNZ //L/APTePBk= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 75-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01Xv3x7/nHA6Ow5nPKTNNpjoNEuX2/WRIUVJCSqYGTQqVjNecMSlz Vy5yyXBLRYr4bioZCkmJCslwKGUmSr9+z3rWs9faa6/Xv3vv9V4vVZcze46Q MQxr/93/PzGJQtfQuH6iKqFtfsduScA01TNnjrfh5DCbmqeb6YDUjYjBoG+4 jqyFk1jyFI59sTKA55/xmpg0SiOXg2BkyNW2rYXwG4jgCtZIgZP+D16CnAgX ODlyVHZwkbuFwU7L4Em8ynx9xIUkNgpyMo5c3NCNq+iqBi0rbiWwnxMaA6Fl +KOeiKqjHhhgd61KFG89JihK47SLhUxwL+okwk+NEz/NezNNXOiQGfFpq2nl DK4jnevv3iRA2Kpg4xJOD2FvtF+sdrsAggJ/KU4OtOGROYaOVTQu6ulWVNAL +4ZzulklfQIywm5KK5k8a8CDpwJsRNpchHW8qYj0aMA9GvVtVqoNEpnc+3um E74QZ89T9m5d8oPAto+lSwtqiXNeWmppfRME+JelS0++JWzU3RLFPSkIs6/K D/dOwsUsj5X3JHBRUMAipbhD7fjsnVA9kT4NMPcz2Ra/0gnmhqju5UI6AlLR Cy+x10TX7oxDqQ1TBDahI/xrqAy3CC4orWTyAEt/soET85JgezgXXtCnIvds l7SUK+P4zeyN/7zy4KMgXR/p+MRXxAsfx+9ZOmxQeWD+IqClD7/v5EHSrmGh oLKhpMLBBiJO33H7LdVPeKY1rbluuh83s5hfmf65gsD0BqNP+AYR3vXajGhp AahceMrWvDSMa2ZuCd/8iIQw6YUpF9cPRP+p4W2aB2aJ4sTP3kXrR3HfUn10 RiSLkNbeJYZ2vfiPByQLlcYJwvJR/V5DwRRRwK5RP/ZSCrbLBI1FwwxhKshc PhHPAv0PwenPSsfwkwPLDMZ7J/ESVreJdvMMvvfUoaJLq+nImmk1G3etB5/Y Ezzb/y8Voh+oPtyMpojrVg023sG/CMsz+6YYZQt4XJtdpXsUF335Iiw/FzuJ m28Q7nrdMoTfuOUUFqGEISfturHvIhYK4T00Pv6EBIWlTVoSJ7mQr90qtimI hEgR6anxPWwUVtJTkKc8T5RfzHWZPEsG4ltRk01JH9657gAmVyQB8afnjn4f JaEwyzTzAA02cv5FyRP6ThDyp+83amd04ANuqV3zjzHw+vrv8REPabg+GBmj fYQMJKlJ/ZxDLDAaavFhlYpDsXqw491CPlhSU/ANJp24QrVFYJYcC8xca3L2 9PQR73vWUb24NCSf421WK+ompvOD7h7GGWhO2ydX4PYNLzr3aVTSngRbLgf+ 4x86hc9ttFS/tkZEJI8cZIQrU5HQXpP1YQkHbZv2Gp2zkkSLnSwqLrsLkEt/ SuIHEQZaTZ2uxVswSDOS+9ctVhw9rfXF6ssZ6K1vyQPX0GEiq3PZ+VwfCaSq b9V7IouCPr5wqAsqpCIPnWDJgSV9OIzFPUh2koXnS23u5iuTUAHpQM+NDzN4 5jaOdG6jFFAJ5wSXpTxIPPZKR/UVDdk1vuhQusZDT8oDe5adlgbnSs+G3Cw+ vDxVmzLcNk8YsA1iYydL8dDssNWha8lQFaYc0Fs5TzjnSL2xU53H/dUGNRw+ dhBOjNBa9W+SyDC3yld3KQuJ9YUG216SQvtODtTp/r6Hseufy65QSFDrdX6m 0myUaIx2s+3IfohLPnSLfFfGB0mpVWr6G6XAT7ZYV/0gE7rNVnGm9KaJnV7i GjafZvGpsWMvz9xfIMSf3al03lxDxGUnXQnqloXhinO33DoFcIh20nSXniy6 eFnls9deHlJvuLvdoY8EGj7O506WDBDOez83c+Sm8ZnRTfsSBn8RZmyJPptK BlTLtP+sFOdDVQNecLeNBvuOKO/Vb5aB4XBdcok4htp9JI51LO4gwlgGUxdd xZGcUFFz/+99Dpk1SRzzpqAMH+qYHWsY97aMSvkWIIWmfIPeZThJIHqyCZac REentqm5+q2UQae8ly7/0CmLZsj1feEKTGRiAAsSm1movXlC6NfGRdwHgstd w2KwYBqvmxM9RLSa7uTrCsno9OHpLbW72ogx4o6zdQUTvXc0OGfdxkLRxoFG lBkZ2KlVpR45RAM9VfdcWxEDNKwWqbx7wgDcCMHFXbIwlZfZ01IrDZIrhec7 cGnk2EobkDpKQjc6Eoq0+1mo/4Yw4+U4G81kGK3VkKGDkuCMSf0eCiSt/qM0 Zvss/sdr7ahWlhhYvlTI3WXLgQQuY4HizwU7Nl9NJ4QDbx6vlS/s4oKa9+0m zTgZcHxWu0U4R4HTJIu51/FsaDh+jwi/xwael9O3xjg2ULxm6K9vscFZMbyT c4yF3g76V1cm05GbZjd3lR4XrA7uTkz140Kv1SZFcR8OqOzZhaTb2YDL4jFn WjhgrzzWeCCFA67yFUKFdRwozv6LvPkPNmBa4eIFzRQw2PM3+UD+R1xvYMc2 lSgJ2NZ6W0tvYxdhnBG5YPnyK6F4vgn10BlI51v5ivqjYogzwQxMy+wjbF+m XPMVyIChgcDmuHCOCBtpVt05LoauJQSNJbuJCOafG9+lT1CRj8q+HWtrW4h+ tUXL5+5wkFuMU6romSxK8C51eRjPB72xE089VXlQsX6Vj51QFpmu3Z42cm8c V6UM3ZTQ5yHnLyNQvYeJCny98L90OchI/LJtCVkKke6kxx48woNb9zViFnKZ kEh2ZyWq88EzQ1V1YDEbrLN8zro1CUB+x7W445t4kB31KuGpNxtMPSrXWK+h QuGBuHca+7nIKgArTjaWQk4ey2WS3QXQnVookF3DhvmRmH/GcwWwv6huevAq G1pKP+tJqlBhOqf3l5/dKH5nw8nVIap0CIrIUn7Ie02EZV7tsq7mgmzk+Arb K1R45EfbcHGODYkeoxHzFzFY8XjzQ+NSKeimqH10FH7EPT0XFQe0SqC9s31r 255MEIcTK5XXN/CRyZbZRq8RSdTgX+L2UcBFeVN5syd2YOj9uuBFDHMBUuyg iOqjaCjQ2r48xZMN9lGidynMaaL3yBibGjGHu080eFTI0eF4wM39N5uYSLum MbDO8RVeEWFSK9rARryDhuZDGcP41tN1SK2Nh56Z2dUc9SehTjep2jxdHlqc oJfz1fQXPvJYuUTOjILejeifyFsQA6Ul181TkzlIpMYJ8Tr0GZc7qauwpVGA LK82yof+TUZ+PeeojGV85BUSF11O/oEPDCfhVyppsOj11M7jKlM4fnImtsyN ij6uiEl60k4GssJg888SGeRZhorFH48T5dt35g9HCpDSjlmpK85zePk2mWYH Vxbs71OaM8fe4DFEVfVzEgNVXEuvM02aIv6Uy97MUuGg2Ovt94IbW4jqTupq B3c+uu76Lu3r8UHcLt3kInZVgH5GlJStXzKGa+vuUPp6jY7eaBZ11UZicPpU xEb333/k8HqD3e4AMYhN8I/fcISFspiM3W/PTxAvNoV87ZvigWHIRuf7tBxC 8EhDfG6YD19VvCfr978idngorm+o4CKSF9f2luowMYpn7lyZJQVK4Hi31YGK bNYj0fULdLjdQAhcIilIsdWlPFzAQBnvz0qfFhODB7oTx/rtGUghy53dK/rt AyEzR2IOMlF6kkx8eYs4FBnfz5kO4sC/Wvlaho0YShWWenqu4wOTFKU5OzmL k+8FDKnac6FAo427smMB39Laz4DEX0Tn64x6+m0WUvpp9Ix/6QfBdR3PWWXG RvtLz/aU5vOQHtnBkVREAgdindLzYgGqK5E0uVLwkyDb+f/luZuPRArhdtrV GJwI5Cx3HechFznzwwZbSSCyuJHz450YmiU1k0hVLFj54T01SYaNvB4/nlls Q4MuytOLuDwTUZM4WnJFdFjdntGY/IkO6/tfhf9TIIsioylCsjUd2ooaPq3B GCj+0tLkSYwOK7rue2auZaCjS5Pa5QfIqOW+HM1nKwdO4d35cpMktHZ1pPX3 37lZT7kuDDDgIcMfLi0hj2mg9bSYrPqQhyY37vrZtZUGW63W7b3kx4HWoueF nmF0ZPyHxSO5Rj7k1dwx6teRQrdFekppWVzYJ3j28aiDNDoR6LbgVCYNqzMP wwo2C01dbXql/ouNDJ9yvB8dZUKycmW+sSEPHILWewsXZNGs7NPLVgXfiew7 rTkzp3nobqDMfLH8PJ5ZrzUSPsP77UU15peTqYjVn11yPZ0Lz4TqyukOXOhZ mjd9/RMLWWdd/lIxwgWdoTbxWw9YyOyE0+e1CQKw4Bx66D7CRESRwv5ebT54 f0iI+Dueg5hNGxUH0wTwQ6o6IcOUg4z767LcLWSAOXQyqprFQ+9HjGe/uIsj pUkXuDTy2wckQ1RGD/BQQ2psvc4HHljvy/usdpiDtC9kyycz+DCfadJzZBEf DZ9x1LVv4IGfhHtWKp0Pb1K32EQ38pBxyNkD+rF0KDrlVpF8lY++pNC4tlU8 hP2nFoEfsfltRI4s/JdRc2Gfzpda1v94tt762y1fyv/4/wDZJzoJ "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 76-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01d33x+/AvS73uvO9krmSSmS6qeSzC99KT1LmkqikgUITIkKpDBER UUiJlBJR0uc8jygUGUqU4ZE5c6aMP7/v+q7OWnud9frr7LX32e/9Vj5wcrcz iUAgNC7E/98E6iOXoIgOXCVd3MvomwQirFRLnjhahwmSBjM8Z6UQqBnhXQGD WKqoeYXRigmM0GdhgD78xPq0RpOQGxdQf4+LTd0n/L5rXcnwYRpyXDfDj5bt xj4q0Xs3xfPA3cxgh/nFUUxGt0jluQwXAhyNrywqb8GiRly2Z4lV4YTZXys6 g/KxCHmd2lgHAiLkWOTKPynGw6cWXzUuZCH3rEb8kusITtzwWH6RGQMRNC4a 53JbcUsfPRN9PyEK8J+XH+2sw1QkGzo01XnQ2iIvpx88iLGP7zeL/5cEhIdS CibvyjGadlm45WYeEBq+FF7xKMfu3g3ZNeTViSfzXuwej+7Dz4+PpHGiZnHC tuFEKWEpPt5quWXbqlEc+eYnSo1+xTWaMj+vUiEDwf5NxiWvm1hz9n4nSiwP AvxkFCIO1mPlsdZSrEEaIrifTDWbT8TXhOiJ9qygAyJmfTwr9hnvrh7bu3jX OE74pat5uycf69XXYq+m8hEh8e1abmg13j39ZL0lkQLuqQfi46JGsILOjNTM bgEEiLylImNq8eETUtxxCw5SKtj+0e9TO5bcd3v1OzEOBOT33HzUVY7PxLhq +51pw5KtJKvej3dgax77NxXnpOEE/a5rx3wC8NSBzil7uhApnSvhrAzvxV7b W+xXP7xQH6m5sQMuTXhZKeu6nfA3/jTmp1eW3hCWs43D/ZnPBFhluWSzXRtm IF/vbNQ6gpu/LrPcLBzDOfbzWQ4tkmgbI2D4GprAj7Z/vzuuxkHrmi4mvssb xvDs+bndD8exXHaLiXrVBCYxxfux04kBViyLyYiEVswG83dONaKgawXKLw1h DKeeAjP8EwGZn7QdY+bPYa82ZluLmfGhr0/z1emwUcxb5256X18/du+JY3CI AgHMjuhc2pHPgUD+S+Ojb4kopDjts6cZH2Wo14htCCDCvZOMsGjEheDc1sx0 xWl89B+tVUuqyAgfzKq0zm3HgFdeF7eciiJPTB3+PUQEd4OwfUuYXHCaJ6dr +vzCi+tyrZ7XVmOdbreap4sJiBW9REdJkYGSuq6EqjuT0LSPZfqinRxk1PPJ m50njlBCxdewv4XInBKHrTVpxB6SelTjh1jI1OWftN2t7XiWWPbexggaLE7z Mi3tbsF7l++/s7VBGqbUvR8I3QaxiNrLdt03CGjTdf/7vkFj2Jtgcp1s+w88 tn8f85IiBYy+FSpIYjw40BEX09RNQD1a8vuiR4go3kj2sVuYOIwt6ngvGmbB V5/cApegXnyiKIQ1UUUB5XUWbcdSyBBnkeAllSoBHroXJTqXtGOpQbaTT1sY 6MNS65wMRSKsN3A9tt90GkveypV6UEFDjXkqW6JOCFDMkVpd5VpJ+D3uIecz LIBq19K43rppnFvlorMr+gUelBq8JkibhOieyRaxTvO4Uxrti53yNNaw3PHM aelK3JEZVKo2KAHJBM5Ph4McEGsPumgTToOlSaVjW9y5YOxyYVkUmYgoy8bm Gp/9wiuuudk0pL7EPqk+O5TwWIAkaBoq69bT0GCEsxc7mY1aTDW4Y/rjODV1 R6N75jg2Nnyk+uSLOTwns8p55ZHP+EHJ41t26kvDiRc5T7bUC0CtPGebQzsR kcvPrIr63o87Wf6s4sqOY8okw8i3z2ZxUw613bqIibxvS1qTEoXoTTmWmVMn iQhP989LYSzUe0lEyhUnwPreXu3fke/xYLbB2GUXcRB9+Gd007IZrMe0knrE iwyzF7KiI/qHMC/zq3GDfjTQE0lXi/ppQI81IcTepEOQvsbHO2IscPVaqtrU KA0HT7bbnUtng4kBmqMasoFBox5sCxcAr0B4vblXDOlmLzq+fXQIr9myQyDS JMFfnOxfx6Xz8WH8mZNVIQtAtbI8M4AL14z9jcgTDDR2oZ2f2s1A+sruD2y6 mSg9ysH2qw8bYUaALu+URmx+OnpbKY0kVmueacCk4NzQWNpdRTG41xCdpd6x 8H6yR/bgax5M3DHSXsGgo2OMjNlOJQq6uWZjXui2Seyouvmv4UYSMq+We7DT hou6rj+KWHZcgOw4AhXdQC5qm9QtENQIkIpXduXKCAYqe2m45OMABZ0gmk19 juSgN6JC28oIHuKfdRysiOCgu2a5Hj1XechJ/lIj9wgbvCJvnZ2SYIHbyhae hj4PRf2bUCa6KEBtFhvkxb25yDx9Q3FoGQ9h0ljoyU9c9CE5UzXhBh+5LC7U lNPhoju2GnVIjYcIqy6JZy7MebMZVdfJuxbT7/xrq9JVKtpgEjmvFtKNG9+5 MmdePYBfr69PTtsiDbqDr5aXHRYDRzRybnLgK25THZfgI2Qgr/gupdMEAgru r1LeMSIGMwmOpo/orTjrwvpvib8ocCjr2GzOoXisQ0VGdeoZF+b58T2q9myI 9so78DJSgLb6/ehWOChEhXoa3naa0pDypaDduWgSUyb3PKSu48MOSs0upicH Mn3OYrdFXIjrbZh1baQD8Vli2D5nPpp0WreosJyDYkju7Bg1AZIRb1VR28VD Vinep9wqheje5l+djQv/NfVqbXSJFwcdVDXbKfhBQ4/2RnxbsYcH3HE55l1r Bjh6qDJi3YWoauOMjPxCvaf7Q++PPBAiVeOh5MNDPPQp76e+xEKfSZU6cnsb urBna4+vCVSmI1e4STtX0YEHJ99otvqbh+y/MQeIBZLo9XnJtZenOOj1kO3v 7N1iaHmx4UvjPBp6uLFo7NztCszTU+apXw0VMq6r9m0mDeCHYooU9coFYFOS r2/my4By31y3f4U8IJ/Rfqi1Swy+61yUYW4XwnNB8OXD2kzwt7J/FefJQePs dLsUj1m8zXmYQwmZwq78a2ij8U4SHfV7uOdhJQtqHrleEVPpwgpDTEq713Ig RWtoVCx+FPvPifegUscHakyuHrVRHBrdaKXpIj5YqSu0yrSRob9YMVfWlAwm ez4N17PISGFJ0vZbsVzIrXlSEhUyhskeF8ltqhDC7k33LIudqHC+9TSFuUwA u1IcuKtPkqCz9yYWVSSJ3Px9A29FDGLY8YmwfDcKhJLpKbfiCYgk11U1m8uA rIOhQE/rwV9t25HRe0UIiURPeNtBhFdbGVUOLmx0vwFr1nDKx0PxN39/IDJh 806LJvfiAfyCbKohW4kLvACbqcOJFdjfjZQ1Du4CWPzVOvrFk1HMLtHkMuGG EGyjySFVkVOYuugvhYEEOjwQbsufsJ3GT7iGrHcn0cBcONHHmSWisGjfyLXO bHBtVnovT+zBP24IHGgf46NYD76tZk0bLny9QnyqV4BCYWXFb1If/peHvF55 IQ8UkkpHOgS1+BCWvGN1Cg0N9JGicivJYK0H3Unn6MiqRFH2bjYB5GsOvLok ZAJFI8nEZ2EvFYh+HemwZ4Jh3hvLuRIyuhY44Ry6jwWmW5lt1ddIKMv4Rdp4 ABdtTTVosyz7jd3SzPP01BGg9cqNmnHcIYz03K9H2Z6Hmp+cyN+dO45tqulg oph5POZpzYGBdhYozBq9E4TP4OPPI71PR7NhT96p1rwMPrQXhs+9fDyFO+A6 Ch+eCiG1Eok/WDOKk+x8b3vuEkBFttTDiZhJ/Jg/V9VlhA+3Kkd3y5X8xrvN 7qXNfBOD1PpSdeJzFlrd9J1yk7Gwpw4dGn//koKaySWXscUs+L667/upUzS0 pv5ORewPOpIVnfMQvJOCK9fImiQrOppRELa0r6RDZPjS2FECHemRA9YUOtPh 8NKb9Ys7SVC6yQKLsuQgV6wlQ3aUCF/WueusSuKgMnKSpp8BHwKnM6JFwRS0 quQpSfklHxQeT2reHxBH/7HQsQw/z0WRJHvi0B0JMN5o9lq2QoCI5p97W+6L QXa3vkJ8ysIcdw9I8w2pcMzfbc4xXwoZ7njzscSBCWM3KmvV5jmg5KalXk9g oFjFogzjzXx0tnWzdWGRJExKl1y3yPyN0x2oEXnlPMjxZ0w/XTyNfaF3dFJN +YhI+2f79VgKuGk1DPku5PFOU00x0WFBZxncrp25TLBKud5X2M9DETLhzE+b mGB6zPGndvSCvjTnGNUvYQCeJbenTV2AdD/s2z5oywZW5Xr5rnghmolIaXL7 yQLjjvcp7gu+/laTsllqAhe+9xtP9rmLg0F3ScDib3wkIRGoNLSXDzFai6KP vuIiK9v0nyqHuGA7YLxWXXFBz5JNWp1lBFDT8sa1IIaLzlPdU27RBShLKyiL F7fgLwJP7V0XRkd7GhrPrl624CfjJHk2b/hAWar9bF8tH53HDb+GpEmjuu8z xNJzAqh61K7bV8pGIis5p259AUyWWQ0+8SGjnECJ05kUIbjWqNl2tUkA4b9H BknGFJ7Jref8YQJ79IVCN/0Pa/u6f7lXzv3Dz8+/L9LbJ/zDKvt8pTFfIfof w8h7sV25z/l/+P8A7fRMhg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 77-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9VXk01X33vQOXy73c+ZYyVU9JpKfMqe8pNIk8RaKURCSzkkjmoVApU6Ue IqVU1EWhPh8NEoU0SEXIlCHjjRCv32+96z1rnXXW/vPss8/eqo5e250pJBLp 3Wz/3yRJ3XaJONOBokt0Rw2c6ZikrpYxdug9oV4Um6hcJotBzRh1hQ4QrH2e I2Fl4wSpb4cRft1LCD5Z6BdVcAH3/3CxeV+H3g6rHHudTscOBlP8CwrdRETr Q3ygkwfeFkbmlmGjhO980yc/L3Mh1MEkdm7VN6IlICGFmVuJSH9GlnZGFBMO ds1dFWYkTLq/Q6R49xma22AqRa1mYe+8zyjKfRhJqQdc6jOQw6TlYSYibgva WsCKvpUvxKEhM4qjne+JMi8v90xzHrR8U5yvHzlAyI/ldZvfpgLppqyS6csq ItGT9wLb8IDU+LE01qeKeOP3YeuD2g6UwSva/utCH4o41iZunp5GpM1D6bLC ChRgdtL9t88owieK02VHPyHa+W7B9noKkPY8yY0KSCYeyttIa6TxIDR4jtKZ Aw3EpaClzXrZs/x5e12zmElHlg2t8QkLGYDJeW/8JT6g4X/Mra42/EKkEW2t yz+KiejBYvf0PzxMSn+ux417i3D01KsVryTB+5rjxdTEYaJSfW5G2D4hhOoe lz2X9A7xnYo1tvhxsMpDszfBde1EbECFreNGDoQW/0i+3VWF3AaPz9v6qpXI sJaprfzVQXhG/ly3/3s6QdLvOu0WGIpeczM7tZhCrHLsBUc9oYewmOtsoMCa 5Ud2Wuzo0oRuq+h9iH33G+Un9Qbk6QwSvzzFvg+MWQDLrBaut20jAsPygg+K h5Bl2Sur9UIxCrxu9Ld1vyzezAwdOo3HUFzB3LkTmIMNmsLSXxYOEdzjjeUP PMYJEfubqUbtGFEWUzGXc14OrFk7xs9caiEeLwuu39soiU8/VH20FsRoTdk8 n6ctZGzptUssXzxNdOZIDKZyBNDXp1VyJH6UeJcqRQqXGCKy7jpExiiRwCj7 6pzMKC6E8x+ZHHpOxk5vA0Oa/xbgXI16idWhZDDddTIkJYMHkaKWWzeUJ9Hy mbKRf9QlMRrIq9kpaidyRvVz+Vk0fM5z4uDvQTLYq4V4vRrlwv4Z6g2twBH0 3v8g8uM8Jzo90ponn5HwTb2LU9tfy+ErXbFxGs4ULO4T8c4acrElLZXQM/1M aJtE1JyrYOEtLk+zt7e0o0A19YK1dDrMyw7YUtH9DTVfX3Naw08OJjSO5wg9 BohWJ6vIsxdm0LqzIddPRIgJ8hWPGV3Nbyil314+SpkGtnbmGnp2fHDsSE1q 6ibh3OR92/2zqPiiscIdj3hJiK6LZ9MlOfApUPTQJaIHmWX+uL1xMQ1UDXa0 uWVSwbzxg1pKmgz4aIdJdy5sJyL5C/Sr9zLx60U77+cqk6HKP3hUYZbnjE1c 2ZxqOr6b930CPRTit+4VqT3vJ9Gcvqdl1RV1KOJa5IqIlRR8+x6Lfz2cjPdn 0z/aqk4S/vx2TVtRPnKQj6hQG5CGaTvn3THXuCDRHhFmk0CHwZqcBbbFPDBx OflXIpWMN7w7QhufM4aqT3vYNF57RKQljYJtlgBL05cvMDCk4wPy80om2jj4 25blXLH+L1T+JjkuzmeUEA+5vvUqmkZD+gd+JX5qQWpV9zfvbSdjH6apz+7w YbTfqreWq/CLMONCpThoEj2pIm7dfy+Dre7cswpKYeOeKF2KSJIEeCQxizY/ jIhkG4mjXSQhV1v0LUmXBD+21Ei5BlBBvfzDcu/6USLA8lTqQDAdjg5drqg5 zgBGiikpJZkBb7dWd4b4ssE9YNHips9yUPtlpsZ1JRd4D4Vnm3sksJthb4nJ QjGq32gu0NWiQGLRmnMqieXEECrYb13Kguy+faokTT6cNgkxpo4x8bZDUeRm PxbWV/XOsemWx49+56sYc7mYMAYcvU0OC8t3Wu7pZWFpTa2jjYQsnJVrPaDT SIOsxgt5Gh1s0El/gJkxAhi7arxyKZOBi6jfCyUGpHHyijWFcZvHiQsRfvbs bDJeEHCvRv0ME6/KK5I4/J2OPckWEx/OcXA+9dmQwE2A+f4OA9VnOHj1Ep+P f5wEeL9i1GeuKxsk7vgyUirY0LZjtaLkcS4OnVqygVEmwIQcEedVx8VGC5zC PiUIscu8Uq35q7g4Xq78ujFPgEnLoiRv1VLx/KoQwQHSHUK/c+smlVNS+KZl 9uil8UFkcjV22vLtT0Q2bCUdCmeC9kDJklcHJcBQJ+Z7kEE5snmbeilQyMR1 Sc9SVv2g4Mj+WlXzYQmIPEVJmL5bg1gnDb+kj9BAyl8yr3L4HdGxYM7iiQIu bOwkx9hacaFUZ/lxWy05mAxUW9FcMU2oUn/clDLgw2qVorY9iTy4FehPXNbl wi8XTj3HlgXkgvR4e2c+BubmG8d+8nASxZudpCbAZYevLnKLFeBrp95deBHA wSFfmt0bkpj49u4zX5ba8eBQ8fziHSIWOPgsZqZ4CzFq26qg0SrAk/1x14dz hHj4i9Csw1yI6wp79aVVaHhFtonPiZkmokDv8IpwVQaOb84rl44eRJEZ55ut y3n41nJNUV6zHC4LktGLnuDgdq9yNyclabzk2dpHJoWzuao2b6UysxT5+s7J D66XgoLlEb5Nge3IKemxsk6VAAqzS+vPS7Kh6oTIo1XIg/2jZTbj1tLwdVXY HHkzIaioh58P62dDiPWeklRfDt785v5h60MU3OY8xKHFTBAZtfeNMv3o+FDw TbubNSzYUHrclbNlmCiNMa3o1uNAoTZhktw2SWzwrIQF7/mwsUk+94aeDHz2 oFfc0OWDsryKp6GKNPQ/UxYpbKFCQcXB49ILyVhp4RWztBQujHCttrja/yEU DuvOX1cthJ2DgQnURQwIajlCk/9LAK5k/9aprzTo7EkmEh/L4Fwr5qG9X9sJ 4vBYfLEHDbyfzLVtLJpClPldtX9ETOjJV1+nEPkFlWw2z+2JFYJ6U9ckukSD kk3M2r0ubJzs+q/IZ9Yv4tCT8tdkeZA75LF0+542dFLh2lq2ChfqzwhtRld1 EuWfaSv2egvAZQo1Hr35h7BNN40mnReC3balt7VnyKChu1Xp5yUGXG00KNif IUae7jGG3hQ6hN93J+f+nkbxF06c03Nmg4bexq98zY/ozerwn+1iPo66Inu9 8e9hJCxbKjnRI8AW+gyLjRpjaKuPok5VKQ8iDuglqi57TQwSGeaamXT8ZG6O V8paMuzUge4rxxh4KmRG/+GdSUKx3rEkSigP9dPxM4yLk+ih7ohrxx55cHzF SFXIIuHT4WPOcfYsGBGrutafmkZ5JkXZv0K5eGX/Yo+/poaINK1CX99VAhwv eef9p8qvBOVB8A/VPTys5soRDSr1E+vqO+Rx0gyyiKNN1SqwQOmP8UtBwhT6 RNKyKPnKArtCv5bCXD7Y+e1b60MdRnvRKqXX+UKYqBuKP+rRgSi2Jy77/iOA 82YKhprbBpBbCHexyzAf3Fx3NKE/g6jbIit76osEpNkF36NYymPNpq+0ZCYH zktIio8pUnEz9UU0MY8FoornZ94Yzv5Jw9XqlO8MPB2tYB/zXRpiT1O1KNYM vDjxwOdUazqcS1iUMkpiYGO1zT8/pNHh4KLkhnmdFHjyOu5IriMbuxPfchVG yRBgvIttX8zGr6hXtIKN+IAnBnf2mFDwshf5FNVHfNikfM3xcMpsLu1YZZUQ xMUWu3p3ejySAJM1FmUK1QK8u2k88bOABPe69ZUuZvLwphKB0TNFKriFeEw7 FMtiJbsHCkYXGSA+X/NObYYDJdtWu+po03GK8uNck/V8HA+W2huDaTAu9+Ls jlu/0REZo2N+i3lwP4Q5mT9vkmBYXm05lc7DZPpTs7MpNHgZLK+5x46DX2qp Kafv5WGoa2g5kCkL1pln+0r7ebhgrzfXhCMLW9wceldeEOK7yf/y3rhLA8qb b9emIcBtR7cpnVwvB6waQ8Wui0I8skRiW6ASE0w6KjO9LZhYpb6BE7GQA1/7 Tcb7vCXB7qvautxKHpaWDlcZ3M0Hh6rre66msrH1rhu9C5y4EOnctf3pcg6e zDBtcZ4jgLJtSlm8fWwcJOWdmcYQ4PCq55R/HdlgEu632yCegWkbNq18XsyF vlQZns0TPshscnIszeHiILT2U0y2HL756Dc1foAHtbfbtfsqZu90S/9pnQ8P xl9ZD9wNpGJHSXa3FVMA7vVqu7rapGHT0yrPI+UCLJNUelTUwAHKWo8lmYqz +cIeLVLqZsDOlZ/9pxMEeOUJ749ZVVxImV14p6QAPwiqfKxjL4SPi/+lteby 8QL7E3LECSFuX5pwsiKHD8OVEv+IHvBxX2/HmMesj91Jrk9Tm9U36f9rDp7g /H3rvZPgf9gl+g1r9R8J/F8M/wH8tyAw "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 78-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlgk01tvXx3+eh8f04PGMMlOJcuOmDNV1dkXJlDKE0qVJdU1XtxLKHMoU GSp1Kd1MTTJl6JwmlUiJlCbJFJXMPKbX+77rf/9nrb32+qy1zzp7f9deex+N nb5b9tAoimqcs//1lHiBZ0RCJ+6p9/TT75ck1GLtrLH9Tci0QeNoXaA0Ae11 uDu0Hx2Pnqkim4SI+ma/mtT1IdPjeY0Falwg3796bm16gacDvLWvNkoSd5Mp XopiDzK5tCc9yoAHfrarbezChlGtaL3L4rn4UHezmHm1n5D+bNFnH5v7mJoe 0umKKEP66bFTo8YUoYrsi1WuP8BXbvtG3WtlEb/CVhzlNYil560TkIVyhFoa ZlbMacPre/pqlDsEJDRkVmW4qwk5NYsNsX250PZJRdk4sh/JRAjDaYdEgcqV VjV/XIvmFfw+pevNBert68qYP2vR5Ib5Foe1OnEWt3TLaMo3bD6177Kj4dz7 GwcypQU1WFhy9XRe+TAmwWWZ0sNv8Mf1Ws4B4TSgtt/NiwpIRcm+tjc2n5ur 55iCasKuFuTlPnXzd5c5/fx8L9nOZmK/RQlfiAoTiEhh/WHRZjz1MsdaY8cY poaW653/WoY0c02fSA9zCZX50Ihz6iVOk7d0kTktBn6Xdp5NPz2I3vjEXHB+ LYBQw6PSSWdeYSOXXesvJrOJerlV/bEXHchfdCBqOpYNoWVfUwu6a/Ebq2hR JZXPKMtRquHJaCeqVyhLZD8rR5Rx98kDgaF41HhbI01WQNSPPGIvju9Fbc2H ORIVdKCkZ0Z2en7A8YFuSuWJQnzzTF9A4YqfiH3HY/ufBSyAJQ7z17q0o4rO sNRYqQFsV/XUYa1gBLf/OFpiNckkG2VCB06SMVxw3Cl52plDTD6EZT4uGUB7 1t6O5BoIUbH8J3PdhjHkxwuwa7ovB44s+/GEc21ovkIQUvIVIyfLNe6Ywgg+ JDaW8ugnjdj5Oo/Ilc0gNss1dkkLH75906v4K24YfU1FhfHsIXT5untktCoF i9skC4ftuRDOu2O2/6EIgU92OpY8AcnTbRRdFSoC3dDvfzaUB5HFbflX1Sbx vlUWVaFRDIL7C587FXcgZvPVYymqDJLkI9w78VMENnL9w3xbueAxS7+qFziE I1nxNvTRbNTlnfFx8gFF1H3Ev9xfzSIXumNO6e6hkf4dvHBRLS6xY6QjI/NW RKJUDsdksoil5/2cLW0d2ML6CuNyhAQo5QRY1vR8wo3zlQ+zZGRBqHv0H4F3 P8rWPO9oKzKD1ySGXAmOGEGh+k1Oxsmvcdp3N7koNQb4vv1osvsQH3Z2pp/5 0EMRz4nsDS4OYuTsOsVr3nFioBC93PWdAgfeBBaXe0b04uxIqw0ZwWKgYWLf fiCbDvTf5d+qJzLhz+VhEl3zO9Duq31HOj8wSd0Cp6I8NRG45rwB9cmLwEuv mvTepkns01Gg+6DnHY64FKkfsYxGNmttpkIc6MQjR/K1i8YkurtgPMGwuAK5 y0XUaPdLwPaS8mc3PnNBtCMibGu8JFRR0ZsOzPDAzPP4wtN0ERIZNizDCxXi Zye9t769dAe504xVFM7yiYTkUk2TlZKkJfHF5JeFXPLJcilnxHgUH534sPof 40E0MrDvpW/pDI7J/HhHdroLa9cWbdzRIUK+rGiw9uGPYg+HvgaO4ig6tGAt tWj9BL5bi/KLmqRIbv5sXu93NumNMqQVi1FwS9tNPLC4FkXKrx454SkGBnTx RzGuNPhq+Vx8XwAdnOizTzeXjaMAu9j0/mOSUFKoU7WXIQfMNHMqLZUJah77 KI82NngFLND60CoLqyyUzFyrucAtFyR+7BUlWY+qpEy3TODGDTZ8Qz0aLAjS ia90aEED+JaHYyULGLcHjji+5cNJs5B19DEZopaiMH5gSJ4Ya/j9s7VHjtR7 0L9eK+AStA7IiU2y5MqYCzj5sonEL3qH3iJpyNOt03yWLAljF9ct05FhEppQ 2UezWpqk6v9WcmrjOMKtaY/1vSmiGXDj+eIEGXLh4tIuiTdM4qES1crZJw9J T60v/RrJAU+lSj1lAw4JfGh/pGZWQKglUWL5DXRyrfz5+yT/J9i4y9pCPVac FB8P3Z99bQSbXYyZsXv5Ax/M7HX/pZoJy/srFj3dKwoZutc3DzbfRVtfpp8L FMgQ7aS/mUMvxUjk9wYNm0FRWPO4Nyj0ShpiHV/5LnOIAZfVFbmXF31BnZoK WsJbHEgsPbAgzpoHlSuWHnXRk4VcubrfluyjgQb9a664CQ90Vp47mH+TD/mB h9F5Qw5ktRot7Ddjg8itzDi3PTwSU+68YjlbQC7Fvkp5FMAmtk+MzK0vs0jB toR3Oq5ceDyU37W1mg0vSvqMJdQZJNd5nUNUxhN0y+gP/XANJulSTpxx1BrF kVnJHx3vcckELKwuCJcnVUFSRieEbMLs13mv0CtNFj0wvWNWIklEDb6lWDm8 w/7+CjePNYqDz3k80N/VjHefqVZbUcuHe3uVYmesOVAbXOz9WcAFfHCDOHZl wnuDMAU5KwH0WNz/3LCGCyGO2yvS/dkkXT55ces8BmnfM8BmRAtRebWWJldd guw/luua+5w1p1d1nCZ9AlVGm9f0GLGhS+nxU3aaCKz3eQKaTTyI1vpD2SJV Flq9JWuuGvKge0BjatsOJnx/oFasaEkHo71CEf8DM1h1/gWrjDQOZOQHe/59 lgaKfxgqr3kmgMJNOl80DrIgqO0vhtxCPgR7xN+os5SGrt5UdLpaitTar/7b wqEJoT/G4sq8GfD8kJJf2MpxTFPubpgulgGppmHJNuo6rthok9cbI4DScrey yk3SUGEh07DDU56MNh+Or374A5/Cd+/VicjBNmnV1/VNj/FxxUum8uoceH6x 7ognGUT3Whn6O/z4sC2Jm6S4mQ4umeYnqGQBMJpfJIuUMkDX0Fr1xzkm6Bo5 OqU39GMfr+iVfjRJ8DLs09admMBxKcFJRnvkQWpl/Q6UVYrqV4X/6BjhkVXh zIvnhUIsqNIRE/byiW7umncxSyhi/afKitpKLthRs/fo2d3oJ8qy+SVbkijH J2f+3D6NnFZAz4UjTLLlEP5t2dQIUmncWRElkIOM7E8HF3qM4HLDoX2d2+WA UVlS5E1N4pPhY3tOubHAZdtCpsjMGC40K80ZDeWQtX6aP/vcOlCGXom/vwGf rOo2cS4crMC028e+amznEoXOhMEj+W/RmsZOOXJmFivV/bV4V7YsqE6ve8yP n8IVNvWalBYLXEsOtpXk8eCi484pu6J2vAMbqNbdFMDhhayD43W3Mc0l+Lz/ Zj6o+a60eN3Tig+EcLQ8B3kQJrq7ocarDffYXs6ZeicKfWLeYvSVMuSXD+8Z qTJsAEurbhvaLP5If3QCKbEg7vcLsIhGJ/otF5+lfWGSjpZqi/FZMYg5Sdej OTKJLf1ms2UoA5LiF6QNU0yy2YZd+PMZA/YuSG1R6qJB8daHeff8WMQLfcpT HBYBZRvoT3jJIk/pF/SOreYBbdh3+WrpKbzk0U2axh0edGimL94VLMTr7Q0c 4oM4RPZ6YGHvKwrMfrOtUnzGJ17Nxv75cmPoRo+x6tlsLgkXHGtsF06jAyHe M+5l0mRmb65n0StJGEl+/kp7lg0Oy8xzUjzFSJpadZ7ZWh7JyXJjv1pNg3HZ R4n2+RP4Y6mf+6/hHCgKkZm8qTSJ1qZsbZXu5xARyftWiWkMmF9rvn+ViTx5 rKetlrmDS0JTMluPJIiDY3bit8rvXNKcYy8ob2eA5QH3vmUpAmJoE9d5v4QO uFDZtV2XTxzsv1xRmcuH9XylSvdZARn49VG7wl4JMOt8ku1nK0Nya+JbdhWy 4P13s/FvfmJw+MUpEaNSDpGQCFf/uY0HTjW7rf/5Kkscna/2ae7mwM33sT7O piwymWXetkeBDxYhk0Wft8iSIHG/7AwmnxTVMIu2bJcFs/CD20zimKSoqOS7 qyUbvqVLcbfe5QHLK40zL1CeBGHTN9E5c/fSRsW2eHKgoaBj+bcaeXJp1mH+ nXw2jD917L8eSCfcmHnbZzk88GrUdu5ul4CkyNQPPeE8InWm8lBxCxtowa22 a1fN/U/lh0tVe5hQuLv4+5QSjywL9nt9uZYDut2bJAqluOR20JPqFW5z88XG VOa+PYdougXLomABqbFXnI6z4cDgE9HNxbd55E3Ls/53uRy4ltqYoT3X343V ZT+DmnlEyP41v2k3H+xunYkpu88jnifqWaumRUn7lsQrTkN8uPiS/fpeeC+i /u8okCqVKzeml8nDf9jsQlhOldrcXvt/himqf6hiivcvx1odNTKY+S+LXml7 O5vK+pe/GHmsnVFm/8tP39VZlXXQ/uX/AeYWCIc= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 79-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01e0Wx49zjvlw5nNcmeuiXiFkani2OiqUvJWi5CVJSSVNhMxUSpMh ohspmUpFIvweFRkz5KqkOtUxZBYyc9277nr3Wnvt9flr773WXvv7Vd93bJs7 mUQiNS3kfytJMtsjLKaD2PztZp+mnwwmLdO+M36oBdl1F7v4mcli0F5PdAUP or5HMZHz36cRqW/7alzXiw4uoR5J9eUA7v/psaulkdCaL/oYIiWDXcxmuDcU u9HgPtbRjGAueNuu3mIXMoo0+neMuadxINhFcP4fNV/RpMxjxzs/CgnS7MjS zrBCRGoxYmppkjDpyfZ85YeviBVXEynBPQzsndNGRHj9IqSokjXVUgwcHDSv PNrZgobMk/3Cr3JA+FVZyTR8EMnSNykXrhUH0gNZFcs3NSi1K8swMZQDpI+t L84fr0FLlY6vNwsUEXc4z7b9vtFHVJcIa1f1L/SzGk6W5VcS59SanjnOjxI4 oDBZdvQD8WzaLfG2ARlITmWZEb5xyKvBcueZ5IX5AxVUYtzeo9WWDWFR8tKY 5H0szXY+mYg5Y24+yqcBFsupP039N0HdNiNIF40TpBEjvVs/C1HZXxWL/Xs4 mJT82oQd3UR4JSd0/3QQh2BjP9mrse8IR1u6y6/HLKz23KY+sFGEdl9d9ORm HQuCC3/GZXfVEIKM2P6f3kJ0x16moep3B7LY5OdxX7cCkUy7LnqeDSbUnLll /5bnY7UzFaxll3uQz/Xz/WNuVCDJzo3t8/hMHGsJc+2ymSbyYnt9c1YOIV3K W0s9NhPgjx2L1zl+R1NWu3JzVIcIu5LqHev4Y4S1aaHZOml5bCUXPHwRjxP1 NjdkxYbZ2OxzSPKbgmFUJHt546mJaZTP/Gqp0zCOrjXFrq/1Y4A9Y/tETJIQ XaD65byniuOLz9WL1sIYkW3b/KyKRMV2xxzG6IVzaK3fIw3iFh/6+vSKT14a RfM3zjgkqo2huw9dwqNUSKCgdApt0uBCKLdIcOi1GFbq13xXMMHHmTrN1FXB YnBhqcuBZBcehOcLszJUp4m0M+/CHwklMTGY83Znvgj5FPC2MZPE8dWjUwcm h8RgJcn9BhdzwXWekqF3doTQ/IxWiHSfEZ1Hbn6ZfkXCnvByoxObiVO6zkfr uJNxb+OpQT8mF9tJJCATyzZk+6ZQOdiHga09XqZvE4oInreak+ScJCxK97Wu 7P5KVKZOuY7el4MpHb/7/COD6C/hN025YzOExZWgewFhY2gm6pTTiYFaIr5/ Lz1CVQIiHLw3XrvKh30dCbGfu0lYa69o9WpxSZy4XjH3yCVxeLCmPS1XhwMf zuY/9wjrIcY9cr93N1NB3Wz7d89UChSJNl/IjpCH40YhUp2LRUhgVlA470TD dUt2PslUFYOxsa1UqyoyNHlVJvS0TBNuR61t90b8IMLSwvXDDMh4PPlar4Om OHZNl251VJ9GZfyx6yuimpALPaxSe1AKSui01R/UeEAVhYXsuiwN5w08Avwt +SDwOPfPaxQx/FLvJNega5aovXhk18e0IqTt7T/ZGsPDUtK6Gmbm0tiGEbmm /iAXf7XWZY+Z/ibcrDe3h8wPorHhg03Hns0RaqTdgdHq/YR2zRMrZ5EYtnd2 1A7JmiRcd/Q2sBV/o3+tFJg6MMaJshqU9aRFBs9kbJ13tOTgnghjcr44CdiJ 0Jz4RxsKZ64ei/QQh9Imx6yAc1T4af1W8qAvBUIstd0Nk2eQr92FhMFAaZh+ +skhqJoBtHhLUnwcDQ6fEldcZ8sBL98lmp/b5CEj37jIZhMPOM/5V770UHGr Xcxuk5BZonnjFp6xHhmC5BQPnRj6ji4KgtZTxuXwYEn2wLgPG5uqe9/f1U3H X6vtHysIeBitBxy5VR4b6u7VtxthY6nleqc+Ilkoty785rKZBuO31xsslaNh 26GdmhAtj+P01xREW02gZreTbne85ggN30dvl8XIYclr99/cr6NjV+WINvZB Jih1aprWW3CB9EeEeFYDBQ8+vo1SWO2EaefmTWoXJDHOcfqSsW+KENw+P2fX NEB0zI3g4XFZMBos1qo+QIWevCTFQskPaFdTQtJZvhw+F+0f+qRYCof3N6hv +UWF7JQ5ez2dZsQ4Z/4peUQCNkauaP5m34c6NBQ0px6z4X3ku/IyAR9erNT1 c9STh8ZvYW5dXuKQdfY0umXMBuste31r9TmQduHdjQpfFm7XILXoBLBw9p6Y T0t3c0BL34znVMmBxoJeUyk1CaygK36y/VYB8djksH6oOg3DnuOr7lZOE+F3 rn+xL+fgWz2GamLxbFziL2MSOcXCRkevb6kvoGOtV2uLBAXSeLT+QW7Gry7C x0chL7BZElpqK0e0yu8T+2NLVVfW8KBe2x95xnKhJiD/yDc+B2ImD356qceA dsMQBboNH/I8yCtU4nkQZO9UnODDwh32x38610jj7+7DLImoKdSYnSQZVSeB DwU+2P3gLQPEIkmPDUrm0Ysoy8puExZ4pxwdbjMXhw1Hq0CjhQsikx8bT/ox oe2IdGWGMRccepgVa20Z0P9KNV/RmgLiSIv5LmaKUFmcYnMzng2mNg2ZF8Ml QPGwsZJFLR8MtOLmLVpY4C88KUH/Jw+ulqcHJj+nQ2dPHLpWKoOrFqmZF5Gv Eejw+KXCIxKwbLly1NKyEYKs1NUwmy8HXf65a79TWlCx1ZbMnvN8UK85VLSH zIDiTXINzh5MnKOu9TTc4TcRTZSV14nRIeyy32TOm2p0TjFtLVONDfqn5V63 HJhC5W0S+s7ePAjRsDKcqpcEx2TLSNJ1PuTv9j371ksWdIw3qwwk0UDxhbH1 YWcRcdQrytybLA07iw/ZPZoYJS7dCLhq4s4EhZ7WiqQyIapfFTogGuNiv6eR tQ+/iWF+yVLxqR4e1jUKpA9gKt58XHllzQsOfGN/uPKvRaNoCN3ZsjxVGpd0 fnDMXz2Bdq6E7pQzNPzAM2hdjvUQUm7eVxzBp0PJ+f2N/tsGiOfGIwc7nOiw 4cefJveLR4mLoePu0XsZUIq18/R8hokcwbP038FsfE6hnW8k/wrd1Cvw8THk 4diZ/cF89Q6C/DTwp7oTBwcrKNEq774gLJo76Dh2nkgMaXfSlJMDldn1b3iX ZwiDle8Hor/Iw+6CE8KCTC74b3LC45/uEc6EoUpdHh9S3iz3NjkrRGTHgFs+ f/Kg6njQmz2J5cgziK3p8YsLawL7StVV01C37d30mU9UWPPYaQ9liSxe/rld Ik6OBS7Rl0TZ1ePEF0pFJFrEgKqhXpHYjXlC//3t2vgfNFyl7Wp0SIkC5y9S 9Mj2NOx7aqZxNosCVy8viR8l0bCzz6dDsvMUOLAk7v2iTjLsrpgsfTorj73Q 10zFUTEIyrVLCnlPx9WUFL3A1Qu6+mu2+O6lEeKPijyyehEXzCV7rgzWDhMb thvuuOzPxjclOdTG9kkkWGNboljLwxbC+WD0oxc96jZVSUzlYO/iOh1UPLaw 35E5l0JZ/OVESr62vCSMXX/7TnueBQOcrcLhJDEcr1qaKVjHxSfEWoWlC35h Qr7iyvaFP7/B7Z7V4GcWPAmSm85bNI18Wxktly3YWEz6pc2VeAkI4gXcU1Rg 4Dd62qrJzhyMd7q2RPtTwD71St+Lfg6e7DFepPOUDNaeLr0GN/g4QPqX1/HZ WUTkKO3+rsPDlfpnlpe6iQPjrblyVyIfD66KPF2YSwFBR1Wqt60cdjkdZXrB Ux7a+wUTfd7icP31QPnruywsJRWqNrSHCz3jgV/p6TLY3iGjV2M/G55lOHA+ 36Lh6TuWQneFBZ34q1g1qUsa+0t6p96k8fDBiSvOHiPSIAg9scfsEg27qC7O HG5nQF+CDGdXGReWqV270J8kj/2JtR+i0uXx1hMjkgpfmdCQLTLqq2Tith3H w1N/MGCi2n7w4VkKfi2j0ZipuKBPzdoOXd+l4MMGl817BRwsE/viVP57FlCL N57+4cDCJOboM5VuGpATYvZPZ7KxQYB3690aNrxsO0MjM1j4qX9V6cq9fAg9 +Zl9d5aBNfYGyKMAPn4QmOG/fZQBv6qof+Y/5eKXrx53WQUyITeu+ab2wn3f 9z/2bTyLjadYK7Ja9vPgzr6lzGMRbOwRWc9YNUvFr++p2OR2cuF2E6u1PLQH 6S6LdFmWzcclyvcezRowQSrw2NGnG3lYkBKSXqLKx5u8HUsk8rgwQxocKZ5Z 8FWdRiFq9Vy4YONnYjjHxess24RTdVyg3hN+nI9jYJG9seeBXTz4YeK6bk6J hZNznSY36/Og+lOdTaGIjJNiyNLL5Plg3rH4Ya2OBJD+FwpYdcvtBNc0+t9M 1tjhnsfn4/8zzOwUWrR6cv7m6ycrTE0ZjL/5P/VYGm0= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 80-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnlUzfvXx7/V6XROderMX9JoSIjcosHQZ+PoJkpXIzfd+EVpuDeuS2mQ BhQqlERoQpGEUqQ+n64bzSmJBkqzBqVBiXh6nvWs+9tr7bXX68/3Xnvt91tr 9x/b9khTFFU70/87KbnbbqFRXThrrMxdTUaBUIt1kib21SNXKVtz7Ul5Ajob cE/wEHJ8o25temgaUQM2a0hlPzpX7iwXXysEMvjBzaH+BbYJZ55yMpUnLibf ROdVetH1eVhSViUCH6s1ltbHxlDAq5aY5AUiCHaRnJxd3orm6U22ljjewNT0 6KLu0DxUx21b4CCgCHXfJkct6yku8Hp6zHSKS3wym3C41wiO9Pc6+SCIS4KP /lAb665HkUn61Od7QmhrVVM1DhtC7MtxeZ4sJlDpCuobn5ejRfM/e8heFALV 2FBwcn85chguMv32sgMnCR9u+3x+AFsGOo5ppUkRatOnRAX6GaZOTTWzzcYx CchLVBh7g6Oyk5v+aZcCyqkoI9w3DpnprZ1OvCqE4MBZ6lH/eY2UFqfY333K IpTPHylWPxJx5vPumIV8RSBSmVWHGK+wYp3N2oWek5gaXaF3+UMecqK3HO1r ExIq8R8jwalavH5h1+FnmrIQbOinEBP7EvtvKPAzq+UTzfzNVYEvOtF6VbN3 BsoCCM77EHe7pxy7yEru7I9oRUl28jWln7uQGoM+8XSiClHGPZEeR4KxRWhN RroyTTQPl/AXn+lDjK2XnndwZIFS+D6+2+0ttll266aY9Q1nx/b7Zq4cRhaW q/QGj/AAltjOW7+9HXk6bY+8tu8jtn5SZrueHsf3j40VGtPKZBMn+FMkmcBD s16EMSKExOTtscTnuZ8Q59Ve+YbCaZTDa92oWzOBPC8OOuvyeWDHtZmMutSG BocPzY69xCCR+VqPTGEcv4+/01jBlSUDA3qPD54eQ6JzdxnXl02g1CyXsBPq FLAc2+ouD4sgQ7eOsTpYCpbwa7dfAxrCctpu3dT4ilseOFu+W80meCiz2j6n E72JC9eOFsmSmN+n9n4ZlgKtAYfrBdfFsOuHzE29I6PYTCuVsSezHHd7X3z3 9SlF7vMDM8c/8MiVnpOndPdIk671DU5D30TEmhmPjDY2oSbWtpLD5lxi4fZ3 2ra2Ttx5/vI9T185mJPma/GstxU/0mi0fAMcmNL1u0F7DyG1qzqTFS1TeF30 0esBoeNoeGe4eMAnF+/uio9920uRHqKtr/GQRRI2qNzxPi0LxmOh/UdBBG+O 5OS7hfZhy83KQSaLGKBlYtPukSwDxiv/UZ1jyoX9K46xuud1Iu2KoInZLQqk cr79/QwNKVh73rHsRhADar2exffVf8XRfabM7eIPODQlbHmovjS5Iqhr0J9k kl1p7IbtWl+RlbZuiN2uFuSiHPpMZ4gFqh6/ZVIuNEjcghaclZEiUkN+UQtv UqQi0tuhMeURGnlb9CouTExY7GVzTVbN7Dlm9dGHt8Wk1WKZYNz4M65KbjHN O9OPxj+51/7x8Dt+e89Dk5H6CeuU39/k3ClFnh/vkIk1nca7bPtrBCqfUZmZ mU9E0xguKke37tfLk23Xr9mWJYpIX7ihdI4sBb1W+6z9gzpQGG/N+HE3Wfg5 KTPaJ4UJHyyq5dx9ZaDhqU5wJFDgax0RPxTIhoSzKTYVynxQvLCRuhCnCI8i UgzmPRGBl+987bdNSsDT2rZs7UsahPl09Ls+BpH7qGc36w1F6n62FBvqSYP3 zmsKEYZ9KFJydIPMBIfgbtOusBEhMdbyueHQq0w+/ZTuF9pCE7QByPGtSqTY 1UXT4rCIsJbq/dWIFKDRPSXps6wyTFzdoL+Io0gs/zQfysrkkrjla3NPbZpE OvwCo9bvX/Fc37vVi6M45OG6aNsUFx7ZpRbeJHDnQbq0VLX7DzFQS8Jlb9XI kBIZT9aX8S5s3L3FXDNCjpQ3Gdtk0T+w5OrJ79a1H7HDrmnNh/oKsGLo8cKy vQyw73d9ManbiRxq4y8doTmk4bjD5P5UBRI2WKNlOcIAn581tskcfo+4Qaua E0eZMP7XfHPu3yOoYOUyv+16SjD5YHVE6n4W3DpyCF02FMAYDqm4qSqGlIiX 50t8+cQjsHQ3x05Ibv8a1bxohxBOeD3f6FIjhhe5/cYsTSZx2TC/c7nKa3zP yHN5iJYiqaxctMb3AUXCks69sysWEhS7PtQ+Q0Se+MsbHZ/ik7uHAlsJ4ZGF T00fSXLZxKD4Tmms2id84MCs7MA6OfDvrRq7bvgCucYWaqwsF0NjX9P4q2Ya ygNyvN/TQlhlssxAW58PR+2cHscf4BODS9bpHUc4pH3PJz7zxBTqS1Aa/OIr S/YFpu9Ir+bC7fFkj+RVMlBwYuOzXiM+TKmLZ6e2ssDs91KYWy+CsJaYY5J0 ATR5s5/dNBRBfjP/9FZvPgw+1chRsZCBl7St5ooHn7H6vCubL14QwJt+rYG/ /pAHFU9D1XUVNOR/p1R3rxSBf9tBpvICMdRx3y0wFPChuy8OnS2UJ+sdgp9d O9iAkefE6TxvJiiWrV2TGvoRS6v21EzncECnbAsa7uhCjzdZZvSdpKEjb358 oxMfHptzapzdeMTpzblrt6ym8SlcVFwppQwJmyQj7MZ2FKSSYsrTFECp9kJW MlMKipuYy519xHAzJ7Ch0UIRtiduPE6do2H5sPK9Kh4XdA23qH+8pAj8oOUB QU21+HevE6t8pNlwLODFkOvwED59PiDGaA8PhnXrry3N+IiqVod87BwXkcYF cqXKZkxCP1kkO9UnJj+R/A029myyZb/ayvICISTczDYt3PsNDaMky6XJbOIE GrSv6iiyXwm9Vw4rkikcFLVFf8aX6nY/DqeVYVM1+1Fm+3ucbzjq3uWkDIp0 y+HCDwM4MmRiz6mdXIAtjulPKrtwpuRh2udgAWGXupem3nmFL+rlHjhgICaa zu8fD+wfxdIPAj9oOQlJpq9VwNKiDryurkuZxP7AtJEk+oOvAqhPb3guPvMN D1cLLtL7ObAj98+23AwRzEm4w0obbEXO2EC9MpuG0TLnCWbeJyS9PeDygV/E cHC4RW72um7kcVSg7TYigsWxWnK3s9tRr1Vq2rdmBpx12nJPRolNlr5tYcZx +BBcWfWefXYYv5MpOY7mcOH3uVfMc7W+4OWvr1Zc6FAkmX4MzSZjCk5GyuhJ 2ymSlB7zyuxXFMScmX9hjFIkXvFpC7X1pWDv/LjXc7qlwbrZQ6dzNod4odYM lTEpKCSa9l0KSqRM5ope4BoRUO10qFi1Gy8pyZbWeiQC1dd+fROG7djMxsD2 jL+AiB/o3y3njSDJWqsnKhViIlmiutrW6iW622usnpAsJEWPjZWMRvtm9Hl/ d8lTIEXB56SumTNg/Fz1S50ffFAaumeclPgVX9AozJCsF5HLxcOJrw6Pokml kmibW19wlnKT/h0TPtw/yvmaPecryppdXqUcyydS7L83R19gQk6J69PRQQ55 rqejkeg8k2tWbElEtd+RXXL0QMHgzF/dvcIU5KaRhYdLv/55mpz2rVDaGT2G cKbqjnZdMTFWUsh1GqOAW71KrSeBJg2nooSZfdNI0lWa7GPFIT6/jRZbBChA y6BkcsBHFrLzfwnZdpZHWKwQzeFfRRC0KP6AnzOT2Dne7J/rKgClC1c2swtY 5GvSxrY9s8TQZup3eluALPGX80m+qCgm6osFCgGRsiAJ+fNXk9OKRGWWVhm3 VQkG4uWFDkUiWOY+3p++Tp74Y9M3J9KUyDzrYfY7ey7U3O5cMfCMRzRt51QI TGb+aJndUNYRGXLwzGKJrZYAvOp0HHvaWaDJXlJQKysg8rEFf+W85gNzMudK 2CEuoXhjD9V7FcGxzL35ixGf6Af4NKSWC8Cx+hrXUcQlD/xLC1fupCHb8MsK 1lYOmbszQAkF0ES4dd+YgSEHRkoZv+Q8EJEdv+nhP1KV4E5c3UWdmfs+YrKw 7s9gHpni/3Sr3lUMHwVFCdrmPOJ2vIq7eppB0ifvDMs0CeFqLb+hOKQPOdkq Ftva0+SJ2vW70/o8UJp617I3WkgkV46lPdGgSUzbfV+OiwC+UUOjj2dy0dXK fdLrLgkgYrOfkcF3EQmJzCkeTxAA43pb4484Lim97VVfmSWEDqNd67+r8onh r49GElyEUNZcuTmvU5roq8nybWf8ZVXXvKwKXSboVNOMRZ1iomF5NX5XijKM mHvmCz3FRHqu7Z5smiauZbf+rs8WwTf7tnUNHkLSHbPvi/W4CM4dLDE25nIJ aQpf+nxGZ2Gzp12gghJQ/1ezyI3fXFtWXuT+yxF9uavc/IX/8oC8jZzJDfG/ PCs55WNUz385Vocpp55Gk/9n+B8oQwZw "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 81-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9l3k01dv7x4/jdHAcOvNxKVL6Rikyc2U/iQaiwdAVt3KvoUKp65YMmSmZ kqFbuBnKmCQi4bObFIkMN6WBOOZ5HuPr9/uu73ev9ay9Xn89673X87zXe8v/ dvawI5lEItWv1P/dJJFc56CoLoIhuiBgR4pj0mbFOzOnmpGn9JBK02MaBsVd RI//CKoiPfjJV2wZkQYt9HHtACp3f5IasZkLeKjP+Ujze8JX3EJf24OGT+gu cm9I9yJbgYvMgDQP3M31zQ4GTKLmCgflr1lc8D9hdOWnmjZkWhF5O/O+JyL9 mFDqDipBGWbX9MJIJEwqtCham/+C2LNvaHlRjInd81qJENdxgj7RsDt5koH9 /ZbXTnY3IwVqdahzEwfa29au0QkeQaKbOg+ta6QCKUtc1vh1DXp4Ymfaufsc IH368PTKuRoU8pKuR2zuJO5wHh+evjFINOx4v0bUloxJ+8aSxPlVRODUBqGy iCkC+5QkiU9+JJwc22QGYoWAZFeZHeIZj9ZFa2Q8v8MBf18p2ajfW9A3yT+V WjxFMcn9bJr5chJRy7/Rc5ROByyU9+4C5R+CdzhXM2dsliBNaKjc7itBs3WN rTYtHExKeqnNvtZASBWqiaT3UsBf65J4TFwT8beO841boyy8rtT0ne97AVLO cqfVH2KDf0lffG5PDaFWfsxv9fZv6I4Vrf7NdBdaOH7Uwv1EEyLp9ISf9vIn PLKuxnsz+HjdxVeszZH9KEE8L7WhZBWQxJemfnP+SmhfeT9k/HKRKIgb8MzT HEVOifekcjuYAFssNxjadKDvCpSyrpV3OVhebWnInyKiuqRSE1kMvE/Cfywc zxDMbvqSiDwX634NSHpdPIbsU+CdVtAyKmK2GSvXz6Bdx3d7ReYwwYphMRt1 qx1ZfPUIPahKweGl8k8MYIr46fuVxbp1VDw4qFLmETGJtsT0FBToz6H0/BPB YbIkmL5h6jRSyYPgovacTLkFgjfax5VIpGFiJK/OukiADC5MztOvU3DMmXmn uVEhkPhoUmJ/jQ/2y8KZKl4TxKKSxWzuun+Ibreb3xZekPCiQJsZjVk4uefK NWVHMm4r0qpx6OXhg9REpG3cipxMBl3PyjKwifPzjMPtAqKwhCfyfpwKMhme JlW9bcT95BLd8lY6zCtfusd3G0Ffbc9Wh5vMETuj/e76BE2hDVmYv3Y6G/3W lRj3tZeEMxVObSI70/Bfu6Tvu0Wsgjc5WzQOW/Lgo1dRqXNQP5G+7dxP4X7C IK9r0XE6VRikZr97nNBlwjmNANHuDQJE/XWvtoatOK5VsC7MlhOCEFX7KIom FRpcqxL7mxeIJ07qlZaZw0RQWrBqkBoZG4ezntNrRLF9htgHG/kFdObWw9Ly 5E5k5Hx543VhIbyxSpf1+CgZvw13O/Ip7QkqNyUXWnrxsKjYtvW6emJYnTmG /x7m4zaTbewpnWlCd841dVCmB02NnWw4+3iJyP5dMdCweJJQrCncd0wghJNa Hp+1OEXC9pYD9WzpaTRxZG9WWcY4UVmDcgqbafhe2ki2ziQP94dokYtWkWDv ocISpZ4+FMzUnwp1XgVNZ5Y9HKpEoc+kTuSkpzCMOlSYLaiRwfPg1cQRXzHQ PXvKnG/NBnqCMSkhng4iKciMspkPnFJ+9Ld+Cr77SOpH3AgZN+4x42mpkCHP mnXkQOUoCjfy2yU8I4GvMxo/M8/zMNoFOPSAJD5w+3eG0cKK3q0qf35C4uD5 okqlqo0BMym71JQk6PiPM45vK9gsHK+6o/javlnkg4XostfniPWeD+o2R0ng Xj1T47FWFiZtCVmVUy+M4/Kp59I7hgid7v17110VwS7BNIej3ULYKOXK0sGG YaL6BTXAy40GGiNlm6qdKKBz2YfNsx5ERxoSb3nxJfC2QPUz2yMkcfBQvbzZ OAUYgOaGW/oQ47Le56QJKrxWVM1UsZlBTzW3XbJRkYT1oRP5xy+IQ9rVphuv PFl4viVmbGgrD78vHtARXdmjpOR0q2InAfFQ20U1UJ6OpwdutaYECePgO7Hf rJ5xsGDHoe7ccj4u96Zph86zsOHj7VK377HxphcGT4yKxfBZmbCyf3ZOE+fP SxX4NoqAthXNozTtO6rxKXL7zueAwHMi/KoGB/ys7MoSz7MwGklUL4pn4A7H MRY1bB5RrgQ2um6k4FO+WUez6hhgnfXCRymRCk/DjKt6tVkQfKcCXILpsPvM G1jfzAWFAIOnnBYutLqJVWVqcUHqHdviRAQHhl7IFUmbCEPqqL9KfMs4Ibsh 2fRmAhs8Izy22R+VBGkXrTU73/JB/4OrTmACH7zbPairN/LgC+6jy5pwoLs/ Hl2voGEH6weLVwe7COQyE1HiRoVK7Z2nJ8K7CPKanvofRRKgejr1wUzHKCrb Z5bdf4UPd++2eRwp4UDZXon6Y85MHLpn2fjkejK+RlQ+qxVaDXUqm+8pwgi6 LJ1mwFzHhsuxe/JbPlHgWStV9Zg7D5w3fCr/8jsDbJKMQ0mxfKA86lTQcGOB stZ+2eFbdDDs3e7uJFeEzriG6bmTxcAq+J2By0gXEXHDJ0bbkQmdJb367fum 0bufA4cFU1ysfTPspXsODfPLlVbN9/Ow+v7Ji6UDEnj/ubWaNU85kJn88sLQ L2QYRXfMtqaK4Wn1t1kXZweQtSb0Jl+kYxOrHyoBKU1obeNvZSH81WB7oDz0 wttXRKnWxMkuu9UQ68wJ2HasnQgPnHG89isDKNsq29VPNxB5Ro8zpv1X5qLu eJ3quX7ipkrx+fPqPDy9I6bYzGKRID/y7ZO34+CNJREyY8LjxM7GrtU4bpmI H8x9licQA9kfu17zIheJ/JMHd6YL0+Fo8R/txdlcaMy3ef7w7ig6RqjL1hbw gV9wT2tcdQGRbXxunz/EA33yUNSQxCQ67cf+l/M4F3aoqs09lBtHvebpGYuf KdAloi9CmaXirV+/UOMlWGAkI1tZX9BBfBN+FYpkGMCxNM87WTBOqLakvE3o pGPp+AP8hJx5dCVcWIVsRccxjzZHvyYtophIhYRJEh2Pen6uCahZRE4K8S0y 3WTYPfY5lqMljl1RW7b0pBAsNI0y9wEdVwsnq/jqc+Gjdz0keL8ktrwqIMs/ 4cLN2Yl03vNbxG4LdctIbzbeWJFWFB4pQEY7zMul3/Lw1KnX1z4oNRAPenVk /0rlYGWhgpC2zuYVfW5LJ0rEcXJkmDk3SAimYuuaFJdX9BS9KrATniQS5Cqy jQy5OEyYX9g61IVmJV9FW+TMEVLlkmtc4plQ6CexUCCzgDrtgl5f72ZiIbHn ptEJVHA91vBzYa44fq2iKJd0jIP9y/6Jds6dRlap0YNPh1Z4eN5YMWsSmZw+ MaB2g4+hfp/9dcNuROStOdqhzMPWLTsuzYrNIUad3tqev/i47m+Gft+lSWTU 9SbV3VwC++89bkqPEoUvQ0azg+6roC6vyLD9MgOLigauG7XlAtu2YFWnFBlb /ZI5sN6BDQ7BHYGarRS8cMe43VGKB3myOnM0phD2FnFPvUnn4WbbhJIYeSEw CvzDVjeCjr3GFpABhQ6DiTTOkUouqBbYmDv0rsLehMHHsAxJPGzTyt+bLAH1 uQKNwSomjlqyiBTk0GC22mok30sYKzDUS5c2scC1UfGXng5ROPl2Smn3ayam xT39s6iFBaKuRuGmihKYxJx8LNtLh4IFw8OzrxhYzcf9Q3oNG74ERSvZadLx I+83FZq/8uGXYG3DmjRRvP5XH0nkw8cf04LGcJAojL+hHCp6xMWK2gv5pvtp cD++8abiynynDFeEtOVK4nnW9pxmBx5cCr9rVM6VxM6h7xg//1jJPaY7Eo6+ Y0NKA+vDs8B+FH45Vt5PaMWP19598EONCZyL5qbSLSxslByQUS630u8gXZPD YMIiaWSibJGLhwtTguydmXDV9JK2+hIXV9VHpY06MYFyt/3T8ooP5wmlG6hT 2dCpbW+4tIaF34vyBrtjWFD9uda0REDGNbkiMpdX8rle14b8t8pUME9SET38 hovlzFIS7dNWg+D6B3elDxxMXm/pWMDn4zexViHZ9mxYtG7f+eE0B9fKN42n 9rMh1uOVjg5jJXcXi9tGVXOg4rOLla+4JKTUDQ27+vHwveMOXzRvMqDVzu79 1iM8fLW/WM/ZmwMxJ8Pasya4eJBmIaJ7jwf9l438tpZzsVRq2nBUDw8EI+t7 M4q5OE6RKiKbwcdTC1K11WlcqJTY4tfAFwbS/x8pHF6xR8zNh/Y/LqcknLG3 5P6PHwTb5Nxe8fH/sjnyoQYYrfxj/sOQX5uvGhc1SfyX/w1KzA3o "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 82-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF03k01Vv/B/DjnOPgGM8sQmkiiswk+1NxiyKZmuimritEcnOTmSRJKhkz VFISyS2z+O6upygkwyVUXJniIHPmx/Nbv+c+e6299nqt9fnrs9/vtSfPWjmR SSTSh5X7n5cklO18KbqX8JJVdaTzxDBps9K9GZdmFKkZzgv2pmNQ2k30B4+i pNi7Yw4WJCDxrQ1x7RDq47INQy9xAA9/cz7U/IHIvHV3mPGEjk/oL3Buywwg xkPpcbHTXPC0MDS3DJlEqo/4VdKqXAg+YRyx6l0n8k7reKMWloNIixPKfZeK UA/bPc2jY5kgPbfOl8utJJo28ALLVjGwZ047cfnMOBHtqit4xZWBg4OW5Sb7 mlGF28/ibZNs6OqUW60XNoqEX6jzm5OFgPRYVN6k6h3ST41q+/wnG0htLWUR 596hPxKPaoeGdBP32IVW07f5hO3SHpMRBgWTTMdSRHlvCNoJ842uTVME9i9K EZ38SBjJyDkwdgsAyb4i67JPHJobUdk3kM6G4ABp+ehTrSh3Ys/C0hZhTPI8 m26xnELwnZFRNE0MsEBO3e/Uv4g1jeStW3xmCdKEllrytyIUG35E520dG5NS /qXLutZAfDcMjg/Ko0KwzkXRm7FNxKstrKcjkiy8pnhfXcCHHsTVStZxjWVB cNG3uOz+dwT1t4sHn378hO7Z0uurp3tR/w7lr0v/akUkvf5IV99gIq1ud4gF g4fXXHjN3Hx9EClVl/sRjjQgiS5NnXT+TKzqntb0Dl4k8mKHfHK0v6PQv5lk FzMmgIrNul1HutGh4dxvKhWDhOXLtza7eFPErkjdrzFJUthUPHgsEs8Qmi9M L4iWcLD+55CUqoIx1K4pXr0vgwT5jE4T1foZJLfxbtzILibYSln/iL7ThUre ek2IvaHgyOK1JUYwRRzc/ItCo7oQ5vPVSs9HTaKd0QoOL83m0YPcE2FX5EnQ U184u+s6D8Lyu55kKswTlqreX7aPi2JiNOe9XX4PemR3qj5SjIodlymZar4T hE2ljceGoU9En3vil/lKEv6paNxbKYGFU/sjrqk6kXHbxgTd9iYetqQlIF2T dtTLE1d+PyCJzZz/zLDq6iGCO27Za7nTQDbDx+zNQCdxXzZ+w73zYjCnevER z30UJa8qvGNaPEPsvBH00P/SFBKlrEsIe1GFTvYmxH4eIGHniOzVvSt9Sdot 89Q9ShCOOjb5rz/Ng4+++cXOlwaJGUZTfvtfZFirb93tep8CP0qXax9qMeGc Vohw37oeNDDCuGDRTse16+2eZykIQF2di/XJISFoOPMmYbB5nvAaY21XWj1O XEoPU7+kQcZDJOunfcl07Jgh0nJk7TwqXGue957+DRk7B264RRHApqmzccYS VFwT6X6oLb0EhZeYRLM8ubjTbCtrSm+aeGi5SFF80o2mxk43nC1cIrw5fV+D q2YIpXfPTY/3COAPQ36f7TXJ2NFmqJ4lM43kXMy6hjy+E4OXdcj5giRozgqQ 5G/6jsIYhlPhzoLgsMPq6OFBOnwzey902ocCdJqV7JkNVPCxvJowGiACrfvV TU+lsIFdzLvxZZCKd18UeMgQEsSNe8y5OmpkSF+yUTrqOIkijYN2U2bE8SkD p8a0MR4W3qLm3YZEIczKUPKWIRNm0nZrKIuv7NklNLPWl4Xj1HcUXDP9gT54 7O2yXzdDKPo8e785WhzLaAnpgO1Kv1QuCz6pp+Dnqg38R/3jhF7f/r1rrgrh c8k+aZ+Bio3TIpYsG0aI7Rul/jZ6LAJao6Wb3v5KhShhs+wkNI4ONSTc8eWJ 48oKIS+fUikcNly/1nycCodT1CzdV48hqUCDjpQJGiR1bKcd+D6PyrS3Xjyi JgFmh7ObZf0k4EPBkJ7wGhoOX6WtbwXDxB+6buqha8WwvKjYxdfWNPzSj64b PsfELVO9lt5RHLyp0qjEuEAEZ3ufyOH+uvLvXtJ5AY1CsK3w6bDc5iH0zj/f /W8eG24WF3fzdbgQZGtfmuDFxI63hG5PuzNxt9MYk3ZlDsn9Pl3U2UDGLgGP jz5+LwXkY73Rf0yIQNkVkzcDukwQuqWRn8SWgnZ3kTeZOhzwqWDLnMvmwnCl Qr6MGQW+xBwL4M8ME/LrUvclxrMgKv6U3iNFBvh1nadJbuDCgOfUhGAIF/oG 49Ctcjq+DZKiJw98J5DbTFTRSo+69l9Vv7K+jSCv7q9fzBeHmrMpaKZpGpWa mmcNRvDA5fYdq78YPCjdK15/3JmBvyhqG/qlCuJrRMWrWgFJIIsKP33QNIUC ZdKNGGtYoLXkbCPxVBhetdPUj3tyIeDMb9H705lwJMUknBTDgxbvosQ71WxQ 1dkvP3JHDLS8TPO3DXYgjzNXDDzJImAlHSf79VMrEXXb/6auEwMOHOnPUkaL qG576EjPFAcn0IVfNUhIYt5LZcG5QS6W4fNaooGB95+T035XxoaQfnUL/0Aa fEf3zLfcF8Fb+w+tWy76G9lpw0DqBTHMzuYOFBhmEXKNJ0sv8yTB/U5uy+uJ GlSsM3G6114SHmEnq4XYCiIydMbpmoMUfPU5Lb8u8hXKMS7MmA5m4Y0pJp+q BKeIRLUCLy9NLh6IVjh86A4Zk18EfFtrz8aj28Z9apTmiJ2NvZI4dplgpbMm z1oKg/zi7iru9QXiDPn64NZ4Ohwt+K2rIIsDx2euhM4dmEXHCU352jweKOyb KfWwJQP5iH+y10Eu7IwaSrKYX0CuQayNzuMccItv8pDon0MDFg8yFjqooP9C xYHaTcVbPn+ixYkzYfXvod1blzDxhfI6HMlKwXnRZQW9wAFCvTWtJv6rGP6i Ez9y4eskioikqJFtxXB7QuXlLXbT6Ob19fGTJDFMrnT/qUh9Bv26Pq5Vto8M hkLmi8ZWIvgM6sySmRQA/X5cl3Oejt9SUtUCDDmwbu+J1/EvW5HK6zzy2hIO xCQYBLdEdqGfrDVtrvuxcKBlsArpSyUy3mHxUqaGixODbLNIDYPEswE9+aT7 bGzUp6h4fEc14RrkvnSiSBRPa83q8PwW0VTM+yalZSZMjD8/qNE8QMQrlGcZ 7+JgH0mNLKW8SvRD4vUN6yezRPDp3YLKY1LwPEh8Pk92Hq26Z/iKpc/AAiJ/ 7rsRT4P1MzvyPV1EcJWakkLKcTYmh1bQFESHke39G/yyYTa+NhWavCZmAJm5 nhjSuM3D9m69m0w0yxCRs/potyoXG8Q4ReiqfEdS7w3k+pN4OMp5Q9V+Zh8y 7q2+72khjm9uq2muuysIn4aNf/A9BaF5pxrt00cJLCwcuub7MQ7YrLq9LenR PGF7OHNI8RcWlHltKnWcJeH5eyZdTtJcmFwYrgnfN0v4CXneTxTjYrasZrXZ uVlkHPrbMf0oMfzpXUuhm7II8BPo7EMVHND4UZ6ncEMA+xFGH69kSOB4VrNs cxQd6rN7tPhvGHjhcdSBgtVC8OOt7WiuLwU3x2xXzdrKgDONSof7u4Uh7zpO LI2QwvTYMu/8ViaQB+Tbrp8SwSTGZKH8gBiw7A1ihjMlsIa/Z8uDdywQduvc JgzC+IVfdbm2Aw+WGrwPRE1TsKKDvwTy5+GU6dQR8wYKjFdTD+a/4OBpiaq0 TVOC8DSuMVFpJd/7Xbc4t9rR8Rxz25PmX7jAGH5vq5Isgp3D66S2L1KxR1rt 9j8wE9IamC2vQgdR8WPp0KwcLn4p9/DZogYDZCbLS+rkGdg4NSTjpQIP7wqt 6dYOFocF0uhE6QIH+2pkilBdJODqvou6mkscLLG5kdbqLAHUh11ty3FS+Oah tsdJDgz4quu4a2k1E7sWevVqvpKCtx21+4p6yPikAX39Yz02GPSuy61RpcF5 1z1ifjlsrGCeluCYLgkt7TuVjXayMFnRximPx8Oq9qS9gUwGLNh17WxxZeP8 54b88U4GxJx/racnJYWNbt6KsN3KgvION9sAUQkwSO343LbExo9+/uWTduJK TkuK7x3LZeOrgwUGzn5skG+QeHWwn4X5dGsh/UdcaF6MWDrqw8LS99NHovu5 UN1p8sHUjYVjlWhC8hk8PDSzLfG2CQsqxFWCGngUCPVq5SeL8nBk+R4Rd386 2FHsoub+sz9qvIejDQcO15bvnP7Mwc/CjjxJLmJDBNqc/mCYgy2QPy3EWBRn vL0YNZvOhdzaXPXY6EmC7VEdeNafB6RNDze9ZYoB6f+ONNY53d2vfIn5j7sz R38e6Zf6x84ba/QbGOx/XL7nRXTmSl7+64Dr0Yo9tjz8/waRRN/5Z8P/c3mk DunXEIl/fNjXrftuB/V/863q2Z0aQ8R//W8IgfsI "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 83-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlgsw1evXx3/2Zm+Xvdn37ZB7IYRE6FTPg606SEqIytFFHKXk1Knci+RS VK5FTkqFpItLET1PdeQSdlTuSgghFJty/Xvfef/nXTNr1nxm1syaWes7ay21 vUe2eZIIgniz6P8TCepdr/C4z6hJf3cnkUnDhI729ak/3oEMO5UFPWNpDLWt UH/YKKjL9nKe44tBYthxLa4dAozyw00nOrgQf/3i5fLuDWrgD2cMf5TGHuaz 3ASFAVDpWVGlX8SDfvZrNzucngARccf2bb/Pg2Eegqhfaj6Cmy/UNzv9LAXE 3PjyvvDHICzuZWV90QIiHjkWKuW/RL+TLGZPLWdiv7w2dPbQd8ToTn/p18XE YaELShN978COBlGCDY8Luz4qLTGLGAUUEBIZ7SkJiWwZZevKGoBamxk2LRxI tDY9jTpaAzoPZRtat3xC1znF2yYThlHrM+T7roqMid++pcvwX6Gomr9sFRQm EQ56nC4z0YJ4QrcM03ECErue5Zw9mQTe2Wt8p9/iwLBgeeW4fc0gpEVBqNlD xYTfkRv2C+mI9mQo8TlBg1gsr+4v8fdIZ5ub5oP5n4gYNzZI+/IYGK3vumT2 DwcT6f+YsmMbUFVl3bJdJ8Vh2OpTMhcT36IedfTK0oCNVZ/Y1gW/6QXzqGKv RDMbhj3+knS3vwY1LU/UsA1rB9edpIVVk59Bg+IP/wvLOwBh1h/jExCGqr7P HVJj8bHqiQqWzoVBUBohdLonQ4WEzLxor1cnmvlVKSBr7Tx6kDh0Ms9kDGTo hg5pPmJBqLtdw9K1G9QVuf7iPzCAHMqqt1vyRWhS33lZnCoT/0YP+xaDp5BT WOSY7FYeNu88nV5Z9A1EyAcsn40Ug4XMj9Z6wikwNTz1YEs7CzoxHH/EXe0C KsV+HtU7yTjmiVrJeihC0X8Cy/dQEg8PG5QeOz8BXM67SFXtmAMRhV25d1Rm UIw3ccdnMx2j0bx658JeQDNtvCkZRcZ7Fsh3DALGkbO+rr/QrRv1+aZ+mHlJ 4Ljoe23PfTnYgZICTK3bADXN4mR5ohy28XqRta2rF9kv0B6l9ktAxayTNq8G PqKkK8eYEbI0OK136jbfdxS4Ns8elNScRBbxobeCwkWAOqIzgY+9A3s/pyR2 DhBYa/grs6qKjlsCCp94hQ+izSJjB109ElQzd+z2ySTDlmClZUMGbHjU+LRk n0YvqAprL/Z2lca1S50f5aiIQe5Bf3mcKQUbDr1KGXw3g6IMZPm3eydQ+I0I w3AjEr50IiEV+9LwniypJle1GTCfPXCn68QIEHiFLLtEFsO+x0p+eftcAr+O 8XVpvVECHLSifRo9efijjT5bZDaJ1B0U6/L9OoDom3fDkeJ5ZFF50xq1TiPt mke/ufeKYXHCwvbA3GL/tg8J2QqTIG4i1XCN/zAaPLuaVCixqGtddSurXeMg grlWFOklAftlbgE7WTr8YlNP9T5Jhkvv9A108CnwpEN0ymiwFDyhM2V1v5sL OU/48R8GxXHP+kG7OGUqbty4mbfagATTb6f83C/+A0iuMDjeCmTgxU8PR3Ze YcOpDCuj5XQaRvv/Dm//xMFJhuuKYn/7ATSV4gvTiiaQ+sn79TpxdGyz4qVm vJCLCd2zErlCMlYgqajNdk4isz67TarRVHziUV+LRxoFCzKi5h0aRtC9qF8s yD2S0Hi0VKv6gDicbnhvp719Erg0pFwN4NPxkTKRXos+C0d8Fapt/i4Ob6ci jR47EWCErGlPH6dAk8qbRo+tCPjURP+Uq4EsXJO0cm4IMeCboiEzSVUKfmqz L26KNo4emh40PKNGwxt0gvnDGlK4LFDaNHKahX1MrkZv8edjrZfrSwRFUnii f4lQ15rA/v7yD4IbqTAlNrvg+Y7vINRpV2mKPwuHrzrx3WwDB3d7fmNRzk0D k/0+17aFiOE/grPdsusZMJ9OzTR3oMOn56xfDZiyYMNWStVcHxN+falSqGBD hoGCorR82IeUNa7ZpiazYUff+VZFeTbsG0wCl8qlsej9K35otgiBg1PnH/tS IC8HGmXUliHSkn7hXCEdeh1PEU7+MwtKN9GF7l5MbDrvYxQnL4Vj0bPntWJy cMn8NGUVdRaEKNxYz1Rlw8E/oqYFYTT4vI1i6O7HgwlFdI+yLg50TbeOJC7z Ya5ZLE1sKR/qrbZTHrlKgzomVn2CA1/A4UPn1viRpGAbOFUb3JyPzicEXTT1 ZMLdc/6x5gokWPfrmZFeERcHrP/H/UoJE/PLlktMD/KwwiMTP4tYNrY7qmRS 83Sxzspry2SypOEYuL55RaYUvvnH5RMKH+qAswkcuHaChmUJcm7+11ak1Li3 9CxfDsruoVzAh3rAk9Xj3p93ycE3I6KWD0cbQMyZKc/Y3Qz4l2NCqG7AJ5An KM6aDGPjtVt3bp1qnEWpBkX+/qt4uGX+r/dUGSomFQR/UdvFwbubdIcaNcWw ReNnOZy4gC65BGquKqNA5TmrSt6FWaSTXp1Qqi0F3Yr+7CrK4cJJlZ2ZanME dEerlGsf8OHK9Wlu+1lUSHINSvPfyoMqMscbXSZI0CeUren1nQttQ9b4mzSL wQH7m1mz7eLwgrtigXgtCa/o7KAk0VnQF5dc8dv3DnwgV0QCRQY80/mifp1p MzJsznid3EPD8GFJbIHZCIiKIRuQnGh4adCuoIS7Y+DihaXJEwQNc+jEi+Hk b+DA0qRmxT4SNFJ65nX8MBUfAh9zFCbE4Knpi9GMHElcTb5mELyWCxW0Ep2C 2oeBbsUDkloJFx7zqmn7IBoDGxxXbb8QyMY1yyvWcde9R4J19mUKr3lY/tY+ SmzkJLo/YKZ8JZODi//88jbjYh/yCfWd93gsg/Pse96Qx6aA6HL9W+0FFqyc Lgx3tnqLklXKcwSWXJw2NVN6XrcF/ZCtiHfM/YkGOCdH+uwY8FEofeaB4gzY 0iMqTYplYDGpF7bxyRTYFp+rZ6BFxZUG2irp7hw8rnSzvTOkFThlxg8//crB 1mYw78UWIbDx8RgySuDjxoHr+mFDHxDKW+LWrcfDwcYm7m0rOwGjfo1S/xU+ 7g20e2gWWQIEn6sy/ezp+LqCqXv8QxLs+Cr4MewnASV1RJFTBTQsKXlGdWwn F0YGVbgcUhxHTjvuDKnvZ0PVFy3diiun0cx16y5PeR68XHbw1tSxMRRI9ctM pfFwWIi52rG/x4DgzJ87zc/T8Nqshyuu2FPgcIo0x+UZF/qECTSLD06jQLS+ 5VyWLF5fV6fiEUSFwru9xsOvmNjbsYIZGUeGP6qdRvMDyDiSK7juaMKAhxq1 d/R3S8Kxv3ly7omyWDrx6fHCZhac3fdT602GBCaYE8XKAzRYjUdCB1/KYKMg v6abNWxovM1gTaGNOC4IrCo32c2Hm4B3SXriPFLfHSQLgvgYJ/o1F62bB9+r xLcWFnDxq77LceQMMXgvqTFVe1Hf05/TNwnFKHiatTL33X4ezNny48BVVQns FVnH+HVOHG/7tvMTtZAJMxpYTc/PDIK+xozuty48XKZ06/6cERNadrs5kOpk seDa6awylcX57A3ZadUlCWeJ0fHSWS5mLDBo1mRpGG17ynTVPBefL4ysqhWT huK3uloXkhh4wE1Fk/CRgz2meyznl7CwZFVGuVgPHVa319o+7iXh2SraisYN bLjms0b+az0KTDf7nZF1kY1VNmek7LkhB6s07n3alsfEJPXtng/4i3+SrTP3 diQdzjp3WTT5cLDxObvX53Ll4OVjFWZmDAae8+EXL0lgwvL2g07BMrKw6WB1 7YYQNr79+/4Ok1QGjOFxj0ZLsHH0YNEar0AOzDNPzpxuY+JhaUeq+W0efBZU FxxlzMTymTdG4vp5ME/o/WRk8Z9K1KZQlbP4+MO4zf7dAwz4jK4b2sAnQ/HP +a2mfB6OKd8o5RskDXMpefIiVy4uE08+vGc7F+anBoYPP2Xj+xGuuWmPOZAR ul2wsZ2N7UEQ5bRABm9KGJcft17Mq803TIybQNodF+c+/OBBQuuWVjWLBgXf fJbmpPLwau/u/uXhLLj3hdCbq8nD3XdGfx/pX7x7kt6Txlt42EvztXkDkwMv d2d0mS7OoXxjQdydRb34sEay3udwcfCFOPVeJz7OfvZtb3ouF0qlBszc/8rH xNK2A4fTuLA8ZjVx4LQsZpwyLDh3igd3BBzs/rtdHPN8N9aLi3hQqtnw7kej IRRp2FE3mc2HwLIRm6ePAuJ/TR6H5NQfgfIU+F8u6qmsWra4v//Lls5SN7Xs WP/yo2TP42QT9r+8VSVfweM0G/8fQzNL//qQ9v/njs6n2frTvH/5P6RCFA8= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 84-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwdlnlUjXsfxZ9Op9M5nU7DmZ5Eg+oqRBkaxe+rQhmSUoTcQqKkJDSPhFCG Sii3KIVuvDRp8PwuKg1KAxIN0qRRdSq38fW+e6299p/7n70+ay884GnjQiMI oua3/5eE5GPXiOhOytg02mFiCQcTS7SSJ442oGcu+V2fR1gYtMyo7tAhNFek U5j4TQyIflsTXNWHjA+We3noCQEP/HDd1fCemkoytC4TsLGT0bTghmIPCl7k /Zc1jQQvK5Nt1mEi1HJ6ejZmJQmhTuYX5lW0IvEv7nstG18jYmZ0cVdEHlJk Kg4vvzpHEc9ss5WyXlN9LW7+hkby2CuziTp3bIS67kAL32PPxaEhc0qirgb0 U/+yYpGBANpalRYYnh1C9MpK1XU6LCAy2MobyirQJqG6Re4AH4jPHwsvnKhA 7PXjS5k636hkfq7N+I1+yjHEIL4ghI4Jy+FENllKSekle1U4jVM4MC+RLWqk BiMSWh3vE0Dse/nwnG8cyspSvLUqnQ+hQQrK0Qc/IavigRSrBElMeHnes5pL pLSZCX2iSTZgscx3p+kfqJV1/1FedW6SIkZX69z5kYeqxw4PpBfwMZH4xoB3 qZZKtpmfYwh0CNX3Y1+NrackFNzb4q14WDV/y7ug9x2oZ8vP6OR5v/vyfsQ9 7q6gMtqyxno0m1CynVTN2/FO1BJ4UExmUxsiDLuj3PxDqREyf7eIS2LVMyXc JVd60db133Tu5EgCwZ4dO+DaTDXHmeH6X7PU09g+30y9n6jgVF9DxzwewNKd 6qYO7cgsmG6Zz+2mrIvKd5qSY9Sjeh/Xi+ny2JITOhyFJ6gz214f5f4QYqPm sMSynGG0fKYrKvMoDbLlWzdo10yg2ufWVU9P8sBOzvZX9O02dO7e8Xfnhmk4 Kn/hi3UwRlFFii6N1izc369T4HNZhDyiYnLqD8+hs9ltj9JVpqg3qZc8b2XI YGoos9o+uwN5k+t9I8XFsfOceLqO/yglPrV0mTR0UV0eCS1Trwn8ce8RtNdc gK0ZN5HBhia0WPl0WSbI4s2ur1Jt2jqoBeoXJGecJWB+qu/m0p5W6iJpO+Oa wYZJbb8HpMcQIuPM1pbdEFHrY0LSAiPG0MU9bxIp2WZ0oPNmbHMPgTu360o+ 9pPFjf7Z+a4RvdT9xvi+gHAxWGhk2+6WIg75sCZIdykfTqwOY3apd6BH3LTx 8EYWrtKwf/ZQRQwcmQHNSrvZUHus9GZvwxR114M5qv73BBVx76xuxEoaNhis j7iNZLBzKuujw8IppKbwarvfyDAydw3+45q4GL62xS/J+ZQkrozy2PX53guk EFe18dpeIW7dvJw3ZjhOEXNrrs+7Uo/Gho/UeubOUhw/5/SZvhlKq+KZ5f4O MWzIZ7zwLJPAzjv7aniK46hdmJScyOihes/p07IlCFieWXr69tVxdFbeZCzS VQJONk1owEpZ+LG5WvKIrzistQjI3SbFBF/rizeHglhAMl+um9IigZ9PxrT0 0nEYvV4kpc/CdZu2CfV1aHDdqqnCM30KMZfpnPqM2JDopVm9aJwPE3fNVi7m SOPOP4v+7LUQ4jjdtTmXLH8h/8oPF5o2jVBqvk+ql0RzsP+iELLFksTE0nMS j2rEcfinY3Y7GiYpw66tFqoXJXFQ+U5exxgTm9+9MGtdO0ip9KmllCkxYfVQ gWb5YTq43XEezD0yiXbV3rztT3Lw/ILv3Qb3efjsQM3CbSN0EMVun9gd9C+S Czb+kjjKgFvJi9s3xtCgUG+5n4OODFgFc+Q2m3LhfU6fIVOVgXOY2kSp3wT1 HwN33fCF0tjLcjCHK2JjzdfrXpjnsLBMHMti6yca9vZWeBpUJwnzTPy9fBZM oBC7fQU3vbk4/UPXjgBlIW53GeYyzk+i7TYt4SVLCHw0KGNPRrUcLHOK/exk LweF5zeU9hhw4Ra36YvzCx4MvFbJVtwsDqv7lXy+cZspZfWkLQnxPNA2yPW/ xhFAV28culYshXe5B2skik1RyH3icp4HA9J/1i73CixBtAXdNTPZHAhbW64z tUcMCiw4Nftd5XHM52StlBvS+BL18p8qMVlI/HVa11lJDIIV762TV+VBjdvO 98WL5eCfJobufi8hPJxNX6GtQoK2/lblwdvSkNSo65fvPoKOHztv7EVjgePb 0xnimu/R5RuBVw1c5IFnNbK+JVYC3q0JH+wYE+BHZ+jN5X08TBYtlpjsFWJF X1sp0QcB3npCSa+ikA+rAlgzt8pl4CdK3rYshYUHr58yidmUS9nrQU/SGWm8 Ny5sy3eHHkqp7kDBOVIWQuc7p8Z8HUL5+qNHOvfJQucD04PB5p0oKnzC5ZKj HDy7cNmg+togyjTPTR0P5WHNCMODPGsaTtDJ8fZeJcSlx6tt8gPYmPY86MfC fXxcdqNlHhhJ4PV1nbI4do6S5XzfPa4pAcozZmXCK9NUjx5j7cZCSdiTc7It 56EATMy9xTbaSMB+apVy1VMSzFagSYcaNtAcAu947xCCkrVoF9NdEtxCeItc RwTguIL993djBvRY3U+d/kKHbyw2SyKXwMuavzLiOFwQOe6xmb7Xg1rESyLR fDngtb7ipXmmIt1Pdyvjv0vjUtFG4zOP2tGFKHEdmp00/op7O0fEutDVKxrx IkIa22dpBJhPdqPDGnGf5nfRQGuVTl1alAQ+hlofKorE4AXHeYNPMwOXiyfp BJkIQEZgkmrfP46WljylLXwhANWIM6dsHvyLNtqu2nklgId716ZZxK3upczX WhUpVgrxoagF+XGpc9STHkPlWyl8PCRMkx29MEq5hXjMOuWx8YEj79x+HhpB Y9er67XmuFDQNmHgaVaK4lWKH5qbCrBvgEVnPDlA/ZIpibF99C+VEe7wxHKH LDwL4Uw9nT+FpLbtP6pTJIvFWK+2xMQzIFqLTBvooOMyHS2VxP187KT6ZTfr QBFllxLTXzjAx1XPSqKCG2qpzW5OfStvkFilsvqoSGuYojIX7GnXFuLkkCex aRovKLlqY6XuWyRWu5aqF+TcSpl3vk3xsuLgg5Iba1Ii59DXAfNf/V4SYMwt lOTFSGEmM1z1514BHKeGpoJVOym73el9aod4UHr3wA4fzxFqKnlDm4uCEJ7/ TJtK8WuhAiS9UhKkhTjx/FzPKf1WZB5+cq/RZWmcGHQ5tfSkOPTflOLveikA LzlOn/aLYSqAWtd4PlUGd0WWqfe706Hmccfq/lJ53DAzU29PEPCr3G4oy18c ++je0po+IwPH6rR2d7czIVQjs38jKY2lYgtPZX/iwq/W+tPcJjFMyItylXuk IeSP+x7drUy8MtDr4/0KHjgZhZg62RH4ecDbYj1HEpKaOupVTcYoNcdAGRRI 4s0mabU1jSI08pa+I/u5AGsFFU+/vDKJ/o6rS9D6ve8MZ+klZZlieJK74lHD ISGYPlvoy3pAYNfId3JrZuhY37wvcn+6HNyt5X78J7wX8Wc0zGZpQlyklPZk ZqU8WH01WnZ0HxubJ4WlFqmQ2MlsRYP1738zTQyNFkwLcEalv0xkkgRc3OJn sGpWgKXQmqhXdySAntb2eS5ODj9lXJ6sUpCG7wbOprMLuHid+u6nd8ykoPxL 1Za8DhqO3yWrP72TC8ad6lmV2gx4wzjDf+fDxSrb7t50vicLBccUbruScpim ttPlKUni3ubHt7f3MGHavm39R7ffv+uhysvFcWy47lNiaCgnh/0uGZeVDclC 8Rd3uyC2DHgb5xU+n5HHD/489FUvQQ4OnTyxPm+fPL7Ym2PsGsAHX/M19E1J srhfylbS6IEQrCbUJ92/cbBCyr3B6G4hqIWQ6zX/5uBYLYakciqJ77eWOVkJ OfCSszSklhSHyF2RpfVqAhxVvInlESgFhBQtbYjBx0X0+OPOOwVAdzEqab8l j5+cdXh0J48PCS+Du3rfymMrFMgIM2fj/n0eaf09PMiqytKNjRZR6zY7BFqd EgKhmaZZzpWGyPYPFjYrBFj/SHv34gguvDn7V+2SrXzcnj7052C3HCTLv+8/ epePXRdVGtXK80GjZO0/ntM8XLzpeXT677181Phq+diWh4OuRKt12JHYOuh7 iaEdD1gJ/lNPBkhMs8h+91WfB8VR+sThMBmsOuJ0WHaUD7v93dv/+kLH2k3R iaxeAbA+6T5uXdlHSTvn3xnYQQIyrcNGiUNoemlFW+NtEgc/rPYEBQb0Nx+Z 1OkU4pzvZW//+M1vw6M2dQJHITa1Z93X3MqFQ2c678UtFeJn8S6nxPV4oJpq 6rOVL8Q7VLIUncJ4+HT8YPxDaSEYmnpXB3/h4V/XRWcfiAvha3NhxvJJISaS bNXePhfAqhMf0h785jvxfynAfwHXaRPz "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 85-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk0FWr7Pc45huMYznxcZWygUkoZ6/Y+6aSQUgjRoOEqEbmNInODSilT JTcioVBIkd63iRwuqUghknlIMp0In99vfet71nrWs/Zfe61n7bX31trlvXkv lUKhVE7v/12KbKZ7aGQbTnTANX15ioQyX/fW6P4PqOTUpsrTDxgEdFfjjqB+ tKR6VGNFJhUovXYrSEUP2sOYzdwdKQDS1+Xu+OEtnjM7XCrZmkl2mv7mX1Xt REYd6kd9NwrBZ8MKG9vgIWSyI+x6eb4QgnaKzv4hbkL59haszqViRJkYnNce WoDygn1UL3lMYcpDuzy1rJf4WFG0ZGQdm/jc+4zDPX9iXrU7iCo4JChwSm2o /QOKSNBOWujMh+YmtZkmYf2I6vhH0U8JAyh3meprSsWoavPBQG0aHyifaovO HhIjU75Ipzy8Gd/iPdo8crUXf0XZz24ZSROK5UACU1iCL/xTFuOXNoKJf0EC c6gOl5jUaobZUYDi+iw9/HgMOqvEAed0HgQFqKhH7v6INJPJ4aM2soTi4528 YSoBr3cSmesOM4FI3fv3KL0Gm21mCB8xxzFlcJn+ja4C5HG/b53wAY9QEl4Z c89X4+ON+0R8OToEGZ1gXo5+j3UUhWPdXlyi+dj634C3rejtR9Wi5a7TfAVd MZkdYuwXV1Z6uqoO3XKQr3oz0oZqe6wsHU60IIpJR4SHXxCe+aevqJQrJJrH XnPmX+xGzRM/Ged2yAGFOTm8y70RP+/fL0PLn8I50T3H7xn+QLXY8VlyMBdg gf0sc+cW9MQi+/jkijZs+7TM3lw4jLcfv5oetohDLBWDBiLIKL6mSvnGDxYS 08bghNL8AVT31a7XdT0N8thNa/SqRlGmX3oHW4EHDiw7SeT1ZtQT6WlmfoZK Ih5rPVkJw3hUeuRM/U550turX3j4whASvfqW411IgbC85ow0jXEc6MOc2SrF Irj/XuWWvFZUN5q9nh5IJW5TtDR9v0GcVarXuW5ON273iv8y/pJC1BfNShlS FRBbmThkvOYzsk7KECT0KhEr9xcpm5tbcbcFbZtbAx1mpBy3KulswgExS7qs zZkwpnfijtCrH9VsjlA6LTWIV10KTPUPHUah37K0d9S0oF1tcdGNnRRS7Ww6 aRHDInV+eY/dQ7vxryLJ6Yo6CmiZ2rV4JNEgluZcc2QuHw4tC5Zrn9WKIlIO Gt10ZJCK2VsepmtIQWpqaPJJJUWo9iyJ6/4wjh9mUquSjozh0OSwxaEGVOJt EGFcKMcibimMWmetcVRSf8mamj79F/dTc6JoUiRf21Trhy6DlEd4OX5KfoKa qaxZtpsEpMlqEXfYZAQ/cnmSJWf3Gg0P7Kv2fjSJPWMu0dUDKURX/NBye6sU 8dQtn3siSpa42fdUcVVHkJFpEmvq+jfcHW5EzZOmwNaFBzIGXv1CYewVw6fd pSHEfo60aiYLuqwqZfcdp4Fjl3LYs98M4D0WXvrSTSda4qKEMzZM8m6tjcBI nwpnR2Ym+FlNIbmF+kc+ISZkTCXcH9gsgNHE1QbzFBUI0+XT8l/ZQhKz+M/8 85YS9M+gSaFBXj+mLAiXzqiike57hefuiCexSfv6dZrnZElo8wsbd1smESWe nbSt/o6jbPSkLjjJwrL+Qp2yv+jwaU/fpTUBk8ixOu66n1CRlBZUJ8cJ+SSs r0rL5icdRFFN4sr7E4h1yqw+YVAGJk5kR9V+pkOR4aITzvpKsMu9S/vuKy68 ze8xkdOUIfdLhg5Ft4/jB8YHFodoKZD4fTvsTV8pEZ2XK5+I8hlkvvkI8dwv TXx9VXIC3slCfK/1Qp3mcRTo4FoY58shZce2PCgeEZKWvQMcmTNj6GNQyluf rAm8P+Du1ruVLDhjmtqSQudA0Zk1JZ3GHHB7f7//9Xk+9L3UyFO1okFPYrJb +bpyrD7rpnV8LBf8zzTNkKUJob07BkUVyxNXyo1414UUgg6MXijwkoF+1V1F cdkNiDqzo2oiTxE2kpJRPzs6FK5TrNruziaHtx5Q3irLIufxs+cVUsqwyNen UdeYDqdUk1eyNbmQdmvPLGcuB/SM1qt/v64AqQII3DBbgg56njHzoTLAxXVl +EleC7pw1f+y8V42lCUekoQoM+Df5SHfW4f55HOOyGVMTUDWH1IzFBfx4HSL mUf0MTb8QLdsFiYxyLpJ2ucPnM94iyF03jymQJxqKEnHvgxgtXe7CsOFyjDW 3bhNf+4Iemw0uK/NVRkWL5C+L9P5A0WEjO49v40Fw19eHHv8YRjdEz1KGQni kvvbXqplGsmQeP18X9+lApL3Zc7bfb3KhJob0KXlyiP6m6LW3bdmkFXv2pRJ 9BS++MLq/JOrNFCfWF0quPgb36kyb6+2kYGt+X8356fzIWTfOTePNAZsx0vV K3KEMP/KQIWOBQuozv43fDcJYEbM342PvzLBI5A71/0nH7xb6zuiEuWhc8Pt lN/1dNjtMVwsDxN4YWODTIwiBz739SzQjBhEX2ivT6MZLLCIyeXq2DWgxR8T y2O/KZDFX21v9/hUoLMRNH2qgwJp5pjeCXCuQZcvzo4doigQ+fArrdsvfkJ/ zY75OKOdCuqWt1bU3qERT9SUrjokBb80l0jVsaVJGe2mfsAKPkQKstT6PabQ gtc5VK0nfPhrI0du9wIpsLBban/xJJecGFz6a2PbEBb9ueGparmA1BV0L7N1 o5PsThP1a0k8MvW3Q35s2Tj2CPSa3FnAJEvp3ozC3C40fKXyve4UB7BXbeOu l60oVqM4XWTOJ9EB5x7lKoxiidLrS3YZv3BI/Yvg13JK8DBQcTxnxjg6+v6t 61I3JSLFeGF9KVYGLJ6Hqt1LppJSfV2NhO08wnKUEw18/IYdki71FvXxSBOp MfS+24WtPHb2GFwVEgXX4VK5uDGM783c2qInIDp+FtGCllbMqjRT67gmJLas jjnalgNY1PYmyWeDIjn/Sa1ldsYv1NAnkvT6SMPBsaCzizzkiJxciOYPFz4s F27WitEl2MEprUd7DxeaRuoCr7m04fFba5r3qgjg8OoLJzxCctFJWZ+keAUB 4WbeKL+yOgeLQv52Mb2gQCa3uM8YiqdAb5w8z/EZH/ohc8daxRZ8Eq+sO5Oi RCLhuc5xFymoymxd1lvCJhG2XnobWyVIUubQn+VHIw2GGaxN4Qrg+U7XqaNF Dljpq8T61xlEPrroSN5HDnQXuJ5Pn/8bU9hDj9Q7FcAwwtGldVyaGPj71N4W c4G1KjFGhUhw7sk3xYbbhPC150WDZWkH1t7mr4T8hSS9NDfufUc7+vmGvikv l09K9BwajjYNoPsx7+J1p/WdWjgqOJU9hsc4SzI+7BFAwbxYzsAWCXY//S9r +QSdGCwadvIwVIbEak7t85BuZK6TeVs3i0+eqqVmTxiwYWutivzbHlkiuhmc 8lRDSJrXvrn2FKbQb0r/YOFvPlkZ38oqNZaCc9YnjJdO8snZsn7rx4ZSQE9t /jQ1nZN+DyWV10rl4Juxm/nkTA45fIp92zBFBsrqK6wLWqlkcTsbzd3NBrO2 WVnlejLQ/SFSZcSJTTRsEuPckpXB6YBsqoSuSKja9ntzhEKS5yOl+cuSDr+3 NK+q9eCRCvHPnPJAWbhy+LWJCYtFRsFCe8sTBSiuP+AQwFQCFiM1QzOARe7s 2NNgGM8Cv1s3Zondlcm57nwz95M8uMy3eh0fxiS98naypncEoD18T1LizCAq ScnfIzsE0L19G/uQCoNE68rIqqcISfjHX5KvLnLwTHFBYLWQBnLibbnei3gk ongtw8tfHuwVnZZ053LIU3rsQTd7PhTs+q74sF+JZIc5Z9wo4AH83sRW81Im G5C/TLCISSLndixpP8+BrIqsxdGRQ9j+sdZ48cB0P9VJ1SnjKID4PXiNl3GJ 0b6WjnmhHJi71tsMpnOmJa1/x/cOFviomnxL7OMQ97nlptVsHjxKa0hKG2OT 4rW5kWnTejE3Fn8PmmCRgIuR2q0OQiJZXqNbM8UCRrzfeHafkNA9I5dZv2NB cYQR5a9gJWJwIOqPOE8uOPkdaPmnnk7M19Z6KDXxgPFxcWaTQQ++HBW9v3VM AMj8HTFN6EcSx+jnDwyF5FR6pTeoyEBdUfXQDjGf5H8rfTNn2r993qWkLCjk EfMtjNs66znw5rt4zQJHHnkYu/cIzXC6Z64L74zX5ZFNGlmqO4O5pFevcaHd HzwwMfetPFXPJT/mdDFsZHnQ0Fh0d9GYgEiZpYkuu3Nh6aGa1DvT/j6S/nl5 i6EQ0t9XIMvbLKD8/6iQ0eRGYcdzwf8wX+9G/84qNvkvhv8A8Esasg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 86-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk0FVobxs/kcDg48/FViJQGomSqrr3pKKnERdHg4maIlCaVMZTKWKF0 k8ykLq5MJfbOHCIqkgxXx5AhM2XI5/vWd/v2Wu/a67feP94/9vM++1GwP/Wr A4lAILxdqv/cBNHHToHhPYh0fNRMqCeFCevXxs8cfwc+3h3I03CnYbh2B+q7 PAJ+70FX2s6RIWHIfDuuGwThWb4pVn08iIe/OB189waZZTTmePtLYFvdeW7k sn4wlFa7NyqWDy/bCq7/q6YTaDjdtC/b9QYQFibW9QYWANO5yh0jgkVEyDHP lc0sQ8SYEo88KyZ2f/IRXT0xju4Yvf6hasDGl/0WZSd73wEl0jPlh55c2NUp u0LnygggfXa0TCsVh4R0CTnDqhpwMOJZfrgMFxJam4uun64B9U2rDFc860Tx nPxfpyOHkANBuS9oWAQTdo/FSvArkZT4xPP1X6cR9i6IlZj8gOKG2fYZZAIk HCl5dPViNLA/SevzfcyBl31k5MJ/bwHjQZG74kiimOB+KtFkMRa5pI/GHB6R gJj45LUH5T0SNNlK696eQ4SJLWr3vxQAqsO55KA0DibElmuzQxqRqXP+27EG MrysdUniZtRbtJtUxgZhbLyycM9rnzdCUPi7YV9z3NK8gi/Rj/tqkImJ8J7S hRYQbyneUD3dA+oPbb4V+1gICDp9wS6el9FOexX1Pzh8vPJCBWt92AA4+5wi 9KDRIEHix5S9UztqUjJac0+HgLOjBi8+0RwFk7TyNNsvbAg3WKwysO4Gm6QP pQucPiPTF68sDPhTiCWbM+iXx8K67f6xVXljIKAS75NUo8BcZqehSsMMuKpP Ip9N5kBLhvm38D+6gJmXS9qPFSQcXKjwTA9OIdX9jRkd7hJ4aEjt+bnQSWBR thh0/iURXsntykiTn0P3pMwue2UxMBp5Un8gVwj0PsgpBMwSsd0iOU3NcwId ilJNuir+FfW6xXTMlRGwI6FDLHyMh02pd4G24UfgptTpEBIjhY2dSpN/7RKi QhffnIoDFLg8+aJxZX8nOs1mvFf7JA5nVS6l8t1GQCSjsVNwagzpR/ileAdO AXRvzqNDsQ/Y99yNau8n4L9CPl4sdGPiD565hU6BA2j/w0OKsmoEqKBr3u2S QIbnKj1UixR48PQWf7HeVULgoqXjUdAshuuUDuQ8kifCYYNQp9ZyKdh4ovLu wLs5VP1lPkNebwEFJl5RD9xMwlVu61XTxhjYLpnWbK0wB1weHt0V8tsMEDj5 rr5FJuKW79+SfT+J49pgt4Otic9Aurv5otQuHu403sie0plGxrXvq8ZsYsHU mHPjqfwf6NeTJzV/ESPhtTU5u22ERBy//WZUwGEatrMYbGAvmwacAmNimU0H GriqRcoVIcCgTOkOo+/z4Apz+1SQkwisKaqfYRcz4RfjelHni2R4KjjZTG1J v5xCfkTHAAW/jEgWUBwkcdOufTwtNRKEDVn5pR5EKKaqdr4VSMD8cFbYiyw+ jFb/JS9k9zdgZlppn/1hABE2XBXJaCDjdfqUTh9bItbp3Wu08oYovjGjfn0g QxIL4q7/MG38isjZmnamkVS4ZeS58itHClx194XMgBERHmy8+4cnXxKfzUNH Z0J4+Mpwg8K+cQp8Vam9X3GEABm+W9tiJ6jQzlxT33GNKCzS3HjJWk0KephW aFJ3ceGbvEEdsZVUbF7acfqvdUvvqu2qHqBAx3/vcP6uVsPAymV6zwR5NCwY 6dYNmxPFZ87IZPs0icKweqmpITMC7HYYY1GvzQLpo6H3D4jOoeM+6YfS6xnw b1b+YH8OGxZdM6zs12bBDVH+5PU2fDhcJp+7zJgMPd/lKtslxILegWhwq1gc i9dOyw22kjBwnQktcKPCirg/s7xM+wBpRV/DQq4klN1Rjmb3iMLnRpINNk5M vNIoKPhzOROHoJKXdURpWDJ4PHjUVBT6LkvUY65kQ7/mcx6T82yoorVX7usf dPinxf6rwk8L4OSJa1vdSTR4zUJf6zx3CIRGet/UdmBCv5HRTOVgOtx7Wlaz pogDz4iOvT8czIajIH6fagIND+85P969uw8d0IT9Dy7QMbkLxi5EzCDZJvvn V/nScItRyBeezTwo1Jpw7jkiDUdJx9fWq86A4IAZh5CjDHjzEnp7w3YePBHk J09fZmMNHZMPBrLiOEYt78wZjaU9TStJDd3IwqSnPl8UjnDwPSnBhWU2kli/ qUcaRy0iiYs5xd6LRCi3sKOKFzaPjh33izjaRYGH8s525T3iwurQ+Jfh85LQ BmnI1WXzYX5IWWxiMguSrL3vnzHjQUm3S39tUWFAFz/2GqdxLvS/+0QRkqRh v0lS8nwbBRJfvjsuwfmOVNs/UaMlWbDkScbG0tJZ0EGuCALLGfCA04VSFfog UG+Jq73zmY7zGZ6JItUv0fVgshrJko4h0pxOk4pGN8OU7kwS6FjZtf1O6qZH wFEpumV5LwlyfmOmUcuI+ATofLRskgi1txCLt+0k41fkB2o+27lQlH6ztmyS DDdUZJMUnnHh9nbn97GBInCnuYZFmBcbL+zimlhmzyPBLyYvltXysO/6qjDL UTGc1a8jdy+Bg6/3B6jKipCwi5/bD9sCCax3KshzzbZ2MHW7/u3aRRZMO90y PTk7Bu7IFz8SGHDxyeKTs/fDFtE3qYoI84zv6MgWFQt9TIc5fpJz2cvnQLf1 DlNtqiQm0kr3RNyhwgXr0WgXWwKuUlsrH2vDwfQUz8w3zHFkmRAxVDTMwess lCL3a0whYxfbwc2RfOwzLRkZTiJh9GTFoW4VHt4YMLe1bv8EYtRvle27x8dW 88d+CJ/NIkFPdYK7iSTOezw1mfZ6AnwaFnwbcheB8d07acaGVCwmFrBy9DAX JjuFNTvLfASWVmmDisfYsAXnnF1nV4Xm4g27HGR4UIemFesqKwReou4JMXQe vp3pmCb/5DMSBJw9rBtKxyW2V5R2eM+BobvinIMlXFgnH6r8gBqNvJDeh2vJ Uth18vxBsTvzoOGxcMtQJROfSOnIHq0aA99eWY5kepLxzm1F31Jui8MTTWut +rrFYLxqS5qMrCgWjyo6n9vCgv1ZzHUbEyYRgTmZL9dPh1++Suz+m0/Gm73d m5Nq2NBWWi/V/f0oeupVXax5lA/ZwaM7jazLkeJRbyngzcfUw+fU5S5iMF5N Mct9ysU1ha0Xjtp3gz+jm2LWLun721/NrW4i42iWtSnj3TEe/NjeeDyu7Cty CnrN2LZAwaNv2cn8FZIwrpHV/DJgALibbaKYW3PxC9mUrIXNTOj8ZqZXy4uC BQ/8k1/I8/G02MaQFsI0mCeMTDyf5+LsV7FrGMnfwY09l7Q1fnAxPd1o+ZGH 3wElpat1MZqBDWwckhw9ROBnbTuDHytYOL21JrqBQoav2ur2FAhJuPocx8j0 NANu7VmVWatChayk1BXyvzCw/L64u3aJ0nD7QjtXsY2GSYoWDtl8Pp6jZhob HlwE8we69JtdODhmqCLJzYUMb5+r0NFhMPCFaTMfYQANFre5WvpISMFDWas1 ln+XxKm/HfukGcOASocsylfz6PjGQN5WJy8OTO21ChpwFcVD4uaiuqk8OD2u OaPQRMEyCYlfw5dyZo5e0t/PAyk4ai1VVC6Zj50aNtw6v/RPl0hu8Gvkk2Hw ds14ia1sHFy8i+bmLQ4zGJnFQlsmfkG5c9LOgguPzh2/FfdYHGddsc64X8CB pl6plseMJLAJ8Kb6CyTw5lHbks6NTJhZl6keFT6JXNYMXFI9uZQnlVOUX7Ho kF7x+FayPQtrOXf3rQtkwes0kGQZw8DdaSO/fe1jQLgqvvXtdiZ2WlOr28jk wJucGQoak8bFu56Gpy3pxTbSXfnPpT3xCQtXFFrysf5UGP+zhSSkxXjOZQ3z sejKRq2zbXRYHKxFcPSXwgbCl3VyvUxo5ena/bCNgq1yZXXZ79iQ1qL+uHPz IOKUumu3JfEgMGjCurEjYDLQJjH4zZKvPKo/BWWosPze1pGILA7O+1xVvXrJ v9O3zXjo89nY4AAtSXkvC653zO7HASycc8fhPFlzSd9DVUd6trOwmXzmMlt/ NrYvqy2fX82COgZn6n3b2Li3sD18QpwFP7UXpW+c5WFiy6yj1XIm1Dj9PiV1 yd+/muddKHflwUdv68DuJAZ0v+K6k3WAh2cS2/l9L3kw9xRZ6PyMi7kq90ds G5hYnSveL63Dg5vc3xWUVr0ChP8eGVzfZdf54KkI/IeHT+7tqVrP/cnOVSdW +y/8n+Pi//XQ7CYX/4+hPt12WXUK6yer58r5TggYP1kBfZjO3SP2kz9FPm2+ 2kn6yVtuJZneXspx//C4kTRW3Pn//r8B2DwcyQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 87-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01f3zwD/uva6Li7tfj6ytyppSlHpPum2SQloeKS3cIiXVU9myJCVL yvaUnVJSeuxZ+rzbbIlQSpLlsVNkSRG+fr/zPd85Z86c+WPOzJwz85rROHTS yoFCEET9rP6fJaQeiP1DO0lHT43qT+XymFiimTh+7B0aeOwf16orjUFzPdnt M4iifwX2uq+lATFgbYKr+lGeTSOyACHgr73i3e/ekh76qkd258tie+Pf/JtK PSj56Pl5eb1C8LEXXfmjsgXJpU4V3zhbj4ipkcVd/vlo4IyKy3a1GZLIss5R efSCDDnTM3r6KBu7ZnwiA44Pk4rYoERYwMU+F2dURrveoafi7Y9YsXxobVFR Nro0iIiTOYO2wbJA3JNV3VBWiVpe075N6PCBaGwounKqEi3xIFcnO34hE3l5 Vj9uDpC9OF7BJZWOiS3fY2WFpeT1M8qtn5aPk9gzP1Z29CPZJ0rZmCSeQcS+ p/cDzkcik2oiNPUhD3y8FFVDD39AL50dlUrzZ+NdTyZbzMSSQT9jB0N7ZQFL ZLz5i/aeNLcqkCpW/E0SI8v1bvfmo1TlyZmxOB4mYl+u5F6rJTVHqIero6ng s+KC7PWIetJ5/ITOzQwuVi/Y+sbrbQdKHjzJdWubzZffG/mgu5LUkJxxfq7a gBJtZGrKf3Si8oo/Gv9t7kKEUXeQk7sP6RrYNceFL8Tq515xloT0IalzgqdH sqWBkJ0eOyRuJl9a2lY8jiLw44j+8xmGQ4i1Uz9c1ZIHoLVznunedpT2gfYx KLyN3FFcsdNUOEaWPnur42HCxcbNvrFlud+R9gOdzBK2JOSwWzZo14wjO4at 6jsTPtiwrH+G3mpF+eKjvKIsCRxUoPFkLYyRDjEZb9p8mHhgQK/wTPAoOvR8 jp1HOQUu5bSmp6lNktkZUR0cOzYmBzOqd+V0oNSCkLGZsxL44Aw1Tc99hLyk L9RrGx8iu1xivky+mK27LsZlUbkQ76BHo5UbPqGQNG6uu0gem4mfp1q1dpCX Q39JLamlwpzU82alPS2kQ/g3zP1LBia0L9wVugyi5Fi9Q1KFg+S6sIt3PP3H 0OT2za/tXPvRoc7oiOYeAoeXeIws3sjBH91zCsT+feRmyQseTTIzSMPYut0p iQpWVyMCCBUhnFruy+ia14HMyiXyam0YuGr+rqz7ahLwh6tZ1O01LKg9Xhrd 926SHLzp8cKCSmD/5Ev6/gYUrHK/cm7EJzY+mCrdsFdjEskf1lrPE0wgkdh7 QThVAv96W6Apd52JXwe57G5MfoJcv0Q1vTER4BYzXe6Y0Q+yrDbwQsxfxeTY 96O1J/OmSaNN2xz3hVOxZmXWlv0dEvjdDhtK8AJZfHBnfw1X6QcqnrRqCwx8 T/YFrKDkSBLQKPzEeCsg4BLbZOyyWBJ48873ydVwoNesWuroeSoEahmrJbbJ Aa9AGPalj4YP2oQM+Hgq4LpN2wQr9ChgMs9SbfNmKkTqr8m9tuUnoj60ltWd 6iQJrQDJ9BoqbtbSunDPloqNusw3q1+VwpsCt7flUVhYFH9lekftN/IsBz3j VUvC8sHCRRWONGj08Du21JoKl77WaGwbpsH3lzNGdlJUYHmvaoodocMr7aKh sVPSUGSoe2GvnjwEGSdtPlIhgLe5/UYMdTreqvEiXdGegv9Z6azvp8HE5+oT N6834OBFL9Y+EeVK4/2xNVkPQ2Swm5viY686Kai4e866NJsC7Q7fOfTACbTF +Iyjif1P8pjXvT/vVbNg9UDpqPZBPnx9oZajZEYFyb6y9+FGtairLxKFl8jg gkirOxcuS2LkPB6c70IHacX3OHL+EKIod9dM5chB/6tnge4iGSjcLFezX8zG VYZJki5+XHyNfPqsSkIBLBwOryxwkgFvpeS1bHUu7GYGVIR18UF7hbnqt1tM sN2SuaGkUgJOHA9c5UqRhr0Lk0+vlB1BwTc9r690YIOSeoGBI4UF5qdUDCuL eGCvnbZuXhwfhlDiNp0kaWxrPlqk82qI3GUIPXHnmPhhn0+0/7opUqXuUGGA UAHyrGJXzZhJQMGKkaOd+xQg61NVSuTpKRTkN+5wzY4FApkv0Tp/SUCGKC/1 hw8XF3Eab3yiyuMYvVw3t2UCvPGAU2eHIw9Tsr16NfbNcsxxsm59AQuvq+tU wBEz5FUdpSHkTIDq1PoyQchvci612KjXjQp/5p5uzb3Ph0sfm643arJhP7lM teqxEEQBkcdVqHyg7PW87WYpgDAF49FgMQecLnIXiof5sO3OU93xLDb0WKSk /m6iQYIwh8/sGSV1mj/TI+U4UJObo5g1RcAX6qvLaA4LJP2Cpg6NjyD9D/Gv o/5l4nvALlxDtJJXgqh6FBsmLqucSbWa/EBeD5kfNUowsemSprVjUE86zo/8 MKeLArw+2rwTT2fI46jlvtKoBJzbVHs+wV0CV1Dj9LxmOVfG3MJgLWeA1qvH FI0nfOA4k8kNTdKw0XrZzhAPLkYWHpYP11CwaI1FsdJrAZ4fl9L150U5nNlj pPp3Eg+zhLbEyQV07HTRZdp+9i467im6cnh1MRq7UV2vOcOBUxkvvI0ifqEo tZL7IlM+TpxerGYqRcM/5V+FWaf/IleERC4sOScLWRflJh/PmUQWrbnrVz+Q xRLSz7eGRdHhcOcTZSuT32SZnqZa7H4eDlH9Xnhv5QRpkxQ2UPSVh9vK7K6J b0yRZk72/QY3hXhkrcbzmCd0TGYo/9muLcBmZfVaIbq/SVb1KpXuv4VY/8yp fmv+bD+d5UmuFnK4cPKWwq72fvT5q+jngKsk1FcygxzUaZjB8FMfsuWD69c2 1dC535DNnrT+uUe40Kc9c016Vz2aTNzQ6qAoAIkNcaOizmHkIeWaFMMU4NaR DPeutGFS5Hfa1jiYif24qzjxpWNoIFqGt/spH4a9DUKai1uRB7n2Y2CqPC4S HzugfvYHqnnQsXyglI1vjSY4zd/diX5W2Aw+cqfix1DVOpHAgON1mnu62xmg n3U8QCKRhmUiis7mfOBA1faQEAe9PpJgj+ap9jAhwRqv+LKMwAaerg0plVxw LCpyCX/fRmZ7lJcY2gkhc1uk21bDJjTXzlMeeQqxxfKR6Su7m8nhcpplTjYf e/iEu9bvS0QPI+tiNGfnO9rK2bgor52c4CxNf3dEAMFvv+3LzWokxZffsFZP 0fCjCwaDLymyEF/LaXjm14fiPfKPeNH4uFjlTuaUARvOVDa8iJORwKI439Ri NSFWjlj0q8O3F/0mBkcKf/Nx1yFXrRsfh9DVrRdWLpvmY+mSf+I31Q8h2p3W xplIFpaRqTu3bAEF/l150HRamYMLjjHY9ZXTqKKpamt+BwW/pOsmj07Lw6rO eY9ea9PBqd1z3XVTeay2LT76YLICqIflXN76Dx1T5u50eCwU4kjtvTYxs3fk 967WdQ1OPFyubKCjlj6Nbpx5ZWTEYuGxB3Yf3czpUNLkbOMlKw83zCXYY+My +O6BI58NY1hQzZVz8H3JwFf7cleJPXhQnC/eZGJNxQMy1lLGdwVQPvR0zNOM wIpJyd9CuwUwZlJ3WPrLDBmhSZdSTRXiG6FFVpzqKfRUTutirZAKzExmSNoG Dg4q2STt4ikDBI9m1iLHwsW0qBMHd/JBMqKTd01Mx5mX9qbfzp/l48TE3w/m SWEL5En3FcnijNO5kVkpCvCo6pF+ROgo6R2R9TO2jwfEojuLKjhMsMgT5G2b ZOEVR9u7F/tz4F20imKDpxxuTxs88K2bBep7WIlsRQUsXvjauJbNg4zG5aW6 32Rxyabs0LTZeVlbYH5qTzIDe4WEzu2wEeJwt1PNc9IZIB3jPpn5VYgpRwNo OzgMKAlaQTj6yuOddsMX7x5gwR535/aEJho+oeEgpVjBAekP+g9aDPrJW8Pm knXmAkCmddg4dhANZWr6H3YWYO/71SdBkQ5Z51J6yQguzv23rHzBLL9bU7ds 2X2GjU13SacsMudAcHPktV2PWDgryuEs1ZAL3tdlapdasrCl2iMle18u/ri3 0PauAQuMTN2qvZu4+PPWOu4teRZ8bi66pzshwIyeWM66eDlYdur9nbuzfO+a Csu+m8SH+/VVaEsKC9oZH4LnZ/DweHKzsPuZAJxa6OW1blzM1749aF/DxvZL eG/VXHmw1PVd/vOyCiS6Sl9q3y/E1a0HW+KyJUF7zuo5Rn0C/PWEeWfZEj7k PPtiqNbOx0fLji/wneKDSO1sJvMNH8cn/pFgeZ2PB056NYx/4MM6pr1S+R0O fj4dpp8wVwD6OareIyIW1tXQB98DAtAgP/7I2crA9xafxdTZf+HzzeyGgBYK piWw/I7LC2F5eMqOG2unyP3Ket/fi4QwvFkBz91IwQulqz4LBUJ4bpSwKcSD DsT/iyJ+uytdStwk8z8/yWJ2P6tY+L8+/AfvQyv0 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 88-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk01fvXx8/gHNM5OfORZGxQ+aVrPNyuzyfDTeW6iTRJ1JVCJdXNPCRD MjSRJEkKJVxjhb67umU+IlcDcioyd2S+Gfp5nvWsZ6+1117vP/dr7fd+a+4/ ts2dQiKRWhb6fyZJ9r5HREIPUZe4bXPzNiUgrdbJmDrcikh1qpHxw3KAdSyJ 3jApqmdutVORo2HSkMN6aBhEH2YM3lteE2IY7vfY0fqKuFPmydcfVoQwV6uY xXVdqEfiKdx/uw2R5sZWfYkoR1FfTyQX/DtPkIocSpbmPyeE9pwT+n5s8Ml7 T0R6jxKpJimB5LU8CAv9sXT8SytyauwxPFPFx5Kupaqis1I0/50cy3JiYFKO opp1dR1yl9u63MOSj0nv2ipijtehs9p79HV4nUQGr2zb5OUhwitcIHLYIwuk Td/SFIUvCU6XNe184BQBQeVpiuNvidR8tdrh6nlEcn6SG+mXhARrpw3rCng4 LFhZLeHAG5S81XR42JsOJJ9jmXY/0oh7Npt+ffZZEQM5r/FPmX8IpxYlEro5 S5DGDPWu95cj3Bq+x/0KD0hpf5twzzcT88H2o/f2UXGYsb/ihSuvifghlY29 9VzQeLilMfhVN4oLTEXMZXwcVt6fdL+3jhirWGzu+rIVZWxXaKqZ7EHPRGTN Nax+RBL1xnoGhBGpeRmyWCAEjdMvOKvjB9A1A52UbXsVMElxfmK/RydRFnLU u2acBIVXBv3yjEaQbnpaQMdDHsZrHLUtdn1C5nifUubpLmJrZa2jhXCCCDoo Pfbncy6YdoanVZd+Q22Jqayj4zRcwu6y1m2aQiZNxaZG//DxdpbDdEKqBC11 PBh+2oYMsQ81H5njCeLGx+iR7gtMGBrSe3wybhz5PjUxCG+i4rMlknvZ6jNE 4+YOm3sKHCCkeWKnkm6kcG22NvgbCdx+ULP1AsaI98lX40IHRomt9KvIxPo9 KlhtI+M5woTNHs+ytkm6Cceik3sTtlDxkiy/zS/7uogdSo15U0oK+Luu/13h ESnSUK6SiUwaIjYkht4JiphAJvQk9c4qKdrfc/VKZx8JjktVj15X48LbgJKH HhEDxHj9+qKg8jl03DBc7ot2N1q9u35isFUWGpY5FeWqk3HVE7FfnTIbN3u/ vDrQOkNMFfn9Fe9BhojMs+si9ClwqttTOfw5B9yy5Nt2ac6gohX/mt9omEVW HiHLL1LJsCTHL++65SKojz2y413mIySyfV8epy+Ars1ruROiSSLFesOun8mv iIlvh5qPlc0Tahq6VwNVaKBTV7TJpZsMCu4qPklSBrg5DjZxVSZRXVjZmWuu tcRApDGlhEbCx3bmZc4UkvFZ9vqJKA8adonV7JT9yMX9m8Wyh/yo+FZD4xCr VQnzHgoTPwzIQBjz57r5Wha0bPxNYKxHwaLTo9GNi2k4ad0vpec3TaNS+Y/F 9zU/EqQ1kbR7TVS4KNjGfe1EA9EXWxuNc7JQfSkqZFqPDVbpMfNbm78SvSdt NN8t+N9Q+nhl7UEZnOhq89hvLw2fHW7S/G1UBi9+Xq2Vok7DrBCz9rQxOl5F 35ARWaWIX5UOiuQ06GAZlv05NFkG/jLxWndGkwGKB95ddUrlwsrn5o+sSuXB b1PlGrE6E3x9lQuDW2QxLVTy100+DX9y/8ahR39HEXznn7QeTRCHg3N254hZ +PKLN3M+SkI8/Fy9RGUzFbtZxjZEOUjQl4EkdLFKAQ665q+RM5AD5DUVV36E jh+4vs4dzhhHFNXeprkSJn5kQ/z+fT0TP7ZhNrl4sMFPuzJsEvHhPPHkaQNZ CUs+OHeHnmXiEJVMc7YGF+tZJKmueSXEusa2al9TGXhfX5mNXLYMPuodbeZD kcfHMrVtSxSnUdzloAsm7mzsWzMV/5BgY9vjS43qKnjY1n7vg4ECIR5BGb/9 55Y8VIw+mD/cM0E4GeG+G6cZ8CDAtfasPxmWtux/HClUwnbkE6SxBc4PjccO 9TgrYZNdKYn5HWQce2bK/fxeFvbY0WEtqJTBeVZlWZNhXLg9+dcK0wkWpOiV +voaCGC9ULDsl5sCoBQH92s686Dob0fPgKcc2NDSowRXfhCMl1Rrev4cUpuz rBbEzxKStOmPJ2kUvLv0hKQ0l4+zPHvBy4GLXQgDtYZCIX4V4rE+xU2IKbuC rvvaCzC7aNq4J5OHPUO5KzxG+bh9foWtuJuL++xuZ822y2B09PJTRuUI8Z/O DnoSk4M38Hkq1FQZ/IH6IgotYeF9W99dKzj0Ha17k16f/JkBWnMRigEJg0RM LFWPsp0BYlU7985tvcSF+GXJ4yQGjJI25Si1dhMHlyW9WfKFgkmC3inx5Azh jbpyVcbJ2LPU4jDd5QdRS72hF7yej6OZFGvnEwy85kUhRfMRH/dN831Yhovw rw4GjvGBXAifHpzR06aD1S92lSr1AuiVBfV1smwo6BOpXbvFgxRrg9dgrQCe oUfmXcsVgRNl791vJiYmLolf6/zg4PSxHdQnySScrF6Va2XBh5h01Q1lG+Vg etGLRId7/xKsL/PTIj0FXBTKnClcMoMeH9QxQVsVgCz/bEtiMh3XCi4zm8qn iGo9HfU0Fx7INRQfgLVk2H4rcahimAfiG/VPiWkKbPZ0HdS/LITD0YbfMn0U gchT3f1JVwAGdKdF2VEUYInNlvZeE4KhZ+GO0saFfXpqbvnYMYGWsdnIeZUE dQxbTQ/50DCtuEUhfIYMcnJnNEb2LPC5bN5/Im0Kbd+ZPaj1Bxerdw72Oazt RzMZ1hJ3ZQH+I1J9SWvFDAqU9bmVwhDAyQt3Nav8ZwirMyf2mMYxwOql9Mc0 awQNXVXg7XjCxz4Fr8jTrG8okDB/G521COTbnT1EjiOo6X634dBLNnj6K4hv +Deg6drt0vwAKqj82lnz+wM69m7R2dn7SQ6DMeXAgBYFFK5UnCp5w8FxoV8v doraCBJ7vEytj4Ezffptym5+J/SDfNpu13HxTnh/mkEpJIoDa6qM9grxkoc6 z8TLR5DW3qBFKEgIUctjrGsejxCjNTL2JcV8eBxTLf/cSUI8SGpJ0Vm47xnu ldH7q+4S3zk/3Wv9Q4DNjOIMsiz/Rh5Rjayf52TAW93ezLdfDqc3c9qenhlA DXd+eZFdwIPKpXcK5vTZmHTOa4O84QKPG+FZlepCWL2r4ZiXXAOaJUnHHs/y QTQd7aqjIkHntvibGMzzgZFlZHVwkQTJ3JG8+5HEghyv4BRSzhz6bOJmMa/K gdUagZP0uClU296wpbybAvPaBiU2S5jYrEc7v16XjgtD8jZ9UmCA+m/pV90y lbCM5vmpk9FUoGg5uhcKheCSJQdtFf1o1kmyoc2TB66ubzkHQifRpZMvRCIW C066HTYgC6i4qt1re7DiIlzX3/FVPCkLd/f90WGUwsJ+jS9onb40ODdQauYR yMN32cMs1VPzxJCCg6zpXQFe25nYVxA5RSjfyvya0CvAkbN7ZW6UTBJXdOiy allC2BGiHmG6axw9Ya4JbRZScYJmt7+lPRtiqzbKHwlSwJlrS/KKTzGhUib5 qJsjH9/XdUs5rU2BgrO77l0v52Ef/98/jM5TwA4F0cOtFGGcnpt/p5+B8xvy 111JGCcuUQJPMzx4mLTyzspaDgNr/E4tHV6pBMaHPvWuiuDgFNWqflKtPHzK lu772svCcFgSF1imCB4r6k2b2Tz8Mt03On1AFqo2FidkL9yLaqdOBXWSCsHx CVrd24XwUep42/EHFcunBMwUDAthvsC0RXfTAq9YY9LB8EUgzrM+6FzExDsD vD7dbJeBMwl5/6g+YWP5N+vud+kPEhraq17XTPAxsmgB0zQpGmofPbCeLoCQ XPExrEzH6dsZ3VJ/DpR+rq5ZvvC/9VVFJu8zlcDCSf72SlsOfp876fy2mAlF ye6nqEZcbHk4NXa2jgH26vkqruFcSJfY99wMYWCRha84pJ0LeVXxP4UvY+CO zoqctd8FwNGy2tFMk8cGx/+5c3fhv3dke0pj3vBw7usGtOk2CzvGW7w2pnBh KrNT2PtUsMBPIc9Mlw183etS1yY2XEBqD/VyOPgnn9byZ9W1KIbD3A9tQhBL 3LpuFNPwTuM/jX1a+TB81LanejUfH4qo8jL/mwuHqr2Xh8/xcYz5gMvihTxP z1h80/4CH953fc+TFnDxBoarSs0dDkTNqbuZW/PwuhK1kDErFrhYuIZRCB7W JN5OlmyRAzuHgTDZS3zccbm4LbKLAnRzTZl3qgJsePH21kvmc0SlyOXT/XMC PGqjBFq/UsCWk/JIT1eAn4lubowPpOOdPulSkUQAr5zuyXq0K+C7gSbvzHIE cMtuwZ8NLIj7QGgNL+TWtpPKPzdWCTHpf0sZHuyeM6/+woD/0zhB0Uqn+V/W /+v/ArZvJLY= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 89-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk0FXr3xo+Dc45zDs58XBkb3Sg0mBq+X9MtNJkaVTRRVHJ1b4UyJKVo MOSWZB5KkogGfbe6hlBCVwPiNY+ZqTj8/N613rvX2muvz9/Ps59Hc99xu4NU CoVSO7v/fyn0+65B4e1EJymopLRBESiLteInDn9AgtY8D5NMBmAtc9LpP4Ak mkqPn1bLYkqf/Wqo7EWMxHBv42Exhv5u120f3pOq1fkl7Hls8He2uPhLeRMq VP10Qr/6M6JIRn7tCMpHc93KieKHaULJsc9VzXpNkpasHhoM4YJn5hcS7DFM VB5KjHuTBOB/bkZ1tOMDGlzm+3zkqxA3N6mqGJ0fQFMXNs8vVpfHlHSWmmVp Oeq3uO1Uu12IKZ/rnl88UY6aKsa1sorqSbzgid14RB8ZMA13NuYxgGI1FMsS l5BIq+OLV72aIOCbH8sa/UTWK92yMdGaRhSnlxnBp6LQYNhA/cAjAfb3U1IL 3/8Rua1kg3AuDSiexxM3zcSS8pix2LFGFgapzLd/yPxD9ti5fi9aICGUkRW6 t7vzUcNlRv6HUAFQYv825F+uJnWMuwEhi6Sxv8Fp1rXIWvLwPyXOq3r5oFFg 89bvfRvyphe7px8SYv/87qj7neWk2GsFZ/poLYp3ZFaVjbejF2ldbl5mvYhi 1Bl65Iw/+bt65whPLAaNP4t5i8N60JJBYy9MZ2EKa3psn2sjSb8foNhsJwXZ kb2nMlcOovVdjAO3NIQYazvMM9vRglZU5x5bWllPtrx442AmHiN6LIWcE9YC MG4MiC3NG0L+3nQvtY80nMttstSpmkCK0WzH6KMi7Mix/x5+qxkF4QPfln+l QGiB5tO1eIzULt7P74pXgL4+3WfeV0aRP9jLhdTJ4PO5zffS1CdJe5fmA9MC HpCBzHdbc9uQ52n3uEkPCrjMSKfpnhkhehJxj2rjKNlCu4kMLb+gqge+9jti 5cHa9VWyXXMbmV83kDNcTMVzkk9Zl3Q1EZuw+zH1GXL4p87pVPHRARQbYZ1G PdFNTK+eS/ENGkMmXweNs2SH0b72m5GNXRSw1XzZxZ7gw6czuQWuQT0k7gal W/XAFDqxIoDRMa8NMfsiV9Ic6FA5f2tOhroUdpG33/VjhIurPUpu9nyYJJLq k3crK6gQlHheL2gZFd6qsxSOZfLBJVmubofmJHLoKTFZGDSDLFzPLrguLQXo nJHe4glFqAg9uu1z4lNEeaYaaaMlgibrpfwxo3HyLFoj8n3bJzI25FZ9/Mk0 kfnBLLuVRAOt8hyrPW1SsPZ0U2PcUwVwceit4iuPo71aKqywsizSE2xAzZWl YNm/zq5eZCONz3NXj11wlcXpQ+VVUiMC3G39ju52Shp/NtBvxK0cLCgQX/3a IwNbPHXVCv/hQs26jSIDXSo2qIgYtOul4Si9NXmXrb6jssqGArsrnwhFO1j2 XpU0WEqdfiCxpYNRx4b1GpfoYBlXOMdkNw8s4i5Ob6n+RnZ8tA24Yy6DVww8 W/TmkAy2tFRggSsdn++v0tw4LINNi66yaw3pmHPWpD52hIavNpVsFsop4Pd5 vUYMDRqsarqs0llJg0eG7nqBmmy4O8ztPEwVwqLXa59a5MlB5Hh68rdHiuDl pZTtV0PHptusOKf/pOOWg0M8WshP9HzIfIrOGyH9r9Vzla2l8d/X9bL+Znah jp4odL2QCTxtZk50ExOQ+8SV/KM0bJtRfcNS9QeiqnRWSXLl8euDX1mFyhz8 bL181R5XLsznfpw8JxHBZfKyqFJKERvr3C+bt5mDdQw2qH27xcb7Q17a2AfR 8TGPEBNPqhwOVkuZr8+WoCsRvtcMD3JxmadhN9OPjwdR/MYlCXKg+peraars JNm6Enfd+ZMNdH9K6To7GVCt2fcsWKyIOx5alXQE0nGBwYhbu5MiFlpab7wx I4NDAycOXt7NwfnJX0ampRg40+JJ8rg/H7r3T0gHd/GA+tivW9NJAAfmZUk9 KheAaU27IkTOEIZ+bcaV4J9ITWJeKgqbInEGKy9TYih4Z97vzXkZQvxqanhQ 4ifE1B2+t71sRTjKoeD0mq8ifOQcf6HrsBC7br96OEUkwl2bkpKn6mXwi0vt X5Q1usmSxgZalDwPP/L+fY6DAQN/lS6+gOZwsJOiYM60BwXrfYyriG5lw3sn n6W7wkfIxVBpXaojG1QWK7xgOAyRa2Hzo0cpbNhncGN7jfQgOTQ/6uOcDiru M31Tqav7nXigpgzlUSk8WN/S/LZkkryRvqPrt1qI54U0YocdHKxdnE3VfCrE TuZP1Bb8xsW/2S93CPPhw+tEp9QcBhMs1mx6oVwhgjWmSytzNvHhYZeR2l8J AtDwZqXyDinAkXNHp53zWSBaihf9J7mFjN14V6s1w8My3E2le/fL4Gj1wgwL MyF4rlXcv/giG74rFF+1v/eD9Kx1q8jtYOCcc/KT2XMm0cL+W4vNxxggJffK 5mo0Deuu95i2WT5CSnW11GP3CKCMMXA401QWHBOu9j3vF8C9bV2FNlp0sD7i 3LssQgxDnfOu1fE5QDJVdrboiKBI69UF+jgNOO9MVDv/EoOR88Br0QUWWLSX JXhukofV3G73S0VFqKHf4nufpyz2MtAXGz+Y1ZkRqDG4S4i1lS64vOdTsOP2 tN65B/i4ndsXXL19FE3GWzYfVBLh9pb38fpWVOxD90yIYYvgvGhL25sFVLAI /H2X8RU2MIat69OetKG+m0zBtpdCfESdsSbg9Q/kQ9Z+CklWgEex8V/jD7Wh qvttK/pKuHCt6YjC1sOV5Psbx4GsM9Jw3uZbdvIzGexRo7W9s4WB4//QDUi1 mSHMyOcncz/yMC9wvAHlEkThjj5R62Jjmond/OyPo2SZr2ddUjkfx4tC76rc q0ePfcoKV+4W41KVzDTrsz/Q3N2+CshXDNN+9jZZ6j/JcJmMbe5jIRQKNqRk fB4kD6JqYrRm/awbr/8Hq7UJ/eTp3/twQIRbA9eU6Ux2INcLbzmrJDKgU3w8 WP09DcdV8+qKAnvQz6rXC2p2CuCFaspDyTIuVvL7dbLObpRY3AlIfqEuBlZV YOCeyToyRRkYeTYlhEFH+d3Gb9PIJZvThsunhVCgHrRZOzadyKQ0f56J4gB+ vdX0luwEajV0MZtW4UFsXX+9ycZB9Ka+0ia/jQoGpkYlsYYsbNI+L6tCh4bH lRtsV9TKgfrGuJsuiYq4K8fFLW43BahzHQ5mz/a4xUsfxxG5t2hqa7Np3REB jK6TDG7M6EM3vIuNjDgcaF/So6JOZlBhvbujH0sBU0MKKtPHZCB174GGlTEc PDfkbKqRJhUu9eSZuPoI8IfHzAhiPk76mPZ041QRvvXIvKKir48oJSR+C+8U YZ1TtVYuol4SqUWjqyXP+q+B5lpU1o5eymufqxZLY07k80NNThwILVwnd9SX iS1WOhenVzHhhUz0MRcHIU4OfWpY9nKSPDy/497tfAGmDq2z9M6VkE3IlxZg wYLVt2JLY3SZOKsySy8yfJSke5qP+7TyMWVRyqI3PDaO0/8sQTvYYODW0vlr EA/vTHB6ri2kQUvawN5vnRzs7JN9ut2BAa4LK4yruQLcsj97vUKnNBSuexye NuuXYWkmc0/ENPELC5/b5iiG/V88a5QzppFczJnJh/1iGB6oR3yKBBWGGlAO BSjAYFxqpXsKE28/495yt14GYiZHkjQfc7DcR737Tct6Saq9bAKJE2JkVgPG sQOoi15oIUwQwtmMd8exEg2HLj/5VX0vF/JaS8sWzObzvW8N9bK72WC2VS5p 0QYejokpSpRmMSEn+uBJ6ZV8HPJI/feoEQbYqmcpOwfw4Yq8Ln/kJgMbmXm9 O1vPh8TWP1a902bghsbn6Ut/ikDZqfe2y1EZvPzEPymps3leY2up7S4vwBm1 lcgqiYNLuFm/WG3nwkRio7izSISz/OZorKuQB6HO7QHnKi6Ag1Y8auZgfc8P +a9K36DK2/wIjVdieNfs0nTnsSw+b/vINv2lAPqPbWgvXSzEypaxCbtTueBW 6rEgQCLElbv3Kiyc7cG4+F/u2l4TQsnmU0GdIVxsynZWLkvhgfXUw+uNrjys l6t2dsSCA+H7r0GQGh9rkk/juTYMGPXda8raJcANEY/rgpuowGzUv2CpLcQr ridtubFWQpQdw2oD3gnx8HpFmPsbFbzmHIheZzbbS0Z314X50HB28+qmEyCE 91vv0V3rmXjDxLGck1uEkLBp9j8rOaBceM7yS5IA23krrXpbKMZ7Rlt/M4oX woOdkrWlHWxo0MRJiuEiHM6y0Kr+wYH0ihtC940ifKatz0S+SgSU/44SNq6Y iaBeEf/LZg/zE8bahf/y8c2L3M29Of9yXge0br7J/peFqru6//ncS/7H/wcb qDPt "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 90-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk01fv3xo/jOIPxOKMrmRqoFNcUKp93nCallCFFg0q6RSS6MlOpJCqJ MhTRIMnNmPDeuZUGM0khJ/M8ZMjs5/dd3/Xda+211/Pvs579elSOuO5xJJNI pJqF/f9Loj1zuhDejrfa7Vc5pMME0kr1B7//qiXUZ3ZadZ6kA1I3xZ2Bg4Sm vpC/L5aKoL/baW9tJZ4sFvXqtJWEwMOCK398aiai9m8qJc03EqTZkRUdF3KJ gp/K3a7pc5j00jJrcfq/eLX4cdcX0bLglvYdX3L+hROWH52o/YMLgQHzi0c7 aokrMSwTRxIPCZsXKxhcHCSmWPFF57ulEOmJhOKmkk+EZ1BHJHGai0jf6l5f OfOJMPS4paTr+h0/4OTsGY/sw2fJ1KtKH+lA2jYcJ8F/j+WyYnb10icw+ObG SYzW44kgbnnIlVmCZF/09JJXFPGpvyOYm8VBgX5yiuFHvxIG8s23NnwVA5Kb a9LO+Tjc05U4ol4vgUAkrewc5Qs+Xl00JEibxaQRXc3Y7lzCyzSCJQjiACnu 7Vr2tSqcFtnHPDZIRoH65yVu3K7BVXXu3hHiHFDO217mV9lG2EcORps+5aLA 3O6oZ52fcPSKXS2x3GrigbV4xYfxdiKLV5nxyqOfIBl0hp70DsQD45zmdj4f lP9+x1p5vYfAadt3rPlHApEk5saOODXhe/W3X/7OEIGM271eaXpDxDFtT3Pb K1yEVlktMdnXQqw8Il6er1yPLQo+Wpnwx3DbC41R5yoOGDYFxZVkDxMr93nU lL+ioSzZ5k0aFb+JTntHt99ifGTNtJwIvyckujWO2A2dJUFonsorYzSGGR7G +r0ZMtDXp5nvETZKhGPX5rAmMXQxS5j6WGkaz4c4yX5zZAMeTCu3yWoj0jOz 2n9VzmOHedHHmt4jOORozJaCinFsQY0m1m76Tgxr/ZO0dasUmDkVJ+8RtuHR yZP0vYiMFiV7mb3vasaEROhFbMpAUxrnH/FdBgl5mfptgTs68MaIgBTfC2OE rSG/zUVjlDjSHn27qYsEf1oeOupfwYF676w8pws9eOu+t0qYOU2c0Q2idyxp I/r8Dnoq11ChdKnNy6dKIkjM/usG9QoWqnJ+H91TO41Fh92vS2hR4ELSRa0L 2mRYYvdM1C6KAw7JjLp9KtPEjI1Z7FcFESRw8l92U1QEtFbN7LP/woTPoS57 vyW9Ij6oObiJK/Kg2WwNe8xgHPePBHRqtwnx2PCJKtecOdxT1T3xSoMO6p9e bjvYJgL5m6uX1W5kgoNVbwVbfpww+mYxlTKRSfRc0idniZFQ7DeLuj3tFHRR dv1YiJMY+mXrUTxN4aFus3LaCS9RdPTytOn5RlnEyeNH/OihgHLNEnefnyyo 3mLO09ckI10lvX31BXQUpbUh+9q2CWKr5CA7LrUMk1ZdEkutEIXJ3vtb1M0Z YNCxY6vyVRr8+3Q0zyeUDYKEK3MWVQP4o6HdTwd/UaQ7mK/28TgFza6otaO5 M9DF/goV818U9BfeOy5lwUBMf6OGuBEq8rZ/FLBnJRNVZvca0JWpoGfsZr1T lAH/rD2lFawiCTrBZvp+J3mg9q/xK0E2AxqqPoXTVGXB3V0uw6+ahvw0X57e 842BWhyHWdTLU8RY2aqS/pNDuP9fpSx5M1G0XFgXQS4eJDp6ooibheIAY44G y8KkgDj1OyzXhYpGhit84u/OEmSFzorZLCmkptY0OHNHFl3DRW9KRWTQbJfa fdqCXxr6OxQH7kkip+XvdyYcEkennS8buZEZyMI8cs6GKoLCIn1vrHWURcp/ /C04YMRFQ8QD89WJDCi6zzQZZpHARg91xf8tCQ6XHrwVX0WDxdVH8i/xZVDg QeWw7wniKE9/5ES7vQwa1poRP6dKR6HBvx2vHWAi+q/6xM4tEihNkJM8HsgG zar1PysbOEDO9OtWsecAJ5h2t7OGBxur22Xg9jymxCVJsw/8JhRnTUt412dw 3oPWE3LWc8T+7LPC7AWOCMPnlG884aOunQ+TZxooaFI/WVvhgxCvbmqkRkmx 0JLaaoWUagn0Q/RdCLGIiULOrfsrOUUUaX1N+HynVRKkX+vuPW89ia+EimqS rSWhepPnu6S5cXzj+tI7oyRJsOibb4yLH8PHl0Z9XdRBRvUuzxJvOI1iZ6L5 qfyoCPIgX7CN0pzAH0XjNf3Wc9EFmtGhKS8WWvUug6zyiotMQh3ETNzZaLOl jtV1HzaImZdZ6A1IgWDDzgL5zzyI8o7z0rvDhRddBop3EzlgVXVmvbapLJwM cJk7nCsBT6ZOjdBe9+OxW+U16vMsdGKN4JqIFh3dUSp8KjDhwurBQJNdx5gw If0uwjJ1Er+NrorXSqChlwFS0xmLpolbZ6UUt9yjgQijeHvEHSrSGAn9cfNA Py7RVFeKO8iBK5tWusVYMcA6MaLvdT8HQmTF8r/ulQCzk4d7tSP5sDrs+WM7 VxbgNIX9LRo82LV9zbyTowQwy40Wd97lg+Iqvtx6JSYI2j8kuu2UgnsHbGcP qJbhxn7BRJ+bGBJSC+Xcjk5jOj1YeciOi6I6nMuP76Mga9vHvarH2GiD3hH+ efkZYvrBJqGjHA8tEmXpns+iIh+aW2KMJA/K20rXZodTQRB81s4wTBKYL5xd Xt+pJvqixTl7i7gos0Rpvdg6EeSDjesvJ0tDLFWmKXFbJVHxrE23770sLJXO 82ZZtuOJj9aD6d6iMGAxHzNZQkbO1eq2nS10VBSwf73X7iksfvu1Z9ZXFjIT 6oI/o5UgyY7mKHZJolrquXlLpQGs7etW9/ATG6WevrTmYGo/kenzoVDvAB/l Q/Tmo6dEkOoBX2nClw/rTkWomxWLwK8PlN1ZmVxQcsx6N3x5Ej+Pqo5RX8hr nttz+ZqkoYVe/zO19hgPbZj5vDHPfZRwCiljrpulQN/J8MrSHApKqGLVvQnu IdSntoXMiHGgYHHKi1ltWXS8pfyvba09WBAflFygxAebds+D52f78QxpcCR/ hgvjSSvCKtit+Or282t15rhApi9P71VpxZQU4bf5KCZ8l9fq0Tk6RLSudTCZ U2CBovyb4CaFFuJjQ+n23DYyuB3cUD9kyUBG7UvSP2tQ0fpcif0hsTRQMk+I dkiSQXevur2McJrCZFUrx4yFXvYOjVqZ71KHZ2yEG+tOcsA2IdLr2eN64pbH OwMDJhOaYkRq1u2ZJAobTln7SUij9UtvpwaPisCjQ8ca9WKY6F7Q6XD1+7P4 ak+2kZMPB4mmWax8v7QP94lb0gwf8dCb3RWhrnFfsFxi0kB4Jw/FDHzhyl6u wrfVqTTFZD5Qfnga+0/kEEVSqwKq+At8lFr+eLxSGkILtzBcfMVRxzrJH/Er 6FBAuXPawWqBY68zjBP1R/CLi/tSY3M5SHVwqIx8agzvJHypQQIJCF59Q3jN k4bSS9O1boeP4oIfEp69h9iIpJai9pEliRQ5LzbfCmWA/omWzhUXWEhh+UyY jQMZWh4PHhroZCLS9cDju0Yo4LT8s2GVLAfN7G5kz7yfx4VbMsMfL+Ql2bw4 PstoDPtdD1dts+bDZO3ag2GWYwQjxnv6RT8fhgIEDaUuI0RhqD7peJA0cG7S dHxiaMjW+1TL/QYK2Feda9thIYMYX7WeNWv3Yo2LP0/nbOEiwqQaDOMGiTad y8sG1nHB/2m5K5KjonOyP+p3CZiQ3VryYdkCf5e+CQr8k88AExvGQ7UdLGR7 OaxrzREqvLzj6Cmqx0Zlk8l2axTEYLdSuvzhIDZ4G0lu3PwPBRmYuJf7N7Ah hnF40yIdCmpsev1kzRQPNmkse9P6dJ7QOfMl5dECrz9NKzmZm7LR05pSYttD JjqtoQM59jLwO6mJ3/mGh+QOqHbJGTOAqxE7eLhCFoQ1x5j3taTRn261ucUl HwnmMvm3gc/5UC50aI7PFEMZzn3Owids6D+9o71kJRfFSo2nTzJl4ESJ87Kg WS5SnHri43hCGhIe/HF/9w0uOAb0ZhZhabRR8rD8hxQWSE4Txb6hTKSVpeg/ suBD0UUgifnLIhVcP561nQ73HtWKyCxlo8bIzLpLzWSQ9jWhvzTkIN2bDy1u Gc9i7zMFb/eyuejXVhlQ3UyGmKVaZw/ZclCxwf0t132oSHx3Q3nqAw5U2qTS nBrE0aj7o2sZE2xI3Lnwn6VMeBJLnCgZY6E9HnLrygr5qLCr5LobYsPz/bPG JR2SkG8auFlJgYvCJQTqVZNMsIhetqruHgd5t/UZSVXw4Maurs1yeVxk+Hk+ khzGBy8DnWHtlIVeeZGbONbOBS691tWpgotcd6mdMvVggrRXi/T7/TyU3QGt u6IloWG/fjn9Fg9xF9t1f/nWi50b00OEj/hI89mz6LYcMUT6z8jBb10z1zNz sv/TVqmln5sGR/F/NbLR09+eUzz/P/1/IuA9Dg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 91-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwtlnk01f0Tx6+Li3sv7n4la1pUikrW6vvh0SMUypIWRSUqSnuWsj+JaCMq CYlIUvbEZ/JUtrKUKEtu9p2yZv35/c5vzpkzZ/6c95l5vUf50KldTmQSifRl If9bSWLPnAPCO/BU+5mDey8xgLRKNW7iWC2xidutH7FSHJDqX7jLd4hwNH3q PXlEDMFAj/Pu2mqsYmK5sjicDr4ORsGLyluIHLM9bBeegCDNjqzsDMglbPdd ZFUHz2HSK6ss+fR/cX7njQG3ZCa4pzXgINffWCm2NKfoBhd8feblRztriSVz T0vrlHlI0CIvpxM4REzF9tqtzZRCpKc0ha0l5cRs4bqKZwFcRPpeVxB8upyI lFvLey33HcdxcnaN3+nHE8WXX4r6SgDJ5FcMjf8B31coPvfAYhKDd24MbfQb ftp30/JL9wxB2l+UEnQpkkjc8WOlfg4H+V6WUQg/XE9Q5186OV0XBZL7qQTz +RhM1TU33f+ZhkAo7dMFka/45C5eT8n6hXlGNNUf9OQSnGnuycyLHCDFvNNm h9bgQAW9OJRLRr5aHrSbEV/wSIVCRNtKDijlmX26XN1OGCnKvvvRx0W+uT2R z7rK8THBsSzdwmoizoZaVTreQaQH5U6SkocIkk5XyHFPXywjV1WeJ8MHpYvv WavCeomdx+yXy+2jIxJtbuyQczO+LvrURlqaDBkRfZfSNg4Tvt4/tXjDXIRW W6sY7mkllEYOrjE+X4st35RZG/LHcLS1mZaLHRd0m/1iSrJ/EbWbf2r6xIij LGbLVrWqCQKrFIXaxfKRDcNqMvy+gLBY5FCaJkGCkDzl/C1oDD/+cV3togMD +vvVX5+7PkrEFIVm326noMAsQWqy4jRetOz5eXc2B/BQWqVtVjvhfe52+GDJ HHacF05W9xzBTWUyT/YWT2JLShShvbWBYGZ1/NIepYOpc3HiLkE7LpbvtC94 LYQWJ14y/dDdgjdcc3F/3CyOptQ8kvhuQ0R0iFP/7Io2bHDD54l3wBhxIWJz +BqrceJQR1REczcJmEGkH0PJXPjmmZXnHNCLRxWDbR0K/xCnNf3EO1XaiY/S qtl6uyjwcantqxRFIZSSuk9pdyob1bh+iOqtncYSDHcv0whRCEgI1AhYTwaP u2Z/jK9wwTFRom6P8jRRqbNukdwlMjJyvrLslrAQFPOaHqi8YEJFiNvu7wn5 xM3IxO1lbB60mK5lj+mMY7+YocBZmw489sul5lTOHK5OLV35PVsCVMtfmRxo F4La6qymb8uZ4GjdV8WWHScs2/iby1IriN4gLXKWKAmtk1Vxv+KzoC9z09g/ zqJoE8hnj/H4qMe0UszlkjAaqH+f+vIrC3Hy+Dd+9IrA8EaZD7oDbPhsvIOn pU5G68/WvbUPp6JIjc3ZoSaTBG1um+syjyxMWh0kmlolDM/rPvzctY0GOp3b tyldEwOD7NW2hbkcMIoNnrOsGcT6MUcMlueTkebQ6xVlR0VQptT9NHNvGgoc qFLe8VsE3SpUFGxzoSHGFb3GmBEKUjM5tlvWkomqs/t0xJUosOahdXi2Lg1e ap/Q8FemQwkzIOjmZz6s+HdLvtGCDidUDSr4J1hw5oxMxuXPYihfbPGn1fp0 1Or0i0W5OkXYWK9Ymny1Dw/8q5glayqMtkYV6cS9GSE6eyOJW4VU0BY4tOyR YwBxYuJ6rhsF7ZB3fjVFFUJkua6q2SxJFNrd+GUTm41CcdHbj0LS6O2TxPN9 LmykprVdYfA+HZ14/2lnj74kOul6Vc+dLIEO0GqPR/4jjK7f8b6p7cREF97m PHoxwUPDRNyONfESMHjG7bD0YzLYbkTdDy/SIT8EFX8SpoL850Ovg/jSSEZy Ymfla0mUpzXi0rFfGn2SSy/ds5WGQvwnnELtGciOqLeoDpNCaUY5ieO+bLi4 xb9IrooHBp87pCFiHpPEzpy9pzlKKMz+VcILm8GatfsL1D2niW7zx4kzjSLI tfQ9R19Qjdc0N1EiJVkocsN6hfGT0uiH8Pt/iMUMlNF8KNf0BwVp1MdW3G2j w/ZFgz5RcvM4OERYnWxDh2DHpspNKTP4ZtjSu6MkOmxOcHN01p7GR5dG1i/u JKN398Iu/Ho0jF2JlhTZUSE0papSvT96FJcJP1S/vImL2q7evRwXzUGr32eQ lfO5aGUNvf9ALBf9bbXBOsyLDQnTsbONPQww2mz+RraCB32Z1GV5zXx40a2j cC+eA9Hdzcv2WbHhuI/bnEMuDWLbKg5GuYzisduVX1TnWajSTM/i8QwN3VUs TDEy5IIy4Wl1LZAFk1Lvb1il/sGxw3ruaTYU9MpHcjpj8TQx98eHaUZQQEii 2OzGXQqatNkModbtuERdVTHmAAe2+TtdCHSWBJv4G/0FAxw4VKGcc/iqNJge d+hbf4cPxzS0saB8gVdpcntb1XjQ7Hb/YmmtNDAq9eS77i1wN0mr0tWLBUYd pfHu5pIgfzZpzy2hNtw0YDTZ7y6KzOu3ySYvmsDi4v5Kw/sWfCnbSn82VhzZ 2CX3LTnCRiZqrtaMQSE0HbdV4CTDQxYqViWgSENeYu7x0XQeyGSahMZNUMHI /+w+3et0qOT/Pnl4PgP3R1E5u4u4KMOn4LtJhCjywlu+XU2UggN2f1NmzgKu etau2f+BCete9eZ1vf+FJ8tshtI9hcHOluFn/pWEXD+r2nW1iqMfwUETJrvH MDWi4HxWPQstv+RUrCf1iyAxR3MUuuko4Z5xjvGNVrze273ucTkbifQkUOrx OJHpVVq40Z6P2Gf36MbzKWiJvbcU4c2Hi/zzqwvPUeB3qcjOrEwuwF6pEbnF QvA88nO0agoXHfWo3N22/Q8xxVqXWnuEh8S0PRQbnGcJ538+MfRnRSCN8Xyx 50Myiq1h1b317yVsl1Z3Ln/JhjfyT17MrmeiLZGRr8sMGrDRQ7/EN4p8iFj3 tTB+yySeIQ2NvJ7hgpGOwVsnm9/4mpmH9oY5LogOpVhR7X9jkSeC7/ORDOhu Zy1/4NdGtGk7Gs7JsYCno+m2auoNUdb40Sy3nQypXoa9Ru5iSK9DJb1CjYL8 rfQPfTssCoo7YqMcE6SR43P5iFb2KCYvsXbK4POB6jk6r5UxgGdsBQZ1xzng lZT08xoF8O1z73V0GAz4Irzoml3Hb6Kw8YTNZZoU6vVvYeR3zuKkg0eaNkYz 0OBoS1XL9Di+1put5+zFQeUCvr1sYD3up1qJ6Sbx0AWfGqHTBp8ImfiEwfAu HlJlTzvHKXwhIlQpYgqJfMg5cqw+nirARZKrfWr4wkjtd63v2m46hBQaS7h5 U1GwYd747QBReCNy96SjNRd5NliEju7vwC8C96Q+yOWgoIYNz5f81YvNCW+K nxENyiHgz5UCEZT+MV0jInwUV2+vHdnbxEKkFU9WlLHoKGY88EZ7AQW0XFq7 VgawENhoF5L3zeLW5KGDg10MFBdraZV/Swicl1fo1jA5SL9p991GPIELjTPD kxf25cXasUO8d134clj4knYbPqg8mv0yPd1FSER7Tr8Y4EOT4t4Bem4bURii RTrqJwXaAS73QkJFkJ3nidZHjSIQ/EzUz1ZPEknUazxrWd+HX2UVbno+zEGE 4WfQjRkiBAd3UkrqOHAlpfIUkqGgDz/CkuZ3SUF2W0npsgW+xt5Zvsy+RhQM bSUer9jOQjIXdq/dm0+GV3edzgtvZCOW4SqjEiMh2KmYLuvgx4ajzj0n75WT kI7hmcorjWwIVzexcNEjoabmgqdrp3iwM+6sqYjHOLHh9NcnSQt8hidTCeoe LJTy5SNh8piBtm2k7mgUp8NEQjO/6y0P+W9amdGbIQJctQdDDlVMQHOXBEVx VLTOvTa3uKSMsE5XGhNE86FS4NjyMFMUNVxdESxzhwUDJ7d3lKziIolbmbI6 X6ngUuK6zG+Wi5J07jRcIVMhNm7Ro503uWB8sNMh/RQVGdAdZEufsCBx5FGH 9l5JpJGlcGXEiAHNZj/96AXSSBl/G88yEwfDapNi1gATNd3JrAtqIQNrsVWI wjY20rz12PL2lln8Lawve40dB/3eJg1L/iZD0ZoZi4sn2ahY55FxmBcFHXnr UdS24FPVtqlizo1UdH+w+UhfHAvizRfu8yMDND3nQ7KMmWjXORn9T4V8JN/8 rPapgAHP985uKemkQ7QT9Kxd+K/CaUaqNX8YMH4oDxl0s5Bne7+e5ILvKT2q DtNwZyPdivk75Ot8GHY/2upkykaGL3Ljxzq4sJrxtKUylo1OWaw48dc5BsgN v5O/ns1B2Z3QZhFFh+xs1xjmUi7iyu/r+fq9D3/Ls5d8u4OP1J89i2rPEUXU moerpXp5MKFpeur0HBOZR1yS2reBB9apHyuah0bxaHpXA8mTj2w3apnlFM/j v7/tPF2gyUe3LTUKdsUv8Px/IQM9DYmw6jIX/t+j/wDrH1Md "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 92-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlXk01XsXxo9zzA7OOc7gyhANTnKRwtF9r982NEhFhcqta2ggpehWZIoO TUKDsShjriG5Eip8v3KLI5EhUkQyD5nrZHy973rXffdae+31WWv/s9d6nv2o u5zafYRMIpEal/o/kySR7cqP6EE5J8MS7UppmKTFTfp+rImw0QleYdovgYFr jvqCRonbv3t+jtWRBDwy4Lq36S2yrkv4kPA3FQc5WVz5qbqD0BiMxNYPPxOk +ck1vfwiYqzpzS96hxYQKX9PgUpuBdpU8fS4dhEde+Z8QKEnJlAKS+fsn2Js HHRhUWWqt4koOURYbzVnQ2eHijIvZJSY0eJNdvnLA+lPGdVNldUEf8afrBjP AlJr8/MrXtXE6N8CKlS3oCRm4e5vt4eRH3+6dchQGpMsxxNkOK+Q8tWheKsY IcL+RQkyU+/RPjtqo5rlHEE6UJYZ6hNNBD5899apmAlBAYqqEYdaiLYvIbxw UzFM8jyVsnMxAXGvziRF1sgAFsl5c070HTrX4PF529OleyY36N4dKCLy8xME GieZmJTwt5FCWD06kHlZV+UCGYIMz8vciGpErPLqh0aWTLy82OpNwNtuQifb Yuy8DhuCigais/uq0TkdKdlHgloiyU66rupbD7Hb13p52vAYQeL1XXP3DUJm plcLw37i4OXeLxla4YPEl1WnSNJiskCSWZh2cW1HgfrPhas9yDgvasgnx2CM SHi1Y3nTXjbAWtsVZvu7CGbIk+uNgrfIpkRga8aZRtt/HPM51MHCxu3BCZVP xolAjZ0xuhekwI62Rxhxp5NwkylxbzBZRNeK1Z+awDQy58+U+vTT8PCw7rMz 16eIrNKMsLghCQgp6MzKUJtF6ysmWiXKmRiN5tTaF3QTWw08jQbL5pHzIiVD 13cS6evFk38UzCAb8VjCaNMHYp2RkqlmEhVvc32RtruzG90ydX6sZiACy9J8 tr3q70CrJLYcuOwtCTPa5x9wPEYJpvhkhB+lE5lGXkj3508TUaOHeCPnhYRL T2xUez8Jjxcm73MOYuP3vgXFrvxBlNRrFS7iLiS8NgRL9q7oJnKSx6ds68Vw zUr7/Ew1Edjxo4N8KZQJ9SdexQ42zSKarsexq0JxzE8J0ePrk3Fd/dDXDa5s 7Jwm1bxffZZIUlKMdWqkgIVr4KqbFBFsSy5pH7zCwK+veextTXlKOFD6uVek 2Lhjm47CNO8bYm1y1KiqHEDT4271pwoXUCE/w0FoIoO51fmWv3eL4K8Osbfb ZRjY2XaoTkHpG0F6yC+7n9NMDIYakgvESFDpMC2V9ZMkDGyrlXDzocBZ7g36 YK0CMIs5kZ8GRTGOoyoJhUzcsGUH21CXDHqV3lpfHKkQrffrkzBLIRGgvN16 xCWfIK0NFcuqo2Dn8hG/AHNZzOvdvnX5VQlcjl0mF7pZ2OLelQWb+q/o4YJH 8uCkCGwYfaYpOCoKxyYd56MvyULISJ36jglRePq8T8APkgVa4MaPCZPi8MlA W7frLAPePhniSS4Xx6vmeJXKnrJYs8LkqcUTKTwbWCTBLVDAp08r5gU0SMB0 B3+tWKIcdB0ZZ4hfniHKqd+fnjbuRSMVagVK25buK7u5hoj7TvQORhM3S6Vx +MsIjeTTdEwc/369yEMckk17H6y2pABZua9uvkAWRjI/FPlHMiEMlZXXiMhD qIv69rppJmgbblf9eocKvHx3LSUqDU6euLzRkywFJwXMlkZxcRgjknb8nCyF VTdXh/y8XgzbG0B/ojcVK9zoRDfaqFilweVZKEce3rf3yjgfp0Gx4aRbzwF5 yJZ0uvSrmxxcu/j9SNhBGux+NRjYNkAD04YeeRy1iOa8TN+rUccJ1XnzSnb4 HMqTaJbdcl9I9O9MTZv7KApw+qZ6l6ob+rm9TTxalgHBgqrI1FA6fKK8vEQs o8F7i2ti42xp0Gu59zrmCxVXPN/T9MGLjK9co+iS7ag4sUz9xNAaEXwjfGXM FImKWTkjE3FuJHx0ZXTLsl4yuIR1xKTlDaATREem0pQIBFpXbFkpMo4ElETd gH+xwFxy8u7mYjasfZlHVn/KArpicYNfNQc271lvG+6ngMtsWnYntjHwo36e anwyE7ctWsqHHGJh9wseC05FMrhf8Pll1uQPNH2rtpG7yID1x/QUNgnkIUat NNPCjIVZkX8crkhjYqHcy8g9WT+Qj2WaGVdWDPIvyM7mLZsl3IMmRK27RbGI 1AuryBhxuOrVYS4T24wqdblqCb8zcYijjQlvKW/skiOHn48w8X0ztVbvj3S8 zd1pSP82B6c34eYjqzkY5Sg7dGmzsf5Wig9Tg4FptRtV+uI5WEPdPiSxhYkt eqqSPXfK4sbab+vDnn1FbSMWwmFPMSjJaFr2qW4CSUpeXD72GwtO8Df+ebub Cnb7MoY0DivA5K+aKt21YjCbtKnziCIb+OZRDpJh8uAn4ZkcR2Vjl+BXn8Kc 5LHFxT9+M75Oxd+e9az0YH9Ew7HSzL1lLMg12usdMSIFfsjk/eU0Oez/KGu8 9vdOVJfdvWH4FR3bHDy/YXOXEAkFdqO5vhQcWGTWsPnlPHGigbuvr0sSFm7m 5S87OIako56fLWhhADcob2VhrJAg0acKVfupgP86XDAy9xrp+3s2p1YrQKES 5Vtg1gLx2K+q1OAgBzxWLdPuqJAGjYP+coQ/B/9V4aCjpymDJ6pEdxU8ZuGJ i2YU09Ni+GF0Qxw3kwXS5d7V52dJMMNYl9V0mA2DvNsLAToUcL30hvbLvCh2 L3x9VDOEBPfqGc3lFweJkJ32W3YdUMAlKumP5vXp4JG+pm9aN4qwSAxOK1Hj YJNio6PmiITnSKOTz+ZYWO6+R8mX5bPoqtV5o/ULLCz1Ad6qrplFoumdrYvR NOxiw+4wnqwivhg5my0oM7C+Yn9tesk7JPhYY1XUTcbdcVvm4q6LwcaeFbmv tcWhetTdXUubgtV23It1TpGH3SnRQ+5BQ4isYXskj8PBxznWZ6uYQjRn32na 7M7ExzRUHirtXcqVMy95PBoN32p3Chwc6ydKPx63C5CRgwOlMTUnur+jB46H 2wziaGDhtoseu28MXR18stHVjwnj2l82PLr4ghiW3iNh/IANd9xsNo+dHCAU k1O+RvSx4Q/p3glu1xARxRWXUE3j4NgXNs/X+I6jMtm1F+o5FNBv4TscXZTG 10q3SHn4S4OW5WH5K+1kXCIac9LZlgUOU8LDd/TL0aOQ/Vl3i5hw7aFMwAWn RrST8BcPtpDBDFtvxmkRMuTW5OpFRUyh7mcJp6v3MYCkma4pYFBBqdXhveEI BRu6dfWt4TNgq+M5p32T06grY9Txax8NAp1MgzY7zSHX1a+N6+lMmKh5sO6c 1ygq3fI4ImNJLw6SsWvkrP5GAeERGt12HHx0l06un/lLQirOd/bRCAcXz7iG itrcIkqvGZKOBsvh/WcFi/GBIrDP93jX/Y+iuCA0SsVppQxItehld+gPIV5P vHRaPBMIswZsnDBKtIUt67vvxcSBmbWnQFEc7t1xvOuoQsVPvlRWrVr6n+yj rwVXwsjYzF4qVXM7A3IFFv3S6gsoP+bIWYqBAmQzHffjDzNol1quklOwAs7i hhu3Vv4geGanawM/KmDJ7MP57nwh0db+/E+dGTZ+yg3JsLwxSKz3epf+YOkf F1u/+0R/RIfMxhrCMpUGGiafWxcLJPH3lHZOXzkbvi7T8ylZQcIs7bujTnV0 nMINz/tEk4B1nk1FLyoFRIyR5mrTEA6u7XTuSHwsBuKpLqk2AXQ8cnJ7T6UW C7yZXpfOxYtjt8oTq4LnWaDjHWAclyCG7yX9dH/XDRZeQ3yWvacmDqZUJ6Wq 9CV9j6PN5+5LgV6BauCkBQ3/GmFKlvelgjp6/63AShIP/ii7yC6kQdvtx82h HWTMfnaIGmbPgA03U21umcwjwyylDEqiAkxslccam5f8YVilHRnCgBe8+1vC /cShbJ1irrIzA7+1z5Jw/SgN4M4yWW1Jx8k7l/xZQ8PBfwX+Zr5+yTdnFH95 U8qBmRQ1oxcisvihw7xJZS8Vn7lMCjfhMSBCxoJb/4OG7+lY2ecY0MG3e3ij bB0b534tbtrKpYPx68Xb5Osc7JYZ3xg3SgOzR0XJ0z0sbKrob214kg6nrDWP m5+hYS23DO3dNAV40ou/WMdS8U1aqrtSoQKwVH4beNc6hCyiqVHJU2zQzc6O 7S4UA2bKL3uVm1j4+4Ztp7wW6JDAHVcuPMrEtlk1r9tHp9DgwbonIkv79gaG VoUvFlFEXmrXuWNsuGWj93x3Mguu3/x8yaKZhQc+pGGtABYu5I+qdbWy4JuG T98bHyqQ/luKOPj88vd0OfY/PKRaqHw8SOEfviticf1fARz8PwY//lntz5L/ 5/b41Wke6fR/+N/Ljzvn "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 93-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwtl3k01WvUx49zDOdwcOYjhQxdriaVse7126FUCpdoHnSJDNEsJENFplwl iWQWuchYxPNcCUVEyRyZx5Q54+t917vX2muv/edee38/37Xlzzib2ZBJJFL9 Sv5vJYk8t/UN6UUnZxNaTclMTFJViZ0595mwNpQW+54sgkFFH/V7jREVF7V3 a81SAY8O2h76/BFdtxgMvDZHx16nDfxXve8gQvzLnbQMugnS4sTvfb4FRJCx kk3on0uIlG2eK5PxBtU+7R4cKmdil/QWdNtxHCkF398W5s7DXjeXZSb7PhOW 7xoaXlnzoLNDZo32rTHCo7W03EiRAaRnYrK7Kt4TNK1KnVsZXCA1fynyv/Ce MHKyoZRf+4JiOflm0/dH0LK+E7l+VBST9v6MFuOXo5gJDppvm0XYoyBabLIJ CSM/C8fUeYJ0vCT1tms4cVj8w7U7hRzwuiElG/J3I5FReUgsb1oQk1yc442X o9Hu5uSZ0nIxwALpH64KNiAvs7fNH4hlRJpQ3xw1WEAY2yuuC7PmYFJ0mRY7 sA5tVW8o+bWbDF6a18VCH3xCOvlXKwLtOHjtS6MPNz72EFJazmu4F3jgVTAY /rz/PVoTrftiSKqaiLUQra2c7iWqt+iXVQiNEyTt/gB7Ny/keFY//qQ0H6+9 9palGjxEXOnyapnJEAeS2NLUGdt25HKqJkq3ioyzHgy7pmv8IF4yCmlhiAew /qCi3pEugq7Ka0J/vEemr98d1ONPIVKMf+HJszys0+4dXZH3k1ARKZrpsBIF C4b5bMjjTkK9p8DAyH4JBbyUf6ULU6hb2c7EzYWJR0Y2F14OmiQKX7+xihmn wq3czrQUuXl0wEpb9+l5LkZj6TWWuT0Eb/pAZ2/eArJapqRsdptA/g9XnY5I WUCmwhGE1q4WwrzQOJS3n4732ZYmmnX2oNM2bdRbmSRYnei6r3ygA626vW6P A5MKcxuuJ/OdxogNFIG/x4ub0c57N5M8fKeI7H0BXemxc8SZ3ogH7QMkXDeg 96n+MB83ueW+tPUdQvv/lSyL580QF9S9qX2KPUTQtiJ1Z1MhXK1kmZ0qJwA/ Da17c09zoc6xPGLo8zziGdsfqjxOxb7xt9R8t5KxsnhQj7wpH1sl0r4ckZ8n Li4scZI2CYGBree6fygCuG80Si77DBtXBTgdao5/RShcWC9kuMzFHfs2sae0 p1HqaA0K0/mOpn7a1TnnL6Ho43cC+ZV0rPI+e+/JHgFM7b2+r+sHC1sdHK5l S08Th+3cv7b4dhBDtzXJuUIkOBFVkdCQQ4PBfTUidq4UWHY96qpQyQHOS/69 r0OCOHSedD5fkIfrDQ/wNDeTYePqVffttkhAuNqfeYF7ZwnvKBchr6fVBGn9 baG0WgrmpnN4z3QlsXbf/j1r74rgndWRocDiY4MY/yXTuu9IzuqaQOYmAVAf K1R+d1YQ5JrWGbeHSsKt0Vr5A+OC0PEqM6fkkSQwPLe3Rk8IQ5jCmHBaFBs+ 5g1rU9cKY5ljMqRbyZJY+Y3uK4M8Gg5u2GigvcjBFy9KZd2oF4FVx6cNnG8y oMvmJ0vYb47Y+LbcRHe4E42+kcuV3keB5F5r6a+X5om+oXDin2JR3J322mag koUJh5mgAidhmLKxiTLzEwLymv7axVxxMHFojnotxoNAVPJftYAk7JWLUcjx 4cEGzf2y3x/TodD7+3PCjQnnHf22u5Bp4Olnoc/yo8IPIvbAxjgaNl6lnGz0 RgRbasDAk2t07BDuVWyeJ4ll6s8U3uZLgpJG/fejv5jwUnPCrve4JOyao8aH vmVAgM+MTeAJBkyPDDZ8DGLBzvpeSfxgGQ2+knfbXzFMyC7qV/CCF9CGHSan T5ZNEQPGCYkLrYKQ4EMEoZsfiY3tbcLh4izQuO7KqDZnw1fK2zvEagaQ01+Y R5iIg1pjTNXDbjput88aOGchhP0DKJvJFnR8ZX+Di/YyBYcGKz2cJNGxiJ+S hqcGBZ9VCm9c3UeG7d0JcFa+CzkSHanSkwJAGyn3bPw0hHabbzsY7M7GLUmS z07WcnDmgLZsZNwKh/j5s+mX+Nj+ptPS6QIxrJY1s77EcxlNhdV8UllmwV79 +w4T75nwUK441UCPi8U6HK8slvHwrMTbe+Zpv5BZvDg3sYwC2TfF57NWzxNf hG1mze5SsACt1OjeQ2EIbGPILLCzUcVmFbnokxzcs+i0M6OchS3i7o0UjXJw 8NONjX9OsDFKX3O0awMPXz6ik1t2hIMZNdtl+iP5WCn6yvaabSv32VsZ52Is jneGK/qV6kyhtlGD2REXITD7gber0kcRleqz9scxLow8CxXlhjPA4nDKsII1 G56YdPUWZNJgPnZXp40UD5pfDE0rzzPBXcQl7hGdh1tS5COLepjYwOfSMZ0g Ol68JlLgNT2ARiJEOYdKuJA+Ns75tFsC3JFuk1+iBG6rfPMtJnYE1T7vUR9Z 8a3zVGpW4tIymn1nMZbhRsF7Sq3jf3T8IhzrVQ73d1Fhm2ZBa8vbPiT6oOhK biMLeGU33jxikIDEnMyXHaCDJMXCRV+/lNjq4fIl4T0btiS/uHh/RQc57pXF Gif4UNHYJivjIgkKJzwkCA8+HnWGLQnNkni8UvCv3BwuVnp+lW3zjob/Da9/ pJLKhRO7qIPepkIwx9qS9nnFNw9+OTcqkSoCtnc+MHYsCuLDLz//ndqwQMTU sb785zNEZLu2pbiLsPFrmaTMxa1MGH7ndq2yoo0weOKd+FqOjzMab41qnBLC C6SxicIFLh4lf2hVmxbAd42ua21b4uI7XQ7JkXMCWDCps3k5nIG/jsu2zMpV o24tK72lNSys8TRkzfCxQfSutdqooIeMZfP3S4w+o8D2XsWMqg3CwAh6fNFj koTlDsREWMVLQtmnjhPy2e2IrHDQJovPxwOzf+UVPiPhBcvOnV/sOTjywIDL XstxFHb5rbY2g4GXz8o1GG5qIopbHSxuiElAzcwB/7VdP1HyKes2jUcM0C64 nRRt343uDuVtt3XnQPudxUprSi8xImouopPMg3Rt3m+l5VOEVFz895B+HqTt 6m/ykp4hHqgIi8gm8vGn+pEA8tgcKhFff7OOTwHN11vVY3g0HFBsSHPyEIVq E4bKDS0Sfi348LzVQS5E4uQXxn7NROatI2lRBRwYyYnFQQFVhDHhIextIIZz ahos34csERnVGWoPQibRrIrNT50GJpCUk5TfsejwuEhN/q6sANa06+r/3ZcF sXX2Isf5o6grZezU934GlPh+OyL9ZArZ/lalU8dcmad0h5N9+VdUbJgTkrJy L2QL82jZP1uJG8EhCj0WfNw5Uv3LPbcF0R65zWeO8vG2WEoSPawLFQdoks56 S+DpmoPVZt0LxGE3h66nrYK485Ri4TkJGtAa1Z53bB1GJdyrTY/1OEDo1WOd 6DGiqaC3wpXOwZ6pNc4gJQxXLbeEon4azuuuqFy3wkOZC51tdoFLSM+SlqC8 nwWqKS2XrGqnUfZDmysUDTZsTjqnOr5+Av0llyF92puNg3wMw2/O/SS09S7W eLay8cS0Zrlg2A+irb3o2aY5Hk6X17vMPfGR2HahISl5ha9ZvzKlJ3sYkPqp mtibwICF3S/PKlkJ4Zn4dn7/fyv7m3byWrNxBnE3RI2drmVisnmc15IXBba4 fC4orXhHtOCNh+Kc+bim06rjSY4QbC15UuJvy8Cj5/f3VqhyoTdi03juCTK2 q3Bc573Ihdw820cvNAVwTOyqp3+FrvBPrq0wuFYAdtJPS1cmsTD+3pGS2yME armynhMGDBz1Mc6HqUMDedQ0nWtExfKGdnfUlySg7X7Ol9sdZCx95HLIjDUT 1P9JMA3TXUQPyvc+av7GgvE9klhhNxmLwgNaymMmlGo/NQx2FwZefP4Ti51M /NEyTcS2VRQ+VEVuKu2SxHHGK/qsZuD755diZRrFwOyy1I4PxXx4GdhftlWP iv89uqhb0UfHpqmgZlzOgBAxA5W6XwwcOFnUuElYEtx6RraL1/LwdQ89rVIs DjpVy/fJQXxc+ibybsTv4qCXWRA31cvF6RDrucNdApxNlB30LzOwTufdHVIO TMjrw90mESt+6dCsrbiHBVyZY4MNzcMo60KRtE8UDzY/fx7Rky8EspeafVRL OHhGfZ/zhSUmDL0+t575mIUPplVXtY9Noq/0glDyeR5Yamga5Zcuo8/+U+Zb Y7gQZqpWZBbHBWnFN+J309l4sCURq97g4vMiHURZDhumFVz7P7jSQbRK2Pje fR72vr62iSnBA4OjD59YV3HxsGz+GgcvNng9LOSVrnA+SsAg6I8bfAxnN6z7 N5kL7r5XNnyj8nEiMfnNJJsL7ZG/JTolMfFnxYWGnX/wYNsqkuOgz8qf8X8h hU3yChL3Tonj/+/hfwCr01f7 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 94-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXlUDWr3x0/n1DmdzimnM5I0oUIppMH0bDlE0YCS8cpFXZIiRKFkaFDK rUwZ0iAiqZSr8jx004Q0ikqD01ya5+nX713rffdae+31/e+719rfz1Y/cHzr ISqFQima7v+fFEaCo29wI+Zcypy12UyRUBZqPxr6qwyd3p/Se/cQg4D2Otzs 3YVGrlISKt4zgXS2Ou4o+4qjq5av3qovT7z3i/1mFdSiUc0JJdUqCaJM9C1o 8k1HmnnngrtFk5iSvC11TmI23ukl7/S0QpG4Pv+Brzj34jjpkR7PHiHxvjg1 p7+pDHUvdt6z6KoQ6mrnKBtf7kLeUa08TT8OUOJZKutzC9CNkzy37mwBUL5X ZPi5FaAnAqlRi/nl+BE/bevg3x3YV7px4ZsYFqFs6olkiT5itX1rJAlzRzDx So9k9VfiNG1a5RvmGKLseff0ikc4WnrsX5XnmXzwPj9TJfjPb8j7xcKf1QnS hOJ6/LHlVCQ+vGCb5SBhAZF6/vm0dDn2K1Eusf44hSl9Bnr3WtNRm/ozb6nd fEKJ/NeIF1iM5bCGZYUCFbwNz7JCwkrx3gSN+tprfKL2xuLz+a8SRM2+szEp RQje6a3hCc0FmDDdbTWd8tEjW7mivMFGtKHV0KldpQ9RjJsDjpzzxhGBE0FL ZouI2pkc7sKgNsR4eDO10V4BKKzJgQOONfjA9fo1dgtoJCms3eP58m5Utkuz z0pLBLBo+1zTnQ2o2+J9RGXjB2ydmb/dVDSAU02fjO/sFBKTGp/I3Nc9qKRd a2eImAW2nG3DwXfrECUrReXf8Akc8Eb9nzUwgH0+ldd5DiuSjg69t+7X+1Fe Rq1RzAgTLqfWPXuiOoYdp84/NlQWEtz1/ItdqgQ1pC3yr38+hh2maE/0zvXh n+N3spbfncTW9FvIaP0PdHK1b63MMIuYO36I2VonwYv9d+xrWUCB2TEe5h9b arE8TdrAKoEBozpn40THutDi0dnxne6leO2Ni7FevgOoODbpunPuOKo8l/rG 0bcND54sHV2XPYDcDHxkm+ZKkEvOZXf/ImnyaZ5d8lNVKQiPaMn9tVIIxc4f b7WVjWGVY47rGe+ZxCGGWbFTfQyJfzbebPWng9jxwvxQmhTx+O7pcHYVnxQG HNvx/fE/qO2nS73MgIDUmi/mDRgP4jkWDxMTbXvwQI9T8fG0SXxp+aFMQxsF ol2QvGmfRIpoHN8j1VzOIw7b24t4SoPoe6jJVICuBLVdMaSmylCgr+rOailL FrSaf2E4edDgWv682l3vBcB/I7rxs02a7N838N6dIyIlZluEhnpUCDeqmTgt xYFw/dWvAzcNo8Nh91/9S69ElEVXZJ4V0cjBwjn2rZEcIn7gN2ld/BuHZns7 nPyLAgZdb7XyD0uDy89TVjc/c+ByZ5H6ll5pkK7O+OJVyQHOhRVVkX3Te89I /un2ng9fX7cby6rRCavGO/LUbw7Ryl7zj/g1k8zRifHeuEFITpyYmXS+hAFG eQv7dycpQsOhHi792ijSG9Mp5K34hjuzVVOVzGlQyTZmnbeaQk1t4Sg0S46Y hLTF66nyCTo6dD39GB0sAiQ3LuQwgKrcXDSRKg+vdCovjl8TgY7hZpXfd9mw yuaE7qEWLrg4X1vhSmVC8PqIl9YMFnSjR1t0o5jkQodv7l/b5Ijdcmi5f4ZN /tgSspc1zas5JQfeXhHNANfrWcXbr/HgjWGfU+OeGbCsu96buoMLAZeGDgXu 5cBdXqtOjh4f1pY0ziBhU7jyBlm383QjUplYlysMGsfxLnnJp1p7UYtldMx4 lTQI+A4uP2/VId2aanq4PBdatbVD+9UF8JOWcxXN5kCEf8dXFTEH9L89KIz4 xSZDs+Qnho1liV8ATY9qyyYWP/xOXSmjk5CgeRH9FDYZcdh95k8qnRyeF/5t dhMV5p7+WmY1rxw7o9qnSv1SIDBhuByO/YU3bFu2PciTR4ZHzSZUPwjJkYvH Jvens4hJIT2/5TKVDNz8Uqo9xYUhm+At4lc8GFbIubHt2QjWGTvdrOpFheSL 8mNJs8eQadC3drvFVCLF/GBxI4IOgfTEI0pKhShXT1s1ch+fiCMDxfO+8olt 1I2OjE4+8RxfWU5jTef5ufKuBh0hSTtyvNs9VEjEjXlRrpbyRJRt4Y6EY7i6 Uzzc4SoDi0MrV9/2kGBZ2Utq3bsFoMGRXluXzgVb+yftGgd5sN7hfmJgiDyM PVpfd2imELrWBpJCfT54MlyjbrOFhDqjznTJrGkfl07uNrnOJsD8cqxRvxd3 3JLj73gngLJtZt9Z1orgiddUXotRIKpuv52M3PpxUYLEoOOjIincWRjuE0Qj w/m2XYnnaIT/+eqJu6MDyLlE2765QRZ+hCjFjD/+juXCMk6lfuOC8sZod7ty GlAU+9NUWtgw+GLd/Bq1OrTUy7UiuoAHDOxwpBkxIMUzL2v5XhGw1xf56Spw QWOvlwLyEhG+Ak+JtYFLevOkbVJTBMSu9NlcfzUF8iK85Lb2UwEk5d9mBMQy YZS75FnZQSFknoTqh3PZ4Hj1M2flhDSpoXFHadHD6EExt+L9pTZU9/iAbFwy l2TOiX05sVQRsrzW5m3U7EDi+z4xmaoiojJU7K49xSTjlK6+t+MCssPwz+9d u+nE3+Ks0bJJAZG1T5dE76cT6di671PhHOInXy4p2CzBv4wcTCeVuWTBnbL4 9x19OL/qk0W6hErsS23U1uZIwYrGuYmFOnRItA4biDw7gVW3PLjl8HgGuATa 3EwJeoWpGtsPJYlERPXwuJ6imQwZt6tbW3Fk+s/JmQbK+Izim+45xsYcDqkr Xqxtu/02zqo6anuepQC+B+X84nEzjvvjYPXy2xyIPPM4SickD/u3vV7h6MkH pO7QoJDSizrktjFM4oSgsFp6AbtiEs2Mevw7uFkI8tm6kYPqFAjTpjNUYkTk qpv4RecSKnknv+hisYgGK6Lq5St0GSQgy4x5zEsOmp57+Eg0xnCmdISLw3YB JE9IzAdKO9HLyzuf3Uvnw1v9CpWrp5qRJfKi+4in8zOQ6ZekNIISPyXqhwX3 Y/YtXdenNopA0YrVyueyYekq+bK0h+PY0KmheYEvF6zyi+8phFTjhiddf/xu 5sD4FppjdUondtQsNClW5EO1qUOQh0M4yjJLCX4yfS9BgXt4PVrd6HxQsIbE VkQi4fmJF9RuzLx9buxlp4gow6z0zVW9OCvAkHLYR4EYpAjvuOUPIvtzRxse VkkTuRXJdieH6cD8pp9Qu7QdizdsjQtt5wEyLSEmkV2o7NfLeJsnPHLh6Zfj MJMOllzaFdVkBnn9Kzdv/jTfGMKFmmRqCJvaMaO1Nk/7Z9ZPHh/7jZMjDp2i LeeB09GWQbPRJmyjmqi034dHyt7QGix2SZCx6YkvF6p45M0VburqtfWouiYj fvGokCgrXD7sdLgML3Mrj42b5mVcdIBdhRIHnpZ+QpuiOVBpdaNvozyVDD2u ETW/F0LPkSE17/kdWKBzr2t/kSLJGz0StaphCi1xLUv/kJuPlM0N/KR2i8iX Oofa+yky8Dr5VYpPtALpdNncmLtQAFGGlRlN68axU67zfJ8JAZxoif4dHjWC Hzya9dAmREB+TLwoGp0cRWvZ+5XyYrnEsmNKtm8BFfRTVS70iTlkhEul8Ydl QB1XDqZayJK/7m5lrAphQ/XfKRVXaqlEZfgy5+BJDhiERlvfXDOBexs8/F9q cqF34wyisYFK9Dftb3qXxIEPxg/Ngjzp4Mq1DQpW55Cvds8YjlVyMDdbtt5o mTyJspzO5ycOiV10oWnonCxsdZ+58nOWCM64v9wafYlGXuyaWJPbxCb2EVJP MuIVIJgl1i4e4ZDSwHqqTBQLzkk6VsgXCUnobF5Orz4TTAqn/qZeF5FUA4rz xElZMH2ZHjXQKCBfrTfuk1OSg+NWWkfXuXPI9aTKsMzAGfC6ifyyusUmZh9n MHR+cEAwZ3dr+fd2rGx5JOqAqRD0EhJuSdJkQFt8JtE4nkeGDMyPu00qgrFN g4nzZw7Z/uxTYU1XPy7LeHCU1iIAu+WGFmkfprCyg1lOZwkfblrrZ2yNEkBc akzY50uKpPVHDFl4XkDmBX75Iy5IEQY1PJo/e7CBHyEfqaIlID5n1SoVFYRw LVVnZX4Ej7SrpCkf9eYBRfeU7uVpvt+TEl9fdV5EvD/Zm+/awgNP31M69bIi Yn6xJfvh9J+ouaMZcyxWkcSbDSf4evBh2SyKc+slDpgXfFKw2ikkVq/TYzYN yJN3tIUq/t5CUEo12sa35xHKf2omtJ0puCebzPqffjC8uHZunMz/NCp1WB9W 0IP/q/8P3xcjOw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 95-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk0FXwTxy+u/bruve4iZWklLZQSWn5jaZe0kJankKWFh6REyhZJqEQq UrIUFV7hRg+/X0rZhbLmIfuaXXav9z3vMufMmfP5Z2bOnJnvmcWWDgetBSkU Svm8/ytSRF/Z+gS34VzJ70d2BjIJRVXl2e+z31CAq2HdzmWiBFT0cYdnP1oV kS99+bYEkL4u2yPfvuISC+9fq22kiKe5gf+CwkZkk6eRL+LUjigzwyvbffiI 6JbzjYdmMCX1UJp80kfcYrap3badSRxf12FfuyGs6n4yxdqWRzw95uRH2ufr hQq2RL7gQlOj/CKtG/3ohi3DgtLHAMpLSYXtXwoRL+XkyxO1HKDUVr33v1CI hHIiB8orKvEzdsbBsfu9WDTvxKGo4zRC2T0YKcn7jJ/n24qfODeBiTs/UnKk BtuEXD8mfG4SUU7kJPheCUO0kvd55Tls8LwmqxB8uhoZh8ykUC2ohOLo8Nxo LhL7uc7FrnwvCUTgdcll6ne8a6VO29kVFEIZ3qAW0cVHfrXqPxwPsAkl8tMm mdvluGm3Y0NqlQB4arpK3g2txB7PSic1XrCJ0ru9Jde+tqJeo0/Oe8e44Mnv CnvVUYhtXBImLPif0TMTibL8sTZEnqnSpLVGEEWrI+CcmycmKXxX6iIeUXLJ Y6kGdaNHx2ODKwWlgSI5O2pp24APZo78tL8pRFJCe6683jiABmJDfkjd4QGs OrxU72gzel1fk9gsz8fGfxUc1uON4jMdedtMnHlEu8Er8kv6IHL/GpoFyjQw YRwaD37chArDkse3fJjGAe8WZ26DUax4Qd/pmieL9PaqZTkHjqCarCmpRIok 3EhrSnyhOIW9nnwUKS3gEtz/utQ0rRUluYivb4iZxBZzQi/U3Ibx43VBUud2 UIixSDjatL0OhRH+2tEYSbLHNjf2YFMrnjsaZ/to1xxaGHtlz+fORkzxalbU 2C4Kk6td43n2/ci82b6u/Egh1r3jEefuM4oGKdWaq3/Nohq3tHe2Pt34uU74 ujaHEXRhg5dY+9JWZHzEKC3GiEqKl5mmJigKgHabXSKLx4Nyu8/h3d+m8IpA K40dyyWJRax41dHFU4hLihlr20TBwPb68ntCAkQi73gMcDmkKMD+SO3zTJRq mJr9qZtDGveslRnVGsOnFY/M3A8exqODZ8odMmbxGbpBn0mdNFEpTN19slWA bJnY9q4ni00sDveUyciNIV+HjXdUHnWibl9NwTRhCtxaZFe9upMGXXtKRc9c EQJpuf7t97O4ULFzH1dTTRDu/VyTqt3NgDD1rem3d48jP3vdlNa/mxBlla9w YpkQyYF1cdcfM4lBlP+scfkvLGLI9nGYn9+G/izlAhsqlH6t+Z1ewYQbfWWL 9w1RQbb+qf7jViYwruvURw6LwNiUc4Z2Bwe+pvdoiSmJkJu0Ya0EcRZR/rgt 0yBdnCR7y2Wb3eERJyfZlGsVomCy4VTMrp8saLYeZIncnES0mod9JpsLcN9H xTS5PUIg8Fh4NihMANq7w9C9bAly75Js7+VLHILO/w7k24vA06TTNxKFJGC1 pqHCr8c0yFEaSwowZcOfdjd1HAXFIVKoeuGdm1IwgJ7tWxMtTpJwU+fNFhox 3QidT1xoRNzY/IfdWxaRr7DM8uVJQ07LyzQjDgfeaQ6faTshDUvbs045d8pA gPdv69t/MGCbTqdPZgUHdCvapEnoHL5blCNXvOdvpDCj/4UbNI2XPdcVDqIP oE6jmNjpeirU2jznNvR3ojUNP0TCpFjwpKaaKT/Ahb+F8vzQQgaobqWMX2hi gnp1VNGD+b6YBWeZ/oskiX+AkJqgCY0sPbPFrSJBnNwNWvZghEIjfVtCMneV iRGbZWHVC9sFwTDcKtqQ9w7bocYEuREBQLQ7Wd19Nfich/2sOV+SHM9hujvt ESajIaWVKnMsiDO/pRYWzoFxet6dQ4kTWORwU2aEhgCkekhNpSycQkkyexqP VVKIgHju3jsPRCBp69CFBU8b0Rc1FcXIk2wSq5Ow83Etlxi05Uc7GkkRl/FM 9ZOuFPKjz2C811EY2FZNXrTCaiwm5q00cJwDZi4uLq/q2GBi9qJniZUMuGi/ fp/8jgFTz7Y3WctyQbhiVYCDDReuijpGP6RxierlqN74ffP5vS8e1w6kEU9T Wc+A9t+4N1yCfSSHA6VqHJUkdxm4irfV3Iylk7KZSXPFkElc9qp1Q+9nJjmV HFKZslCUjBeY9Ce5CZGm6pd6BpwhZFehYtbRLAbwXU6f3pWBJULfX0qrZsGS 4vzl7MeiQGGOZCjM343KQqc/u1J60Hp3x6qYQhmor2Zabt4oCW+v5mdv/IMH mgrq3oZWbFjyhzsdufPI+lbfCIOnbDKUTz2Q9pZDPlzrf1S1mUnehFU8VEng gKDRyhUhk1IwyVqX+M2KCyH+t61l9zPA1q+EsXmGSiz377970nEERZWzqj54 dyN6SeeZr3+wyF/ycckz65mwo9Ay0XRkBBk88Yr9S5FHgrmK03JP6WSa0j+c Nc0h5OxEVdIHCXJrr+smjVkO8S8RXJr0WYJQ45pq58IYZJXavYKi/AHcsslC b3YRi/CbLT4GrZrCBfXFe/mtgmTZzzdWqh/nkE7b0qSi1SKgc2tYWFdiAivu iwq3eC4NknR+6M6eb0hwyWHrFB6PHKmMT7RtEyfTpk26VefYRKOlpKLJRICE OOdpaTEYZIvucrcKrXqcXX/e5JokHWpSB2cVL1fj+FNWPzY+ZMCbvvKDCwKK 0a3udB3bq2xgeuibn2+dRL0Sh0S147mQrjTBeTUkBLLRz38Fd3Bhe0tH0esM KoSqiIgqxPJIrCuLc6xXhORIrfIo5wkB+N3tkNouTAKyd4rbu0vAhqyvqaVV o/gv6oM/LQ5zIHDf1ajFTr9R8o2jiRF8NmyVy/XbQB1BRshdxMtAkuCFsVkP 4odRUnGSemjwCFYSHvslWzr/DyjHKRewaKAukGl9XPA31jzT3LHShwUgsfji m667qPlF/6lfHQxwD9WXu7GmCduuKNIuZ7LhyehFbJjZhLJ3vg1+Mb8v9bqx Ho89J9C1oOAlrSY8Qt3R1r7ZbAKLP3SbSu7jEYWUlIX37adxdoAmxcaLTpzD a6zvJg8gM7fzzU/rqUSTrTvs3kwF8Wr1V43re3D+5bXO/qEygPQqiHZkP/oq 7XZLVU+GXE8odQBZEVhR+s3Vw12YpLd8yV8+r1eDWRcdeM6DWM9UPEbZkAUH PtG48mZNOPWB9SWhjTJQtm7sdJJTKT6gmCRn7iVDTFN/WlvO5iItPafS6/Uy BNdceC/fEYd+NLx/uXaSSwYU4pSGQ3uxxoXvcfHz+qcVUbjsQjQdEiqL0e4Y Btj8o5hS7zSDfz9v4HV84IJS+XLv4J+VmLM6ot+8jEn899/Xdc8dR+scv/Fz vxSgk5U6mRY7eKS0yaLxyVthEO5S7h6c1+W+Pw3bvqhy4OLWQ/dPFw/jM1/s lnvNcOCK9ZXX+d8HcNSzBU8P3OWQqOyYlXUnh5AuzVwuP45FMirRN8u/p5F6 msL1YQMGOWpi6cPlC8JiXDOWtleMJPdt8ddfIgE/7r+t8m0UJAZrVy2PFpKG DfdijEO2zWDjuRduvueZMLRLmizZIUgSY8383gRJQ67W051BV0UgQrhjIliI Tr6aJora1kuAa5bL/Tc+EiTaaP4+ixmE3zmzqkJBGA46y24uyeaBfdYvouw3 g98cm9n2pZ1GGHVefXWfJCFY0kClfIJBFiwVXVu/WQzcWnt1pMq45GVWy8Gl 0VTQLpq7LxjII/FxNkanc4RAL5kfPdrGIUPmA1tr3wmDw37l8/rODPLy2ZPU Xbo0SG8nLfvDaWSnXmDi2Ro6cOSPd32v7cH+qgtU9Ls4oPbqVXhrhjCs53Dq doSwyO8NexwuzDKBXpR+N1iATg4nFhc19I/g/HN+O6iWHDDdqLk3I3cOW2o/ 0kwQZUOIsfr7g9EcsAmkbVqWSidddbFE9RqHpMu7zzHK6DC25EpHyRUaKFiw u99kyRAvV6UaJp0LBfSPNWssmaRHIWPReU8Z8PyoZrBjBYtECBgEbrnGI7nr fR1ERxhw1efS6p9iPPIr50dcP5cJDY9WxNrHMYn7+RGvvDQWaCyg2HV5MyAk 9JF8VCqb7E/nx+4elSLXRQ9vYQlwQC5t0yG2mQyZtnf7VMjgQrdLYYRYqiSh upXd83jChajxtY1L44XJ5/itEa3dXECVFttDCwext7LLP5YE8yA0u1YzMp4C lH+bLPFcb6VhliP2P94e1xyqOP+X/pdna5VeTrzn/I+tstrnzEL+zxyVlx9G H/2fqxjHgnUbuOQ/DP8EZv8yrw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 96-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01H3UwGcMZhjLLGZ+LbakqJQSUsn3Jm1IWrSniCiE9uyS8khIlhbJ XiKpLKX4fVXIUpYsFeKxjMiaNct4ve95z3PPueeez3/3nnPv59wF1s67bUUo FErVbP5vpdBT7fyCO8jzEb0RhlVsTFmqHjt2qgbFhHUUDLeKY1DfRHb69KOj z0PP8yyYgHu77PbXVJJjnV8e0aOlsc9xo4C5pc2o+sTpC32MX4gyPbRE4JeD jrxV+zejfJqkvNyTqZD+gXTWsbJZPMrGLmk/SH/HP2Ta0IczO5sI7OM9ozAs qEGqE3dPyZTwoaVZQV7vWj+6vnxN+o9dbKA8YSpuLi5Fj3pSmj/18YDyve5t gGspOnZSr3O/TzUZK5e9e/ROD3nTv8b9GkcaU7YPRjOJIlJ19e0VUi/+ktgj J5o5/I3kT/1t3FX6F1GO5Kf4X45AAo1XjmNYDnw85ygGn6hHKpcq/TT4opji 4hxvNhNNJpekTh7Jmp2Xmvb5omgtadpla5V6ioIpQ9qaD7pykMrtnDUtW+Uw JfrjGu7NKjK7Js8xJIYKPrpXmKHhX8mECDe5gCI5rPza5LNnZTuq+9EXK9Aj wCenKyK1s5SU7Pj58KH4RxRrIVnxabQD6R1QzNDaNYIoep2Bp918yO5aV9t6 eQIrXyrkLL3VjZbNybYvSJMFClM4Ym3XRBoJ6P7+HTScEf77cprOAJLqFxaW jRIAy/YuNDzYioYNLM3VW2JJ83clew2JEVI+qN3HfJLAa5t8o4uzBtHiLKr8 oIQ0WLD2jAffb0HhZ1Krs3omycDXC94YwAhJ8l7QvBlc3NOjmXs+aBgJ3hDt z+lScC2z5eljpUnywXoJB9tLBCb7077sy2xHbnqdP77d/0tazdAea7oNkaU2 O/TfICo2F49Cazb/QFmbejzbdzKxsd37xN0t7WRC3AOO9QYhmp942bjoVzM5 LMRMolkcJjSuJBNO/ag0dmtJ6M235MYQ7yQPvxEkke41cCGQAt/cMl/b+XWT ptTD9tflh5Crti9DsLAdrewihvM+03C56r6XKUpUaFo9GLTxDwFVjkVR3TWT 5IpUqwX+/0hhq0SJuoMLJtGvuFfBZ0ECjOy8Ft2mUXF0xvoO+gAPlwU67f8e /wa55Y7c82vh4WbjFdwRvVEydUjG9ErxCDkyaF/lnC0kE86xQ3JfsLB66cvt lu1UvM9vgfPAIx622vu7gjtvFK3asUqpSLQXdfvrimSKUUDpqIHrgasy0GX8 hW5/mQb3Tr9JK3tFQPXWHXxdTRG4edPr5FQ1GyJWbsi6uX0c1bEy6Xa5HYiy zF/saQUNz8k2+sO9y8FGMQFC86o+spultmk8bxpp9+eqlZwUhRUf1sd+r+fA td6KBTv+iILGD7/XOQMcYHmta4geEocnv9YEU6UJqMz6rcdQFsc0fdvaRlUu Pnt2ToZnNR3Oxd7ZrcORg1bbQY74jQk0LrDksiVjyd4PSpnzjGkQsdz54lE/ Ggi6I9DtPEnceWiLZn4ZHyOHsaAcJ3EYqW69XLdRCjR0TRX77ksBDFxZmfGR B2ccb6xzEZGA2hbmRwGNBQModsfyOAncErZBMvmcLN6nA78eXpLCL3avPPxF SQ4rVFvn+hOyILk+PGpbAh9e6w7ZdxyRBXbjHQPBFR4EXh2zvXmUBa3HO388 u0DAxuoOWRw+Q168NPWs40kVUpzeVMy/NUUapl54vs2uG/0yS0icahCFikbX 5t6EAfSTVngdzWdB/gBXqdCDCyvrY8oi26Tw8stFiwiKDA4IpGmKWEjhvyP9 XkreUjj0lmrkMEUKNxMlk8ujmfikakT9fIEICPfqM/aseo8cUXPKvGEqRJsq abFVCsnT3k7C4zlM7PlCXnNKloFHwr58VZ/hgIXzNbbAk4BxmcKQPU9nvXTw zhzNuhn00lt6MmP+JNLWvpKUNyAkqRLvTUIixYH5bkt92LdfyKjjU5yLmTS2 kzV7HG1Hw429RuM9LmKwIspAOf5mLslgXFUeOMyD4J/dzy5O88HiwOPfKjZc MHkvETs3hQNGV88dXhskhfMTrMM0o6fJnihJuf35PChltl00T+GBO2nw7Uai DIZCvzS/gxRckdqu3VPExoOih9gtKZJ4vMSiP92NhvcXRixqPNaDHKvVD3S2 MuCc6Tyx30fKkWT42wuZs3u32LyvrsqSCRT2cLbiLynQNKpscIsdQloeLnUJ pVzIGCg4GLJUFl65f8rTOUqA5Viou0MuH1SOesggDwKb547Le43z8Z9Porsy X/Fw7W2JeHs7Ln4WUX1XfbbP5V1HVD6rsWGCs+ppjQ0fDOtHG48HccDu+mfW +mlR/Ot+0OI3GwZQTBWnruBqN9IfO1MyweDgdwpJz6e12KBRlzgQUDuJjB76 Jr5TIvDMvOyC64/YeIrSP5Q7xcPqD0NqnNRk8T8mV9asFvKw5CYzq9caslg0 qeX7TAQL367PUdZyGCPb1lgZCuU5eGHkWJ+GDhWXNJSb5LSL4Mj5rwOqJyfR uo6F6WUa4lBcsJvfcX+YVNoRE2UVLwuXEZUulO9EIip7bTMIAt+CXYvy/WTw 1L6WjXWn5bBdwUSzgYMYDjtfqKfHYuH00rZKzYvdZF6Dg4UnUwYMHTS2qFhf RcnHbBp17rLgXXhVFXGqHf3TnbXOzl0OzvZx+tsCqdAjuYe+NpkP/6q4EOZu DJgTF98X3MkHd1r8pLWJBISri9MVEwn83rfFoyiZifOll3lXETQwckAFm4/Q cGDeVgknD0m4Wqze/jpwgHwnGnnGai8PQP5a1LaJGfT82sGnD3LkQEF+rjBp xxQyQx7ivkZMHHSN//2vTQ9KL09fGR48TGqfy3cKMGYBRS1JrYQjBSuKbMZm bAZJXfvWziV+HIjs1jE2evYTtT7uP9bXOXvP9YqOlmuzSLvFZWur2HIQ6mLQ VHRiAOVtfRX8eHZfeFMjI3GOVPC8FazSbkHgnEUhyzv2UbHEXbfJ570E5rJU cc+MCM4L1KWc9JXBJ8e0bS2XdaADbg6tjxpEsXVfRcj1chGQqF+Z2qz1mzR7 LGnovYELyLAar43uR+XrjU7TmjjYK+WLM8wRB+E/yWeat9BwVlvxp0Wzvskm 3VybKjtIw30SCWqmHGgdvvE13jSVfBlpe4GmwwW6cRb3A60C7VJKn3fcl4v3 k4ssdbJrST3Ds1+8GrjYMGLb31eMJrKx6e2TFRN87DRflH7QfYxc7VqblDzr L9V+72gdaWlI+VqOtiewQPWD2zzVslFyLL6J6Czgw6PVCRvablQinsaD/uMV bGyc+Pbft/GDaJVLTc774hIUe2Rjd8EqAn9psWp++EoM9ijFKFubSuLeM6Yd xUtnvRkQXYtTBKR9seMi32keMArv1YxyW8iY2LmPdoXy8LsJLfo5zza0Uer4 vE9JHFz9xTuy2X4ErcxU9BoyYuGzmv50rR4hWkB+G800mfUaqEmYZNKh8c6r Ov9mEWzqaLrETVkatG8nmIcZTJPp8+sdDmew4M82WayyRQSPZg+gpjfS8F7v 0dZb7uJgIVj4nfKRiSv3PaXbNUhCxQvB5oU1dBxnNnuf5SxckuTpmvaeCrvP z1n/OY+AtptejQz6MPns0LRBsUAKlyqIaE+0MCCYaaRe9ZeFj+VqHHxRJwpu 7T3rpCv4OP9gZsseNgXWls3cEQkisOby+1ZhbCEyfJ4TN9LBw3zXuwpP9lPB eaeaw6bzLPwx1LqyZpQBWQLctjNKCtPGx7e4TzGBp3C4q/b7b3JY/FP6wlAe aKamRrVni4G+4KWYhQcbj2kbO7sK2fB0KPmZkb0k3vu0vKypf5jMn3tmgVij HOzT0TXJfj9DPmH/fmyjz4Uw85Vvd8fxwO15hdEzS0nc9SMRL/XkYYVFh1Ht VUkYVbnc+fmyFKhrzNfbYMbBvleUv7Fl+MCvftmjelgG/1bMlnfw4YLIoe5D jNUs/IBqFKTvSWARrRNLTulIg7vfBY1/GQReMh0n6x0mDU33Fic6JbGxWcjA fvogC1bPpTh2XWXBD8uTGr1MLt6ZlZO4fUQa6zO9Dj3w5cK8zDV75A5w8XjD cEDEAjnovlT6gPGSiRnDMQtn1vEgZnxF88JkMRy0w123pJYH6KvV5vDSQVJ0 Z5/1ZnkCwvO+60YnU2C3X0Pkz6Wz/72WzeoD+QzgRNWc2PaBjzcntYYrUZig /FOt2iaZj4XflZ/8fcsD0Zyp9fe/8rBNrmDmQBgPjvTaCz7U8zBP/UnByL3Z v39qvTh1lutYh4I3NvGxuXA0MS2bB+FRLk0m/4oA5f9iDj7lpB9ac03uPw72 kXmzIon/Hz8dbVBerk/g/2e4ow9bnG9x/uP/AfTTPmA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 97-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk81P0Wx2fGzIQZY/YhS5YsRSiy1eP7TVLSakvLU7RNm9BGIqTtEZIl FSlFlkpPsqX0+6askSZ7eNTYJ/u+DXfufd17z+t1Xuf1+euc8z3f8z7qBz0d jhBwOFypxP8dcYue80MiOjHtJeTaP7hMhFuu+3jyeC3Ien45PSmJjKDueqw7 aBDc/uTalK1Khai/l7+r9humeVppp1Agh4LcbG4qVrQBK0KSRv2jXoATjy7r CskDEyaXZRmpYgyX5ZitkvkJm2XcEnaQmCgocEFlrKsWfDhgOBQo4sKfbSrK 5lcHwc3RP2ezcxkQl0ZR3VBaAXSWjXNXE7kQ11T/7qZ3BXhHq21tXSHAHrNz HSai+zB52y3JJ8rlEM5uOIHCK8GePSxwfD85jSH/vATKWCP2+cj5A4nLpwFu 34f0a76xAIVlsFQ+sWFQgIJqxKEGMLL3qYvTFymE8/J8sm0hAStRdHWIfEWB CP+i6gKxDtuRfqe17wUO4UZNDON788CHTVbR263YCJfw2Yx1S4BFHKDMnTyK h0GmFymRMTVYcai2QUsnG6nl21cFfOsA6KhiVfAlHgzK64193l2BZTqwrZuc P4LHzrLVZROdIEue6eRyYgLgzLtDT/gFYexZvZ0ZKjyk5lPMXB4uAm6iQ0m7 9OgQR5kfP8hvxUxZSroP1xMR1HPStN4tBD1nRMd7J+4Bi9bghNKcYfDt/umA pD456Ex3nIp48BO4bUx9YaAwi4Xmq7+1guPYgQLV2KBIFurrMyw4FzYGxvKN C3JochAbfPHVJbsDbJr+HFJ7ZwpzX5BKNfQbxabi5E5KWxDQDnIcMNvwA9SV qFXVzMqizfyiZIefHZhd753C5avEQCnZd3NJTxvW4/9ocsaXDGf0Lz7jeQwC /674/oE1Idi624Ep/iHj4GHzneK6h3jY6Jedzw8RYVOlqo90yoeBt0mwdJdm B2Be+mXcuEUKCU6VxIlqZzHTiv3yn/vlkHuyTP1u9VlQEPKAmhcvC234l7Xu SOGRQYKSTnU5F30J9djV9OQtsNa1uGBdz0Ftmw1Y4+YT2GhpyYP9uClsfPiY wDN3HmP8DNLZfIGBdCuy7PZ34NEZOaL2+FUucnf6Xc1aPAG8Yu82rMwfAqJr poRsEg42b7tJsqbR4feNW7mmhgR4bXX1YuwdE8Ya/ZFzy24KLM3WPtAbKwI4 vWukjGopdEbPFaTHspBN4s35HYIB7GudhVSw8RwwGSzQKT9KhGE5iZvELSx4 tb9afesIEYIm/oq6ORb8lvPbXFqNjAJPNnjTIRudOaPwd8D3RfAOtQyvsZ4D hUeGmeQbMyDycO+hraYfQf+nJdmLN0vBZR8bB/S9SRCcnAzL8yBD+0l3D0IQ DeqbblEdeECFRZj4dd0qHjx96oalF0EGtgL9GZINAw6Bx1tXJMmgRcZVHCGe gVxWw56HPlS02xn3wzCMg/JNR4917pOHC4JTKq4UHlz3vVMexSxgZ8N7iGKl bKAqXl/KDZ/DLJnHnHxed4CebU+T55qJcOX1KOP+6jHwj1TxdaBEh07JOrYK ihxo1JD45W47FaVEM1RqvOnoZqiUIcGZigQhT0NOOcmjyPCld8dwEj2y8Afr OA0dXRrboNRFgN/8Yo20zRrBKdCWvngMDxXEAesr92eCE4Ee8255FPQoWUd4 rU4WTdGKbztmTGPnKEcLtTeIQVag3OzfSrOAum5/WLHlHIaXKbK/fZcMH+tX +FUODQGbzrIkr21yaJe2UKXZmYxa+m2m+rxIUGx0pf2CdDFwdk39rXGYBZfY 86+G3GdDmytn91qEUVGAr4uDKA2P+uJk2bs+cODn7r+LR+p48BJm1XgjmYbu UULTJo9LoernHSZ9JQx0bY/6dnlzGpoqdx7M9JNC4z+aig1jO8Cp77qu3UJp +CtoaHMc5ReQjXl3PruBCfVrWTdva8pDHGMsV7WHCqv8+LjgY9Nglb9X/dMK FvxEfJs2fJsBR8qIO7PfcNDvFM2MmSgOehn7/Z5uOgfu1ktZudOBBWeYKzNq D3PhmNZBp/RyNuRfr6KvERNRS2X0RR1uD0gUMOs/XhGBE+rjy7SyGei9Ssor 8SoGlPE+G//nXjy0eRic/H4JD73N2EcKGmShOdzgaMEcB9n2MI/flfT1l/1F M+N5DrJpqdzuXs5AxJSfTQuxdDQZ+I/PPbl5rN3M3XpemYkGLK3momqJqLy5 0j6vg4BkXYpe+JlMActOzcwv+mToOPNa+y+9IWzJ1sQ49yfycOxSjbq+cBgQ NJyO/M3jIWG9eLvsHQaac/m5rv4EG8U/0ulPCJJBUeeKzc3pdOTut2fVbOoo Vth80jmAQoOhFyVcTGgEzw4cbll9jw5Ju3xSaxuGwF+iHEv+JTbcp0I0iHpK gn2yjossnnEhTatbYRwvBxWSngxEdHPhG819eoo/5WCMLnmRajIPDdnsOnPf iI4+yOkFCnhScNOOgQcBZ/EotHCjjIe/LIxLx+vZBnRh74l3T7s7ceDF87Zl ZuuI8NXV3RnxeWw4T8svuGVPgNuAPznYhoKeCDrWlvj/ApmVmUYxEWNYVJFc 02C4ZN46KTrlTCrcy1Vn2t3uxkyPCbuXhTChjTDhnwmtASBMHTww0E2HlEKf edcPdYCv/cVCwGBDx66iPd0npkDhxjcRqX/yoFmD4osJBTIMCI/Q6HDmoeNp z/kv8GQkc89v9lU/DymWeY7Ily9ChaGmuKPBNPQ10FtsNigArn4nhY+aiSii bL9+ZC4OyjQYPW9b9RurbeiSv9DFhMD6O7JIGARlfJp9iw8TXU7/6gkleeo3 +B4CDDzKaS8t0/qTDjksZWmFswLM2kXmqc4WJuTfMvNhtDaBrLtHzkutZsEL Kxs1wlW7wc4lmYvdglloQC9xsuq8CDO3PvP1cjMLVWct1GrxB7CW1ndpBjNc 9Lrmh5WyCw4Ze9elPJPwh7l+NXvGlwLTayqB3VM6FNbqmnhoDmGTT1p53R+5 0Eg593KGrwhw9OMH3aoZSHmkVGqS1AlWetXmFZWWA2HnRiUNyX39+tO97eEb EkxyZu/6riaN+k9v6SxdLtln181MkagEO1Z6SitYzIHHaLWzlpZpIPGx4qOd kRzUJRhtDO99DdZR3RaXpTBRU3Tg6/yu38AoW/XyqA0dLc/eIG0mmYc61jiR bS+N1sQwQh1sSbAl+k39tTYCcsrwWOH4BwWa3Hm6I8pKjCl4UQsOiuThyCZ5 pGFLQNblN6epXRRYZP5oY/glMpQvdcs/c1UGfXPJWMRvloWa6c5T95aSUNI2 yX5W0lFu8YyHXNUccDinsKaqkAdzCpSHauQ7sZd7xFalXVR0xf2Kn6KYBCMo NrqCaTpK3elw9YY3Hvp19FnKVXPRm2GZVmmpSWDxZSGaECb5H/J87f3PxoD1 q7yk8U4OOk8Inunvmwae23VOrj9HR5LzOeD2ggRzulD79jgq+vjySHuYmgzk qOztrWv6jR1sv7CaaMaBhs+fx3XkkqBt3o6Vh45KuGCy2dN7ngFtle9VzHwl S96h8kvr4BiWVeY8R3JhQ5fVpva5RQvYUO9aRTVvJozaYfTOIYkDw75HOZhS yKj3RzJaHsBBIfqWgfdNyXBCw7e7ypcKTSbVr1f+oqPgi2qNDBoXxlxv0xkY lkG/VXOVTwaxIPGXXXtMIBXF423C1gbwkP/8u7OfrkjDSyHn9X9J89Al/9Aa 1Ulp2HpfO9kjhYHg0aa9UXto0FgRd6r3Ch0uXWa8Zu0RBtqek5dsNy6HZmhp vksJTLg428yR7cpCY3aeW91WMaHIpyJeOouCqKdP51xuZMHEKYM2zWcktGMs X/ASsSGocd8QUzGMXb9whH0sQ1JnYZNpwjMcTCbnrSh05qKgVYeNXT9Iw6UG 6aWR1zloQ4owZgmOAq3eb08u38JB801qadPvOFD69LSPSSoLHS7oWnCN4sD8 H4LKG69YiKOb9nH8PgfipnyohEwWqqfviVjXykWP5/rtdnuwYEycV6v9LwJM 1Lvx1Zkm4YLH2sjaq2xorbviVt4IB0UE0d4apHDhEPZabdN7DsqYaFZbsVbC P5zolcFLDoxeC209w5koLHral6bFhd8+eNm4PJgDuP+YAjo+U9nip0+D/9Mu fd0NJhvp/9ft5zIMfTdx0X81/BcD3eCW "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 98-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk01fsWwI9zOObTmQ8pVCoNt9wMofLdcUoilZB0b6WSylghiVAqCSmk kCizUrcMleH3bRAZMiTDRWSeZ4eMz3vr3ff2Wnvt9dl/7T/2/qy97LijiTWZ RCIVL+S/K0k01eZaUDtRmyTP1DrMxKS1yjETZ6rQ50+8u8bHqBiU9YhO70H0 vkZRx7RLCnB/t83BqnJiz5gNOVeUhr2P8f1ki5pQSkxNWa5GLyLNjq7puJaF gtOqVM/5zBKkVwfSl6Z9JG4OpB97ymFib6/5pWMdVcgiP991WJIHzU1Ll2j6 DiL/t7677sgxgZQkKb+joAi9sAbjWFkukOqqs/3OFaH1Dk1JBZllRAw700QQ 0keEUD+V7POmYZLBcJQk7zOhLNbmZqczRWCPrCjJsVrCuWzoZ4//JCL9kZd8 3S0MRfTFvtPNZ4O3p4x80Ika9Alc13h4UzDJyfGJ8XwU0XZGOPljsiRgoWel rsLfCdMzuYc2DJEwaVRtY2R3FrIk5Q/kqbExKerTZtbtCuJkj8XtXRuEwFvj kmRw6Dei06tSX0WEgxXfGJZ6lrehlBG9X0vyeOCd1R2W2llEJHiHlKzZnYti zCTKCgXtaG2ByOSlaxOIpNnpf9bdm9BR7NjqKc/DihfzmWsDe9CzQrsgY286 kCTnxo/bNBLKsKE4PVYYwzrTFbqHWlC/hVKjX2860mr0iSrIGEbuV+p/7C+j gRn9wGRQRDNaq/j0RqLeFOH/ZtlbHRgn5o8ErLoqw8Z9fRvfOQeMIeE3e4Oz OTQgBp99NU9vQ9x3T9aX+00QVvOUxI3uo4RycenDg5soeB81HG3e8TcaNzBb 8jFRAu+2+RBn0txG9Kv4nR5dNYPk4tx2f+5qIhqmPFt/MKkwtf5SAs9+EK1P bJYOy8lE2+94xXtcG0e/i8dHqP9Fhlr39Dc213qIJ0Et3wtdhtA5NR+xjhVt aEQq9cJIMRlX2H0O76maJrZ2H54lmyzCVnHi1YeWTaMAax//aYEk8G2urLxL EcL45vTp+095uNjf/mDdk7dI4r6HiVAJBzft3sAa1xQQW6KudOtpTRHjw6cr HDPnCC+jIaJOm4mVi14ZHGkTwkHhHQ2/zvCwlWlvGWuxAO30DX1MGhhBPdc1 yOkiJFjneK7yYD0dKvX3cDU2ksGrSaHMJ44FYSrbMm4bTKLzBx9m2p4bRKR1 10VSyii4JMY2QCeEjfnRfnP7KgaIVxFGH8WTp5Da4LvVX04JQ1+i0LBiCxt8 +8uW7RkRhgO1hk9GxDhQntGrKaZIxdMRBjT+YQ4+f17mpWelKLxwm3lJc+ZC i/Uwk3pzCjltN7txZ/M31P9RIX3xbgrkmurazBwRBWQ7EZBlT4XywCEV3lE6 ONjd1HYii0N7tJHKSl8mDKGYPb/FiuPHUZdXDRswsbk6dD26KIWFLMot7k5y 8fbK9kU4dJ4QfFBMi7LNI+Rn9Qq4gTPEqZH0EcOJRtRl/DRupl4YQja+vtk3 PYl+UPJvIDk6dB3cYm+bwQWVmuji+61SeHMvSoxoZWA/f8pGspkUrvFb96mB zcDBgUr3x0hSuPWUHMxE0PEppbAauQ4yBFvfcKhIaUV2qCl58ZgQhK4cTM5W rkRnveznjmVJYiJ8U9iiSGk8Scu/cyDlF6Gcq3lcPn0KvfKSnn4pN43a9uhd KPX9RQiJfzC8c58KWtNDt/a6jCN+e2Gsk7E01t/mGirLF8cN/fzJPicRKKi+ a3s0tR6ZWST2Lj/JgtFvn0733+IC/+qFw1oBUlju8eX6nGvC+DKhU3szjoaH 9gfH2bpTcVlqm1rfZwaWtHDeqdBKx5NfzAbT3Cl41c8tJdSwOmRXqWzR2SIG yQ4RVaPzPUgiNNslvYYJ3GdRUaucGUBijGXKL3jzzF9zSjdV5tEmD6fqp0Us +I1xNy7SnwUjhcL7019zsNC7ba8C8nj4eVjlA+VkDty074fvHhyYYv6eUnWS C3HOpcXDVB7Y3Cilb5kVxuUFS4zeWjWh6Apm9furPeiB4WX/vUcZOGdp/IvZ TQyYdQ3NExQLA/+RT1yOAg+f06YYXEJcPEMaHH03w8ECoR+dLr9Y+Jbhpc2q cxwsHD7icGqGhYXjm+vmw+hYJfSqzfxBMm7dbKU7t4SJ3zX5iv+6IIa/1JcY ZrWR8ZXgkvLl9mNIu31FWvF6KmDr5Q6Wbp2Ewp7ocKsni2CDxSqoU59E5OWm 1i95POwhfSBQvZmFZ8ybt1efZeMyT9OpqTBpfM85X1OTTse2i/Q8frCniNx6 WzNPSRr8XbAl4q1JF0o4erJB/QEdXraKnFp6eQLd6snQtrnMhp1G43aQIw59 EgdEtRK48Ii1Ubr0Ex1kYp8MBHVyYWLZ7ec22gwIVaaKysfx8NQunYSyQCbO k17nVcGjQMRZ7e6znHnCP1df3N5DAkz9TsipF9UQOcL3HaxMOfCtoYhveF0M XvgeSonMYsPAnROufCcqGCMPqg9fEje7l1zdbVKE0krSVEKDxoic6Ojqrzdo QFodv/oLUwqyYfisUnItoXG6pXPNNSZE2SwqiXcXoJbEwaMDnXSgPpgu9rXu QjarirUqGGyQSFvRR9EiQa7+66DEP3lw6NW244b5EuAZGLS8zYyHZdcVxl54 JoHFH7hPv+jnYQXvbCXVe1I411+DdMqHhrNz5HRUf74lLNxtWx7XC2OXHfV3 VbfPIvEaldSmTb2EpdjHRrs7TEC6lVgrahB9CKldl8Fk4ivJXx1Bhgp/UEJf 6mTNEhmtBYUr/6SD7yv3eM7F90jXXPzpaiMmpEs4xdXf7UWv7lu7UNRZoO5n hdk6o2i/QtriYz4szMthx4DYOKGpe/7rlXoW9gx8Xj2pNEE0NGYnbZji4sSH qlO3B4Sx6rnv8QkLviGF99zOaxOH5G8lyOApHaD0eaTdRAsx8aSR1/meCwZ7 97z4y1yAOOsjB4+VMXCkw3F6nWwx+t2pKutDwRek5GhsdFWMh782WzU9ei0C w7f9A3XHRXC/g1F7wVoOGL0ZeBB+uhqdLrBb6TPLgaqdbDUduVYUHSP7eH8w B/tK9S1ToP4gtksdW1wYz8QM9rztyYk6pJIuf2WUT8fNmlTxrV3DaBlRK0g3 FMM+ndMSlrVkaAh5XX29iYz/6Ar6fb2lOKjdfbrvns4sUZV0NormTIORXYvw 8p1kHFSv+HorUwI+aD7WD7xMhS+Jj8Lb+KK43DxF1KZeAi7FfEqhuZBxrPHC fZbQcT2amnzPFiATZ5ktpbk80Ohv0for4CXx3HJWp6BDCmvHk99rylIgSJKv XPFrYb6KwSPZMjPIva1PW7qMi6uOmg9/+9yLtIrnQ8gBPCzaYlN9wLUD6b7I ih1v5+CPyyve3l47jBz3rrbVc6bjGac+yX4rMmR04Na94VLY80SlVzSfCpyl h7u/1/USX4mVOW2NbNiYmhrelikCMfTGty0xNDyhttvx3BwDWvi3Ol+qU7Bp Sklx4+AYkXBxWw21nAXm6hqGmR/mCc0PQf718Qy4t08l2ySWAzHjZseILCHc /XccXuvJwd2qssSfPUIgWO7WWeomBd6++5OyemjY55JiLYPGBeYWqRNZfiK4 Vz5zia03C6g0gi77UAxHCvEDtnrysKCInbe0nAKXr7ms/7mwB6XT58PzDgtD 48NVcfbxDPzjeYUo95sEqMqS7Lqv0qGhYz6E67kI783IijMYl8bvmJX3ny/0 F6dvPsC2YOGhrG7GOj069FwsihR7JYnpXdv051yYED25oWlFggjmRgrs7qWy AH2z2hFaNEyIRTfk+2tyITS3TiMqgQSCW/c+RXpzsPemk6oWeWKgme+5rs6A jXfEt4QqkCThSMRF1w2jLDxXp5j0K5sDUisFr7+6M/DJdx3zFvc4wC7Ufm14 k4E5yknvxx9ygDT2mkm5zsDVdMug7Y1cPDTVNiCitOCzcKdGw59k2HqQ9ih1 CRefsd8aXOW78Ffss+Q6trNwkDft7YZ4LjR7ndge7MbCKYJ6xd+28nCzUNXR Py1ZELIVdjoueJC7enR4yW42lOc58c0jZpBEIVdyeBcPn5kqaXBfTwPXUeWk z55cbN7XWaOmT4fjp8m++ke5uNU5ZaPbLi7OsvweGpjPgXTKl0LLo/2I9J+Q wRY1i8uufpeAf3jNWRkFPV0e/i9DpcnSWo1D/+c+JduuzYOM/3F2qxudvV3i fxyo9kZuRtBF/MP/ApYHEQA= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 99-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwtlHk01WsXx49jOjg485FCpaIIyZTcnoeOFA2iXFEZbqGMdYkMOUK3lOHK kJIpZKi4oiOV38NN5nkmkUwZy5TpOK/3Xe9ea6/v+v6z/9j7uz/b7N3NLuNx ONzHjf6v4oRzHYMjhrEwdW1TjRQKwu1RTPl1pQ309OX7rMoKIah4GBtlz4C5 ibG0uX/EIZr67vh7WxPm7Vv4Ov43CcS2Zd3dVNMPGEAiIKN+EuC4c7tHgjlA WVHpQrM1F8MVmBfKvPoXI9d++WK3k4LYgTyZ+ZE2MLvnPNd+LxMO9Mts0QmZ ARGBubFX2BSIyxKTNaysAdpp90PFVRkQ193x7u61GjBYyohrJddjKbQ3ZosP JzFm5cEFLW1JhDv2M1GM+QnLuS6etCV0BUP+nESx+S5sxwGXS9oTvwDufGl2 qE8s8DyeYOdUSYPsACnZiD86QdzOY2vPNPkRzsM97SQvEcOX5PMWn4lBxPei /oZAO2a5+3u7+34+hJvTUH3ynQMWOSbGKko0hEv8qE2934zpeWVK71zEQbbW TbGomFZMzOuWXcgOOmJzvsfmjtZg09brtNQxDkg5K9pYtTgM0m4tP3mauARw OqNhV33ZmJNhiqKpHBNt9a6g7AkfByuZXn6G7SSIE1tfsHfsw6Rd9d3qeAII Kp2RNzg3CCJFR/Ny68rAgb6gxMqin2DHH0chvkASniWZL0U8HgDzS0m2W92X sbDibW8PwQUsmX+FE5xCQ5OTqiWeD+YBhePsULZFEmIzLxosCofAoC+7vTZw EbPj8T9X9Z3DLNfDqzKVBJCpUDzQNuwBzPp7zgXmosjYsTzdbGAIe+hzi/p+ 8yrYnO5j/GmsH2vyOd9Y/kIQrijfzGS6zoCHl0vWzH9UAv3IwAz/4AVQoVXs HvuRH3b5FhY7Bo9j8TnHN7WxpsE1jSDCiPwQaEvyfE00waNml0/x422r2I6Q FwtbrUnILl2k49y2VXDRyIkAzcRhbZjr791pb0ELP1JBZXTUb6xCXdBZxII8 tHR2X1/DFn46Nbu/Wcemim0sr/AoyO7MRCNVehFs+TPasVF+AYyHauELBXHQ L9Iq2TWLDFuMTjC0VPHQ755HMCucBmPVfiu6f2wJ/MEVFPbeNQtwSqGCOY38 aBcjsLs1io5YSXfXTZunsRgbm+Bo2WWgMVOiUO0gAI0fX0pgjdJhyFTjthOz AtCxU5VJojNgU9GEDmGrEPKueZfjfYOBrl+Xyg9oEYb1Q2q2q+lMOHj5J0Xo rxWQ2FRktdTaB6b+lSuUNuaHp8dy+2uPi0Dg/OsBx1UILsqpKe29RYZuLn/p euBF4BTXxYH1kQp/gJQTe1NFkLbQHm1cNBXptwxLohge1hli/Kherw2T5R6u ZISvYZYoQS/7fgsYO/ksfa1XAC50tfZOKHCBWmdSbdw3Iqo0cNtnf5aK7obx q+LPbvhToUeCAykoKnxH3DyOiGzatL668VGQw47Yzs0jeFgsXv5RUncCuID+ bOl5PvivIWe4wWAAXA10XbfliCGPCtn042oktCRREWmes4x9dhMTZsgvgYJA 8dX8jdyUWClatTcsYnwi5SaRcUKwtZqZ0LK8DFjDVakeJ8WR9hlRMUt1Ivo8 xVqa9BCEd43/KdC/MgJYt/+0PvCAiN5WpFyKvCiM/LBDXX+lS6Cjj+JS+sNE UGPukMbkJzJqx1sOa+VQ0FL12ZlXvvwISd3ddJ73L3BpUbQcHSRAHZXtqoq+ s0A05p1XYScFMtxUvUItqBBHnn8jO0aEvLma9CP+eKju79HxrIYK42WupBiG 0uHL2JZHitl0+DpP0/TccyZ0vFNPOsgVQPUT8sZGKvUgqZnSUXZ7HHzy4pu4 KUpG72Uy8rjqZPjTv+hrpB4BruFm5krW6Chzc7bDWWUGumdyU3v/Oh2h01IR zqoMJJAx0M2LJSGHMfpD9WxB9E3bzmB9CwWFhNQybKhEVN1bZ8IZwqPZmo75 mowfQHdY/lWtshAsfFkmY7i/D5M7kRRvlyYJHTRuXrxzbx3gt5+5nM9kIilW Vo3txvw1iwH9jqs0hH+Fgl+0k1C0Z4WODomEdFvo3wYgDn3odT4bICYBb2Y7 kLOVZkGmzaXPmo9I8LxHzA4H2XVwb7xI19GPBtX8RnKn28ThpKi58IFMBnwd Mx6eTKBCqdS06YhRBqSqO1WUh1BhjKKQsGw6Ewmc2NkjOEFDpeJKgc1Mfpip 8Six5/AqFvbBSMTVXxRyJ2SEZhrSsfcCcW52Z+hwL+tU2cVqIswLOZfzhEOD X0iS6twYUXgS+AsFscRQs+nKVPDJMuxV3Su1mIh5bMhXte1loDjEKWQoVFOI sCsDH170NBXTchoc3R1MgbSLTYqmg1ww+HzGZnqUBD9mXXgwvTALHHfVHmgm 0+CPseE9MXoC8IPR64jnF5gwINxOKuWa5IZGbB86y0TVL4d6dX+XRCKPfFfz ppiInBislPuShD6EaeEcgiTQ3ouBic39XzBLX+fB5N6NPCwv1RyhLwORTrXc fvUJbEAnOfcPHQoEBi3oQOIMKMXSiBEvyehWdoM7lBKCEn7aj9dNlrGib5VV Oy+QYJ19bQfD6yswsBB5pnCcAnsU0o7ESy+AgrjLXvyaVPjPL4uZwckVcFru lbRtEBVp2luxHrevYToG1xtu9VLR3/q95RcZPOxz37sslRUGemrzoGj1jgja f609I3ODD5PjyfzBpgSY3VoHjj0jwf5yBb3V5E/Yr7Q+5mgZA/pFATmJazxA V34yY9tIRqwJq+ndQ/XYPo82TnllNXBYOhMwOMdADQN2/U9fC0JQjvtYUM2P ptyOD1fuoUP2ySAZM/lJ4FTpsjOIS4c2mZrnXc7NgqSUTcmnNzhqfzjULWvb D0yfaCtdlUFBx9eELVkLrzC1QtlbcywS0vALp96uGwHbsK7FQhMCqtYduW93 FQc/P3zdEdqPR5d25WsKegtDjb+fmUYf4mJRX6tulXCJcPaoJNp+BL/BjWIX l0MEWK6TbBTuJwSD7/bcsBAURE0WOcKOvaLwsapjCeE+D0s9GZT+vo6E+Dzn hKeKp4GZp9TB+g9M6MR7lvp8cgC8tOIeqhwhovmx28KWmjgYIcZSbF4moRu4 g0WOJxeA79CkrngjA7GL951WlmwFB2p5D/EPmGhARRxnzXsPDPI4qQvDdLT9 jsGsWdMAcD+l4HzYk4TUyu3NZ1XWQdEI+nYqnogObAJb8p34IV3G+nt79wSm l9hmUBFCg6q5ufFDbwRhYYEUmedJRL80jN2vrZPhWs88oUGHh53Jqavtm5nH Hu/aWSBsTIUWmlomb8p5GPvxwGpcDwlGm6q9M0ulQ+d96p+jqlaw7z3paE8A HaXd+ME9rLcKFrf7jNb7EGGitA2rg0xEQTe3dpElGDB6RieJLceHJmTfbHFm UyHhoMahpwUC6Akf64FeABMNqvSSfuiuA79gL+WvBCb6bfHNm/dsHuhL2JXu mkFGAQvVrxNMhOH+TTiX77dJ0MMv4Z9CVSI6VcRJP7YgjmaUl664CklA6UJt c5olFXWZVL2YeE6E4941TwgFYohmL94dQCXDpCWVfvlMQfRZX4PgHbfxP612 hjE1P7GwCnPvl5/oMOZDt1ZiJg4eFXez9s2lIbb6pf2WpQRofN4scps4FRlm DMbI4cSgv0/y0YcJFLTevTVr+R0dyhYP9zcnSqBLJSM8y2g6HLhqtF+uVALR FbPKFhLoEDfQv49QLIE6SFYR+n0b953lKFwuEocx8R59Jl/xsOd2rDOfEh1d cdWLatu400efv1J3dZFRBFvirUoGAzYAun2XBhnlLPZu3avHRE34UskHwmT4 UA8ecQ+noLSSyatK7hTYVOrBsni8BmhRexmDfzPQlZW6z77KEnBy5LRp+CoN WUyOdmoYbfCqSYAQWUpD3zxzVH2OMpB7Uc7uzfepsJC/usrKZgr8yMsn4dOY yLJTuvF2uyhM671mcCeLgXZflZI7bMBEn6yNv0W/oMMWM5kurXNMtP1LtalR Dh1O7nAe054hI1N/xcYBDQZ8982HRNMXRULWtuqzeQwYrlG8eW1xDEPDsHtL PhMaD3BG8qI29vO/kkL13CPyRDYR/d/D/wDQMOI1 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 100-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk41fkXx7+u/d6Lu18JUVlTVLJlfD64Ek1I2VomZir7oGmxJERpCglR SPYsDTOGbiLfjxZ7yS4SWbNPupebws/v9/yeOc9znvO8/jrPOc/7fY7yz372 pwkYhr1cz/9WTLzYPTJuDDeuto3THqMhTFM9c8mzE8wtWrkWDIgiqG6OT4TP AzXsL/HEEGmIZifdnTrf4lmY0Omzv0mjcFfO9Q1Ng+DKAEcz9tQcwFa+aIxH ckFdVsS1nXorOFZ2uFyh5AV+/6HECaU9NBQetqbAG+8EN+IXIjtt2HBoUEHe IGoexFu0D5uP0SBWQFK0qG8C+Ifu6iAOC2LvuquuBzSBVBmbyEGfJjyT8dh+ MXEGT4v+W0FhTgZhVp/TSew6XGtA70VL8zKOLnHTSbxevDN7YjzywBLAjtcU Xg28A2wexUvENTJgeKisYtwvPcCDKN/aPEVAmL9fts1aOr6ZeMJRM4MEkdCj 1xdEuvDjkwz7vy4IIeyLrnbaJBck+LXn3VdmICz9pT79ZhtOw3iFQjUYDNcL IsUndeDbvTRDes2ZKJw7ead4ogk30Pc8IRtdBjIdiK0Ni2NATm8W1FZ8BZjB xA2v4HA8wesoY4sSGyldfEXTjJ0C+65e9jDWpEKMtMr/2X0AJ6ceoY6eWN// tiNbzFyGQfGnvZ8TtjQCw4GI9PqKz2Asp8/OxZoCHSiHBXGpQ6CmLdXoXqoA v/FEudIE8nFQ4G51VZ2JZma0n56L4QFqv3nGCJUC8flHbxzLR0HJ3p8u11/g 425rwg+1g7/g13faLPG3iiI7sRSgb9EHDO1qnmatSSJr9+e59kOjuD46VxNF WQYbcwOt6z4N4i8Xjary94nCZa2gfLbvPKjfa1a5w7QdmN4Ky7sUyQcup5o5 /B4R2Btc/sQ9cgqf0O+8xsqYBgG6ERLjW0ZBuY7JF9UmIdTmU5cy1fkNf0Qv 9oFSVOSWK9ntovwN6GjYXov6Qxo23/B1epddCVIDhElhXCYatN5B5xss4o2c uWvSxas4/7NHm9/jVfyESus/ghd05HZkupUutwgW3OK1M1yWwNRVPUK5KAYb S819Is/TYLvlQZaeNgGe312rL36BCe/o/FBx00oApGzxXQZJPIBtuypa1CqM wm8mqHrGsRAn4/qqXdscHrj1rPnGpCWgO/9UrfGMCCyKqTf1mGHBqNlW5YML IjCkmx6zXZkN31ZMG0goiaEvX7dbFt9mo+HTn2li0ctgRPtmio7BKJh9salc zloYjoUwndOMSBB4L8VwfcWgfJmfivl9GvzVJ9rInyAJ+cdj038RYcJ/QObB 7VmSqNWv11Kmj4FM28dkUNIaHuRzjXDUbwhXXDGvZ8V+x7cZLm+QC68Gn2xy cr/3i8Btpssp/EIM6vRkNCePkJFLanqVRj0DXb8hrE1wICMua7BBY4qO4mO3 JvMwMhowtb/y0Z2Ozmy907NxnAD/6bss9fDUZ+ADBgvleEKwUnBhEQRMAK8w 31VXLglhIDeUmkhFAulXtw4XfcXjlT4USyXwQVmY1Lc/N34DCe5SpgOyPFxI 8vmBW8li0PeuSYHD5VXAGWvI8reRQmreGRHJSjLo/SxHMOMvCh8V3ivt+D4H OFd+O2YYQ0ZOM69m3QyJKAQ36Y3OlUaZH9LTD6eRUWvxqO5MHRU9+GNvlE0A AwkaHeZLgoXRPeXWpiLHx7hPu7rzxLAElFVZ+s3x3BIgJlWdL++hQYbO84Oj BkyIUXmPFT+RodUtFtfKVRTuuuTfndNEh0KapunzYWzofu01Ze+KCNIZqpOJ T8vCM9po3bVXpgDvQfSB3AoKqlbIK13ZRYVjV7pFNP4gQZG8oXdrdygow7iw 5vSyBBrRdzNblachGw3a1ldlMqixv+UAd5SAXhKf7xyvngRGY1tKmrXEYP+m 0Jqi6Tp808GMFLdsGWgrcabm3q8E+N1xyLTbi4HkFZxuHBuioYRzrwwMKOt9 5YnX7S8Ko2f93g6hJGko6VfqwN8uAPknT73fc5cCoy7fDuhxJcDfpyqM3EMY kNTlff7NIgXOEA+LG+azYCMzX/rsj0wom5U9FzfBgtpmFgMKrUyYpC4mrpjL RpRDZGnj/WxUI7UtrI0tDMtW+bbWZ5fwG88sJX0vEaGj1HuXoOR2UC2S/Kvb ESZ80TWpWHmNAkujXIrSuAz45vbT2YpKaWgDLolFcEgIxLlqF178gJe0lOgk xfFwshNqiwkkQ0wtT62RRob7Uv4U55p2Aj2P4QmNSBrcV9RgtpJLgMMP50/O TazPc/VZmVzlV+Cu2mzYRmXAzi0FnluhBHxm+XfcwxNseLjczH1ZmgZDY+M2 jzqwkcldjCQkREOSd4O/lc6ykUxg4UtjGh09u6GHnYmQRvfGq3SLc6Zx52Dv 4Qf9IkilhCVydJIHJHt0igd3TeNnPEOCjn6kQmDWjgzT58HTaZ/ZM/up6HLh Gz8oKwbRQl9kzRAPrxipb1A5QYECWQOOR8wcMHOUzFH7kQaPW5OroM93UJZ8 +rzwHjpM3q16q/egEDy0qUTONYKONEXseEGHCMjA7Oyby/101BEc5TQcKYze D1QV7FhmoUSVMX/vTdJod0BXXv66v/tMHEIsq8VgYUcLsMqhQFDqvlh1/w1Y yh5gT9SyYMenu5YVFiKQqZU279pKRZbUfXtvPhnDd/p3cp/XN4KCiGMlZoMs 9GbIbfD+36LwluDC8uYMITT7649j9ZpM6Jtpoa/1+yLwqPdRiVhhQicNtwxD lW8gI3PDg0PxTJQZeYvRWCvATcmucg156zr8Has92jeE65QrXv7CoaBDkgqa src7gDLeu1h+QAKpyWdtaBd8A+8T/+6+OkhAXqfaDD8kikLd2zl2CSYruI2c mtuZaBJc2C+DNu8jIHXskGq6lxh8bvDAMjZEDP7gyXZseEVAbx2LxN37idBY 0WITb9synmUTkVvdQkHWHgsKjvs/AvtzsntfP2ND4x1mFWf5n8EfR1dM6sfJ 6GcXsfS57GUQR+Kot32lINZPZLa6xCwIHp0xkmploWIbK2jr14YbNq8lEmLY KFerUWvZ5wNuVsrN4o+t/0n1hyM745JxP1s1b/NzFOSVPRNHTF0CFeNoxDaF jPhvip/UxmCQqXBssuvdNF4QGNmYt40BtYuLU0Yfi8KmI0c8NloR0ZKutV/A KhXqavWYGYkJ8CNFLc0D8zz8Vhc5VuIlDTru0Tvw+Pka3nB2l6+9DAUm2OlU 2Wcx4b2LT5aylRfwyb5cpBnKRIFXS0JbchbA4ubAidfrvnn6p88Qz0ASRQQp 9VKlWVBpf3NZos9XfFrxsbx3OB1KeBR6K7dgKE2IE2Mcykbd9TF5uV08EBJ5 XuujBBv18KJNvlstgoF7qrm+eVS08YfnJxVeCsPdGzCfySsUSKDsbrUflkC2 FdxcK74UOq37Y36YOAnKlesfZjjT0Vu1Z3siGiXg1MWmNIkyEtJ+Utm17CYD MwQ7Brfki6LMTwE5xyLW/dPhZpHU9Bknzzapv12/E0nP3uml52MwNd5qwbmb jsJ3ndrtXCMBj39R/eL5loos8oaTNmEkmO5YLycAVLT6TqngaxUTKqoOOolx iOjU0/E15wQmvGuxAXvoS0RM9YJa/j0mXO1xMiGeIaJuytE40wEW2jyfF1Cz WRImpfgPHPhIgIEl8kZOhgzk6Wsc3xnFgEQzT5fqOzIoLly6ckceC4auxYqa DkuhosV+pe3GbBQubhd23lMKJhrDfX6xNLTDZnzEMIkC39b4cxxTvwNFZ45y Rx8TeS63vA/WkoY/9wULDgfRkePMRI+uJQVuNRSP6Vago5FzRdqB+1lIjRJe U2BHheXCjQ1HT86C4ZNuyiIcNnLukWu90kWEHO5IFPkQE2l4yW4yN2OjGG5S nYoLHbbbK/TqubARpzoxK+4IHc5s9f6kP09FmQK7jFpPBqwaCaQwTIlI+jE6 NXqSCWN1n2z8vvgJD2+OKDN0ZUPrIe54aTwT1qXPesz1MNHrlX1byOFkNE7u TtmVyIJnf/8mH90hBLH/hSy6sFld9YoeC/2fYajNCQUiifIvN+cob2sMlvmX s1zkl9WHif/yfwCmXLvz "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 101-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9U3k01fsePYZzOM7BmU8lKoTk0kOGLn0/ZLiRUuGS2w0NMkWeumXIWElC QpRX5kKlpCT0+6abea6MiYyZkpmE13trvbfX2muvvdb+Z++19iYnzwPHBUkk UtlP/kdJIrnOoVEDxFfjk7XKymxMUlZKmXd5jwQZfabWyWQMSruIoaAJZM85 765uLAl4fNj59/eNRN0lC55FtgQOcjAKX1vdjb76+bX6LE0g0vL0lsHQQuQk 1ZZ3nbFMkPIPFkg/ekMohql3fjJi4aDAVemZwfdIfi5czMSLDz3d0ut1wiZQ HG1RTcaMDaT7NBnjimpkKiU7M2DHA1J7S3H46Wpk6XDRa7SigkjhPD8wd2OM YGZw04MPMDBp92QyjV9OPDJ1+OLPWiKwf2EybaaNCKEfdWnMnUOkP15lXzwX j5To4XlPazgQFLBGJupoK9KZ+Jo6fVcQk7w80/auJhOGh6gPDyfSAAs8qDsr /IFwyIb6qSIBTJrWVLs9XIhUFe0ExNdwMCn5b2321SbiS4SB7qeLJAjSOk+L iXtH7DvSEqdylIuDCofjc4eqCdHN9803mOegFGuxhsq5ARQ73tPXX/8dkXSG Ilx9g4iSaA5pbiMfb/zrLUv52giKPXrZWiOQCSTayqyTcxexUu5csFT8c/+t VnKGdr3o2NHf1urrNyLdruDkimeTSJt3PfhJMQOsGQcXom71oPCcBA6rfJ6I eLGpaCfMEt17PnRceszFY2NqL30iZ1BSx/4rJ+IZQEw8qLcp6Ef+P35VfOMx QziuCt1T850mnh+TUDCWoWBLyk2kbdyB7N9NUa/nUrGZc1nGgZ5+okvEzcWC vIikMs6ZlX/pJl74rL0X0SMM31XOZ/E9JtBbI0UfjYg2ZBAdmOkfOotGr39a az1KhjbfghfOoSPE9rf2M7bzX9BpzWDRQbl+FFcmomGwWwA3uZffHHm/RKin Z/cdIZjYMYPaYrdpCQWTpUKOCTOgJsLj9/a0IuTUbTKk/5CLu81U2bM6c8QV +ruRxdMkPDt5ssnz+QpRc33nlfBwDna0Gm1gr5tDlZZR8+7Ri2jkopZgAZkE /EYV3SRDNjSbWvC01ATBs4s5VvUnD+K36T+7unsBFaWc+3NRYB6Rtl4k5zQI 4Q5S1j9XrvKx0Z3wFcumr8Qfw2FCGdQ5pDnxUrHqhDCIBSqPXJ3kQ+/xSRbl 8nd0/q9igeOXhtH4mw0F68yE4LxkYKOrkjggt/nIQg8KGBrlbbArYcMp98s7 vASpsFT8sDnEiAffUIrFL6lU7Nx+yVZGlocNmgckcdwqEZ4wpGOBBwmZ5V0V vGs/CNFo71deqk+IL3vTM350CkNHvJjhLCEI21rv1CT00fHoZLXxpA4Ph0cI qQla0/G9Lh3zRisujrkmnzBDomP7PA85q3oOPiEf3yo1KAjCeck6JiqzyB11 Z6+bEYCHuVoiT+5+Ra6BHisOhTQc+2LL7y2zLLwg8Tb6YM4iYdT82JIsMI3y A8WXHkstIVefKcUBp0lCgFpmHp1AgZCn+fbuwQJgNFCZ6rVXHNMM1vq7ijDx x3GjhTEvMpwUNmhRr5xGRiH/tNeNpON51uhZTY449iN2tl3OkMAL8umJFbmS uCG3X3OsnIldbDfInfjZZ6HKeuKRrxBW/ddWb6GtHwj3ZiXboV5RWJCqfRF2 6gcSiys+U9DKAtaUlcIuKT6QmDPPZb7QIV7ZqWqPkSg4X6pj/LosjKceCmWL rDQTd5pYLa9DRpBstfiDegcGLpHOzFtWZ0J7+LximbQkCGf2tK/GM3BLjN5I ojkd92k7Gq6sZ2Fx5weJ3GwmruqsNS/sF8RpgS3ntVR70Y4BuUc1KhRw1WYF uMgUoQ0Wd246pkmC29loC69EMvyw6TFoceVgrcjxGLFRDo71eaujw2BgPecV lb8fUnBpp5t1AE0CEjUXkgy2raCsI8c+bk9kQNvfbY1++WS4MvJsh7MfB/zc ++M2C7FhTOygiG4WD3oSHKONYvjwSnxrYBNfCEoqDwq9TJkmIkpNqR7+YsAd 0zc72deHSoQTTjlaccGNqtJVdp8FeWF2ObcLOfAn9amVticT9iJ/SrARDdO+ f9YQlR8hHtU+2hYXNUNoaexvcDtNA5JipmIViw5pr4McYu0HkNbJ3qEtoSwI 2bzldLMtBXrvTRz5OsQA2SdR7nI7SeCsUKPbxOTAyz9d7xfsokOp6dOoe4f5 MJxqVSZ/nAMB16Jk+635OKFd4v4xGw6mJvou5Y3zsaRVw+H6s1xcGqFFOhEs gSUkk+uej04Ttr5uvXc7hXGAk6a+R+k3RG3dltutPkqMJP1uuj+CCciwGesm T6ACvnY96mPgC9n1nrCGAt6uFzwunPlGPOurqNx8mAGxzs1tH5tmkaENNV1x Dwu8tIr5s58EID/h+Bmh7WywHE3JQpvJsH/Do3UOwWys1+pdrqBDwTqG3vUX Otm4y+q2Rby/CP7YVXxf9TsPl8/KJIzbM7HG6Q+ZWT//WhkrNk1TIkP2u1q0 O50BNpX61R/n+tF8Whd/6DUPnKmxgX3NosBVuT3h0MDEn576LpN/TBL/8Hpf WFZRhcbEnLrTqnm4vsex+19PyVB6uMNRYWCFGD+1Z6BCmQtJSdVH8kir6GSF ++bgZS4o2Jh4hS4IwJ2UtXf3x3DxxOc9XTOPSdiA7rCuMpOFnW4E6Tm+nSC2 FchcmDZi4C3Roeb7OouITUTbXIG5KC4pOyP1ef08+njjacvFbkHslTalX/hY CDSvp1vG7lwmxA5e3MViisHUb5JY1kQQ+7CGu2sShKFM567pNT8KzO+22r7j Egk32uSIOHeKQQ9dLqy7doZI3RucUVLLwEX9EXcXS1+hAz5rfq0r5UP5H/lJ 132W0MNDyzsrBum4o4ey5ZfOGRRFM1JqWmTgsLPGlwWGPiHf/rEd4g08PKLc e3JgboTQrVm9IRjJx8jleLk3ZZIwzCtMnR3g4scL/gwt3V7Cc5+i2y4fBs4I OVstS55EzwZx376bdHyE+o+cLMclxJW2H/7QPkrwrNUtLzWzQS0392b/czJ8 mosmtKVF8bymmefpFSa4BxT5Z737Rljl1NZ0TcwQoWEzztSdLLDZrmX+vGyV WJMgWioVLgGxltuKD6RyIcovQMF1tpcY7sjAygFcfEup/Xs2rx/NyZ4bqjtH hzYTX3+2AwUHn9/YxpTggcwT+S0Kt74RozLP17sFsWGNsr66ec0icVvAKFIv gI8TX/v75PcMIr/QMyqfRfm4d/BJ5F8KI6grSSHDI5OJi8Je0lL1SKCxluQ+ HMKAuIzasW9xZLzvWWHG7llx3PVrSu91UVFYV6B9kGPLxpVC+a94o8Iw8lf1 bdF8GlZ7YLu4mEyHOwuq3XJZZHwiOm8nuDMAvXM0jqueJGI4hh1TvRyIK23X Ss4iwRh78xVtATYOUj+mYftKFE5FLNnk32Bg48zeuA0kGpxz+dReVCuJV9o3 3l8s5sL6uLaGHaNkfOzl4KptLBcObBytVZWmYK7S/dezSVz40dBgRudQcAvj UJRBFw+Xjd4o5scIQ9xNry7zz4LA60gXfWjKxi4eejHvwzgQGfvGc6sfDUcF SRSpZvLgaOCkSdMhKs6Z69z4ix4fO1Dlu5vfiMINPTDxvMbC3m+IohhvcWh8 5WVkc+sHUthor/K3HBe7fK/96KsiAW116Snr5pnYZmyoVdOUAWGpVIZMABP3 +eSonfuNh0s+5GS5/8wVCFVVHjoyjt5LstQpgzxs27quIeSDGAzGWlfELrLx Ftc1G3YZ8rEVuzv7BZkJzQek27Ts+PjErcNTH1YYMCbv9kV7gom/+Zz3SLvD guK+cwyOgRjmMTfdbJHkwDXNF1I/5r4Q8KTsqg2DD2Y9hYN5MVyI1O1s+pjH xnXLJnL0IDquXvtA7bgCF7yvLK2//E4Awu8qtDVL8fFZWSWFEC0eVkiId7Kr 4ELA3sPSYjQGxsyuKvPjPKhJ37S1ylcSNxZmREh68CDVbv13pV4xfGmp367/ Hg/qrASUT6rNINJ/sQabBBTzNdyo8D8/r1ryuem90P/9vwHyEcPV "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 102-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk41WnYx3/nHOQsOMfZ7CotKluR1DQ9TyhSYYSYamImkazTMhLZKhKS vTQotDDRCIcWz5Oy70uWKLKTJbKvr/d9r2vu67qv+/r8df9z39/vd93vrmZ2 ZIIgPqz2/05iTbp9QFgvSqrxpW1yZWNiq3LSzLlGwNvipU4+IYyhsh7q9x0D BlFJAw5rmBCPDNofb6xFM4z7JZs7xLGvjX6QdHkHUBOz1lUr+w6IpR9b+gIE YDFKrXV8aBERWcey5TPeo39tTlr/bS6JfX1W5Cf7GkHBCcW7grt82NkhL6dz fQzE1Sl6z2awIfGUrnCgpBzUHHfeZubKg0Rr0+sg93Ig+u+bUzPri1ASJ9ds OnIYHbv+i2DyORMTh8Yf0PnFSCPrlpiq9QLCXoIH9MkWtOPyl29yjGlAnCx4 dsMjGhBOPpatVRzo6y2lEPZHM6A1vrsoa0HGhJvrI+OVB+j3tBzK3Qg6xKR/ qi4LfURnzzkZaS2RMPFDSz1+UADKv3Sc9BLnYOLBh13s23WogHun9NVRAvpq X6GHRzUgd3P/DF9/LvYVDEan95cjA8FCniwzESRZ0GpKp3sBI7UxUHRgARA6 /cGOnr6oL7v6W+k6Pl77V5Hk1tAh0Lk/XHdrIwsS9OWp3+0/o+8/PI+zZUQw 3GaupGvdBVzqJ/JfDDSA3Z/9HpTkjINbQQZZVFUWtGAemw273wnMAyJGg8en UXDeuvx9cAr5jOs6Benw8PCw+quLIZNg3afTFwelWBCN/VNtmd0DjN5K1xac +YFsVyhP1D1/oL7YavMo/hpsKhILdh34BLwtN1v7HqdiI/vCFLPOHuRnYsvh zc8A2RQPo+KBDpQ2MRPh4ikE51WuPOY7j4H3RxnqOg1fwP47PqleAVPAB42P Zi+LwBbP7Dz7gCEUYNZtG2/aB9y1/ET7lHrAZfO6P0+UErjOqTh2qHEBvdrx 9Fcfd0lsm0Jtsl63AOwui78TyWLCimDn462P8sHWo8HvFx9xcYeRGntKZxr9 O60W4RRGwlPjDnWuucto9/LzdVJHudjW/FsNW2YaJIAQ9FPRAhi6oU3OFiag 3XeuSKYEB9YbHOVpq5PhucDfk0IM+DBa4+ec24dmgd3E9uBXrnNAPyFo2bRu FMGM2PcqPpOgy25cUiRwHoihb+fvNY6CkfeK2TJGFCiRPGC4hycBwfmZEIGz CHRoGpV2beNAF6fAPW5kKiTJVos+us6H30HSUdWHVLyiu/OcqiMf76/vlcBR KygaG7pC1ghSWNIr4YUuovh01wpvlxo0YJycstgmBG8OyQxPfhSCGs0JFTHd DOx9aK4mL42Pg4Ip6mQLBo5Niai6jHg4PHRDzCTBwK1ytz4Ua/Hw2Q3RzbJ9 ZCgV8OqP3h+zwAl0PJOZJMFf1BforP4J4OjjvGwjoOP1OzI14q04eFa86M6x tDk0GxAwtej6HWT5iC28kF0AfuRM+U/WI4hELTx8J0YEVsoc7H7+ngL1e0sf uhmL4YAjfwhuXZPE7SP6s8NuwnBeM6dxgTUL9P0vnNgdwsDRu5nEmjEJfBXt awlMEcfPcszL5X9j4Zr0Hq3hYhbWpFAKvVf4eLbMYizDk4Ln8uqk1Gy6kFO9 slV/lyh0vlV7zTqbgARrMldhgAE7ip63mSjTof3NKuZPS0J4DKx5atzzFSXU STa98x8CppORjDk6E7+RT81c2sGCdgYhqaoGLCiU2tm6Es3EjN4abuUDCdy9 y1Z3WU4SX8g3SSz1YOOytsrDgh4ypg1+DBADH8GeXqWMChURmJxeIk8TbgGK RxNibR9JwMCevPaDhaJw0bJzf5MjB5suBMTmT/FwxMUiHR3m6t5/J+p29lDx 27bzFt50ccjxXjt2UJoMH58+074zjgnV6Gs11gpR4a2hnD32VznwG+VUtpcE FxaIbfOp41Ng+MY/nI8ljKHgtwZUZy8aDKgL7Y+8OgreCMW42JpzIfdnl/jK cg7MvG6dFi/gwKayoKxIPzY0Bl4ifvp07NVEHZC/OYEyKjM0osIm0W8SXZVG jjRIbE7dXCbJgLXxUQkbDn8H2g5d/VsCJGFB0q3EJwwa7Hoydnq0nwn9Ewt8 8hMp0H5Txe46FgfWHom58EiJCd8avAx7cooPfe6clTd5zYPeoWHreyz4eFRG /kBpOg9T4zwXMkf4WExjavp0Gx+/DdYmzvqJ4+qtn4g44Xlk5Xm+K7FNCCer pgwTSoOA2qyR3rHjG3Ir1+QaarIg0K3Hux+MgRd6pEypa0x87Vm1K5QSgSYf 9DK8OAMop7ukdOMpJnxcGHTnxqlFoGtJTd58RBJmGXyvKwsUhlkxdpcoO9mQ lixb8HhRFP6imCFj48fGpmnRcQ0KNKyj+2f1tTY27lfL0jO8RMftn18/VZvn 4WKrigsbn7KxpvvH1Mer/5jbhxxrIynwWUMlOJTMhM71boc3Ko2DmUef+f3v eHBhy20By0YMclXix2xqWFjhtNmpYtk5tN2tUVBYUgY0ohyYlFweru607fj7 pTC0LS+uFgmbRyMuR3pLtnLh6bLN+tJvKNChxGmj3xIXJvBPshx/E4EJSdKJ v4RzsRjZTEOYJIz3M2xkSlMlcYwx0a5pNYM0shWu/dBn4gsOY/2nQSdah1qm sw+LYrNzRvLf4QRoj3zZdKODjD062brhVSSodTfZNGLfEiq+3b2x4L4onDCU wOsPkjHe4HdvoZAMC3USDUKvisAzFuu3WK3qTq1l2hr7NhoUmSHVR7eNoofG filvKpn4p98UnTK3NyCzi1I/Vb3lw9QDLNByhQyf/7q0r6SPgZ/Wijs1bxoF YXR95bo5Jv775l1K7Mhz4NkzvEeshodBc00cK34a7a5YiSSH8LFFYBzpifs8 0s0UPJzq5WLqyVHDpS/jyNVk83m9i0ycV0QwLnf2gJw+3G0Sy8B1F2ndZc+m AFf+xODH1m/If/vXprNX2FA9PT22J1cYTsRV8MzHhfGMlpGr+zILGv69y3mj bjcyT6us+Dw2if7SbNel5bGg5U7tw7mFKyjp4D+JEeMMGGGq8drsIRc6Xktq 6fVIQ4OfUvBWby7eviOtvllVAKbXe/RXeTDgdHug1I5ACva7sraFJc6DVxxm vbsUOtA3hVy5875suP765tBjy+MonqQfstebj4Wqff5yscLgasAlla+ifHwy 3MT9U3c1+HxvU4pzKgu/iLNzPeQ4BzSlCadBfyZU3n2WdseAjE1yBCmHpsTw Mb1JhRSqMJTJ3nWMY8XGuOOxwT8MEhz6qzxeNIuOVZNm5OaaqTBhVq1D6bEw tnL69PJQhjgEDbYHosrHEWdv/m2uOwdGvW3VfvCYgPtiibU8ldW8teOMplWB KCTrJV2aei6OD6R2RSkSdFiwUe1agLQYXm5d+3TuNRfKkesNXCNI+MyrvhWr CC6kLby5l1tJwlzlp++m7nHhYonBcfFCEm5i/hq2/zMPF9VS6F3zKyAq1u3z 4a9kmC28rZlsKYnPOe8Nb7zOgYxu+Zv3bdbgMF/xfLVUHjRYMQ+ybRDCadNt a1X38jGkz+7TUBCCkXvhQddQSRw8lJX+/A0V1ha46VveXwQaA+67cpw4+Nx8 Zbunijg0fVdp+HX1TiyH+5u1DJiwlC2lXJG3qucX09Q9DHlY5bZFbaCACrMp ZaW/nh4BxahQVzSIh62aZWr8P9JgkEsJVfqRJN7iKKWop8vHe76YycSeEYP1 ZvIt2tZ8zBg3vrnHTAwObzg/sGuMheH4w70BDUz4utuDydlPwwpOfmWlSBKG auXJLk4PoOUYit0FzINGnYK+zHAuNGsq3VMRyMJVSweVGL4M/GKTf0lsPhv+ eWtBLrCBBJng6IvUXTx8eb3yJn9tHj6isq0oK4wNvY1PydNWfctX6VVk7Kq+ VySv21bmKYGTXA9xFT9x4ENruXnlLhpmzJS9LDXhwipz0lYH9Ulg9CEkrvYa Hx/0fs3XPE+Flg3nWpJf8fCM2puvdY0UqBubm61M5uPDS80p18lkSPxfSeHb P97L2PWv+Y9viCZrpFxazf3/z7C0IIlPVmD9x5KvfwaekeL/sVtUTGctFP6P /we7ecfb "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 103-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk41Gsbx3/2ZQazD0KistRB5VhaPE9SoqJUKG1OSlmiXSRCKgd5a4yK Y6eixZGtpOdJypZk3xuNZcqSo8bSMLze949zX9d93df3uv+9P597yR9+Tsck CYIoW+j/TUIu1zM8dgA57bu3dUkBHROG+qlTJ5uBoTWT/UxNBkP9TUgQOgaO JUsnWvhQIB795unS/AktuTMYIMlUwaFHbG6o1fCAxwGhajpnHBDinwaD4cWA q3xN0undLCLydxdoPn2L1m2IbHPzoOHQkHlN4WAzcH5TyDZ4zoa9PE0Ni4gx kJSwpaaRzoDEQ5LW5soasJdT8sfrCBYkOlpLb5yuAVhCaC91pRylMoqcJu+M oHiPmFpPBSom7MaTSOz3KF/j+eqelBmELxcnkYTtiM/bd+qkzwQgDrx+dC0g HrTXXhDP1TNgaLCqVuzRNtBZwrHdpCiJCX+/dIf5JBQmct9fEU2CWOJx3QXp FuRlcPf9ebiw/2lqnPitGBznHi8ZlmZgIqnCnP5nA+KkdrskMAkYanaJFMdp QnfsjKqa05g4tPhbfK6gBk1sdSgcp4eD1L2K9VWTAyDyQNWKlRJiQFgIorwC QxGl80Zbog4ba198RzOMGQJG2veMlxjQIEGam/jDswfxtWNFhgGyGK7Yo2u9 jw8CNv61fymnDVj2XE2qLBwHXSIx3z2ZCvdSdk/H3u8F2gdiq6Q0J1FUyZIX VnACaXHzxDcxC4+MGL88Fy0EDzp8D/skUSEae/zRuaAfqF6ZCnjp9gO5z0s9 MA78iRi1seF9FHm8UzYBmG/uBCkdbg/9pBSwvWd5plNvP1qW4II+f58EizID 7N9/5aFk/9YrTgxpKFp5KZvtOwaO5k6f04rlg423QrIuh08A+qh0BYMmD9sD C0o8w4dQA8+rvudRHzhtelV+ULcfOA/ezz9vS+AGn/cJQ80zCJZnNyTr0rF7 pkLrviUzwE4gQTw6TIW1Ub4uHekvwI+XdSmld5mYZ29En7CYRG29UZa8HEk8 MX6iwa9oDj3w0nz5gMrC7nuG6+nqk+CcUdR1xRkxGLpmJlkgQ8DnlPnGim4G jDfZUPin3TSg2gwXBvXMAJvkG3M7G76jpWdzwguFPwD/2DhN9roIOEopDx+n /gCjbxcXqNtLQadFj3qlwygQeE9FF/vKwtgTRoxrIibc2DiggjnzaNdEc6Pa 3+NIS7ypkhUzi7rlmhK/6HShrw4ZmbNd0tAUrOAKh2VhXMxSrpAgY5eozGOW iWx8fGl826JBSbjSpT02onQW+ADeI3WhBKyVd+PYXZkEXiG+c0eKSTg/11Tx SCkTTyu/u7U75xdy9X5s+q1sGOSHKM3kLZoBehqXhr+NCpCEQvm2W1xZyArr 8BqTkYU2A1Vp/g5KeMblyY+HE3TcPWozPeIvA6OPGjRVuM0Cm7CzbpbRZKyR d79ixIOKg5BV+/VMZdzS7lLlMkjD09V7x54GSmG3jJiATsMh5NOo7yrgy0Oe 9Lo0/1VSkKAKi7S+kqGB+69RJ7Iy9Iyso6wTS+O+h9FB9+yGUHIDrfVN2BCY XW/aueWUCn6lmfVMvJoKD9domAfO06B0Vm/HfDwFpyf9nTp/gYr7zN2t5zRo uIP0MytoKxNXd33YVtwvicG2GceSyBKwdkD3ae1KWVjssez7+i/9YPGO5AT3 dBWY4cT31hwhwdvn3llYUCjYanbwwgN1JVzW5b03mKQMu3k2VF91GZh92KP7 97sUGLbL81bFXjK8OVS41jOIAd0SW5qaFrHha6UVIQ1sKZjzQqt59YwARZXZ KvheVoQXuk6V824KwStp7in3PUyI/PP2tY6w4LOIfTmJxQzoEHWI8s8dJnQA l2Wv2pDw5DOdInPRFHr64akJJ1aIIofP1BgcVYCEXpZeNY0Mm1u/kkO/TgCz E3yBQTgNzi4aqruMlSD/wdjh7wIK5Md8v+0oIQc9l9daNlAZ0Mpr6rbXMhos izIjjl9Vxlt1yfdfqRDYNdCbn9Ilje24vEN6tb1Aoc0kl7d6GAlFKn1W3Qv3 at2ILZPGwGO/2lvjqhR85dFHP6gqC894MqV+BX1GhX2VVcsOUuDn2MW6Ceck oLWzQobedhoUui6LTjZRgPncY+elfqfDiv3cFqVmMty1+Kn6kat07BFc4hUq o4wtrM98vNJFx+Py1ZYzviq4u6f0oZGIhd+XXtx1UMjEa063ZGUv8JG+9jyf My8BHzV9AHYZFJiHy1d110yBqfQetuANC9otK59KmaRA5srEsSP1VGwsE3/o rSaBV/k3F5dXVoMzmn4bj6ax8Mded95fz2WgjPnzdQKzSTR6avtApSETjm/2 au+ckoMnKn2WXRUzIavjdP7OCkWYnKqWsiuOiVfouIQzdyngjeQj6lVZNHx5 N1YrrptDJgVaV37aULD40KnBvZtG0RLUPlmwTR5XL7aymqseAt13nrde4y38 gQ1e0Y3N88D0Pxk7b1uJUVjFRnmvpXLwx1YVrLNFEiubq+1eMUbAcosU25gg WdjOShKsU55Gn5xz5Dy7FOH25rJEH81+lOZwNfPVBwpufElJPaUgQE7nVNfV lbHhwAG7vz0t5eCT/WKrykEy5vBUIvck8EEsyUa/4RcFf2a4v0/0bkOB/SNr lepZWOGeUXDey3lkWTt/RzKajYsbjyX7fpfA1s+K0yYGmLh0XfLNw2ki5Oeo 573pHAXnqDqR73d+BIWDuM8xgYwjcaV5Z98YYGq6fWvpGEb/KMUdtNWmQ+Pc 3IT+Ihkou07ulP87KTxlau93eo4K2+f+CZ86+xbtyflQ2zMmRL78t5qkBY6d fzfbVlQ+j5ZPOYYpuC3wt9Ok1CmNCSPaGlvvb+eBb52Z2DCYiTUsDpJPcLvR pE6AoC6ADBln4wt2PiXw1Uva7VRlFtT/eD3dITcPDGsVaXiH0qHrK91PxX/0 o0QJm+j1wWxsWHjp9OSJHhQUfn7lF3k29tjAeMg42YJ67i3P9M2i4u96zpU7 3X6ANWqEz7cFT59JnHfcLxQjx8LiTLsJJVxtv9WtSFESqheY72a40vGFi+Zp 4QdEYOhiTaJ8Pgn/xuHCaZocTJ424ulmy+D+F3uHaBFkCJrcN3NqxhH3qMkG i3k65JR1mCVlEzBOvbtI6EzFoas91ri+lof6p+02RJqS8eYsPmcxQYLS/GCd HccV8VyH9sNfpUxo2ssNsT0rQh4vB+ddbzNhZK5m3eVpEWLqP3wzcY8J/wkJ qdTuFaFWyv7YjT0sLFvDS+a0TAJOgn/Pti+ScM+q/CzXBT+f9F0f1xzBgNFr ApIUtkjh2FDlF0ZZLPhbSEn1+DYC50x2af+2no2t1O9uWDQ+B+6sh1v8Ymg4 nZr9V42sLPz02t/G+f4sWJt3wzq7kI5Pij50B65UhvEnh784Dihh5xFBm6nt gh/7NUz2XyTjvnM5xgFbWTgJEqJ0axlYIFVdtf/wKCjyO7tb0ZCFXdvU68Na FKGhveX2FHsqNvBSXbzJmo3r4wW9r8rkYaOTZrvZPjbe8oSvV50tD0eWen81 H6Ni7S4Ou4qiDEv7AiiMjYp4eeWXmZd+VBhjWrJodvIren3ZxirOnwXte4sH n8Uxocmgj+1ZpIzrxFt0yaFkzF3jerhmwVNnbs5oXG+SgHc/n70RsJuJL+jo Lw8zY+Ez5ViP7EyFwQ4HNRVJFAx/TzjYZ0yHtRlLVlQHqmB/ve8pRrZ0mLZP Q6TPV8RxP54qPZmiw7o9EoYnjIXg9g21VWliFt4SXMpe460AH2c35dmeZ+Ip o1dfGpqlYISR78ld0iy8TdyWGSEpCSOP6x+6pMbGf/58q35MIAelPR+9lvvI wtfkM0wyz9Nx7IDOTIsSC1a9TmVLalFxyYv1CR/sWJBWugEE3lHG1jsz7FID WNCfw+39BGWw6POh2IkxFrx73rCRa6SEif+XKsxouNQ7GkT6N5c41nN27JD6 N/8Xl/+v0A== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 104-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwtknk0FHofxseMNIxlzCpZU3EpJKGF37dJKtKiEtXt0qay1lVXQqNdoUS5 IUsGheTKUrbfr5SlUIQI106KZFcy3t73vM85z3nO899znvPRPOBpd5hKoVAK fvm/SZmb5nIhtAdLdv1zWeU7m1B0deInj9Uhi70Z4r2NkgR01uE+4RC68OCo Lb2GCWSw32V33TtsO2+5bqu1AhE6WV6d97oNRaXdGOI6jSDKzOhvvRfykNHV Zr2suJ+YkrUjWzWjBL+al7lL2ZtFhOdmVcd669C3xZtjo+r40N6mqmJ2cQjF /u7Of+TDAcoDhtr6steo9R0tSjeKB5SmhoKrJ16jbyJ7L7UsjOM5uXYT4QP4 g2VF28dDioSyaTiGwS/Fxldadof0TmPilxfDGGvEtzbVf8upHEOUfcUPL/nc Rpl6HqKFtRwQ+iuphR78gFLvuSi7YglC8fK8v2U2Bsdby/8zeZkBRCK96rRk PfbqLxHkXaASyqixQXR/HqJuGWTvnf71T8xLU/b1Gtxsv7O6L38WCU3OMG5G vMd5Fh87dJ5ziTCv/3Za32uc3LJn7s6pKzh+l8zb8okeJGYXvt2qLEYUs75r x32FeNWsoMRDi080/nrF0g35jPzECSpKASygMMTjB1xacZ1twj1BgxQBvZ1a AsdOdD5zw3QkakYrWwNjynKGkZ57NjtfgQW7mDumQqPa0YDxtft+G8fxtaea zyxgHBeuUrtxfSOfDAwY5HsHjyGDprPWQ+oswEPp1fbZ3ajbol4z124YO8/S Ugx8R7GleEuWkYw02SYViUzXf0R4383J/Y/pxNrlhciuvRtX/Gt7PKVrHM0X +ViXfmrDt75mHzfJoMGPJWeS+e5DqMfAtTY+qwetvXEuye/COEpRVrrrvUga Gn2zn7pc+IzV3UfWaNA60AnjQHqvVjfy/FberR4yi2vcSiM/103j0u1JG4vr 2cRZJN3gqDmNljqMW9jIseDNNffdTfefoXwdRT/fUC5ps9Znj5tN4JnXve3b y2hkfPhojWeuGHM/BNuZNvCI884vb9nKEyhJ/mWKmxIFPl8yoWbPoQBt2ae4 jw+5cNvQPOf6pilUdFvUscZGjCxjr4q31XzFdLOidRbHh1Hn4WGW1JUfiK+9 WCPw6RgaLFHPVramgUpPa8yAjyIg18ngPHcpyP3hLh89jw9ra3sUSMQs3nVt jkd40xhWm1lXxgv5iSdUJnUEG7rwpy2Jop/NktAevhrGJKThyMLbH+b3UiGO O90StpYCbqjtofKYBKzvzFc5z/2Bjp9zFzvlMYhgUX7XQjU+mZJ/dWNH6ndM qrcHNEb3oqxzctOZ86dR1Yp1z74HdmIJ6Rc2N+5IwYF+txHDjXSw7ClP8Noi R/48OLm03I1LWgYtpwa85sCNiupPpXYUsDz/596VwbLEa91SaftaFjmLLRqv iOSJxM89pWEeHDJVsWsow5dG/i1d6Fby4xt2q9Vx6Oukw3ZhUsmVjDlAURzL VfskC6sDFlD0fJjgcrmKuXpGkgzQg7RP7h7GsTWshufnPyOHMIiOfilPClWT Hs8YKYKj7aPy0jwOSCa1N83eZpJCq7Mmd9XZpMvUWSBWYRG0/066vhKfVDRX 2uR1U0nD5cy8A5PP8aoerYw3S6QgdvRI1RgeROq2sZHO9xUAE8b0KFcBbnm/ MjNjMskfiYMhwTpMUtTsusufIQ8iwbHl4fPpkPzHoZYVfzOhMTLj69EUBSiW 0ztXw6fBS9uPq1gO7fha0QZpdz8Z0KnmhY3Xf0ePLzqmRv/aWWpt7LE5mQ9b kJ9UoCWDeAStvrjdYwZnVGYYRoSO4YwyWjl9Hx0o2knaFSxZaFA0P9t8aRqZ HO3s++0CC+7ZLBLr5DOhM2Xoj699TBD4qSX3HJABl8VvVtYociD9ikOWkTYH iq6ZUI4EypPFy9KWP1KhEQdf1864ZknyaWbF/ejed0j6g2Fam9EX7KM3kLni EhOQoJasjBlC1qZ6HREuCiTgYbUnKEmBb7DVjuF7FTinq6x80e9MOFToG+Ca LwkCe+lE7c0sMDm+x+rPJlnIunP4FG0FG1DQ1dP5u5iwXT1D2SmQTcwfuMfy JpjETHCyOqCZTYTDQ/zdTxTJ8hP1Scm/+L4ZqrvH0ZUCD99Xok2JTBjJ4CiF nxSjyfut/L7nPLidU8w2NWcDd0n0kNNbRfL2ozA08RGNLPOqy3tRVoFyk0+d LAnmkep257Z7T+ZAWmLcg7K2YTzosbmnTJcLl16ku8Usl4WjZW6LAme4EBp1 ZYeprgLExs+L236TS6wF+xoWJciRtbJOyuVJLLJsCdG7p0kjhtlqAaOWTFKa enokSWsca+LGiWwbOhl061urwupALeFPGi61UYnUs/SIi/I/kXFY4rZbFjPY YibuM/cXzyMbFcgCKyrJvnVgXq6JGL0wi9sQclYKNjdyk9VvjOJ39qlzXZpl QOPg6OvLxbU4YUugqLCSSdZ30V9RzUewnbfS6qoiPizyDtSanGLAoz0zFmW9 soSev05opV6JQhmWOjXfmcRqaZTJKet+7Ns9sEruLY94PCrN1HaXJCvfzIZT g/mkzHm2YK5Iigge5yWM93DJUzntnvZ/JIjnVm3Xdd5McrlnP19U+Qrn9JKu rZGyxDvS96GGdzfiqu7tr2/6gvd/tujWLmOBQVpaZHfuHFBuFbwKvitBJo2t PU+IFeHp6gD7Hcz3aGdq5ZvWoTF8MCxtipHOBPsVJja5L2ZxesroIeFLabi1 zbDALoELTzz1ozi+31D/RxHR9ecS54AsKS2/ITyxwKevykcW9rOsEv5NncaB ZzQaFeV5UKod22eZ34W+qOWquArZIHrewV+gVYKjJSyD1/jziX1d+twg/A2f vXBqSQedT/w1j1oyFgzi1ruLRe5JimSvR4hF5t+9aPk8ilv/eSbcfGl0/Y7j JN6akyfaNC5HhCIzgzC+GClnm+7gOLCJu4Hmk4y4EfT5r9fR9CwG0bu64tCk rSTETum3aSXPIR5zazRaHGUAvXdeH/F6GCtdT/m6J4QNEUVNJjHJFOi8l2f7 PpBJhEaHljsU02Fz3Igkv0CarE/qjFCnMMA6tqqU92QuETdpPPhewAXDwiDP zOfD+FB+76zDLS5MOD0/Erx7BHN1Hjwfv8uFXk/P9oVrRnADc0/o2lYeCbn8 1+FQpy8oItKr1aaDCiP7VnpnnGSSY+5rbtZd5IAqPenwsL0Yhwrln+kn8UBd bMqTDJrEqRPNGkvX8IlYFWbqk8ZR+Bqw8gxhkadmd2/0baPCu2IvS/uon0jg E2cbKWaRYz8qW3yXyMP1beZGre0yxH6g74PxBiasydE0618hTbq8Uw18NvKI 7ESqVnEVBbJpFeV7/hhEyeoLD8lWconDB+W35+tl4K6NvapNrwL57biS+joB nxy09Uvp5ElCrZ1qo4kjn5w/drpi9zQNBha6fjIdUiTkfU9OkK8MFHT5MDlr ZciSBQL9R+pMCDF+Ov/nxCfsd+AS/5EGD6zb83of3+RCofrGeds8ZUjVjJWW rFCW+IH+5M82JpwMmla58l4CNAKinGw8OeT0Ap3F5014xPCfdM6bVfLgv+V3 VRkGk1A2eGsb3FaEN4maehW+CgTabulaZCtCgqPKD51OGcL7Gu4SFseCqp0S ukcNxlDL5uSKE348YuVfwF/uKg1UX/OgLwYcMqlf2FFTR4PSV1pqvlJcYjPz QXSRSgXZqm2FI0Y8cn20RPlw31yQqrbzV4jhkkv0REPRKTZRebN+Im0+B8qL 4/lUNUXi9ecZ/bvhHGAVmCPfcHlyMd4qHIY54BVxp/0dzCFjRUUqX9q48Pcp 3do7+nLkarv/KZ9rPEisOdM+eJZBBuYvnW8cz4OnW99G2NrSSEy9jt0QnQ9K YcqV9825QPmflEjuEupiz0gu+X+H/wBsq5oE "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 105-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk01fse/Tmmw+E48+EUkpKiuMnQ+P0YmihNEqpb7s2lKCrdJIqkQUVJ uTcuMjRwHyVDpXy/KjMZUgjXlDFCjiEcnvfWW++z1md91v5vr7X32p+t9Yvn ThcaRVEvZ/c/l5JPcQ0K7cBZHiXvhOt4hFqiGzd2uAbt9N7YSY+UIaBribsC BtD99LKZWmM2kP4e1z01lfh07PmG7AAVEnDQ6opaSTOqnFhScFVvGFGS4cWd QdnovdTy3RzfKUyl78pQT32Ld4zWf6gL4pCA8zPq4s4aFHK9bYHSqBBamtXn ml0cQHHaEYcuN/GAesTQWF9YglyUt1XdTRMAVf8p58rxEmS/Id/axO0ljuNl 7Ry93YfVFsqKtxI2oTYPRTOEBThrSNZ/7dIpTPyyoxniOmzxbPtJ2lIxovbl Pg72uYOuXHOxsa7hQYC/qkbor7XI98Kq/nBvKUJ5ecbbzkRjcu+lvF4gA4jU 3+W/y3zE3o8HcscLaIQaXmEQ1ZONYmS9PUuGuISKfmfKvVaFwzwG+uKsZ1CA yRnGzYgPuN7o0qRfC58EZPfcSekqwWGU1HGdvDgct1uxomi0A/mUpp08aTSD KLOukCO+AfjQAkmq+QIhmXc6n7PkRi8qakxWUPnAAYoxPfKLaxMu8M0ApxXy BPTstC0c29B1ze9RjK//oJVNgdGFmUPIv/mIFSeQA7tZu8ZD77WgLOVLfiMn xTjkudaLdTCCnZqvzbtRKSR9fQYvva+LUXbdVeMTCRzAA3+/t8/4gtJn0kue bh7EzjPSDw18h7H3TyqtgdKKZLtcJDJd/xk1N7/bYLuXTqxd3yTubPmCj+pY 8b3qxGhOoo91QXczvuRx2160SRom9M88EB4dQIczmgy0a7uRedj5JL+gEbRy k96xGjNFqPPNeO4a1ItbxcN2+c8b0fEVgfRO7S9oJW/fIbtr07jKoyCyt2YS 27Ym4KbLPOKcqPDJUWsScYu7/ftfcqA05Oie+vgX6MJdO4eVF/mk2XoZd8Rs FC/MtLjyrl2GjAy5VXlmTeNgy6negntC4mz3tYIrGkV8ubcMOyMp6A02oWXI UrBrR5XH4O8CuGO4NvPa5nGUMZwqd34fBVYxV6a3V33DtT9i5UPxAGpzGeLI XZ5ATdbrdkcdGEP9bzUzRNbS0JnKcazx5IB5dYcKiZjBjpomCsq0cawhsSwU 3JjCU5kyF7mSbtxtm5A41SADod02vcNCBvy24E7tnE4aPJ65esJ5IQ08UPNj kVgKcI4o6eXfEjTOzA/blfwD6y4fKyw804rSzytPPpkzib7FiJhc/c9YSuGN TdhdOUjdTvmeCFEEq46i+162yuTrMfPDXe0C0thvNd7nJQt7W+luKadpYHXh 5N6V15XIu094K0Y8chavq7ucyCRLNX9+VzrKJ+PFuwdSfaUJ9xUtWq1FjD2q dR262uiQN6nSGaNHB4otztLoVoIOm01X9XvZ4HqpnLVaIkN+e21zSxgygmOq OJ/yLvSijI4t+wZFTPJKPSlNspwNuyrXOnG9BCCT1FI/c4dF6gatypYX8Uhx Q5lN9hcaSXJMK2Wp1eFVHdqppfpyYGluZ2+/bRhpbo2JdI5XAc9I0foOTTaE e+ebmbFYJLbI9WD+WzZ53eC+25/BBI+kG7tfzGXAgwOHGo3/YAF3YOLBJT82 5Crrna8SSsOrt3qW7YercMjrjQpH/RThM8k9wJg/g2yRn1ygFYOc+GnJY+Pj UiS1LNUwIlSMPyVE5HfZyQO1KGlRMUcJPB4UeUfdosDEra1rcRAHVl/dfYcb wYG2hwMHvnWxIP6I7Yuz75TBVad0ZRWbB6KkF1UTugJ4HWJC/RbIJDRkXf7X Yjni4OveFtsgQ8z+crW39HZHCrWGKc3Lv+KpvUXn9JexAFlUk5XRA2hVGI7f 8BeTnHv83hNU5aDGfTXW8HmGMtsLixbuZ0Fvz8d6RNHBwl4hYdEWDuS83kgt MGdB+l2XU9LGXNDqWE87Zs6BHZqpooOBXFLIPi9/tIdDzCxOvD/XwCUhP0+G P0njEqPjH5MezPqVyscJq1Ml6PGHMrQ5gQXRtkYzC27QYCy+SdiVJ4Dm9TkG 74P4wNePGjhYwSaeTzxyg9bKk5+8arLfFBajcQO/BG0fAXnf4tz81zNZiJun qred/RX3H9vSUbiED9djT1NppixwK/RYGCjhg3Sq7QSziA0xcWqxO27yicnT J7yocRYxVzooKkrikIRlcSU/N8oRwwyNc8NWLMLUyRqKS5rEWrhuNMNmNne6 LQQ9buWo8fazT8HNNMI0Hog22TSOVtxK2B6+ToInjKfL8kxl4PsmFTJ/A41s yQ6/zg+bQG/MYjfeOCsH5400i+XmfcOV9snyrg2KEM15qLT/WxK6bxuY+KqM RTQPK6yyHRnHO71VV5e/FsKz/EZry30s+JeTZF1hpxKxUHwuzNd4g0MZVrpV P2b5dUutD/Ucxr5f+lYpVwiIPXN0/tgUnawsnblNuy4ktYN/1N93ZBCLtOz7 Ix18cldyTpbDlSOe2xa5W3qzSP/429Dx6Dac2Unat0UqkbxGJ5P39GrEV987 q/RXXFLQf4R+jAMGKSmRX7JkYd/0lNnOhmk8tsLa8/g0G46d9TXd0d+F7JLL SpsGxHgP3P6gpMMCe2MTm6w3M3i5Q+TGsaV0CN9umLPzPh+CFz86R9P6gXo+ J5Il/nyy1zBK+qr9OB6d79NV7qMEN9c518/5MYIDz8yrYzMF8CX5lCQs7Tv6 qpE11z2AC0rZLle2xn9EUVJW19f4C8kvqydP1CyYwGeDTum30oVkPudXUUHh GG76UyfxaBKbvFRravQfqURGapRHzwUWpPa7FFTnDuJtmdmJm0eUicezloeZ auNIlGG6i+fAJcXv+SHP8jtQ7+mSKHo6g+j51VwevSIFMePLmrUfyJIJuy17 kgzogD44r48oGcL30jXi/OdwIeJ1vUn0AwqOWOgU/+o42z+WHzJyyKWDV3lU 2UNzebI+qS1Ck2LATSd195YZGTJdP+/Rjxw+HDT8kbt8Xhs+9LJzxiGcD2X6 JZTZ0XbM132UN/InH17g3O87DNvxJ5ZTqHmTgOh//1nUpVeNIiK9mmxaaTCf HRhMp6mQw0fX3Ky5yINFjx3DK7RGcWgA88WyJAG8m5T8tFnch5NHG+YtXSMk PpaVZ7Qyu9HtNbDB8waHxGBVaQUTCarM9bKyvzeFrCHL4cpGDjk8Udboq8+E QNOwC0ca5Yl9X1ftio0sGA3WAR+xLGn3Tjbw2SQgQ/Yp99Kfzv4t6eIipwP9 6I+KGm/mMT5xqBVVXPioCE20VfF7TJXJ4iOqmpYWQjKoML+R1TKNqneq15k4 zvKx4X0qi51GfQvcu00H2ORgmYmdzRc5yGn3YfHMFcnBCau8dbHKcGPF8zlT o914zaaCweJKPli3ZHem3eTDJkftr/qacqRcskFbKUCJFNyjaxzoZMKJq5Nz L3+QgkfqeWYa17jk9/m6OhdMBMSvqbbev1gB/G33qysyWCTwaXzbiFgFShO0 9Ip9VQgr0jRzqxYL7jvOndBtUyTRPT55pzayodxOaombgRjpsI1+sZjkkw3+ OUIjdwVw2PrQOayXQ8aWvWqtqpEG+v7P1fF0HrGR1CZepNEg3OiMyGMLn1wb fity6ZIHReOp1cIjPBJMTzBMPMUlyU/chgIXc6AoN05I02AT3aVZ+S5NHODk rEW+t5mkYLCnseUwF7wi7rZUgiz5Fj03paWCB3+cWlJ9d5kyYeVN9g7y+JBQ daal/yyD1Jk6mbgBH55vq4jYulWamKXsSPyHLQDVW6Ky+LV8UL1mGLxmtg9m 6dN0PCP5JHfZb2nmtXw4mZzS2sJRAeq/o0oMTxSr92nyyf8wqIXvGAz8Jvg/ /jeRwJLi "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 106-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lXk0FPr7x8cMGjOWMatscbsiFJUYbZ+HtKBUlEtp0b5aurrZqpnk8i3b RWlxydaie9XVRIk+nyi7RJKSa6yDLDdbdr9+3/M99znnfZ7z+uv54/0+z1t/ v7fzISqFQsn7rv/flDkPjoREdeCjo61UTgiXUIyNbn87VocOR0qrnuyQJ2C0 FstEAwjnm2ffvakOpK/7yE91b3GKQWVEbI4aEe2zC59b3owUHYoTp0eHEGV6 aGFnSC46GhR+/vT2KUzJdpHoZBXhxlqac0Icm0ibdbSFlwZQanfeX562PKDc Y+quKylHffY36bTXfKB8rH8e7luO8mXLDJx0n+Db3Bzn0bhevEvBhv5Si00o 9l8TmYJiLPQwS+37eQqT4NxE5nADHtSuHHGK/H7f48X9UP+raN8Xj0Hvei6I zmnoRh34gByOqJC8hXKE4uOd6jSbiKU9h/fsCWICkfuj6hf59zjwmNbKFQwa oQxZmN3qzkUrCibKrbs4hJL4yopzpQavu3iZufPTDBJZBjBj4t/hSaOlvJpZ HhHldl99ICvHI/YmUqtLD/DtHYzq0tEOFPCy5orjAgpQhLLLxwNFOMo+9ybX QED0zr5mG0f2IO7zx6MKRhygMGdG9h9pwk/vlrT5xs4hYLJ9vq17K9q8wSkJ ObYg6yZxYsmTr6h6m/6Z44Ns2MFyGYu6KUWiTrGrV/IQ7u01y/OLGEaoIUFv ZAEH8MAfb1wl7Ygq1pftFPdjz1naXbPAIZx+sFqtZopBtiomIKt1n5DcgfGr q+fQicORwnRnaTtW91pBhFVDSCvd36G4qxkH9vjazrRQYcI04I7g1AD6Itwa mTH5BdlEX8gIDhlBFWfWrLXYxISGQMnTIyE9OEyNZu5w4gPytRDTO+e3I5pw oC38P9O45mRxQk/dJK7zSbWctuYRz3Slenf9SfTN+nN+9FEOVFw+9dPH1GfI Qf66xVgAjzQ7LOaMCEfx5uQkMyuKIvHc/qWaozmKQqdfeq90okJPqCVVokCB FN88a0U7AVw1X/3kiv0Yupx4JXFvnBzYJYXPbK3px8khr8OSM3tR66GvbMWw CZTm5Xr5ieIE6iuaJ9F0oMEj/w28/MMcsKntUCPxs3i35HD6r8aTWHd6bQk/ cgrLb2E3t2f34y6ntPSpRnlYtdojfmiRChz+8eoHrU4qPO7WoC9RkoeTqPm+ 5rAc/O5QcG08hQJjqq+jXTLH8TwT6/leDxtQ9gWVyUdakyg8fbfLoXtvsJxS oWP0NUUYy42Tk1Qqw+c+u7FeHwUwHLeVRSfKg93Fn3dZRygTjePOsUZ/8kgQ XtMQlq5K3G09CxUuCMhY2Y6BrEAasf9LWuH9egyfrDVyk7XSYcnZQHrOPQZQ 1IdzdLuUIXquF3uxBweO/FrFWjktT6S+qpP5+eM4qYZd//JiD2KtcNdZ56tC 5DOkH2evssjgTdX9lT58UtZY6ZjbTiVfrYp0hLfa8IqO+VkVpoqQSx9Zl/3i G5q3OSnBM1UNzjk9jHgrYUOs32uhkMUizX0tS2f2cEhB44kd55iqsJSefbZZ RxXu7D34efl1FljHJtW7GXDghYrJhRoBDUR7BaEsnRR8uWCD0qlgBpS5L0tg WVHBCQUriu2YxDTJMsbWRJ5kVWaZx0cN45kLBkXFmxWBYphhWMZWhv6iQRP7 fTSwPNoqWxjCho/FoaYzp7jQendgb7+MBSJT1EmPY0HBZUvKYbEq+XtT9+Eo SyXiFniiNblRnvy893N8uf9brPTB/EHz0i94VsP+xvosNUC2tcQ6cQAZy1wO jtWqkPP333iDhiIYTYES/Uo9etJWUmqwmwWnBUuWc9czwdZVKc1wExvc1+/f HcVjQ/a1Q2doyzlAs6FF6S/iwrZ5WZr7xByyLSjGp+gzlwhtT78538ghsRWK qow/eGSZ7/uMO9/z13rSOO5V6AS6/64S2aexgKzzOE1pUYBvqU0C2Us+LKzP dTxULgCe6a2BfdXqRO1Xt/4DVQyyxKcut7CkDK16drEu5ACfvJF6Nv/+WAHa x/+RVz/Qivu8NnWUGPPgU9P18ugdbDhactJAPM0DHPXRgTrJgaTbc5O3xfCI g82yNWl6HGKjvE+zNINNeEtEx/QSGMRcont+yI5FMt8GjlVx5Ig+bhiVONLJ 6mKznNV92fhz3OP60GYq4f61JKNLPIwsfkvbGrtmGud4eTw89ZIKgxvVyA/r qaSzsXDWTzaKCoXJGyKDFOFQDnv9G/0O/NY1c86RRgaUGuqo6q5oQClO4vT8 ShYZ71d6eOPPWezsp7GyqkAALjVjNGY+G/7cOb2mpFOZpA71mlgIpDiKaWdU M84i/s9y+lusJ3Bge+8KlWo+AW+Dq8URKsS6YjaOGiEgQ+jG5O9zWMT2YW7K SAeP+PXVG6z1YxDvLYYn1vqxSLDwkaC0eAA/6SRtWxKUSeb76etxOx9jns6u 7vcfv2DLtMSvXVw2mD14kNCeowCXbP1kl0Mm8DcLB2/fGXU43/vJc9XCIbQ9 s7KiaWAYx/w94qEFauC63NIxp3AWP6WvNPZKUITYrebPnVN48OBrzJKxNgp0 f0onxud4pDCm30Z0lkJGf/CXVfkrQ+HxYHX3Df9gcYBeg7oqH7pstMOmxZPo i26O9gkRB/wM96jyT/SgW3J2EavOCYhVzY8Daq/lSFDIGdMWuoAUKdnbr71A IU03FqSfylAnIc4vfy2LKMbL5lJOdl9kwfVFS2m6G9vxlie56fYjKsStMFzv k9Yg0pRYuXDdOOTtRHruAvMy1HO2/BY9m0ncpZ2uX8KmUdLY4ub5dxTIpdSS SC8FRUDvPNfFl3/F2p+ubrt9nw3xBR8tE+9QQNW+aVTvoQoRLT24zO0FHa5N 2sULS+XJuozW+HmU773BP6WWuYlKZj7q3Rt/zoMdyk2NcbcT8MG8zlm3WB4E F0TcfrbzL8wzuvdy5AYPjk9026eGZuF61s4omyY+eWW05JrTsVocn+DT5Pi9 p/Ycjf5BoqtCjp1aFVN3iQue8drnd333LUqk+mxxBh/SRwXe3D/f48zRRr1F qwQkz0TcviuwFMWtgvXekWzyRmW207Z8BL194WPnenMKbadXHQiIUSfHJio/ B5qqwlndltpvH+SJa6/sg8UGFjxyNdk45zGVtPllmvlv5JOoELnPNdEDSEIr K925tw+FXwgNZbF4xO2DZvXF9wzQz9MxPBjOIAuPa8xbaysg3ADHYx6xI6jW WafB0l1A+opWzu3ZOIJ6fzzRZTWgTmZfhQ0qO9HgeZs/i2vDIIcfKSyYP8uA SIunWlOjXXhq0ZzyThEPHKS5nQ9jeFAXO5OvVC1HqqbXz1cWKZPrEsnmV8rK cPo/k9ph7+TAvEDG+nqHTX75wWjBRUs+KVWiJZu7KXz/47t1GEwWkXvv8Usk VoaKNH2TskA18uL3pxfytFUgxV17wqiVQdaWP7eU/K0GVdvljI+aDSOf93iC Hcgj6889Fyw7oQRZeuorln3P2bfF+S01dTTYOBwTVsHgEMfpD+mXqFTQuJni 33GIS64MFWkeks0B5cSMCV0hh4TS08zTz3CI8NqV3p+sWFD64raAqqtOpJ2D HksN1YH9fDUKjFMlijaRC8St6uATf036FhRIV1CQdT3mwPUzxrXXFquQmykB +44lcyCtJkDaF8Qkr1zCtiVKOfB0S3X85s00UisKHK3S5IHGb5qVqat5YM73 ZAQQDskxpS7wTuCR4N2Ve0KyOPBz5oMWKVsNHOS3Rdmc5hPz02U6vfN4pPyu 0Hx5Gw/mxm77R9zPJ/t8f5MbkvDgjblPpb03Eyj/HQ3S8aN44dI4pX9ZyeX+ sE4+419+FxnUVruT/i+7X59t7dPik/8xzMzbH3y3k/4v/x9I3nor "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 107-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vmk01Wsf/TvHMZ3jOM5EMlSaDCGZKnl+oVFRVFfJRZMKoXSTKHSbVMqU RGWuVDQYivQ8Uck8T8mQWUgDkvHtfT+8e6299tqf9pe919pz97hb76dRFPXi D/+rlPhD57PBXVjefwLYH/iEUl8c++tQDfJJPpmxhy9KYLEZ7vEfQk3vw/ed mJEFMtjn/FdNBS5+KG/iNiBD/B3NL84qakXGUU7HPPOGETX1U637bBaijbTc q9KaxNQzm3Sl1Hy8P21JxfYELmlrVVI0+ncIJaZ9nl55TwDUfabymoIidOx8 F3L/KASqsS7nomcRMueumSm+n4Zj+ZnWo2ED+HaXr6LeCS6hNnyPYcq9x9nv bQtuZ09i4psVwxxuwPHn13lHD/5A1O7XD855RyAji21REQ188PeTVw7eW48U NrWFtrdQhPJwj7ecicHUSl5GyHEmEJFHpf+I1uLTauuyTm2mE+qnnnZ0Xxaq 8wpY+KCFR6iYt4a8y5X4d+QCdd7haeRvcJJ5PbwaKym3aC1QERL/rL6Ihz1F OK0w5V6i6nMcu12q/MNoF9K/XWzf/IwCyqgn6LCPP35xxPN8zwI5MufEO676 1S/IMepVx6QvDyjm9Mge52acUvPx/KVv4gQ0tqma7mxHtacTjvye04GWNwfE FGR8R3Pf1ifl7eXBdo7NWPCtNrQJ++n0FP3AAwPa2V5XhlFBfRLTO4UHeOhR 2Y70TpRIazaydh/ATjP0e9o+P3FN5DWTOaNMskUsEhmu+YhUu5d0aT4XJxud 8xKt2zpxRoaOi0jeDzQ70Xvj+95WfOTgFq32UzQY1zyZLOc2hNxz874smjOE Vl87k+R7dgQ5JGyVD3dgQYNP+gvns1+whjqXWa5UhTz1AiS6VTtRqV3g3twL k7jS9X3kl5oJvIuKe6w4ICBOiZJ1O+dOoOaU8omlQj4UB7n91Rj/EnGPNnGy 3AWkdaMWb8RoFB+/NF73QFGcOG3rL+cpjKKRYVI97xAdInRWZVzeMIYc1xzU hSIamN+5OL2l8it2lu4XfxrRh9r3f+eKXRhHLqFHcPnjSTSYr5KusJEOPqa+ lQn2fFhd1SVDwmew04ZIRNlMY+UpswLh1UnMGJZRstP7gXstExInm0ShN8TV 5KeZDByYH1E/u5sGudX3blODDHBFrQ8UhkXA3nDwY4QbDcbY767ZpPzGLR3i blF1JejZGemJJ7Mn0HYhS7Dh+1MsIplnce2GGJiqLLo0wpaBT4PmYwMeDBjh +B3weiMG5oHH7JZfYRHXqc66EAU5Mla4fSjVh078kl9PvEuZxK5Vi2172iUg 7keneukCaaBkhzOVe1lg2BMWrV3GB+fzpZyVU6Jk18LKfXuGpvCdSm7dm8Av yDV4f0tUAYsUNpVYZHXSiGx+am2PWj9e0aWaWqwpBhoVEfpsrUmksvlOpFO8 DFxmmNfkbOBDqNc7IyMOh6jwdjMMx/kkt8llux+TDX76/SWB1ziQ7LDvk/5N Djjom4pp/Ml/La1xplKODpn1xWYma4pQUO46STdfKVhkc+H07GZRsES+YgHm TNItZXbCqkuMpJak6oQHD+OFuzNJ0loGUIuSFhVyWeDxWbFjVEsMDA6296id 5cIJ0cz83nVCaL835PC1hwNPVOuHqs24kBtkQB0IYJPsXRepM2YsYuvj0n63 SZTIFOg2mIS3Ycl6nYetuv1YxEdEX4+SAWRaRZbHDCEF1LsgRUKanH5Q5g7y YpAavHOpqGInyugo+LDAngPj5leu915mg+kOyYRFm7jwq8w3e6yPB89u7D9O 1+dBVwyZVSsvhK0qqQqOATzS1BnXOKtCSIxMj5adbuKRW0bcS3vvy5FlnrVJ yX/69ZYfEbjZ/hd6UF2CNiRwoNv4XFeTniQINKOHHMtlSZqdubK5PZss9ajJ yisoRP6mlxidlkJS1ubUevs5A3Ykh+UmHKrGg0c2dRWoC2ChYna4xzE+HCxw XRAwJYBT7vuiR5YI4U7srLtbrwuIfWWG88P1ArKa5ajwIYlLLixzlGjfyiY6 6cqnf5pzyKZgBe/ibaJkLm4YTbeQIGZ/LT/A02jAn8Ke151rpRGFJV6Pb+V8 Q3ohCVtCTabw0XvZIbMsRODHehkyby2NnKZ+Hq1BP1Ge0d11V0+JQeRR1nmN dQ24YkeKuHOTFNzNtF5l1NSN4iwDEl+VcMihFYzQH7p0Yu0lv7I0Vw5GPvFz q2YL4PGuKZOCbhbJ7OyXzUrux8FM88WVvznE851+iUIgRXw6B1ZIlwsJ72AK 3YItS5YXz4TRrsiRk+IHpFz2cIlpWlbcSJeAWDdrrfWqZRN3q0UuZl4cwjC2 rLDwHsUZ3aTDKpJFIgsaafKZTVigZNdX29iP489YeBfmyIL2w4eRnZkMSD3f H5GvMYp/6W1095yWhbXRY4sq7MbRtpSS4uahYXzU+B1XSY8NO/QNLDLzZrDJ yxZWF8WA0C06OdZxAogqK1V1N2RA38dEou4nILsvydBe5YuS0XnePaXeLPix RDtMU6MLB5yc0yDLFsJxV6eL+uo06FfOVHTx58GTl+aPAmkjKFrE/IqxnxzJ FS1JzDghRk6dPa75WUKOeAY5nktQYJDmqIWJbkmyRNmg/Knqmw68bBbl2hfI AZsZp+6dG0uwVUZW4oYRaXIt3kl3amUvUkg3tOHb8sib+PO7wa4KfzlRFC3x jEkcPsy/0zf1C90Z02pVTWYQzjfTt4ZNdEDVTmvCi77jWBFper4hF8JzGw1i kil4ZhU+v0WURfx19y2zfS0Br9S+2hVa0siapPZwFYoJxsknnXt0Z/B045z7 v3MEEO2wMkAtuQ3ty+6esQ0VwKfxzUt5S1qQYPH9NyNRAqih6DYrcQuq4+wK Xt0sJB/jHFVNz/Tj8EiPZovPNIjBt7HDSiY55GZ8veZfPvQ+YqZpt9ThYH/2 S60kIZzh32RWK5ailNGmOUuM/+zMTkWmZ6gBhxnDWverXPI7qyji96sBVPHa w3zHrUn0d0XHkcONf3o4XvLJR5MNboxlqueqRciOgZ56vXUcqLV0jNXsmMYd Xina3uuF5MQzW4afdxNKpxd+2OUwiHy0DW5wn/GJbb1CeWCtFOz3FHnk0ShO 1A7Lq5iZypEjFX0DVpd6UZW1UoPBTjlS6P3+BbuzBw3Md+k1HJIlJqeezr3t PoNyOrw5/NVSxPXA+yBxBwm4qvdi9uRoL37FW59AXyqAjW1Z3WnXBUBuPlcq nRrHpVNrVVn+LHK4zNFPbZkkHL00oXihWgRe7Gb35efJkn/mLV4YaCAkfAOt fR3dFPhZ2itJMTkkYEwotSBIEooT5moU+siQv6VpEY2jkhC3U3F8cbsUsXpz 7ouvljSUbhNRP6g9jLKjNoV1jPHJWr8cuWUukiA67MOtd+CQX1qvPlfW0OHi 5XXGwywusZiqT/yXRoNYqqju7zM8cvlnvsL+HnFg061eLhTjknMSCTqJx3kk 6NfucrsgFnx4HStHU5Yluqsdeqc+s4Gbswr5hLHJ+hAdj7l2HPAIv9FWAQzS vutjQXEaF24eV6+6oSVN5gf+qv2sxoWEypNtg6eY5Il7umuFPxdeWJWHb/7z y1x3JKzPVeWDfIhCSfwqAayPC7mWEStLMjVpC90jBWTFFV32u3OycCzl4ec2 rgyES8Qrnu3kE52jhUoDKgISbuXpePg9D2aFbv0W8FVI8trn0bsP8aBMx6Nk gzsTxvaO99bGCknX/AA13TBJuDLfpjPhhZBI2jwYVnolBewh+83FD4Sk+uqp jqpdEpDJcFtt+kFIdt6caR+cLSShq56XixQJYFplj++9bgkyLTfhav5GCFpV s21D7P/83P9Bnrj4FN98NMD7v/8PPg14Dg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 108-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01Psbx8c+YwYzw8zIluQiuQhJXbfPp4gQCkmUoiRRliiJsnVzyVKE EMqWpeVmIuv3kyV71ixJluxh7Pvy8/ud37nPOc95zuuf54/nvM/7/eyydTax Y8fhcHnb/d+J48m2DwgbwmoJQvcJfDSEk5dLXnJoA2EY9blAKweCclrYiC8L rDQt03UvUyGaHLM/09aEbcS+X9pNISPfi9pBO2p7gdvout5Q6ALAbcztGQ7I B4k39jerENYx3HtTpvibcowVcsZIKJeK+nrFxTQCWSDdA3+CTqJD3CuixLGq WrBWpny7m7XNXe1FQa61gHxairkmlIYlC+WZLEZOYL2VH5UzWqgIpzeTQGR8 xjT3+U8Ysm1gyDs/gTjfiZlMl62OGM4C3LnSzAeeTwE52wAWfROCvj7CEmGX OsC4cq4dbxQO4VycXxptJWCSIRix0pkIEVtOwy3Or5j/mJtqSQQHws2pKcWP 5QM3Bby/8FdBhEuoOCAY0oy9fY2O169sAF/1O8SIqFYMCAYfv3OYjnzzx55m j9RiV6bAhd8ffMSST/M2Vi8OgRnPSiVnwAZxGiPB17x8sYHIvW6FMgwkebuS Kh86DnJuVzbNNQtCHHFzwda+B0tgm9rzwgiP4F6z3UfPDoALecuHcxcHwcEe v4SqDzPAVT2sXeSrIDxNNl0Oi+sDwrF3eC8uzmATE0qF7o/mgWFH7uLq70IQ Y+V8MWcOAp3A2GC98+OYzRZHhpLXHMZZZ3zdmUVCJ7ljwIFj34CWg62a2AUe pG9flmrSN4hZbcjQa/NmgGiqp/7n0V7MdlhR5DONHa4q3ElnXGeB5WQR6dNS M+BI+P0074AFMNN0eXLOjQ92ejE/2geMY/F/H63PSK4Brmp++OHdgyDmPu3n zIM1rNnpc8x42xo2EJ4krZlIRzaphPazu9ZAuWj5obZyIVgXfP1M18sC8K1X YtLDjoZ69RUFFzQWsfib5vfEDuKRjdmvRkGRRWA3gR3gDeSET5X//BCitwzU p7SrJdk4oXZi0ObJ5ilMKYYcVOY7DAbsZqjcD1fBvry/5sfMtsBk+U6miD4H 1Cb9ExpiRoNHWoYEUNQWpsq6NFlcgkMSG1pV9NB17G8UXaslsICNGqWkrndz Qv2bh91XcsjwivTTDtFhdlhVoq7a1MQDnUBvpsg8GxSXFt+pcpATLvNXhptm rWCbA4dkXye8A+/v8629E10Dl8VSvDVuFAA2QplBeDQ3PKZ1Pij+FRl+n9Re nnDhgp/k8ocshvFwueY0640XB+oy/ELjP45DTi1yFiMDeEi5YWw4+FIA4ijz eRKjJNjPLJDeB+nQ/q8G8h8bnMhpUm+Eg8KGEpup7Z/8x0H1gGvSlDgJ1XTX G+QPsqMdsg2fDc7NYIeGdr+pU+CGjQbx1A9GOLjTMDHGZnvvs+JO0YwfNPjE vVJDg0xGNhrtHc5P6aik2/G0D5Ef9l/Z6KGRqTD9wuXv+2PJ8GHn0P6NW3RY yrf3fjODA2aU3zDru/odBJfoEq5788KAE912MgE80Ah4c/tpE1HibWPrc0kE 9Kb+jXJU2Dx2UkO3NBBwQpxsmmwNlQRnN3XiUjfwcCCDdWFqhAz7RJxXEucF YUmwOu6KHz+Kviob53xSAFl4OQ4kdXMiB+slO+GJUYzQoZzdq/IL4+guaNpl wg/B0RZ0MIEF8DHeI1aHSehe5hdnKMwNtZOo1oGzE+DDz6rq386ToVbBnMeP UTI8ak5IkT1BhZFnYhiXSmlQ1fVrWvq2HtKLt1zb1eZBZms90EshQ5LaG4v8 IBKkKcSzLjZSUIawsOyTRTLa59KWX1ZVA8rqwtW1D9HRlz6b3ue5XFCuSj54 r0MyNnnjxFCVPA26W3Zbn3pMh4nJO5JORdCQq43G41wXBjpCuihSnUZFmyLJ rae4KUiZKXFvTpuMpgwKl6qf8qBdWOci0wCPvK1vvnVsGMK+R+a2P+hlR0dN rjs+Gx8Dao9TTj45vIFZo32jwZlbYPa4AJLSYUfK+jr19sosUKaRpBt6lxv6 9zdsjckXYE3mWTz23bzwtVNdwbv6afDCyC+1uJ6Mzvg8OCEczo1M3IX/aChh wKejyrfi7jLga8uNw1XDJDRwbWFNLH4OCyNqyzWvkNEeRfIL7REO5DU4cYiv kY4ChMuKVcwF0cG6rUj2RwzE1qiyQ6NECB19m/9iYYiGoq9o5ZrEU5Czsayj ljsZNVhVRKnybWAfhtFP4xgS6iUVhlfqj2E0cauxr12/MP5zq5uZthSolJ0d M5jHBdtrbbXXW2ewJTV9Z9dNCsT/RlzaV4WDZln1dT2secwsLqpaQo4Pmu9X N8gr28IqHPxZVtc44JOTykUmL2jwYTYvfTiYAMe+pSJ5Hxqa81MuWxIgoEUp z5EGTxIsINVxG4W3Yn53JDsp/HS4lK9m6BTJDX9J5Ik5+gpu697ylFfjOohn 036k6cNAWho3La3kiehugIdCP56BdhE9P3HkEVDPM5nU62kU1EBc8g1mTWOq O3BOY/5kWJjPCStCqoHxh/xUvQU+NOB7SfeRbycQYR4wFbIQRLf6nXn1M0ax 8du18fj3RGT3znZo5OYsSFxW7N2dzoUS/ixdxf3DBkGrzbGo2hlMak8gc6iS AqNKutQT0nHQ3NzAJN6SF/mqXFa1KMVD9FZRl5m1hR1LG4jaiSPCaokd77zq t32pS/LVShEN1rdmNWVzzoDLhcNbFk9oUKfmrcp+hWlAk3v1aeEZDR5uaiqq NZ0G7WTLsCM9dJR9ps1nanARi4px6THoZ4ff6DnniBYE5HBdM6ItUAgOPdfS fDtRDsJ8+QsU0+gwgsuiZO7yGMha7Jb8XXP7PukAf4+fhUVqQh3nUCpKeqVY 9K22GzSVumibx62Dq7Grd6ykyMhhtf67lwI/rOokjEgnbmDmEyMdarpkqDft 8E7/4jL20z1LyfM4HRlrp1iankcYk6Om2vLCJLjWO5wuZCaELDpEGv2/8sJM uSFlH3kutOea8E6towxUXTgrlpBfBVpMxDvVzzLQdPrpdemuCjAh7Th6gEVB Xk6m1pJay6DopydZ6AgvchN7yPpVygVD1T6Kri+OYt4rQd6S/UJQvy9/+G0E DbYTr3366/ws1rChs5vkS0Kao6TXYWe5odvfa2IPW9kgXFf7FP2DjG5Jycn4 q9NRRcV7E4Vfy8DH6Lw4L5GMOMSanxebccO6lF17a7wE0Ka3QdZyEzd8cVZs VW6AF1l9NE48do8XNpixyV9Vmgec1l17mbeFkI5PEUPVkQCZYTVfF9T40ZJi cX9zGwesldqcFhOgIIONjtRAdnYoYz+r1hlLRSFz5SJ2IzyQem35tmIbGT3A pyinegii9LKXlTzpeFhdmsxgl6Cgl8xOeowHEVKL/gRekfyIVJ5xMyCDD7pE Rfc1QS70/eBB809JFBjrId8SrciHcmw9DCyZZJjSfKdv8i4RJYT0P+TcRYEf jRujDA05ELdCfVyOgiAUfixS//JPGiy1CNwzyCaA8hTYZZxjaIjlse8uXyE/ vJmV3d9HFYDfSXNZFdv+oexWIz6xk4aslzIjkjIpcMeTU9N+U3QkZcbk7JKg wC/KLvV623/adNV8c/YRGhqS9tujEkmAdL30al1XGiKYZs6LF/NCsR9FcdGm NNQaevdniyUeOhG/+Qdu++7Z2K2BSVE6krl7JYkjShBu7rT1zhjGo3Wlxa4g fxpUbBG1eHx+Owc5a8nEHhpy9KqLzZkQhGHwQckUGx0x3zPm+i4QIe5/JYx+ 83Cz8KtioP8zHNp6stjiIfAvZzm6R5SWcP7L/wE/YXYM "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 109-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlgkw1nsXx5/F8iwez/48iKR9cVFJ6la/X9mKqyRcKreQVAjhJkt5iBZZ QlGkspStulfyyPb/obLva+El+y7Z99f7vjP3PTNnznxmzsyZ7zlnzhwFSwdD awIOhxOu+n8iTjzFxjeoB/MMU8wVMeQi3PatL2Yu14PY5pTbOQ+JCG7VwPq8 xwC35WwJr4QF0ciAze/11Ri/1dSAqchA3uc170qXtoPEvZHrzMymAW5pYluv rxDs7w+YD+1awHBpp9Ll3hZiHpcE5bUFLNTRLierfnsMJP6q/OSHIw/iEqlr tYpKge+Kx1sdUT7EfW3MvutUCoTKKzUmhEfYC06G4XTYMKbwalJTRomNcMfG o6n8LxiKSmEu6yxhyFMYTZ1sxginD3mpvh0HuLN5SX5uj0A/RaOvo5UDvb2k 1gZZNYEcrr/6rmM4hHN0iD2+Eo0darG1nL1MhQifWvGnSAPmnxTzbrmOiHAT qspRA0LA6A5qu1O2Wi/60152QA1mXXjGxu/eEvBWu0ENCa/DLEhqlhXmPOQt HHiU0leKybIbeBm9udgLY0pV8XQPeGeE4fHleIhT77t/xd0bk/jYYx64hY/W Xf/M2h44COaNK3MHN3Mgjro8ZWnThj1QwldkppIQ3GG04YhZJxgY0afbl/eC fW2C6KIP4yA/UVPcWZsDjRmnZoOedoBuR9fuZoVxbHhYOcvlwSRoaMz/7vU3 B2JjqZUm6d2gX9SoFer1YxYrxNfK7hOY6jI9Oq+fhgzEIsBerW/AevixL5Uq jnRtCuINO7oxvJZcfmjKD7Am3k33S387ZnKBJpb8Dg/nFW+84tuPgf1ddYaP 03+Cw8G3Ejx9p4Df8vWCU/6SsNk9PdPGdxDL8soXsaLmASdVAal3Qzc4F5do ufn2PFZj9yVisH4BuywfE3XGgI8s4smNZgoLIOlBxo0/nbiw7L79719jP4JY fcsS1TNc1K6rxJ5Sn8YKzdM2BRuTkYXRUBVbZho0dOVFjceIwkcqBz8EHJsF lAiFP/DqolAz5u6yQc0oNrNOjVRv2wU6rcdZYnfmwbJdFYewjIMjhfLpMrpE KNnYc8xZjwcP1/bQUfgK9mHfYtbcSQJau6RRxAtcxGiBcm6KgzNY//G4+MUW EfjimfaxOSETXtz4qGlNLwHWvP5c/DydDO1Ae5LMJB62M/StKkXE4Kzk5+BT yXNYIf5pQLNzJpZ2i7bw15oFUBwW7nt1dw3Akwv0gh+LwYHpzb/llDBh64jm 7LCjKAyE4xcOUqlwtsR47K07ETkdzf3l434CsqvdatrXSYL5k63CJToT4piT GWv7JWCAT/ubXWl8aONfwfh1SQSl6uyINtlORDE1rMZ8n0Gwce/N8xouVFTS Uq4n7CaghOGC2LgNU9j+ng1vyxTF4L13thQrfwKU14+JsIilw9fO9lahznyY 22Jr7EWVhFqR9LHEEDbMo+24VcMnwo8VHoUhTT3gfq4O2d6TAtu1lPV3bqPA 48BTTKBJRSbdZ7Qum0mgt+VvVcKDJjF3TnO2lToR4rYkbClhSUAXWaeThuVU 2Pl67NxoHwMyWOLEKwlcmHtfDXdRIIn2/dol/ZcSE5m623Y+bxFB3+fb5mZf /sDITSop7buGMNED1+zo8TQIjtSifdFjYHqUkURb1XczqdIBSonBsSZrLZ/u n+BDV1HxJnMGpBq8jCsOYMEjJuS4Lb+xoHLH3y4VoXy426kh4dXqvO9euGJx TmIcJNWVg2NxDKiyo6kstJUOuYpRY+ermOg6URL45LHQTsd6YUFRCRAxfmwT v4mHKjss2p+9F4UyA8yMv2MqwWGJ8zLFCSy0X5YRl9bFQirpa29OaDJQCPn0 9S+NFKSANU+n65GQKbM0Rd9vDGsNe9/o105ABro/PZbMO4HqwziD0ENLWOPO 0dTOnEXw8ygdrdcmoCthr9I2f+8DBerPdQI9xGASUU/C3qoIVJski9u0UCD1 5ojR5x3T4OVxQXxOOQNpIVHxQ0Nk9Ob00qGiXgl0qWvy6r8s57AgqubWmjkG 6no86Hr1N3Hk3j28n1bFQxPFX11lYrhoX9lKGOEBH917vLJFVIqPjrwTvpzq 4SLvPxw0hlbvncOJLbYaLgxUevBZKq0Gjz70oq4TERJo4SkxGJj/xLhyZwYa vg5h7upJfvfJTKickhLRnSEKF+XSey7PDmIzqroOTstMaLco/c3jvAg0Si4v axubxNRmrW6uk5WAJnvU9DIKVjBdmc21tXV4GGqgkm34kgud7+qQzP9FgwPf 4tF2Ly4KcD/ps/ssDU2vd+urcJOA4ewjX/pzk4DgxrpmpiQP3iCSWHGLFDi0 NkPW1psNqwjqC+rHCTAKr/nggBcfldjKMPBtdOTh66r4ncRHVQHBS1YnJVHb k83x9glM9MBTbJvv8gy2WxpnN+DDgGktT5+4mXaBEx+E8cemaOhu+HX4eYMA yKTvPcUxZaNC9eMTNxiT2OD10ihSGhU1qBw2K68bADGzSu0bXomiEzxny3Da CgB1FlrhpeNYvMGCNcmICcNzv6pFv8LB+bMEb9O/SMh714XdpnkkSJYQNDYI 5zGthM5weRwVGkVkztIuTmLLX9clzmVzYeWMsONIxhy4kNW7YhrKhY1siSeb KmYBd2ti/tQTLtTu6Ij9MjMLGhmngw638dAe5cVJOVEcCo9wbNP7ToC8q1lz GS7i6LL9gZD62xx4MeG1q4N1DwjylvyolMCDRGLPGbP8KZA83bLulwN8ZFh1 XfN27SwWdgBqOwSy0OEhwakWjRisOs9R0+TpIuhG6ylPGiXR5fnyVndFSfj+ 1Zs74NEMZjLc16Sqw4C5D53RpbZxrMslWdntKA9dWFhS7h/swdKJJcWnz42A s8ERQt40G5k2yVT5NFDgSHvxh3seBLTtipS8xhE+YvR25BDPfMVqDeWa1cz4 KF53r+vs6DdseKNt/94xJkozn3oaxxsH2V1uDM5hCnKr1TGqXkuEgaqZaxan +7ED7SXGBx9yoG6HsPddyGq/lmCpt3sXVrGkvUHCWwJJEj62Ttwiwmv3FmTv rO5dyF7hrrpJOvpz/dbNPmo8dF6O3PaQ9AN4HTeXo1AZyA8E7DSSJ8KyOIUd Je50FDMcjvFTiPClmez81k4KsnknbShZKQ4rjPDbLylPguPrL366vapP2yub v9uWDM/veeZ/MJmKZpRyvtfUEyElKz1Bi8lAektN8bcJBJhaIRN2Mo2JAiYK Zaz7xOH2WA17O0068iPFqcS7slFBYH/2+3wRWJz3gk9Yy0SsrYZaKmQSZGUf BO5hksjfalTsUyQFOoY/7qiGoqhRKrI7I5gBI1231z5WoqFL/r2CBC9JGFdz o2PEg4oYJ+S0nXzoMPNEVbi+PhHF4qeGo/awoNRDmfLYg1w4erVnt3kBBWUo EjY7RHCRRd3S15BLFOicnPK9g0WHG5ma+8RKmEjlWoncsDwXGRz6LEiSpkPp 0JM/BKM8RAoIkIh8TYOVKo7lxxyosHfHWJagk416Ngq27Qojwxf2c6lD2ziI fCppUi6HAhUrpPstltioLtCjq/Y0Ca5n6nz6YspBZpErnSNreCgrU9pB9A8m XJa39HzdS0LzOuPaFRocqFS7xvShORduJIcr8LLYyNa9LDJ1mA1lBRSPNiIH pafxJzrOUaHLM+qWqJc8tMn1mqmgiI88twS1gedc2LMSOl3rSkeqzlq0E/Y8 mGzrEpKXK4LsisK0fKd5sEy6YkXSiQ5x/zUpNNpnGuRWzfuHU0n+b6rrOf+w 1K1A2czf2f8w18/nT7v1/8+/X93qjo6u/tX/Y/hvs+dtPA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 110-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9VXk41Gsb/tkGM2PM9psRIRUJIYQ66n1DtkraNKhTaVGpQ77qyFKWUoeQ pSiyq4yOShM5yu9NdWTLvoUwMZYsOZYsMZ/v++M813Vfz3X/cz/X9dz3cz0a 7l57TkhiGPZyCf/rmGyuR2hUH6Gvum1efBdHmI522o/TjaBg3PrsaScpBLWt iP6gMWDch/xF61gQjQx6HGisJdarix8v2tBR0BHrm8squsCXMOMfVat/AGxh Yq0otBA0HhWumngzT2D5ewWqee8I2W25DjH1TNTdpbrc/NoYeCLhLKpo4kDs MUVtW1kFoFiU9b1Q5kKsrbn45vkKsIKnuUqYtRKksQv2TMcNE8fCDF0i/2Ah zH48mcL9m7AkNZnmRS0QKKAwmTLZSuS/KxIH0cYBdrAk57rvHYDObIoidbFh UKCSWtSxFqAy9Zwj+CkmMG+vDEdxMnFQV6lI9zgFIokn1Zekm4jw0xW6kCuN sAkTg6TBQpCXhG/88XZpXvJ7M1ZEHbGsbfr6lmULIMj0MuV2fAMRutDjrxHI QUGFg3dy+yuIIZUNHupZb4m0/eSaj9N9wNOwqCGWJwkx8/7wM35BhOmXVPsj 2ly04vcPTJ3IIWBn0sLv8WdDjLI45e7RSVxxY3vXkuUR1N23ytJFCM5rZnZp ZQyAjZ3ByWUvxwFLZd6sspAN99P3zkTd7wbP7M+X7N75nRgeNvjrwq1JcKi5 pgrbgENi7MknZ0EvCL+hqG++UUQcFUs9MvCbII6vr61QENKQEykBmG37DG54 VdbPFZCQg0dp1p7uXmLHsjWtBXAMqGT5Ovw90EU4CL+NR9pLwDm9yw+558ZA gGZkcIvNJNgafTU7IHQKLNOLSHhxTxG2+gleeYQOEVdr53uG+engvEmwnGhV L1hb9ovQNWSWOJol3+yiMQ+iF3JeKalzYGX4uQNtGUXgTHF29oQTjroc9FlT 5tPEoC2tWsKHjI7u+1bDUp4GVu1vxK1FJHjHcPPLCPsZ8AUsTvT8RoLWKTcX nepGiRK+280+524gPDHOJN2YA6IrbgbRuyXhyDt1gbKDFGxNVSa5WXLh1vo+ RRQvJsyuxd80FUkhtQWrMk7kT+K2S5Ym/mGOGHDMzPrZLg2nyxzVZkuZ8OTq Oy0qIknYHrPvV69ECjwLunKUJyVg6kLAozO1snCG9iF6L3+WSC9KiuYerSXy ryrMP1OZBxeOYAOOlA4gIV+6PfouCUbyvyt2DjFhx4j1zLC3DHTj6fZqGCrA mfL9Y3l+Ukje6sm24+uk0dl6bV6/UA5eNmLa/+HIhB5h1fRfFqTRaDp1d46V DEqpYza/DRkCIRHhGokVZFTeXrW9sFcSGee/ujI/NENs6luVV6lHglYsC0lG iTR80+65P5BCgznlGpgFA4clCrpX67hSMHUjOvjcbwSEv7GVPxdAhptBqIlF DRU6ggBSsDUF0Xaf0rvEUkR5VXmG8VGTRMb3U0WW65fyuyZ7TTmTCqc3Jslh STQofDR2eLSfDqF8KnWDMxe+CTfFTgbT0NrS/JPaL5mI5+cpTG2XRhE2CPVV TxLyLYa5XUbfCNkHOnILU1QILOvRxuQx0GuTfYbIIaMrOZ+8oBIJgiOlbqW7 foCXX8s+ah6iwzqRY12+Phsan2/KfrjkX70SP7227BvIaagC9pl0uIYRpG6W yIC4XtLYkRoGsh2VOuATxkbrvRsLS8vKgd2X5ERpBgd96j7a9eCFDBSn5cZ9 298NtlKPKH/MZiJf1SAf1ls2MhSoXZmwpiOjstnpd1wa0iBapwXb5RDXnd6Y kDJJdMS9aL7eJYn+ujaq9C6jCZjEZDrFblkgHDP55zfVzoJ/7BTRShtJlNVB utcX0w1KzVNtI/1JkBqw5daavE5Q68yX9Wgnw9PRit/bwudBumNw1usqOjKW Cnt7zFYB/em6sKVMREWjbpM9qTpiIopirV03S0cPxO8dEp+TkV/v8CaFGg46 dnlcX1LERZZPC9On+nB01jmpIfQnjrx2rfG0ukBHeTtbo4JVZNBLEfq6K4GK bhjoOC/HZwhc1W2wqe0bIWLzqJ7P6NAgNzeht0AG7niYYdluJyR+mDh4nV9k wNoG7TcfZmXhPn5VZefYJKHkbGyykk6BzhtMtxeULu2/olxgvxmDsU6GxXvS cfjUyHJhUIkBBz9nIZ1AHN3euDHdrJGOplf69lf7UmFajJv5x8U2EHx5RSuD xoGzju3NbScU4Te1guWeQSxY01RaLTAhwSQJ61sWgVyUWdPt3mDLRP6hF/V6 5Lhoa1jDcvdLDNR5TyvrXDYDOY7gdf4KYsJ4GXZ2MIQOi63vMzDb72DXy8Is +ykFlCx7cGLXby2EssBsL5vHQlVBx3scq+eJod8rkuTyKahUwq8m5monSJnR 71r1UAadeH66RqtoDoCGo9viK8YJLV8frq6QDuPftJkmP8RgyrGiP3GSLAoy Om7MK5GDu081nPjxforYli2MV8cosET9WYileIRYbFvxeLYYhwOR7jPDxhLw +F8iMS8Wh8YGAjG5EIO49uO3U/dwuNZ3xrqnGoPNdNeorZ0cFGdEy32fII3i E7w7t/dIwj0fPt51j5FBp89Z3G68xoaP16tHtfX/A6KCaEX62RwIpNTazGsX AX+6fcU6Cy4q7/Mo7aVJoDgLaOMVyUQkUYqmc1wXUVvibe18/yeYcXJa4X9K AZ2eq+rw06PB1Au7tV1vjRPOw/0tJrZ0eObkXJrCSxHx9QLfwNeOgzpic95v 7pogBFLlH10Pj4AdwO6jUiIL8VqUa0KayNBd3+Wi3j0xsfaMkrqVJRe9j1d9 P2Q3RtTvUW01deEiQ1etz2nMpX+02nPAbIyBPj/Qf7qz8Sso/upLZ29duvOb ckWCKxiMNHml8nN6gJh7TzZw3cqGDt2Foqe3caiwwisyreY5Ub1gs4oaREU9 KieoLks++Pwxv/xGgwRMuST91VePhi6t1NYKMeWgmZbAB50JHSDQ8ZAqmUJH 5L/Dw1saxKAyU0O33E8RbTn4pdH0OgbTXZbPaQvJyOfhV5kWVRlYvU9C55TB JEgU/XNw/0UWsgks5hp7ykNqh7fZdXV59EP/dU9doxRMyGgWdGjR0PaFlqxr kpLQyMRqvKKSjiIm3imf6JeF5t53h/y7qei6XKZh1pLOF55+/uFODH4sSeNK qjHQtaTK/5QnS0Nm8WbgF0dDmPSG+9LhstA7/m53LZRBGWMjfTwxDSZe1Km/ q6+AfGyFZ+/GUmBm3eXuEX8KEoX9HtBWSoWvdtXE79wphSxaVEHEFgZUilGu ytiMQ7XrNluaQ0ioQE9SyysBR02GFeZsLgn+h5/b081UhL/hd8psf6EjQ59y 1WF1HPVGmgpZ3WS4LHb39+BRDqo/l6d4hSEPPxl6V9l7UWBH9GDmgVAm6lsd vNYoTh7qxe6IiRYykfzenEnV12S46fXvG9Y9YqKGSP+v9a5ysJUjkJHXYCGX RLFwRIWDEofvBdKcaHBR3T3gkUgOzRwefsGQYUH9ehVezCEcFij8aqSRwECe fpWJT4ZZkP822rxKhokE+dyJ7sMUKNrEdTS1wpHmRR9ecBkXzTguL766hQX7 xLHT9RcV0SlRuHLKZzbke164XfJGGn2OWhNBGsFh5bJqMe28ItzBq6HeOsdB o/28KN9aDqweeDc+UYijJ3Jhf9Y2suH3yuzRwiEcKV2NXP7qAAv2UjUXGugc hF8PuXR2JQcGEUSkWzmOwms7/JAdjqYLCybUu3DoqRvCU6zjIuz/pQSv8gf4 65nMf/mJEOHcNVeJf/l/Aax0bQQ= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 111-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw91nk01dsXAPDr4sa9huuOSkRUpiRKGs9RhiRRJCkVKUmFHiXDM9VrpELo EcmQKO8lUch3P0+Z5zHSNV9EigjX8PP7rd/qrHXWWZ8/ztpn7b3X2kfJ0e3A KTKJRMpf3P89SUsynEPC+ojOVPvNgnY2kNRVH/90aUTl1M9WHGlhwKq7CH7g KNo/qqKVE87EMDLofKixljB1TBEadqBD4AnDG0vLeYjVXF2Fv/1EpLlxtf6Q XOTerm9uFSMgSFlW2fKZ/xIRSk2lFt0M6OTJL9e/OooyS/x0U7ZwMSmNpmBU Uo7uezPkFbUX/bE5/4ZHOZJ9f9tuaO8D9JiVc2AyYphIOX3uPKmPCSTT73E0 7gei2H3+yLGmOQL8cuNoP1oJx7Ubg6sufEOko4XPrnk/QDHl6zdqdrFwoL+s QtjJFvS+8FCBsPMCQXJ3e7JvIY7w8y2WPn6MhkHoedUlkSbintrk0yA7ESCN b1gXO5iL9ljFRZ5+sxgvrngT83YdUfP1fvLPtFkUqHeFdi+ygUgZC33gFceB wNzBBxn8csIwc6Gox7qYeHyQWlM62YfWSLxKUekjY5I+/9ZZn0DihLDdRl01 Lihefs9QDx1CUYzO6NZaFibR5iccnTsI9xtrmANnxAFrWCvvPNyNBEen/uq8 PIQ2dwTFlbz+jk6GvjyjrMbGB+lWU2F/dqLvhm3aD75/JYaH1+V53vmB+po6 ckPesDEx+rzaJrsXqYtXBKxb00s4LAg/XeczTkQ63Zs+2i4NlpRotMmoDT0b W1AacqTAHuei5AOdvURYGlNrt/oIkkv23vNhgEfsOFHe4dFDwjOaV1K550dR gbPx37IfJ5DB3YAUv5AJ1KRpkXPTho5bfbLfOIcMEZfsbhsNQxrhsSFIrF+5 F40PVTvcDZwiHJLFmw8rCdBvFx79zKvk4Ipb5w99fPIW6agNBmUZs4G3R4s5 oT9JyOic9fQMo4GD9Zca5rJJ9LK+4CQ0LsEPtLe/vm06hbIH2m4WpSzBhvE3 5i3rvhISLmSZryFtqPvUdwbl+gyqvsc3XZ4ijA3q+6QhcoHIr9a0+c1HFBTm dpVwQmcJ1mqNhrmEOWJgX1LybLsI3jtmMz5VxcSnVR60yPWTcZ9vz/gOP0l8 DvGeLfshhB2Gnn+hxInjKan3d63Sp4maMctZ/ZQ2IitAUvC3nACFc/RSoz16 kJB4kdndKApefyyvYY7Gwp9GDKeG3UWxmvupk5SD0niq7OBopo8wJGyPtZdW pMC5elVbfrcYXu9u0sYKZWLnP6roW+dEQHt2RHT26BKIr2M0/xM8hD7zorqH FalQ1l5plttLBuJypp1V1iyxpU85s0KTgucuScwUTlDwu3bXg/40KSwp0JWp uc/BhZIaAXVcYVx8gCwYCBtDt96ZiJ/3o+KH+i1yJl7SeB/yowQZ0qD3WN7N f/rpkFmZqR0Z9oOorJzOUVIXwqQ1KWvKGBI4L6Ob15xNx+9u6ZFOB0kB1zT4 1eOtLLD1ce1OaBcB3fAn1+unpwjxFu0Mns4XQny+O2nIRAKjnfWwOW4UNcZv 1vTgicPvz6rdsCwF3x1QuEjOF6DXPSWlq+zp+KH/7HxcHRvrejSlpC7WK+pM QGD3pT70rKESmSbRce4d1keVnUzM1owdPVEjA+yP0xcc93FgvXtjblFJGbrl nFTmNMuG6k4H3qNXovhtSf1bdZFBZCBxYllpCgNyFL4ZeMZzQDtb4fdxQzqc Ldqbf+I5HZSI1slsMzEIyt9af8NnmvgU8ar5Go8M1g1dfM3VeWjD/STL8B1z RCnLWS+8ZxKN7ZaGlcZkKDSrnt99rR4V6SeYhPpS8Ip8DdO9TXxUa5O+xLmd ik/Wxhj99CThxH1ByQWVdKArCxcW76fDC7u5HSX9ErB96Eq69hUyhNEMVeum 6XDoTMKKIo4UuFmscd3lSYdwe6bHxCkxeN0PPRbREsAutpSfrpwj2PJHBps+ fiGsv1MizA7R8bqMjOjeHFFsYL8SPdRpIH5u2OPmMS+DN2RseiwdQcPW6ZUV HaM/iJlX5CFlESq22ahnllO0QGRNtmkFmc+hcEvt/AOJbKyceOJSymJ+B9uS Qd2fDW2vTYMOzjBgcqU3v8pbAju5/8wYdBxAQVcUW2WkOHizeYv5Db4M/qKQ s9w1kIlr0swfa8tRcayQ4Z1t/lw46ZK9fXUiC3xDvDS7xLjwyJi3hVHMhI6H q5PPp8iA2F/h27ZICYPuUtK5wWA6fiTn3Pxv1ySyeJ2bbDohCcN99mK8LD6x LHuTFcuWCa5O7/gy74Vg6HJ5rFgWDYyvf3ipcewdip/S4imnioL/3hPb3jpN ItTgYBRZ/p1ISxgsNXen48h3H/XiUkl451n39vojohCo46RrWyiGY4tXTcjW fyOMUrojV5BouJk+ynTR6SHmPyqmTeez8cAKl8A3d0SxU17/gm04G/tad+uE LBHFbNW0fyYesrFGYKA+b4Xo4j27MIMODoxvVHRwVReHyGj3DrMuMg5b3qIr lSkMLue33Wu8ysLx9846CJYLUFig1FutFA7OC9LQuDMqjNMn2xXXbuPCYE+E 4/VsUYjYho3dQhnwoplstinxK1Fb6G5o8+cskujy17OfoYHLTOUnH00pzLk2 dH+QwidshvktG0zo+PUBueCIYw1Ej2f6Ou/dHBBVtfZYUjZLZAuXldodH0E7 Rqdal21hgm3LsprgJioeilMMMNo6Q6idlV2xaycX8JG+RrWxKaL+gHyr3mEu FHTNR4W4TBPDKq4Dm0ZlAAuVJ1qOvEf5Pd50lgEVqP7hW3XeCVDohjdys5MD RF66mdjl70y8pzO3/697bJzqWm6+XvIzqpozVpYIlIAzriu9/R4K0MWbguXX G4Rw5uv9EQpOEnBpperqYD0O7OYk9WqX5xP+++zlqTQ6UCUXXlJcplFFkpJG mY80FERbNGYUzqDEw8tnVLup4PfoxduE82RcZS2kfmbdD9SdHjCx6gcDjP3z ubqu4vhNsOFAZSQFfmoVdNU1CmO5ul0KWhoSYDbXknyVTMbuG1vib5RLw+3x f5ed4i/OkR2Dzrf9qHBNLEk72YsJwyYDltyxaVRa+JhLVpCBCSmjJ47aQpiR vx35REiBX7LvWiNfEeweGdVZi0Uh5kUG2ZAngWO81OujtCTBT+zzoetPxXBS 3ZXOEV8aFBTWZRkIU/Ebi5pIc3NhaH5ufN9nsW6y95dVPtnOxvtin+622EWG HE3yardoNpiGRUVHvxfCv6VndHUypLGrbmUG44gkaF8skx9ewYbLHU93/p5K wUvD938L+sqBOMs6htPie6q13StN3Wi4cbznzloVGehTCVLTiVjMR06Cl26s DIhbPfshX0DFuzOagqcsZaAh1Len3k5ssV+VTMwGZeBwzEL3iBwHcpxJ8oxe cTy/wtHvab8YTF7mK9p8kMFa9XK29+3Z+K6K5R+2A1Lg6lMR83yYifXJ7Mm8 JXTIzuKOdx6nYdvWlV51vUxY5XXRNqiEC56X0mOIDjruWwifrPeShrjDtWtG TJg43dXzXuE7ETC2ya+92cPCFUurFqQ8pPGff8cvlW1nwVe+bZh3LQfH1l3v 4bsx4bnYHy9qG1m4M9qsw62JCbIBocvfHGLi0qV7Zp4qsYB9LfjSuZUcTAoI kMsNZ8Kt2k8+sJsNw27n+aiQiV01gm2l67iQJhjbZRbPxgHpA+nrGQyA/IEL Dus5+FRw98xVOyHwuWIAPCUubjzO3DF0ffHf9r8lC7aSFQl2odK/fEMwXdFK Zf2y6bSznaIq+5czj2exbi3Omf8bq5KG9LSCRX95p1rs8Eia+C+rHDOZsSeL /PLCGUGviYbwL9MTo04e2k/+5f8AZAWL5Q== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 112-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk01XsXxs85hs5gOPNRmVWGTLekSX2/RRrc1KWEboMmtyhTZl1DpleR WzSgECrSbOhGfjtuyVSIEKJjnq6IY3Ze7/uudd+91rP2+vy7n/2svdWOuVid pJBIpNcL+k8nLXroeDGmi4g19PIWqfKBpKOVMnG6Dn3V8N5YUkUBrGVK9AQN o7NTke1hExwMQ32OB+qqCYcMC/umACYEHTWLXFzehnYtP5OeUzCJSHM/tLsv 5iP6/iteL9xnCNJz6xylxyWE0vy8udwoG9rblBTXhQ6jp9FpQYHJAkx6wFDe VlqOFuce2nd52wI3fS6IdCtHRPJvPts2ZKAUbp6V6Nog0WP+INgDc4G0cySJ IXhHmDdrBsspzhMQkJ/EGGsk1PUdaEZ3hhHp16LMMJ945Kqj3fJLBxcHXVBQ jjnegFwi5xysa+YJkqvLXUtxEpFU4Xrqqi0DAzm7ykuynojrU1tWclsSSD+M DBL78lE3XeN7/WMOkJL+Wsu5VEOESeqVPF03i4KMfRmxcZ+I0p71T8oK+BCU 3xf/sKecSMHlyg+kSomU/fSP70VdqKsn2zvPTQKT1vVEnfELIqK0uGrSOgJQ 9X7L1onuR8LvvaEfl/MwiTE/fsyxlTiWuyFP/I4GeOU+ja12QhQWtzsoYfcg Wt8anFSaO4JyxY63/BN4eD/TejImoR0Fi2o6w3cMEYODBq/OXx5DZ+sH7kqb 8DExnP3BJqcTVUaF16zgCQkHscR9A78fxDcLLa7NGSbslb6B1m77gio8jdya 5KRhl2NxulV7J1G7lhTaxBlAS9N9dr3rbSNWfX1Qtv8CCU/r+t4TnB1Gs5ni r3ZOE2jLlcCMgIvj6HZJY8r6diZu9Mt56XixnziYanbwpwog3IyCqd0anei1 3LFvJb9PEA7ptM92ajPoQFus8SE/Aa6IOnug6e6faPq67mE3Ex607dLnjK8T EesV3y3tyZIBh30DHzlLREitvKD0/jAVxxtuyr20cxJF/ZGvktZCxWZ3Iuf3 1vxNJATsZrHs65Dw5AhbOmIa5d31OJE5KYm31HbJQ5yY2LT4rcZTuUWgPGda yo+eJX6essUem0jQa5mWPtssie8qHnk/2cjFp5bFNyztpuDhk+7/kjsqj51R W+aSMTLWaGgxSHNk4Em5t1ess6YIEv+i0aPzQuJ5oOzM06UzqH/WqTGitReR acUWV65L43pW6A1lPR5uGTKbHHSVwpMle9zGC5l4smz/8GM/CVizLsrzFZsK zrVatj1CKu57FOCUUsHFjuFVzI1zkuBq8/GVpRcN7tSwP78J6UcbjNLStnjT oKy50iK/kwIZylaJ9SYk2NCl8bhCVxrnf2kZcdaj4SLZlYE1Agn8KjJ9u+9R EYp6vZ12NoCOp27GkzNlWdgSBUgHmzEAx+O5UlM2PK58bBgXM0aIHkTlkDRI mKSZoVnGlsFer7wL9BTZ+HWUMelUsBxIVf9CWlzMA1s/J2FysyS0tIZaEsvn CFqD4cO2VQME40giarzFwGhrLaxPGkbFoqohdR4Nfs/84IIVpLHLy01mahwS zu0ofb/8EBMf4WbpRpwX4NVu9Rn3Fvx57ppZ1GvxFWV+qkQ705h4GzXzKnuQ i39yrcsvLi1Dld8zp//q4cGHdoe22y+k8IaJ2WGjpu/IMEf59x9mTNiQqujf 9jMb1IhGUY4FFYa4jtW+NvNEy7UXn8PaKKBoPLPTTuUNYfRH2t6rm+cIHK4x 0yf6gUZ3yIO6OQV8Rrx+NTZ+gorXJW+P9pfGioqKp4pPf0fVNlmLHJvpWLZJ +1rwMgmcahmcXljJhFAz08QGMQse2c9tLu2WgYv3po6zDklBDMNMq2aKCRG9 JtPjr5ngskfTyfQ8EzzPWlqffsqA3G7o2HNDBiyzN46eKSYDT+lgX33TABGU 6LTadlYeGzx8eKMzTwoHfRVdIdbeJiaMdrm4zbPwzRDzi3a68nhfVmVF6/AY 0cKqTV4+ScU2a4wt8orFBBxQHzunOo2u7jUssErl4RvygcNHnXm470s66Fzg gfoqewcPVR6I1H16qnxk8Nyl9ttrO0ZQsK9qI0uOj8dH8VMNRS4eUM5TdAri 4I/+je7ZZDmcSDa7bHJBAGoSkQq+03zwv+ip+40qgAnpAdtiFh9ab61IP5vB gjOOCbF58dKwejHJuS+EiQNHVydGBMyhPbn56TvHZUG6M5xh0TBCLMlZa821 5YBH5PvDAWlS0O9dnkh9zgCTAL2hiZQq4s6kfpvGPSmI77HJtGCOIvTJYVtc +QixP+bNWPvCfOJeNxkn3SPhbldNWuwzCQhadWK1bREVf9zynepZ1ENsyxDG qZAY+KvEr7tUKqqJ+SbVB1MFPNz/zIUa2kXDJ151i22v8nCJL/PUzAEa5mk9 eDN+i4f1Iqm6rW40/JlpH7OllQ/W61cJ2K9lIe6Ga6vFNwou9+iq/rOcDKfP msTWhXJx5YR9glwmGccEyf2pn8HHdeT3fTNeVJwlalbVMxEATUhQdOzpcM0E m7tEs0FTKfGNQ6GIqC5yNbNJmEWqbg9/RpfpcHq6ssVPVw43bzlxb1N/PWEz 2NNgtJ2J4fakqPrFK9RxPsvAZwcf4g+LY35rokCORNl7+yNDyDA5s0+xhQ22 DUs+htTTsTujN/Jw6xihfUZBxXSrAORFrRrDKmSotVJqNLYTQHrOgPbqo2QY XObUu3aYBec3XCvcVVBDFHT4MLlb6MDv40jNBIhQtNHLpbOiXsIv9vK3a6kc vKs9v/tJLA9/1ix8clXjO6qaM9eQCZIBmWS/BvPuceT+rxnFiE9kXDR2x/Sv RDp4qWutCDHmw5VnPYv8N3cRFywPKdEZTKDv82haMz+KKtLUVpb5ycOsl3C+ z30MpdopTmsJ6SCvPfyl2k+MqvaRdX4zGEO6LjIxInc2mF8oEKx2WvBNW+EW ly4JE/qF32rqJHCy+GlEoAEdLOYa0kMpFBxO0TroPycLl36ULDnZswhbyZh0 JShQIYyaZpjuyYElXz02uWiPovdFKQKKMgsqJS+kTkTMIHbBJuR3TQ5EZsUQ 5kzGrnHX26uxFFx2Oq1iQNDxTU+d2uv6shBe1rTVp1AKp9X4tg/5MyBOtLIv 03QRfrnnY9zu3RLQLdn27lOKHFb4Y0nl3U08PHuMdS920SyRp0tZ4XKDBwEN bwfX9E4jj6yH39rZ8nhq47n38YgOhu5lSoMqPKDpLU7rdabgxVd/+R78Nx/K TvWujCsXow+GrpU7XRj45pPCAekoeehaFqy96hoNmzWP2jVYM4FmnTmmVEjH T4wcUyLG5eFTtH9Hrf3CXVSPiYx+xgS7m2Lh0FI+1AlPFfJ8pPC8yrGA+91U GLsijE6IYGL92qW2fxzi4T/1Ou+fu0sHJ7+Km9mDHHw5zMjRmiMDOc8FP9qP MHClp36Sczgblnu62waXCkC40W1wfkoGd4mvimo95aG6krfGJJeFs5zOxxa9 loQcpT182S8cXLG4SiznJo+7qedWpO/gwN89tjE+1Xzs+MqivlmTBdnU8EfV dVxcfXykQhNYoBAYrfjyAAdnr3CZ8F/FBl5YiJezOh8HbUaZ7F9ZEFXd4gc7 eCDUXNZ85DYLO60MsZWvEYDVRFfEdRMODszqzfqJzYYQ75rW4mNcfDJEOB1q T4ax0ZAgwnQhp0c4m/sjKLiyzqKjii0AW9mKZPtoeawuc/qrmjMfImemKhrp XCyTQLLqn+fBzilHe1UtHj5fpaVzXMiDx0eec6OyF/Y5dt+J5fv5WIvUb6wf IgXzgfc7ng7y8VbtxMGhBzRQdVuZE53Px8sOb58+RJGEgHMBL76J+Vj820zn 9pUSsCx1xYe7dAFmpl4/fuAXCox5rzsXyRNgvr7v9b+jmJj031KA/YFlbyOn /89H313yDj3I+4elw0y3/ahf+FP/x7ijuctpL5D/4X8DraWpoA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 113-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlns01Pn/x2eGYcyMMWbMjEskCtHKYtW25f1OFFp0oSTdbFLR0m4XpHKp zbKkmlApuRVTK4m0is8r1v1+q4Ql98vEV4OGGL9+3/M93+/znNd5nsd/r3Ne 53Wez2Ve/ju8KSQSqfjr/L+TFB/5RMQOEDaFsfmT3nwgGRvd/3ysFX1az9YP +IMC2GgTMRQ6gaLlPl5381TD8HHEZ3drI3FueDK3PIENoQdtIzWqu1HoKeo5 oyuziLQgWTkYUYDS6weSuU5fCFLuzjzt7FIi671RWS2ZC6RMho5dRTVKnsyM lnoIMKn9zcvIk9VI4hldyqt/gu6rPd8xc0NMrDTsvzl4Rw1IDpNJDEE5UWm3 /UGxl4yAkIIkxtQ7IpzszqrbP45InsVZlwNvIvso3YizA2o49Ly6TuxPb5HG jjTFtB9kBCnAP9V5MYl4paVdVLaDgYH8uO6MfBuRmOV0X/6DPJAklqvvjBSg 8JKsrXYZX/dL+nsNN7qJ+EGz8sOxyi8o1CqIESdsIUY6Byq1O/gQWjBy89FQ NTHfLAz2e15F3HejN1TODKC00gcO9jI5TFo7FHU8OJTIc6pnthsLQPdsGcc4 ZhSZNkyeLA/mYRJDNu3l00W49jrtEaygAzZx1bfZ04tUalO3ueqPo++7wpIq 8icR9Red6hYGH7uxd0pjb/cgdmZVYmDyGCEWry489ccUkrTOxvxO8DEx8bh+ V14/+plpo68j10McWpR7uDpYQgR5Rz5aGGTDNoUEtMbuPRqTHoXKQio4+pSk 7+jpJ9QqxO3HF4aRVnqgY/lwN2HgeSX/ewEJz60KeiA4MYGsxS+U7yxI0car FzNCIqaRj4dX9MgxVfwuOO+FT8QooeFnkGF4pIY4aRlGG9TvR7+ZTx+UhswQ NVEndren/oVK5APWmZnzoNvRlDu9doY4oKBXuqdCGQ65jjVwNWfQ1deFJlfp dHzTbEN+tIMUHVwnzI/g0rHtvUjZtqZxYqfut/pHD9aiXu9JjsKVOXQvb/GC 1Y8KeGPzgAoIFwnip32T4lQa6CxsquDHzBOxB5YkDInIMOyclj7fIY+lm33u Svt4+Mjym2+1BilY9jBUZSKFjf1Qd5bmFBkPlDJPIQtlLGWVXd0pmiUSc7tG i+KHiNyLyl9ytL4g274UeqDDOCIrlWy9Gq+Ag8qc9iJnPu78aCsVB1Dx+wZx jk+DKpZWuU1kB8tBjXlQjDeVDn7NRu5DvTScMvZ03oTOxz6/1bF/WJCH3Jwc /5SrDLjXxHnzOnwUxUc+ORxfR4OqjtqtBf0U8CU7/R6mS4F1A/rZNasUsL/1 nyOa3gxcrGxysUkgh3OKNwuVzOdQVNEWpRMhdJx2E53OPsjBzihEIcyWAUk1 5QH197mQXZttJoydIqzpaw4Ta2SIZJhhWMVhYvMqZsKlCC4uirIiHQljgWTX Mqdr9gJwD/btTe6QhxLhM/qbTBIovTV71G0+RijDzo6yMTpGNs3wfdIEynH2 etLqSIMLWfX+WF0BJ8z7ury2p2CLk20ZD77e43u2awhT1ISyWmqRQxobt0Rs +JEUz8ffBrQWlFRUIVZwjsmKFh7U9xzqvvuMioVR7AhXs2lklqdzQWLLBnqo eN3+j1xYRrybydtKA9M1Dj7f3SJD541nby53U+CTSBLRn/mWsLyWtu269QLx 4nM3sZE+iT7Zq4DeZgoU6xxqOONfRpSsTd4Sc04BZ3qkPvxneAo17hIp+nTQ ccGHwh5GKxWnOIelv6plw4x3RODon1z402PBumKQCVVeQdqfMA1iGbZGTbNs 6F4i6o8K4IC/i6HvplNs2H3+9++65liQPwh9LglMiJupd9tzTx542ntH2trH iIOuVVjDUQWvfvQoof85FfdTtty2ETSgz5aO/idlqlj22PhZk5cqdhXV1nRN TBHF/iluhmJFvOs7q63PSxaJ2hfH/vKUzKDr28xe7kjhYaULd48uiRfgkffp YHyeB8ezj2+8tlkAM3qBQ3WBTFx1oMx7TvgZhQXpvlNl8fHTRBGH2MbHYzrP l/iGcrHPw6d6alNs3HXLIP1EhirULk3tN9emg4UGyW8knI2zD5NyMhgU7JJf kO4wrQzqbf9cN2j7TGjmrdmp5s6F4MctbYNhSjB6tvoOLZcBilcb/DaG9BL3 pKbd+g+o4Eq9s+rV2TGEWg7ZCasniUNdT3YbaKhgYVG7VdIDEv7j7D9WTooU CDU/bOFeTMPNUytdAp52EHYZvcKlJAau9En80XndMyRr182cfcnD4k1n4lys Wfhw4eCi+3UeZiRb3/o1UxnzjDJfT9/i4W/i4pZ2lCrjN2yP2I1dfNijk3qk 01AVhAkBXVs/UDAzfqijun6ROHZifVzrJTW89SHpUnIpFceGsv4yzeDj8bDD mb4yJhbNdOh+s14Axj1jqbWLLLixHm/2j+HA5/q8LkMjGdFYHGC76/Y8siS3 ey3TUYJjc7WdwatYuNzi8Ivi6hS0Szz01nILG1c31sg2ePagvlOi1YH2fFiR 5ert5KwIeXJVlR4HPiI9F485nQsccH+r2RDeRsefJftXTMjGiZXH1ZdushFA sLXDvqpyKjTv0H5ntUcAx6W7I9MZCiBe7ju8ZkIV/i6kDtyzGiJe9gWy1TbS Qc/tZn3p+kkUY/lCa35mmFh3pq4wZzsXO/YUDD6J42Eij8psL5WiuoXN+sxQ JuQ0N1upWvwL/fL7lyVXWsi41kIsOdZCgzN6RgbhVnwwDr07+zZMQpx33qdN Z7BBzaqBXG0wgmrSlplUBatA4OPRHducxShlz5I5o146LBNE2HhpzqE6V7Lx 0dVT6IzFLYOKSVXYfP6lwMJXCbMbxxw8L5Lhs+mrD02tcniZqc5kowUNti68 Tb9EoeDbDYGCn82YEC0p1fQeUsT738d6ifKocJmWZpZ+mgvxw7Kdsa/7UWXx fQFFRxWyx/xlK59MIc7LDSj4Bgv6q1Uz/3g5jwKE8T2NmAqhKw3XaybTcOJp 4+Z4U2WIi2r75lgTBac1BfV8PMcAP9PflnIuyeMXLg1CJyc50M8x883NZWL1 a5q1qRt42PNqS2F4pIR4vopi4J/w9b+u7xett/uEfhU9+tDDUcGRtuwB9eWK YPZLlbZ4KQ++m1VTfHBkHmlc3/6vsHE+eK4yNT94bwbVmwXUOvgzcOTZp0W5 NUwYWB620vyGEn6wGB0yo84CpZ1ZU9qv6LiMo/+DjoMytMSc62v2oOEpl5kb yRIW7Elc7P2oxYdP++r2ajDJWLbUK+ThIA0GXV5OF11jYdNmLfdr+3i4zyqw 6pKnAvgG1yQ+FnOxSAH1mglokJcrkPQcYOCN3HWlikaqsOL0L+5hFQLojIp5 eGEtDQ8sXp9pPq0C8nivTbQeG4t8T8UVF8mD7kDv3rhGDq7RqFtknVTBloc2 WJg9V4XxIffYwEY+PrJ5aWzy1xR4TPvtz8bWr73qgOlpwk0F1C/GLHmxm4vj LIRTLpvYwLscfsZPj49J8wsnOh1ZENXYGQz2PHhC5N9dlLKwr0m4u0qTAOY/ vav58J6NL4qGRd9yOGBjUfjjciEHe4f3zl3yIMPPfn/jZG8ebj3AtR69QsGJ WQnld1bwwV25JtkjRgXbqDe/2vRODSK/zNa8o6thTUtyeusCFxxmfTx0jXh4 9PZ21/K/v+bfgVy1qMds4OtmVTqK1LARadTKNJwK84vOFYfaedhm5R3xx0wl wL27jmr58/Dy/Vvm9lHkQdopPVK6yMOLR7/0bzGRA3sbpyQ7Hh+zU+J/2r2d AsMTAZ1sEz7mmwbFj0excXw2FIW588HtYlVZ5Bwb2/9K/cvdiQ8Hy6PPXtrL w1NrM2JQFw8ULm+yk7TJAyS/8nea5uO+jgHfbUAGUr5PReUSAfbendUbwPuC SP+WOrD6DOirOr72yP+wVltJG8Xxf9y09o3g/GsB/IfxPtNCklnK//hXkpt9 rUztv/x/aV+nxg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 114-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF1nk01HsbAPCZMbYZzD4jshRZIrRc6W35fstWlEQ06VaUUuRabpQpWUrE pU1pcZMsoeV2NUWb35MWV8gSlS1iGnsqGozt7X3fc3qfc57znM9/z3nOc57z zNoR5LaLQiKRnv7I/1SS8g2/oymfiGHb60P9BXwgzTW5OrK3Hil55tN0nCmA TWyJruhBdF19g/2cp1wMAz1+m+priHNmF+jiQiZEe9slzHjVhu4/u7oh3U2O SJNDptKjRWjF6mXlvxuPE6RCd7HO7WfEL0VutkksDpDy6Lr2Za+QscVwqW+w AJMa3z5KCHmF2OqblIes7qGr3PtusrP9RICyfsHmES6Q1nxNpwteEk53RBW/ 5U8RcLgonT78nuiod+Hs1htApF9L8uMOnkP6vYK5f3ZxcXSkpm7Kznfomfaa W99yJglScNA1l+l0oiWgnDO2lo6BfLMqnNpApO+NmOlgqAikoUWWl3uKkL7I 6rr48o/+0p8v5iTVEl8td5IMhOMo2jqCfir1DaFed7ojRM6H6KKecze6XhHC XdvfWvlVElc9aNX/yD6h7RlXtZsSqZhk05XoL4omPoQmjN4wE4D+gRfsucm9 6PAt+bYn1TxMok993+HXStgxfCYsjtIAm200WLW5A6UpjOprjA2iJa0x6WX3 viIPSb3cLJKPPZjuoymX2tGVzU/X+st6iP5+y4f7/xhGEfXKEWq2AkwM3nzt KZYg3ZnjPXM7mgmfaYXrlqIhghXVvSpnJwtcldLQYvsmRD/8J6N4tyI4+ZVm u7VLCE/PRssJqRRpZx90etndRiwSV6xaumMayc0jcgWBgyjaInRZy0k5Wnky Kufw0e9o/te+sItDLPxeJC72O9pL+GsfG0khvSFCFsWoSA0kyNUzod380Hei IjFwU+O1Bygx9C5/0JgHbU4WnO82MiL+S6R/ZacG+Gzsq+ZoydBU8YOT4XPo +JzV8ntJa0aRdWews68THdtdSZhyrf1M7HUsM7itBqhj11e2UrwcHXuZdPFZ hjJeWfeJAanTxMrb30tMF9NAd9K2jJ88QdS8aBvYoqkA3S5Z2RPNVOwSEhQ6 +pmPdxuee6ctpWAVndVNb8+y8D7Ulq81TMY5d5YVN09p4FGNFyfdC8YIq/U2 ma+L+4nCKPXxO9rjqEoSoCtu+orIqqXOJ88rYZ0IgZ53kAC3DNiN9gcr4sfN J740fmTj0XKPwdsiBfCZtyeHOUqHfXUmwq4OFbzZtCu5aLUA+x2vYi6dpMIw 7YzhcJ46XKllv30a24u+tTya02egAuXNlc5FEgrMlzgemEelwr8+GdyuMFfC ptciP/6Tro5L1M2iagUK+Npwd/tFhSmU+MRRNfAwDa8709N99y4Hu6DDSjF2 dBglr5PUT3LhduVtq9SUYSKlVLg90nQCkYxzjMvZavjLu8zQ5l4uFooCOjKa qXD+oeFvlSUUUH1ndaNtQR/BmKV24O5yGkar6mBJ+iC6kisLPh6tDEfyXwdh TSX8BF/y8jlCxQtDGnJyf8xfViLvAn0xmh9cX1RaVo5cFYp+jSvhwet2n7Y/ 7yrizzqG/P3xY8hKrHtkyI4JTdsey1uSeTCLeC8TO6tAd+c26TxlKrScvfs2 ro0Cga3752v4dBKLTme5nlkxSfjV2aguXNqPvq1mwGwHCgxMDF5a7tlIlNpk OCYfUsKLLpr0yP3GUI1ngbJfMw379DpbnD+qgjNdYrIfVzJhT/wzj8ktPLjl NbmiTKoGDL2xt3WGdEih25nUjjFhyQZBtZ4BF4LWGwfY7mdCukNHUt5sFtyT Quf6NDWoxzseOIqUgaezpaehsY/A6sYuTWka2PLGjTTJfUXsa5O1ZntYOxpZ 5BQUMsXCdzQLs8MtOXhjQWVF6+AwcbUqmG7aroQ9f7F2vl86TTTN+PuI08sh JJt9sKvqoBpOW1gw74nDJOrTvT8zIJqDu5gjdLcuNm69aJQdmMMCi/f5Nn9l q8PCGaR9PbFMrFWz+4zyZkW8/l5R9prv6mD+0lqL8maS0BIvducKORBb82Ht Bm916D3w6rJKIR3GS9w/2J0aIK6MWrQZ5CqCaGmC0sfXHQi98bFPffWVCDK/ 8jDgFw2c+qTROj2XhK2OnPOlbSVB9ALfhcISFTzzQtX8pjSCsM/pSNUj0fGz xXnBDnua0FSjft7YIx6W+a/4I9mZhX0fSqeFZ3h47g5radgEE/NM8p5+v8jD grV/nOinsfBbplfKylY+qOrfeGoZwoHUtOBW548UfNyOyp+tMkHsDVx2qv4Y F1d45gZafVDFKdEaDyxy+FgxJvruQCkTF8ia9ectE4DRYFJmUR0Lzi7DDkHJ bPDFXROycgrUlATbeV6aQA6nlSIU7ijDXnlli8hcA1e4RG4c+LUJefZ3vVvk yMTvk4s/kHcMoM79BZYHV/Ph3lD+0gXP6CBWKP/Ha/sA4k7T6LP02SB8p1Ud 20DDyrUDNrNsJYSpv6ae7SoBSI+Lz2cF0qDOTee99WYBWC17LuUV0aDfMKB7 8SALTPrbf6ks+0Y86jzI5K6kwbbYeVYzxrpQ8qJi7QlZNyHfopFaReZgp/Yi 6V+neLj+qrGYUUjCVZMOBmrRapCr5mleNC1BoSfGZ8a/IeOW0CXZDLoyhM82 MYq15kOKsWNQqO8EEemyVYdGZ4J5QlCm67X3qCJrllm5iAH9DfquFwPbUObm mXKTDhpYKgoKhh4Mo6qN5Ll7LIcRjMwh0oJZ4BD5SLAwQBWHDxz57tgzSYxY PP5YW6+As35N8pptowTOk++yj1Eo+E56+RvvnTRIGnqmtatLGfvnfWx74KoA cSpZVtlhHJC6C8Wj8Bz9U3JVQNFlgX7Oi/vFN/sQ+9FyJDqrAR30jNfqV2Qo OPV8ew1WhP1dEqFilBK+EDa37ryFOixOuzZfXDmNsmoj2gcO0cFud7uH6DkZ F6+vTl237sc93RLLOP2chjVPa1VeW87Dvx8wy+hhS4n75hSjoDQeFFz6XH3c rhP9XnDjYzubgfnrCsnpKlSwCi3X6dfjgfuFkTLR0BCacWbDl5jPfGju7AoW SnrRa6vgyjVBdHwQ5Z7cpk6DT4YxpgvOquLnqxfYr0ikg6p7/rDOYxpu/vKh QZxOgzfJhzrrvFSw95YavuExNdh8YbpjQJsPRoV+siV4DE3p7Th8XaoCkqi/ qx24atiiTlt4eisPq2O1vkt8CgSIKi7c7Ofgl/FrtmpoU0FcKBhq307Hu32S 6u3PMmBOWKgwpkwA9Y35O6bCFfCn6TOyujAGhO5emSHWU8cFAftPlTyhQsrN 8ExOGQtXzKia1ghh4NgHavixARM+dwlTDtbwMUXzeki8pSrcVDl+q6aei71H ItwszeigGZU8s3gTB0ujQzsd89SAFxcbvm82H0+LIk+cbVWFxJoWEazmwWlL gzhURMMBZrFCRq0A1ram6Xl9U8NRBd0F89lsoAxeexT3gol3xXbIj3mRofuT Ijkqnovrt3NW9MZT8O4jnfl7bXggVK/I8EpmYF/DpZd32XEgYXys4j2Ni01e k2UlEyxYM+bnpW/Cw9v2iI6YXmfB7e2F3MSbTJh9Z9I8eJqNTUi91haxiiCP khWwX3LxKtPL/QN5quDtHjsz34iLDbc5yrdSqBDuHKaVM83F03vGJY5mCrCv 83f/bj0eZmae37lpAwVa/PKdLmIe5ltEnP+cyMTmW2MOKfzNBY+o8hcJciZO kdJC/77EBe+XSQeObeFhaYiTdtRDDijF2doPNVAhGkW0Xerl4c7mTwGuQAaS f3XK6SV8vGtTfkcwbxzVb/WQ57sJQKPTiGberIAL9kt2vSMLQLuhtIHipICh eX3YDFUB1Nq8FUQ+FUDsPKqkMYOHt1o8JFllCuCUxcNKbtaPvSZ5rK6c4oIs asQsTsrDQ2TdR19WkTHpv6EJubpGJT63qD/dd2rMwTSL8dNhY9nz/zJi/3R7 NWPVzYH/2z6XOOH99cdf+z/jxRoW/H0+ij/NXlpk1bSe8tP/BunRr3M= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 115-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01Xv3x7/m4xyc44yGUEiKi+RSt+HzIUMhyZxut3Svq1JRUZIuCbkZ Q5qTQkiKFKV8NyVkiAhR1zzPmY/p8fut57l7rb32ev33Xnu/19rvVYc8bFwF CYIoXu7/m4TYY7dLkV1kSiW5vneEC8Q69fvTR+qQnIfRjzJxQcDq28megBH0 jvdiemI1B8NQn5tjXTX59MS2PxIrGRBw0DhU9mMLGmRuUWcoziFiYXxt96Vc 1FgY86NWYI4ksm1zFDLfkYWxfoU7V7GASKUpmpR8RE+PIn51MA8TX+vzQ09+ RBnuvZrNvq/RffZLm6nYQfJJz76CChsOEDvH7tB4H8gKuaRRxdFFEvxy79Am GkmjVBOZpZYBRPxakBbscw3N7KTXFPWxccAFGcXI3xvQ8a5hGyPGAkl4ejyw WrpD8vO9j2qa0TAIZFSeEf5C3l+bfOOymwgQ43rat/ty0Zv1uYKqMcv67rw3 YIXVkI9MFhW/9fBRgP45WnRcLaldsnW+WJYHAbl91x73fCRzptfqTvI+kfft qZ9Kp7qQ/PlbQ+48EUxs7Lly1DeApNww6vxLkwcrzxYz10X0o9IwIcscVS4m aIuTh9y+k/pbvBJM26iANexUjPa2o4i7KTO/94yiTd8v3il5MYaSHcI0goa5 2J5hOxN5qxVp0V4Rv+7qJQcHtV97hU8ggTrOH1EfeJgcyahyyOlEh5RORcgW NJAuS0KPtH3HybQbO5osW6XBWvQ6MjBpQj8t1fz2iCkC5m5FSTatneSNruLg iOpOJJ/kY/6ht4WUexYqJxS/iPia51J4x0dQkaeGu4LyPDKM8k/2uzSJZi97 H9x5gYkbfXPy3C71k+8J7xVUq0bypN5FSrdKJ5LzlT/ocm6CLL9y3PHrg1fI pnXqxxMFDrSYa7EmN06RjkODoUoEA1zsBj6x5KbQiWd54/uxBL6ms/VF2M4Z JBG+q834ogQ2vhe6aF0zTM6cHlBOLLmL2l3HmKKX+ehYIy/HepyCDT930SFu iXw3ExH+ZzkNFBe2l3Aj5kmm5kPj6mBh6LV6mDTfLIyTbp81m5nl4T9VrzXI dwtiRgw9uSCYiY+hljS5CQGcbaW/uNmVgWekiqNs02fJTu+yxx5Do2S2v+Tc M/k5NNkQYpARPYG+DRnPDHqK4Hs9ajqWEyw8U2Y/kukrBNNrHN/m90uCW0gl Y/OCMOi5nv5qWkSHezXM+sLAfmS1vrQb+YpBWXOFRW6nIEx/MHL92iMCv3Sp ZJZriuIOEauvZ+rouEBSw7+GJ4R3XSvmXusn8JW3ZuLH/ah4OjL211eiHGyF /EQvGtPAbmOtY7MzFzIrMnXiIifIf3x9nTfL8xGxJnlNGVMCZ3TrW+nacLGT r3t7QrMwHG29VlNUJwziDTqPW3QHSFbge2ZilDhGRp9h050RFLl4RXfjS1H4 K63KA8ss6wkqdRXIEcUbTn5JTlne70yR86pnfxaQ6z3rcotKylBM+NuIrjQO VLW6tNx9LoJ3ZBmkxf6zgHRyFP8aN2ZA+tbw1/u0eLCKbJzKsaDAg2gvVzVv UfgW+7w+uEUQDnSNrEwf6if1rj60jtm2QLq8yIppd+lGP3bQQdlUELa+4PUc 4HeQRRsTzCLOi2JoyFzH61lA1Q7pYm7NVCw5/u38yg00nGh1MelNBQOaUoU2 MKg8eOK8sK2kWwIcm32in1OkIJJmrF4zy4DY4KBXOV844LF7jft2LwZEVi35 tZcw4UU3dOy+LgHcsMkV+g5U4Cjs6/vydYBU/hC073aXJNZ+/Ph650sRzHyW Mzik2oem9cw9Ti5K40NBm+Ll59nYLr2i/PvIBBmogQvX1Ylgh5/1LV4WLZHd vjPbN94cRVPKPj2VPhI461IJH/kJ4AHFlyvcA1jYzXfLZFQTG3+/qZZ0PFka TEudPnDiGbBBljjWF8jAoZsrvY6kUPDuF7lJOyclIWFfSfWJXgGQyzGwZTux wJg/0bY/gQH9Zz/epmTTwGd6YI2qzQR5b0arRSVFBHBHP9As6xCqdTGJ+zhG nj8frpC1RxLHvf2qfyeFwKniN1WjXBfIAN0/NjgVUHD4npBjouUlyCS5PU6J oOGP6ziP5oletPh1ZepsPgdPPDe0Hj/Lwn+87l5yiuHgKq/KpSxVFuaopxZO 3uRgnrX1pYENLFzPcI40/M6FV6tyVlx6zYG4657fLdoEMTG+0vqc4Qx55PiW 6LogNrYQtXQsnJHEkQFSr7SSuZhXWBWTLMrC6VPNK3/awgP94cSx0NVsiN2C TT0imGApO0Ft8heF6gJPY4db88h5lV5Ul6EoHOFXfPPVlMIRtOnDhrgPOQz2 NOiZMfCZZJuW9g2TqMMrXdtnBxeUE5ZCaSsYkCNUVup8YAiJPs2XVymSBqcG uU+BX6hY+9fZGylSteTaozJK2414YPNJqfoCmw6fbRQa9ffyYMpfx+TyIToM qrr3GoxIwwh/2+yOiVkyv8OHwTakwkjOwRD7sSYUoZcnPz/VS+YZ7j7en8XE 5q253U+jOXiHm2W7rqAIrlwwVZEIkIB/eiTqr+vWolN/z624XCuAB7NC7F4Y icAZZXW1QH0u+Lr5nAp5KAgXrPYrUGkMIN5O0jSjosnyh6s0ynzpEGWR1WfG z0OJe1fw1dup4Ndtr0J9Powq7QTWHdaeQNQ32Y6HRxhgeiGft8FdHFf9oubY UDtDTmu9aaupE8Jrwmbend4iDBYLDUlBgoL4/RG5aNt4CoSNv5Nz7RHDPmf0 9pcNEhBMeaiT5M0C8wvJ4ypFdWRpwX2eoKI0fO5yaPtlqhkx87ci31gpaLXU nIwMGEWecfGt1VgEDic/8B79TRjf8F73OV5LEixkb4nFT82ihzXnWofO0+CX Ld4yxeKLKG/3p7hdu4Tgrmjdc496Cpa5KlfxYCsHp2JS2cD2PflSU1DN4zoH msQEso37nqLT6Y/bWpl0nGRvp6g0RIDOqTKFQSUOdJ3IkU4gepBszJ7Ri8Nc +PG9m9/Kq0FVOp4VOz1o+LDYbRfqbjHoUr24VjdWHLdfbZQMmaOAuG3ahMIb Kh6ruuVpMSoGtRHnOz47U3DFn+k3U9lU2HtjqX1IngvuqXo/Gx4eRYtKh/we dVOg9emjtE/x4ljrs7zT1f0cfCIGyx5KnCPdfctvZAyycDvFrnFAkYCcbN54 6wEatr/zQNmvXgJWe59yuljCg1t7wjfPH11AXUsxU5+96dBkWfHKhi+O0929 ogveCsP8aWpP/FsGLpetXJI6SccpKnk3o5UlYbjHKdKnmotv92nZeyQIQwYl 5El1HRtviyrWTiDEQMY/YkWeIwtn3nrzfaSMApzgwDPHlLl4aXY+ydxTBK5U f/OFHRw4nRB9zN9bFLtrBDrRa3hwv+7Co1EtCvZP701fz2RCkD3PvmpIErsG tvODnAXg0AGzwt/SWLjuAGtb/2VBrGurHWFgwQYnyfIE5wg6DtFJOnf5mTSE zs2WN1LZ+Fi1cLTNNB12zro5r1Tn4EfupntkWXTIPJDNvpLBAC1sc/WanTRW J/r1tQJFYGbpbuS7bBY2Wnt7cChVHALeP6nW/4eJVX8z4+8XFIYfr8YqQ5ZY eOnwXKeZhhBEB93aGLaOjRmJ8b877hGE6pa2vFUObMzVOhc/fIWBi2hGm4LF WWDvX1Ycymfg+r0MDWovEw5+CDsbtI+Dm9JHUguuS4No8HaT8S/CgFt+3t3b wsYdzV3u1iAAhJKBg7MDB7s6prV7cuZQan76hG0yF6Q61KiazULYpq+0PFOI C/Jfir4ImgvhgNyEfl0mF2o21vMuFPJAeB+l9Dli4f1arwmdxOU/uN/r5lpT Fj5N2O+oWGTD8NKwI7WShccFFPNHjQRwt/+2aEkVHqQoqhW4PBHGUjJ/vbSb 5sJA9Kzp2od0HB18+g3VnQves0nrn6oxcUaAR5udNhdaP9GNMoaY+MS99R9O LPvUJIX8++AYC+Yp953OCHCxgZQW95iLCMhZ8nTtlvMjc3OuTtPu5RzvGX3h NoeHt8mt5hxpomHi/0sGprYHP3t8UOpfDv9xJFZ5+S7/45/CsppZTPa/vIkZ HmKeLAX/ZXw+Ue3vKjPpf/k/Uvjfxg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 116-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw91Hk01Xv3B/DjOI7h4Izfc8xJZaqkDNUtPp+MpVI3xSFRmi+iCUnXUG4i MpaG2yVDGXIjUTf57krJlDmECJEpYzJ7+v3W89y91l57vf57r/3He7GLx67D VAqFUvxz/+9SxDOOXoz4QtraNXp06guAoq2Z8ON4HVoZ0tzk9U4EsKYp2RMw hD4vlk8vCiUwDPYetaurIkuyuwoivrIgYL9ZiHxpG1JzaZi/2DuDKHNjWt0X 89GZDb2K+i3TJCXHJlc56zW51TMVSazmAuUBQ8W8uBStvR+62ui2AFOaPjwP OVmKLErP7XpdRKIEXt6uiZgBcqj4Rg3KIoCyZeQOQ/CWtA6uICoNF0jwy7/D GG8kE85vVI5P6EMUx8K0YJ84VJVG9/naz8MBF+RUIg42IMHfsZNRvrMkxdPj nvXCHVJOWu2l8yYGBpHMCi9aPZncW8UrSRcDypj+qtu9+UjYa+QUE/Iz352i tdywanLf3ptGcd7TKMDwHCMytpa0KeglFNYLICC/Ny6jp5SUMJ9+69hVRSbs kap8N/EFNdjGknNJYpiyrif0N98Acs2L2cpfVwpA1fsNRzu8D/F+k16fcY6P KYz57y5HW0nN45dNnBAD8PLdS0zsO9D29dXtuGYErW8NvFP8ZAT9eLfJscVZ gPewbCYjbrWjgoJHuduTu0lyKPO9bW4XSlXr1ZW4VUseWBC9v8p3jEQ5D06O O3JgJ/0GWmv+Ee0IomddL6SB1dFXybvau8iPZ3KaVf7pQIrJPlZvv7aR1Ezz 0dKSOTS94lyqwH0I0R533XTKnUObrvmn+F38jl6rLFhN0bm40Tf36dGLfaRK 9+FNwbdbyZP6gRLdS7pQx59ZbXHeY2RZqLtd071nSMH6l0o3LgFtVjrc7+sm SNeOWy3CCBYc2N1fyVWYQJ/u59uZ75XBcbpGT8K2TKIOfW3vZU9lsNndkPmd 1d/Imjq5vDCDbLLj8AiHfnka7epLet9qIYU31XxhQuwCaW6q7pDkLAMqc6bF /PBZcnf0kdtmY2JwZGlcg2I3FcuJN3ikenOxG2pLUxgXwbLm1qpSW9l4UvbN NZv0KVK3aILu8/sYmeMvM/NIcQYplyXuTLb4gVoGzSYHPMVw0Nhrj0I6gSdL 9gxl+YpCuJpF/ZFWJhz9o4K1YY4GT521i8sHWXC3mvPhZVAfSg+uux9bRYeS 5vKt+V1UeJFmZBNcJg6/fFmSVbaCjsv0rx3j0Nm4UGa5f7VAFFs+4hvtq6Xi 0BeWku5+UjgxzKiq0J6PrZEfPdCMAY9O2Jd9zhdAVnmWbmzEOKmrd2fPlPQk omikaJRwpPFv38u0rjwTYKGva8dfzTQwposbPOujg2SDbkbbmn6S6PTLivgs gZFJDay/M4T8bBeN9/aLwe9p7z2wHB0zSiY8E3slsN7J+pTUn//8hZ1pFbKh jlztWZf/qrgE1RFFheZxBLxvP9D252MxbHNv2d0mBRG8mGycyN0qAY5GoV0q nRLQEvP4Q3AbFdK8DCSWGI2Q+lFJO6ON50j7eG2l6JB2NLqZCWoWVBB1y6ck buknX637yzL8PB1rhCnkyeuJ4CrbdPGjzVI4f8a9JL1DBj90mDMu7paGyq2z S628WBDBMNOsnmJB/7ORpC0hAvDYoeFqeuZnz9gqn1By58GTbujccUMaHOpD ApaukQFCeW9vfVM/SfPvOOaoJ4NXZWTc6MoTw5+5nZbGfcPoh76Vx8l5NuYN w2V4x8e708vLWofGyUNXmN4r3tGwrYHh1rxXC2R/vj9nW2MfmlDz6anwkcYx g8+cFu+h4X6VPCXXAC7u6Qz8VFHBx6031ZPdU9hwKtlxuNaeA3ryFLfeIBYe T9WzKxtj4B1P8pO3fJcBrd2nYx17aKCQu9aGJ+TC5qu+yjERHOjzLr0tkcOA M8ys9mUtU+TdSZ22Jali4O6nnZpRcx+h2gPmsaUj5OVS34AJd2kc+6LJ8E4q BY/yxQMk2dNkwJpDesJCCRyVPzU5+6gNmad0xC6iMHCTUr9U/5ERNN+k+mDq OYFHZ8149skEPvRP94IwmsCnLh+S/7aNwITmg5ffbxJYsJt3oc+RwLE3PFu3 fqZin0Sj0CrfcfK4+8bIuks8/OWjj2qaJBtHBMg+00nhYw0R5VP7rAicPtGs unKjACwG8zc5+PAhZiO28AjngP4oRf6FgRRUFXqa2d6aRSeyD6QU19Lg+HR5 i+8KWdyc38Clp40i24GeBn1LFqbQtlQW5c2gzjPpq3w288HNTHv8gi0HckVL 3jk4D6JJJ7cVyw6xQdigUBlUL4UDtlsupFkmIa3f5BaZmgigI+wNLbOVDTW7 lBsN7QXQfOD9r7N0Dgwsdf26dogNLZesP7lEUuB5pw+Lt0kKkmNvZne8zEfh +k8VZye+kj4akRbiLhxs1Z7f/XckgQtWnmTZ7pLEFXMWS6QDpCFyW/Sh79WZ 5KkrM0qXa0Xw7HAtbe/PXvBS01QPMuSDzobtD2t54nDBep+yFIMF5eibmmHu R7IsafHyEl8mLNXdvPfscA2ZaK80rdkhBfdeXRhdMdqJKnaLaB9bNY52B6Dh dSdYYHHhuUDPVRKrh1Q8PVI4Rv7QKfhcXSeKM54dXvkGU2HrXEPyJSoVfzR0 3WZRQoewsdcKh3vEseQV2SfZ7DkyWCJJN/ksF0yin6u6jPaS7woTBFQVNiQs 35kcuj8IcZ4bId8YWShQPL1W9W0X8oy93l6FxcDx4P7oZmMqjj+rXXNdRwac b0e1equOo6Tqc+2D5xnQl6EVHBc6iZ7uqIzdvl0UPmYvE1p/pWO5KIXye0YE /iXrhuKdmgaUt4Kq7nGDAMcxx9MFEZ/I0+kZn9s5TOxSMHDWLGmG1D1Vojyw iICI3O7tasffIfnoX4cDv/GhmkEd+BZfS77X9Szf4sHAwsprenmRNPiyNFBr TYwkpjT//qHC7We/2aSNKxdIYfGHtowOUzGoDT/fWeMggdeduqS0MkUc7OMX OgYV+ZDrS69avOkTml/k4ne/WwI+tf15USgvjnVqFIVR+wj8KvmYYwQxRrr6 lsVnDnDxLPdFarT5JJmbIxhrd2Zg04ZnnjnyUrDs7ClhYLEAQoeKsmd6xtCX heiJmrNMMNGzqxuuo+N01zORhS9oUO210V7/GBOXyVcsyJ5k4s11to8fzEnC tx5hhE8VH697nrfOjkmBTIk/HlbV8bCKBluG+YEKcv7hSk/tuNgrl954o58G RHCQl5saH8/5+IGIqAiEVrX4wmYC9jDnbUg9KnZdHiRkVgtgtOzgqsuuotg/ /Wv6ag4HaBVf10TtlMKHgzqmLzmIQEtjSKBxGQfXOXON+y5T8bzGeU8xJy4I Zcr+cghn4tSNMsI0JRaEzEyVNUrxcAiNrq/xnQFbpo46qGoS+CY9PqWtQQqy nHN4oZksOJmwvf+sDRNrUvoMdYLEYMLf/NSZvzjYROv2wOADSUgwaLpUFMfG S50sp/dRaeCpeSLw2AIHLxyb6bJcLgo5y17SdQy4mJV4/aDdr1QoslPQSHfl Yr7OuevfQllY+A/1B92FDXv8S96ETLOwcgXR5WLAhv1vw7wv7SXw7WIt99le WaAHm5qP1dOA4j9aaFDPxZ3NX1x3gghQ6u4qLznNw4ft0jo8iRnkJ08ZmvtB gGynutSKZlE8u+/h6j/ECFCsf1VPtRLFOGbIeZsiAdXrPgguvBRASIh0Zngb C+/T+YeimyiA7DCdI8a9LHyasmdz+TwPuv27L157zMZjIirPh01EcPmCn6qi BR9SVdQLDzykYRXdWbe0bwT0R05ZaCUxsQqjx4f4wIOzU8mr/1bnYKFI26s0 Jx60VzJNMgc5uGXjwauthjwwTyWv7B/hwiQbZw9QeXitrA7f7YAY6MfrHHrQ QmDOhnzdjzuoENCuOmO4nI+NFZYRxz8y8DbhSKHvbT5MmAY/ytgvi6uGov/U Ps+Hq6PHY9RyuHj41gO7EnE+rAzLbuZyeNgqpc5w9TwB6zlX/7BKkYWceI5F gTcfn09Uv/Lekg1eVzrC7przcfdVgQsZxcSU/x858FG8V9w/zf/XKrqhomvY PPiv8bbO9uCoLpl/7USRqbK3lv3Xj6flWzv7RP81ns5srsyeIv/n/wAP+N2K "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 117-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF1Hk01fvXB/DjnGM8zjnObIgyJ645GarvRyJRkVLq1qVBEmW4kUSmBg1E pMlNZQi5ZEpd8t38usmQ4UTELTLPQziZz9PzrOe5z15rr71e/+2113tt5aM+ Tu5EAoFQ/bP/exLEn3tExfbhEt8m//x6ngeEdWsf//BsxiyfnK1QvSoCaK0V PhA+gQm1Qw8lTnAQjA157G9uxL/NXOeEkBgQ7rY1Wq6mE3PJ92/5UbSEEZan tfqjSjBaMWad+HIBJxTsKVLM/Q/esqPxzTvEAkImRcm6qgbDe1pOZr3gIcLn T6XRfjWYd6JomfPVSuwx+6WTIGEUN8j82F8gyQXC9qlkCu8d3jghMA8LFeIQ UpJMmWnDCQ5GKgZHhjDCofKsy0F3sEzJFSXaOBuFh8oqxR5rxSqCzB99613E Cb4+T3cJk3HTQ/W8BAsKApGcD4HkFjw7aylOalwUCNPGeg+HSjDB47eviWE/ 90t+u4F1owln+Rkf2iW+gIWbnKfEJX7EA/Lv6J1x4UF4ydCd5wM1uEls50z5 Rj7+2Fmq4b2gD0swjI2/pS+GCKYD108Fh+OHul+WqunyYM25v5nrYoYxN1uO xtN6LiJQVmaPenzB5ZMe9AX8QQGkvVd1y4FujNqy+F7xzXfM7EtEclXxFLbd Yu6mcRMPOcvsmYt90IXZnck8iS324vhETv2+ol6Mbw+ZYyP1+BEh6Zle8DTe WishmfyZCY5id7EN1u2Yn6jF8uVTZLDzqExz6urFlcgpBi9SuzCFtCC7d4Od +PAzYs3t5SVsQed8Bu/0BGYz+8f7FBshZnkrLD0kahaLKY5enxXHQm3BRa88 oobxcndto/Cz33A/4wiJftVeLLvC0rUm4Dtee/30/s9PX2PdpaHPtSU50Gmn y5o1FeBhrbb6t1cx4MjekQaWvADblfKyVCeQhu7obyq+sX0Oe/lFjCo2QUNb H0WvODaN43usAtvDxt/i3e5TTLGrC5jpkt7QqQcUZMnvo0OiEK+KKdfsmqaB 0rJVFTdmCU+a0/r+yk0cTqjdaVXoJ6I1IY/MYz3ZyBvrzJKfEUGnLE5sadNn ojna37f2ZM/jIUy1o+F0AV4QRl18obCIWZeXeSYvzWP/jG2dG/UVRSeEbnn6 clw0V+08kRtMgqTYBwKJQRnwuPJBxmKZDM3SD5UDFxjwqIn5qSJyGBNr7zo5 pCEG1R119iW9RIi6aWppkCcJ5n2qubU6Yij9xLnjQ8pMVE7VDmvikZBVrccx 9TIyuv5mm+TpEClkHz1g9TaHh3LrcvUTY2fw8JE3jiUrs5hLsFd3SgcZmDpB 9/IIkiDZqv+803AE521dbxdiJIGwLXwwS57AvHMLix8qi8LFrHofJCuGjKjq IZarKcjIryU94+e92l+F2xSc6cINfJtLKquqMdmUmon0cA7Udx3p/KNQFJG8 8zw8bUhIGW8TFNlLAHc45RhvNwX+SSj8dLmTCKkL34W+pFncOD7V8fbmZfyR wMY+6rcW7LstHVRsiOAer0312zGFV5qmbIu5IIZOZ3/59MyfhBr3ZYt7dEgh w8iwG/LbZdCfB5c3V/VLw7RWWYT5IAN8HDS9rM7KgP9Xc9d9TC4U90OPw11p aKDT/CXFZYCj+OtQy+cRvH8DClSMkEZ6z5/f7X0pikoavO6LbpnF9mbX1X6Z mMFtBr7q6JaR0L71JvYvK4U4NZj2h+bFXkygEjTwIUgaBezPqSTqiqMv9zXS TqczICXcTf62IhuM5AjeQ5EyyI35wOwXSzpyKC5J2z5LhcIdq13s+sVBvmjD HrYLC3YoEQ68D2XD8LmahxIFFDij6Xtf84QQfzSn26maIQrboyG3IrcOxz4e sU6smcLvyHn2WFynoMQ3n02SMwhoo1pAR1SZAA83PG7kUi6B9FTbDluUD2HW 6d2JqwkUtDPNvnL/BwG28nlN5nwpB41b27aVN/LQ8b/6hS63OYj7YNFwXQAP cdZmVsze5yCeS1vg0GUeSrzr+8X+GxFNOhx8q1k0iXue3hjXfImNUgvs70xx WSg2nPZaN52LzCy9dnNieShhI7LxiWHCqlqq5uMRKjSW+27d92AJi7S8VZrl TgLPhbp/gnVoaGLI6PeR/Dls3+hAq/E2GWSTn+L6cZUI6jmbrRdky4Wiob2u k3FsKCJVvz/oOoYN0hQ3aYoxwKVVviGyRQrF6dXKxne1YlqnZFdbbeHBKv0L ynIGbOA7KbaZHODB6yiySPEhNoyqeQ1umGDAxpvL2BMNMpT2BMmwLaVgS4vm r+/X1OMxxq8UlgSDuAm1abUak4nsukr68+I4SH/mzubzT6now7KNqnS4NBAv GOhxPNpx/2uLq65+FEHS+srFhAIRCFRZqxFpwoVumsrgmisUCN11WFGKIgN9 8bGVZXrDeG2qsnZ1MB3uHrjoUk7vx58cWLWwtlsKbm+yj0o5ysc+7BVZd1Jv Btt47R6D1U4Hm9BSnpGXJFrKHjIe3T2G/9At+9bUTEK/DPKTuNYEsF9uTbtE JKJxUpmE2RIZbkz/R959QBypqBflNW6fwy9LpOqnBbBgypCv+rliBn9f/phH VGIAr4exwbCxHWeWbsKCE2hwykJB0prbhPkmJnU1IlFwVFbKe6dEQPcC1vGT dKkwaM70KEwcxVKbzneNXaDAA4WvU+6UaeyVQ0Pizp0kkD18bklngYxk4+Xr nm7iIPeL23o9B0axlzpEDZ+7HBiP2OyaaTOJ/579/FsXk44uftDPs/OexfX9 qxVHV3PATCuyReFeCy53e/dkxDgXaoIDPDvVRvF6fd+67T4UZHv3kuhRvgj0 qUVoGSZIIiU19RTOVxJI7smaUSyTQoo3mBlBd4nwMeZCD/+gBEoL/S0lf70o HLgn7B5T4IJYPvcj+UIRvrL6aMizfglopyce/vaQjHT5Ci7xhzlI+4wyFsDq w72Ca+/ljLKQMZefvHPnJF5UwJvucqUgA2ZT+eAhcVAP8HeJqOLBjPyig6C6 F+sT3hbwA+iQLdc9HptHQtleZ+PK35AhVfR4r7kzFdXKfRDS/Oho8NJsHbSJ wfiAS2xQIxflyIWaXlwR4DkSV/5sbGajhdDXzcv7lnHZsJhVr/az0OZ6Rz5G FQHO5chAbxUump74UeKnPY9fb/wnGGw54LvyKXClZxHz0o50oTfx4NqVhDMW jstYWPZgtgGTCZe2/iWzt1AMuUd2L1w6KAL7nGoslcYYqNmVtXn4KhHVLL3b 89GXCS7U2pSDMXQUGz/qncSgQvTifG2bFBulmYq3LX4Xh+3zHgfXrOWgG0+G 5tOTxSDXtYB9PUcGwkBQCMsUtJYwbKIbKQozwlFn9ZsMtEXr4ehYpiRUZpDN nHbKILXfti0cJpJhNGnY2E7IQMKTi73btEnw6d1AcyPGRDJPko7t302EVw1O dwwjmIirez5p/LoM+tp0xZPx867OYdV/Ry/IoKpwE/NzonRwe3fj3KVfOeia 2dnoC2lSIHbZynq6hQyglKcbVcNEPR19Xo4gAoRrYn0jt1jIfX9Wty9nEdt1 znnomR0HaD0aUjodJJTBj797WJwNCi2VLUQ7EiL4YC3uamxoMv3EC63ggZy3 8pqGFWl0WPcvgv4THkSebXLPkKWi3wnOtnUrbCgTlrpqGdPRtIhS6eQWEVQQ VvpirScHMpQ0yo/8SUa/2AarrvSxYSRu3kYrlY5y4w6uX2PJgoD5NIM8DSYi R+5KW/n5F7sa6FtyxpjItiPRaYcTE6wz8GtuU6yf+eqSPEZmog00Xa73EVHY 0WudtFTDRkyLEv12ByKAY34QH3HQZnl1jmc7Bd170R06a8IBgdXlF8/daOhp p7qFs4ANN797JqgUsFDX+t15t+ls+OVGfgeLyUaJdlmnjy6xwIx584pdOg2O G6jfDJpgowtPNK7Vb2PAKPNv3qYbbNR/k3cUj/+ZD/7FJ0NeXAhSeFo1ssBF gfqfTIsLOaCkf51kyGDDCV3/um0rHLSjp+tyfC8V/CuKVrtGcNFvBGrjgV00 SDwgVOCEcFHhgtyXnmESZPZPGdNEeAgt5HQ05M/j5ecHCbG/8lBOQm7hwKvv GOF/Shb8ihLcfMii6P8scRbmf0hz/nWTzqW2sXNs+F8jLyf7koFS5r/uObN1 69yk9L/G5O+vWyJK/euTDAdjU5X/938BiCvmfg== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 118-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw1Vnk01fsWPwM6HI4zHyGKcg1lKKFb+X0zpKiIMr2UposQKiUlIiVSipSb 2yVD4eSWdLkN57ubyHwMoSQyEyEyD89767291l57ff7b+7PX+nw+yw742R+m kEikooX+zyQtyvGIuNqJnx2R7v8oEgBJWzNl3KuO2P1MLktsSQakaY67wwYJ JaOvjEO7+AgGej2c6sR40tjgqJcKC8LcLaIWl7YQV0kMoXfYLEGaHdHqiigg HugmHh2Nm8KkPIf8Jblv8D6tqfWRdhwgPaCrWBaXElZLl6XwigSI9LH+eVRA KZFvXlm5deU7IoX7t/1YfD8+HiU/veIwH0hbh5PpgiJs77rUXe/tPIazBcn0 0Ubsrqb9S+myHoK0R5QVGXSTCPP6+W7NEBeFhSioXD3YQHibtZob2E5jkr/f vR3zydhZGHy0aC0dAVlYcVLiA8710pTbZiAFpBFDvTu9BcQNZxvescCF/ZLf GnNiqnHxxargRbcmiTCj0/S4hFp8K3PT1tenBBBW0Hszp7sUH2p4q7bsZi1O 2S1T9X6sk7BlRB1c9lIKkUy6o48Eh+GLiwLuj+sKYOmpd2zt2D4iV0OFk6S+ cC997ucBj2Ys++ZhVOw0HZDOLnUzlzaiwl/j8dT9EWI302Hi6u+tRKNqirKB fTvGg8JKx/wOws4+d7A0rQjvn6fe1wsewb6dninmjhywk7pFGFt+IuKj/LYF 8iXA2uN1un1rBy7WEMhHKDYTSulB1kU9LbgmDae6GswQUytPZwp8B4k3d3LO +PuQ0KZroRlnI34STtvYS10UuagxOL/QI6IPH21Me7dRqQMHGJ6ndal3EMc6 677MHR/GZdG+Th/v/UNka7261DfHhRZrXc5PkzEcXz4WUZbNgv27vlVxFMcI UeJTVe51eXRTf+PTmK0ThNWbgJ0jbCayuBs1Z1f9HaswhvqVU8W47fAwW+rS FLGU8YI6MSCLNtV0ykPCPF7hkxPMsGCCyqx5MT92BjfuHdiyqpIGvy2/2aDU RUGaw4clT/6Lh3yIlizFUTIqMjh3KJPPQROMd9ccsifxe/edL6NSJnBeqNz0 I6VpwvdxQ3hC3gzxecBiot9fElnT577f0xGgiZLdg7nBVOii3wjf+5UFHhcr mOtnJWDoH/pZ1UUcuFvNrn8V3kcc0B3QMg2RhJKmcpuCDgps9Vuj13yDDr92 queWrZRCIbf3ucNGDhLJ6YRWC6iI6Cq8PJAuhXLLc/UTro4u8N9iEzg0QjgH e7f92SQBXTt7pzP4dJBu0M9pWf0NL84Y6PSKXIQIsxpYlzxI7JHacmq7kwSc y6r0QwpSyGWnw6Wvu+TQmoAPGZkL/PC9cjxScBc28K8reF1cQuzRrF4q5cOD ytb9LX88kURP1q4zmAyQRMtw41i+DQ0qE5+2yWM5+Bz/pD6yhQJ/nHs0LiqZ wIbX0+xumM5i9umAF2+d3hA/tsiD2mYKVPhMJ7FGR/Frkz+tYs9IofySlPG1 eZJI7Ji9yKNJBl2R2pLXksJCD11nTYu7ZEFAO/tF25UDfra/eJufYMKh35zt 4goE8LQL2m1vycLP/IY0UiALeEv+1fvh4zf8fuiPiC+VdKSXk3Or429JFBsz 2leeNEnsyi4vax4cxZqWuW16jyjIca2Rzd+v5/HeoF9tpbZ8JsbUgrorgmSR y6u7Gh1SMqg5SSPdN4MFFXsOWdh95cGaxSSf3nAm6jYlXbWyYiHbpwXpW3/K wUbLMiWTThlQzDd24DpzYMejyIRZHz70nSq9Q8ujQ6Hq4ixuEAXuTui2qGdK Qn1DpLogqwUTtfstE0qHcZqn0+bzmTIo4eVHo+RMEoo0aDea8xjBYasPrXEW 0ZDN0yTVmephwjKjLUGVREevdISn366ZIRJu+TfbfKWgppmBmdlPvdjLd0Nc 3QUuOhitIvPrch6K34A2+8WygWof+/srMRPEIn8Lx99niMTqF9Ux42Twmir/ HLySgajKcTXiZ3OEY393g6EVE11p/d3JYq8Eaj+RrRe0hQ8zV0NLD5TxIZ9a 8t513wDxSVSxXesBE5wbFKvCP8igwmf1QXxhF6F1REHV3EwAjnX6phcv8KHG fkmjkYsAkjJ+feSbx4f+5d49xoMsSI4Xpra8WATP24OY3E0yYLikOCKF1oZj DQuVZsZ68NgP1iR6zULWrQVdf8XxkIObm9GOSSaqmN2sLhsmC+scexp/JvXg Y5enlS/VkpHJl8+l22rn8Uk1TY1wIz4kto2pHR2Xh5Adbktk6EwYJteu+yt8 BJelLdMpCZaH2O1CcqrDME51UZ7SbJMB2Z2aI/UTD3DFLrK2p94oUcnKM8tv YMDmkOeCNd7SKNfSZELml3Y8rvvia3UdFbmsCiOJb8xgm9mG9AsUCqJUy77T 0aNCzMgbxcPdi9DGVy7Zg+dHcCQtTT99QfffJG82Ph89g9+LUgSUBV97rZ62 P3/xN8x+vpEIjmfAbQo+9vHcS+yfkNgqRpJwSVRw6+DsNHE7ULsmUVcOmASZ c6qnlUirPt06cIYOcfwVL30UvhGFtlUJ27dTwZFWkkKXpSKF64rl9zbyUO2N /c2vf4wRf6+kaPjd4gG5OCM1tXcCH8/O+drKlkdGL3vFqUe+Y/1jJUv6VXng Vj/teShvQSdu7Bw6/33hb+MnctNMx3Glvn/5Vj868hH9yFXSnMOdy89rrY6X Rht8yzzcbMkg7ZA1uuSFDPKoST6vUj+Pa2PPtNe40hDzsomaUREFXG7Ptw0o 8SG5972yPdGB51QPnL3fRYN6Itr4iAoF6dYoOV9346H0xCs6R79g7B1cdlvY z0Ft+pUrWNmtOD9PMNK6j45Ut/fIqqZIwIrAY87niwVg5vuuyIEQEp3zN8Zq AuWBQ/KVXhVNQtneJ+JELyUgMCHGb5MZHZUtrphnBMij6LUJXY1PqPC92/lq kJiPyk8vnr/z4hsW0i4+FNdx0dOHdteayT+xQmiscqETB8mK1yZVuU1hXmT4 SR81PuodGPveYjeEo8Wfg2ELDwy/PLY85z5CeOuEO8tXC+CXwH3nPEtGiNDs nmwDNhskXsR85/Op6HB429QFVzKIy+iUOQYL1e3jmPZdoqDEarZxagQLnOXK /nSNlUfiLJHWp15piJqeLGuU4SLwoZ0VD1Fh66SH61JNHgrZsH6Hz34K5O7L 40YLmXCt9c+z9Ac0pEnqM9INl4QfoQnr6oOYyEzrTv/AA2ko1XP/hKUZaPle qyk3igR4Snr06Mwz0bzndIeVDhWmPBhpx61ZiJmaeNBpJwWEVjHU54ksxNc9 nfg9molk9GidXA1Z2B1a8i5qiolsPTYJNVPo4F4Uc+rCgi+eyhGlTe2VAqlI c8uRDxIQJvK+K8Ys1N7U6W0HZCCZHhXmC9nosFNWmz9vmlD7kN2+8w8uMNo1 ZFY2UZGd1clZQ2kOKH14/YFiTUVgfc06dBUHqk3qBSGvFvgs1uoJN6UhN91n JP1UAdyrtpyv2ktDx0m7t5Qv5IJ789kFa8h0NEJWeT5kRka35yeR0RUuZKpo iPY/lEDr3Sc+2jdz4Fvc5GatNHlkyq8c1hayIHAy3eAvDTbKpYgiHV4yobVK 3kw4wEb5p4sUnvsywTITX3Yf5sCQetiBj5JMZMzQ5fvsl4Tf9N3e2/3DQez1 BfqfbClAerVpzNeRi0wVV/C8PtFRB61ug38NB8bMIx/luDPQiarCxtAADlz5 4RWvlsdBYvGk1B4BG1bFPG7isLnoy2BIevwUC9axr1y0zmCAQqlxjaEHB51J 1bhcacWCA8n305rEbNR1RXAAL+QcxYxZs9oGLgQp3Sv+NsVH/e7CgCMeHFDR j6auZnGhck/H7WszHLStvTXyeoccdIR7ESIKD+0lyYlddjBA48mcsfYEFz2Z Wtzc3kcFu4p2L2UKH6EpYVPV40l8dkRMVi7gI2F87pPuwh9E14cdnquiBBCQ H+/uJyGJSqn7jk794APtBEyOy/JQuauUh2InD6pXXmgcOMUFlZtYTB7lIW97 m4Lu52zYw2LXeS7lo/ajFhYTQ7LQ6F6iFxvLR4RikvYMRQYeib7Myj7hI0+W raGJmgxEZ9zUD3nMRyKr9fqrOxdy7H9LAa7c+a2FtsDz/3H/m6aTTZtZ8D+M /g3Y2PUS "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 119-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk01fsWP85BOMc5xxkNUancioeQNP6+kYRGSriRIakrSQMSmdJF6ZlC l5JCGdKAlMp35yqZh4hIx6xEhmQ4hvO899a6e6299vr8tYf12Xt/ljl5WLiQ SSRS6YL/N5LWrLozeaKROPEhI8pfXAzQKiPcHzhMbEDGb3Rf8BAMfXM91FiH 2Reb31ltkINAh+1hChUConRvZrDAfJ4gzf1c3RdSSBg+GEw44CbEpKeW+cq5 f+NvEiuKjBzYQHpAVTEuqyBqD59sDmrjI9Knjy/DPCuI2bH4zi31ZcQdzjOL idhBXHDcnHETeEAyHU2m8t9ht660Eg8JEoBfYTJ1vAUX/1qq4dzVR5AOF2eG +twgrMsHT9qMcVCgv7zKdedmgku78i3wxUL+0x5394iSsc+s2ttpLSoCsZxq L/EmnL/6QHjkOUkg/dTTSvpWSGgyG053ui3Ul1y6nn21Hl9M/uMmqE0TgfoX qFFxH/CLpCEnXgIfAgu/3cjur8AxS7P2hQw14jsHZWrfT/QS1IGgdXmmixDJ oD/iD99A/FhDPbZCiw9Lvd+y1kQOELPiv5GifBb6pc7/cnJtx/PDoJ5uQwOk fmC5oU0XEUnbf7M5Zpw4yLScuv5XB3GsPqFONbMT4+GcGqv8HuL2EwP3fYWv sKOIcl/L9yeWEL1f/72BDfskE4j1xq1EATUt6WgJBcxcS9IsOnqwpfFIUfpQ C6GU5mP27qsAF6X4XVB1mSGEGhcy+O7DhGCzFDt6nRja9u+AdL+QX8Sy7iQZ 6TQOavHNf+4aMoBVzBdbz7zpw556QVJ9y3uIzdLH7XXPjODKCPdDn+6+IM4k iB/NHOeAwEyT/ctgAt9/k9YsvoEFjge+17IVJwi+SeubuYNMdEN7S8FV0yni Id8h2TmXibbfDpvfV/8DRwnTBqcrPuIul1GW5J9CQnLpTpXQbXS0raGXAXEi fCLau1ODLgcqc0ZlvMhZrPj2cUrqJhk4tuJGs1IfGWkf+1ed3W4eOkkIMhXH xZDqqvgr52bZaIr+9t+WWdOY8+iSfPTaGfw0QHbmsdIMcSNtLOnacRExVX5w ONeXAvrh4fT8Vha4XqlmbpoTB5qr38f3bA7crmd9fBM8QBQHTw/EfBCH8rYq 88IeMjAsNJXDvWRhY+/y3EoNSXSowuRwgg0HFcuqB9TzKWiDmMzjgkgplFuV qx13fRyvOCxmots1Slj7unWltIlDkbftkWQNWZBu1s4W6HzHSpIZQYeaJRFh 2AAbkoeJXfafDUTXKHAps8YDyUuioBtBMUERDKTr2ZSesTAPC4WPYdeZQ3jt 6cbCkrLyBT407z92iAs1HY6CW3kSyFlUIgy7tQgtwy0T+eZSUJraq32Zx4TP sXkfQwVkSCCfGqZFzWK96Hv7YrbOYefBbK/xdXfw2E4GqO4gw7qdlWpPk6Zw iUGKSeRFSST86ixfOroI1VllLXJtk0F9EcxPaVMs9NB2bmtZHw029W3apFTF gYI+6N6bQAMl29SmyS4WcJV//9b06Tt+kDkTlbKYirSysxN6ni3UZ+K/OW50 jjiQVVXZPjyOZe75J65NE0NW6/TNn5WIsNH0o/e+v9USE6o+/dU+NLRFPTri rYCG2m+qpbmny8G0wfFT9HQ+6CqQTn4LZqJb53QDpoZYaG9BYZrpL1ko2+It WNkjCwPeFUlST6lQpO4byt0iAbenNAXLMySgtKCp8Jj/V0x8cDSOqxjFTwqN M9+VSKO415/0kzNIqHrr/hgf9ggO1Dmqa10shSg2JlGtpROEcXpX3BISFSXb XEmUryahuITT7eadZNRk85tnzu4ufMJ9c1TjZQ5a7jR6KXgtH8VuRjs8Ilng XRy7LC+bBXXFp7db/TVLPHAc6HcPJ8EJYdVnXw06kv1tQr7NkYysBvub9UyY qJ4Rv7cgZRHKp5S/tz0yRFSdumSvbsYE62bF2uAmGdT4457OWN4IMbjC7ev6 YTmY/et3ioolFV52+zA522RAybh0hB4+iCP1nivNTnzFz1osGuzOyCGzjsK+ R1FcFAke1UeWsVH13I7ltEAaXJhUitQmjeEz4TOL//wghqwPe6snGs5iL9VV asH6PFjZ1ptrp8cC/z12yjJUJowU2bMCh6Zx5b1l6uW+DNh9SqHZKWUSp9os Fq7qkoGm/VzUdKcFVx8QW3Nca5xw+qvy7MEmWdjh/5Kv6yaNikHW23KqHk9q vuqsb6QgmwjbD2cW+GY+15x2mUxG8rftglScxODqz78VXfoXoYdF86bK54Zw qNQ97bTzbNgZYpcet5oM74vv8MkqciDK+vLhvss4Zr3cQvjG0uHZK9+SJ00C fDouvqMOSYDHRt36Da8nicTzaxriNWWhh/ZmZmCklLhXf6Fj6CIVvv6KjJdV 7CCe762N272bAnF5isYDymJIPlqx6u4WLjp7LOV9naeIeKZBVvNI4ILMFckz u9+R4GxWdmcHi4FOCTyNcmc7sfaZcuXBJVxg7Eo6a7drAivE7B8J+sGDJTf5 jW7rSFCjfbrK1IOKDPd8tjibPYV7VwSt1omVRvknux3MguawtGXmuPIrGRR/ nVNo7i/EHyIvdjfYSiG/OFZ6kRUJbBJFXUNKPLh6KaE2dXIMzy9x8rvfJwUP BKTlfdtEhGaDknW0HRdJRvsdz1vfSrj5VibmDLKRYrYk0aWdgPOf8n92HKEi 2TCR7cFuMVh5/ox1UBkfzNxVm6mGnbhXFDPRcJ4BE1XDJvHlQiLL7VxU8Wtx MFmeJzTRkkaVCtUiuicDafTpkEavk+BHv/V1nzoeCgz0VPSeasA5Ulce1jVy 0Kei2lhfm29YPiBy8fNDbJRMqYhckjqGuaHBXidVeSjkUXOCwad2HFH32Rd2 cmHqosLq2Re9hJt6sDWjng9RZVaL1UN7iICsr1lrWSyQdC1KzBudJ1yCu4SX bcXAzHh3Sbs2EzUeYW8d+JOMjmbYK3rEL+yHbGWKbSQDMUui+pRLJCFsZrqy RYaD8rexkVm7CJtOu9ouXcVFX3IVjF12zeLcI085ETlMuEUyNbaykECrSAP6 msES0CHy3kivpCPD1UmDQw+kgcUqNGzzoaIV9iZCO7I4VPa/W680z0Ci4zM9 JuoUUJFe58lb+G/M1HjnQ/vJcAf/7WmUw0Q8zQvxPyKYSP9auIN8sxQcDCh/ GyZkoqbdu1RaN0qBw7ur3pd/5yIXZWl8QYEMkqFGxj+bxAHZr6KrFDBRd1uv 2z4QW9AlTWf9y+WQy6HMrtPcGWJCh/RlZpgN9G41GY02Cpp6aetMo7JAqamk iWxGQYFqApyoz4J6g498/zd80FPVeax/iYLsNItI2ql8KNEsSpxOo6CzpIM7 q+Y5ECG6ydhaI4l+iqm8HDEUQ5cCDOqNHrEhQ0Wt2PGhODL18Yq638iC71HT O1bfY6CqpG256/hMOD+dtvaRGgvlSv5es++TLHTUMgxzFu7wZu2R15YsWTDO wOEOo2yos0FeKXQaWk/X5J10lIBAv3PCtPssxNpUqN26lwxobcNZ6ZNstFVx JfdEKxVpOr6dGXBnwYRR6ONsBzragc29sgbl4NrYiVjVp2wEbnftVy5hwr+u Pmljszho35r0Z+GjDNjAunbFLJ0OFU5m8qNf5NDFVLXwGhM5aFkZoeXLk0N9 1/hOOJqBMrz9el4ZscFH6W7ZdyEPHY0OzlqitKAvtCMoOnIc0L9q5dIslEO7 ujtCoxf+yIHtKkeUL7ORPUm2zmYPHZ7T5i2Jc2yUJ1Ro7x6gwFRe0+01FC5C wpy22ifTeKP7C3IWi4dyYnPz+p+PEVXZt+psmXzwzI918BCXQDGLij+P93JB 6hxMT9K4KLGAVqNXwYZ6jcstQ94c2LwmIJXylY3cLMwL+1+yoEh1xYN6xEHd p7ZvnxqhweM3MUcUlbiIULy5ZpYsAw7+r2cUjnHRcbm9egaqMsAxV3cUOnFR sckmbZ1ePvqDJSwzSebCtaRjAikrDpKJMAxxmeTC4N9tXm075OB2SkjrM2Me ag/kPvStYSHS/0we6q9qr83pY/6Dv8iFJTlzef/g0JDZ2j1aC7r8/xglmiTe euLF+gf/B4Yg2Ec= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 120-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk0FOr7wMeMGcxg9hkl6uJ2bVnKLbnV+17ZC2XJkhZaVCpKJLKWckmI SsQtpEi6SehW3veq7NlCtiJrdjFNmrF8/X7n+73POc95zuf559nPeX7y8LY7 RCQQCJVL+n+WoKl+5/vRZhA8BgI0XxMwVN+KhsImgaNVji9JmQ/x+LCnU3MD 0ioNXmniwMRh+02illV3A1G6iYs9fxEQ5mc0Bi8Ug08/bf2n0FSECAX2hUr5 r5Ffr7Uh0YeNCQ9oyqYV1cDpVrH8xBQfEtpbX0SdqgZmGfsE+v7V4A6nyE6Y OIa+W1xWlV3BxwTLr7dp/HL05ObGlgp1Asbni2/TBG1IuYqvP5cxAAhupTmR AdeBnkY/O1TAgWHBCspXD3wAqEUrrkF1Kb6Pd4bN4m2UvP294hpNGsQSee/8 JVtQyXAoub6YggkzBrqpw8WgtsK5dofHUn6332xgxzQi/QJyybmiWRC2/hwt Puk96oy/df5YER+HFQ9ffzhUjfDRuJAB01Z0x5FaXykcABVvg6RMW6UgwXAo +lhgGOrYORCSpsfHq86+ZWnGjgCLPt3xS++W6qUtfPPw/IimVjTXvSyWxVDL QdXYpRdYPwgKLwz+BhwZ9rNXU3rAt4i4ixxCD0KTeXW7CvuBYbCGkGvzALkv ku7rBs6gNAWN+mu2HLyDchNsMO0ALVfbRuxPkrCVZ1mWXU8/6jlQdbgSNwPF rACr8i/d6E7qxp0jySIg0j6XzT8xCcQfD+Y+WZCAv8eF3jt/4RsYPffzt5I1 XNgWWFjieWEENbxKGik5MoxOGYRLD6r2A4qr8EV9zwSqiT7h1J7xHBiRLeCR EQ7uttJhfzMUoudFdlpbKljY3WG0nr1cCN6Vtfue6mPA63qbn8VYzgLucZuh 95ZMaJIetbCjcQIRhlzGWgVdqPfQVxblsgiM6Tcbsq7T4e9NA3SctIgeFW21 2NbGxMrzWyt4sXPITeuMkJtDw4fVrn9QHCRCo05Biingw+OgO2e5QAKGKOc/ MO7lwFn5t3H2uT/Q/vmHvrfK5lFBqJz4L0Ux6K655GpMl4CzVY6T+YEkfJES niLTzMael94xfpuXxOqccb3Tq7g4vZHV+k/ECFj+gZw3pCGJqzprtxX3E3GL gQbtV1c6NhpQza/RpkDdOV3nk35cWCqnFdrIJ8F1K3a3BvtTYX5tvl7SVQH6 om52sff+JHAO9Or9s1MSX02rKbtmTMcyH/Qedq8dRUqee5VMNSgQGDfhjbcn waYiH9FfZUQcklPnDRUo8P3YhzpGDwOuO9VyL3upHxUHCY6lf31F+j7NxWUV VaDX6FNEuTEX1/W4d6c9JUN21fY3ClUy8CfUJizcJo2VA3x8wqyZuCvxaWtk NxFbvL7uu0aLgA0SMndc2zKPjL0rvpeerkHTFnSsYkbEaaqpT+22zqEywz/N Y4MoEEr/stFOnwobduVKeXZSIaS3Lx7dwYGPXOe3VAzK4n1vxDdpW3j42SDu s70pi39fPCY1uYODuUq7h1vaR1G0h0v6/mNUqPvw4c3+IjJMlyBVPFKTgA65 tTUfJwVojGBtsy6ZAHf9un5bUdki0pLKq8kUZwOhSsDQuwBZuPL6hYnsEjpc t4xwfDiCAe1zD/vkJHGg7bPiLMtvcviX1ITGP04x8MjZ6lTpAhr+e0OnO48o jdNndbpVs8m4HggmViVOIfDe3TSp+it6RTGQle2Whkmv2tffziZAzeSQzoHg YRS29uA651Jp+HxOQHheLAam93qTVhJocFfaeoFNGAkm3fT5uO0zEd4+8U/1 s7AWlLgJmnnHsvCoZsqDrEsc3FDqY7IrZQ749unO/bl+AR0V1XYFastDPsyq tD5MhrvGhj4YmDMgFySYr/5MhYWkqkrXfeMgaPPeT65tdOz8YXl9RAsVbg/r Um9nCsGYmteXDZNM7JZBPeQ2LI9f9AUwOL9TcVhRT37pxRkUa1CiOCf8gvxL Ex8GqjChVU/x4ON4LqxQjTh4ypIL382bqcqGyeLm16/XHH76HZ3+Q7zi8nsJ GNDBvNL3ZBb5q6ivjljPw4smO7ZLnuDgYJs9SlQaA89u9PNT1ybgmsyftKoC 6Vgu7lKe2ug8uuuyQqTeS8Vva3sbzJlD6J2DhOYRXcHSnAayhE2y2Cz4BX+d lwyUsn3AChjNAN91Xn5ubCZBpyGDbG6WAG2b/5B1kUiEu1vdglQ0F1HMzOvl h4akYOe0Jdjd34cipTP1svzYWKeE//iLHAVXlt7hE5WZWOnNqL/fFjFivdgM AhPl8b4ulaTWn8eQT9KNngZIxi5F+VRG8AxI9tNsuqEjh8/0RjhQcBXKbDzX Mx5EwyKHTvT85BtQYlufZG1NwndftTUl7FsACgnLazM2cyEtbcLFe5YEi7SJ q71vcnGyuhG7mk/GvrkPP/ew6DCd8uXDiFE50jtdpTS2kou/5pUURKEFtOza zqnwCR52LBI0RNZI4jo9n1pLbxpU+PRWWK0zgwbUwjXWJsrAiQXd6fYDs0jG Pkeg9JIK31hdGQtQ+4bexwb1NblKwzrQbhtSJ0YuyYu944o8bBpVHZ9SL0YL Kz3O3x+UxrlgvPW7mQjoNCk6J+zhwg7ViTXh6yaAV2BNct4YG3pceUGinPwE Cgv4Mz37aFAYucaOb72AfvY77RxewcfPkp39KGrTaGDxmrDJj44rb5GDm0IE INfrTHzpK0m8rKAj0maFFKxZ9m5R/hQdJq7JXMdqFqGJIeerAQ08eGPatsoy qhHkSV961NDMgXcM5phn9jYihdDYFSVObOh68qVkd+UA4kZG+B9X4UF/jyd6 RiZFILqhKxBbcLHGxCbFyZoy4KUV4Uxv5OMN1iOl9gH3QWjul1x9FgtTdu1x 2Fj8HRyK6BVddJXA0cFK5KB78rB5H3vLyGUi9BA6iM/ZLd2HXM2frrF0aNfh kemeQsJR4h81bVQO7M/hRs20fUeWPzxdV6lzYVn/y/GvLTMof18BJzqPgfNW TcvdnZOA6oSR9ToRZNy1WC7hkyULjTVSx8YfyGA3gdxD4ZA0VNtrLtpDlMSv 36D0T/NycPGIuN9ci4QvOxSHnEbykHH3xgGnnUSs7j2Lbl6gQ57OuRsT0Qzo MUztUowiY8fQqrdRIgbcbeAUH9MiifeXx5y9uJsLs5TvF369L0aUyK2mM0v+ BXGVuNWBDvs6B7x2YImlP2jzb2aDDHjIKafXhysG1fGObfeM2Vi+bzVVu5ME 7+iBqj5ZJlZsKWshWpEgJOr+WgCYuNGwlR/8Dx+His5MNQfNgz06fxP07vJx OX/PQbPWeeBLcLSoXeDg04tRnhapRDgjofxiylgCHlz0d9/ZxMLZyqtL3R9J Qqd4gdlcDROPxv8w08ikwxLjYy1hknLY70eW/uPVLDgnZZQg2kDFPfV047xx FpQ/YW+lbymDTbPRH/u/snGpV9gvV5jScIO8Du+4OxmnVMZo/7jOhKzfivU6 bIk47K7H16xwFtyy/Gfu0Q4aDHxe9PchGSYWbo386+F+ech7/Ind4snAV6aP JqoULO2z3I3jH61l8ZqYJ51s1tJ8z9iojY3T8EbWlUtW9+RxiNht76NdDBh0 d/UfdeZMnLK33V+/RB4OXuF7oAQ6XGsljsx+zMQBihkVoyIeLLjwpDwnTQ4r 60WT1jI5eJNvwoEt03S4va8nMqFfDr8hvw85T2bBvQS5Bhcbebz98Ly3wxQT PhUt+9g3QsJ3UireG0pyIBTlddY/+YFmB++SDE9yYV5i/tOhkmlQED5mGJXM w6cKE/d7S5KhG01p22QbB0ufwT++y3LhQQb7V9ulfBq1L7aNn+VgV7TlNLmL Cb3sthUPvWBhBYP1543cWbDvpInJ7JQsjlZxi7v/gA3B8luac0QqZmy6/WP1 Mg48wrQ1MFSh4vQpnHCWw4Gl5r/prR3gwyY1QVycIRtfST3cLb2LA3mcSErN BBuPve707zRj4k1A6tmJGA78GMZ9FFjHgit8+Y6xyjzcGKOnn7e0d5LT5jqO tjz8iRmVeoDLg0f0weacai6OvDBXb6PLw8YuhBJmJRcmmyenPfFn4Yy3PpkO vyz1tVla6bC8LCT8vyjg6U0hcYnWtH95lFWufyyV9S8v+6zpOO/A/pc77udv 1d7Iw/9laHqEd0KsIET/4/8AuCH+8w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 121-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk41XnYxo9z0OFw9kVoVVKJQ0Klft/JVlqoEGYkWlAKTUki6ykREVGT EUVjS42ERuP7tEqW7EuS3RlLVCQcOq/3/eN9ruu57uv5777/+dzPMjfvfUfJ JBKpfH7/V0lrtNJ+eDYS8XJtLi2hJEBaplgcMkactlXWbAgTIPg86H6gsRab y6zw1/NmQcghs8iF7zoJ4WinbnmPlCDNja8eCC8m/G/fGuIuncGkgv2Fi/Jf Yhl8rgiCOUBqay6N9H1HxO7VWqCpVk2kcYv2TSaM4I2rXxoFnxMAacfXFJrg Df6xq0a8ZBcJILA4hTbRigNT6IY3DvcRpN/KskX+NwjqlfZ/Mia5KCRIZXHs 4RbC806dwdLYaUzy8b67R5qCi1KCTx9aQUMgk1ftJ9uEn2XnhjIl8kAaN9C9 PVhMeAR3rgKHeT8pr4w40XVYXJ7WrG8xRYQYnqfFJTbgOZF5UlmTAEKKB2/k it/h0YIzeZapLTjNTvH928l+QpR+tq3ZjYpIxuKo4wEhWPbcneM+evP+aT+/ u7l34K4dYt9GnjKgtbYa2xx7CIbZfc94j0nCjrl/KvaPLoLuSfdVyv+I8Vhe jX1hHxFTZ/JxMCOecJVS/tINGMcb9K8c21TFBRv5ZMLI/APxg6W8yVSVAlbu LzL2dfXhU2F32cMJtYRahr/Vm/868aXkSa2CqmliRvv8fcHJMUIQ/PyX+nIy +uVacGZg+HfiCfNhp0cxD7UGFJa4hw/hEKFykB9jBPsahFIHNPqIuHT1UuOO EVwZdfJA292nBPn3aPVVXVzotNLhfDeexJW5pOBzdhxwtR1+z1GdJERb21b2 +7DQDeGWJ9E7pogLYKJv1s9CZqmRP23qRnGx54JJx2vduOfoV7b85RliaNmj bOszTPRLfT8DEqV4vJ3x0PMuGxbPmZbzY2ZxarzR7ii+MngRndmqEzLoA/fN O+ZbHpqiv762P2cat2R6iWtXk6AgWFnySE1CnDXnum89TkZTFXZj+QEUaAz3 13Sp5oL7pWrm5jlZMHvuHK22jg+pdezm52FDhN9a9kmTEApUtFftLO4jQy3t euCXVCZs6tfIr9SWRwo6Krbm8XxUprw2uE5AQeuM8mbNXZRQflW+MDF2Al+/ dSXgYPQw4RBwoudOuyw8cl2cYJbHBIUWYW6n/jBe9pb/VP+CHCK21cPGlDFC my73zG1KBi5m13gjFXkkpns3ds2w0Hrfpsz78/nFz24c3dA2gfV8GotflFcQ mq/6Hmvq8KCmy7Xzz8dy6PX15pisCRpahlsnC3dSwW+P5GFgBBs+JjxuFnWS YZvojLctnQwG8fdsrm+dw0Vfv3qQvNrwt+0MWG5BBor0OBofkuIXxncsYy7I o0urhhy7fJRQrX3OAvd2RXQzIV1TN4uHHjjNbS0fUILwu6UTkocCeDIAvdbJ SnA0w2DjQBkPeIt+HWxqG8ZeasW5y0oUkG5ubnJfkRyKcin3jrehINucqsqO sQmc8q8x9biKlLDfYLiz6IUUP/je1pOV/RJPLvcXV/sroQjpptWvts/nX0jy GgxjIoWuW65Om/nI+klxxo7vyuCZ7P6Y9JUFQ+fe3aYW0OAfU5OtgnJFSJ3S 6dS4LwfFGXOhseIJTDS4mie++4or7JZ775UsQIn/thmm3CehZwVO1z809uAQ /SPrHcqoyNimrmSnHQmZZ/YkLiHRELN7wFq0Xh4lJvt07OwmI+PU2iqrm09x ggmy8I5hg0tymm6SKx9qy3zM7P+YJeIp0VpHnCTYc6bqY4A2HS1z3OcPx6nI fkTcYmDJRL+eukokL6ejQkrFWyeXz8TRP7H0oDoDHFpU34c1KaJXLN4S8JYQ IytO/Gc0xoKOxt8OVxMsKO31Z3J/UYQzVi79319N4RiDErXZyf+wYUZjRHI9 E1l1FQ88jOMhmcuJkjBfAaqes9BQClECYdyJmtvH5vDpKxL1yw0yKMkhb0Rn 2Xfst1xLM8yQD235/wzmZPIhaI/zIkUaE/z5pd1xrhSovLdsbUUAA8Qt0+h3 NTKkO6rPaPUogrV/Rwh78AuutpVZ46E7QUTm/mxKrqWBRVCpYP0JBRTSWHxB 73Ez8UPnWXddIwXZmTHOl+R9wTvnWjIiyGQU5PNzfEGcBEePv1Q9Kl6AOPZr PPWzG7GIek+YcZYD7M91JSbfFOBtWZqAvJgFqadmr6bTZIBduoUISKCD/roI jePCCeyTmNRVi+Qg4ohtZNX5UeLm2TX1STrKcKZQb3CLeg++V3e+6/MFGmSs C/3wIqocl1i/T9y9mwIcbqCadfgMoRKvWnV3Cw+1X4qxnjSioiJtsqZ3Mg9W VJ4stPBUgN9zcru72AwU4vPDuTewkhCerlg0soQH/fLDU463KLDw+t4voaN8 iG6oq77jqgA1Qp+qHd409Kn94AbzI8O4f0Xoav0EBaQVHxjuaTGOFfZnTyx6 poh6lalmu5LHcEPMhd56JyrKtI+xuzw2iR1vSns+q/FBpuJnVsV+Mvxc4hb4 1wAVcu60RSns+k7o1Ks5xDvz0C1pzf7EzB/EiYDKm3kjHFT8/DEvZtUYUVgg GO9yoaF6ya+j4Q1TeOXZ0w6h5QJ4PbNEKv+XBPdLr0/Wn2WAsNrwyCKPESLn xJm4sn9lYRiRWXYKcqhyYbWU7stA1bFdx7ZFTeBRsUOsfy0ftRRE2otkh4k8 6qUHtY1cNKiyZ4HqyHtCJThGveQABw3YJRRLtlRgnijMz2s5H7kKVVpzgvqI qNqPAbCdB28VJg0VslrxibVhDow6AQwFnc9YmtSNg3P+y9Fjs0HenMTEgV+I o2E9MxFO89zzSRNtGlRCjS6crUOXyUg2beQ5z18ZHJQr7zjFMFDiN4NDmadJ ECmZrmxV5KKVK4RpG7PH8I5pd6elWjy0awNoz5UN4HyXAm7UPGf9Qg0ftOye I7RIQ4Y6YXLQKuVV1AUpom2rb498zlKA+81HOOwD8mjFQcsZZ7IslKaXyN2d oyGph6TPci0FmpJk1UoalRAzPenwgb1koLt4pmTlKyO+zvmk0SgmirO4emDJ RjLYBVe8jpxhom5VN/IWHxk49Cb6XMSvPBRCNhkeUx/H8iJT8/EmWbi42bTd l1BGve39J2xABkjOmWQGhYmOHsju8eFJiJTRnHrrG2yg92oqardTkFWmhm4p nQlqTS+ayFYURPp0MadyOxPqjJsFQc8FcP2RKMREMk446/xDEqYLQL7ePPmW 2wTxO8lue9VPLhT+HLuYWTtLjMssLv2yTQZZBT/5evA7C+4v1ixzfSCL3LNO z9m8ZMJw3LTF6nsM1Lp7756kDwpwdjpD76EmG1kpLLTNSJKHrveMbXmf2agr u6iZHiIH5vfxlUNfOZAXBK3+XFlkRNfhe7nKQSH33sHdEUzE3lws/GBNBmCN n0LJLLRVdSXP8wMNxWrYjMMOBkyaih7lHqKjt1t63aSvleHqN8+E5QUcZGYq VvNxpsK66L/bOWwu8sc/4vcMLYCN7KuXrDLp4KTVub0hRRldSNe8UmPJggjf 1NhTpjQ0cFXghuMZCNQDVsWpzXNM7W758Awf/dHnbMyVU4DFwiiKPosL5Nqz s9WjNLSrt0sU36cMhuWXU9svMdFBknKt4x46fMKz0Z5eTPR4ZmFH7xAFtoc+ pVrKcRCayWt///c0LjoUJfumgovyEvIfi0u+ETcPbE5/spQPvoUJh7xl5ZAm I/DpYCUHqGdg+ocSDx1s1jdu0GJAnXZE6+dzXPiSNSuipzHQiX07i8WlbPAz 325zL5SJek+ZmU19UQK38JXYwJCNCNVba2bJigAzAT/WV7GRB8vawHi5Imgl 2b+YeM1GZZabhfr9ArTJaPRASyMTrt4+1km156KlqeVXhAMsGHnZ7tduwYIP n6Kurahjo44Q3oOAGjYyHtDJUd3ChbpooV7eABNR+679lpPKhU+syNuHeXxU 63YxYN8NDojCZ9/v0eVDRAHJRyOOg25a3vzzbz82mEV3W2Tv4aKCRuqiY3Ql dF3LcWf3TT58M7l4LWE3DU0EynuJ7vJhmP1G7/htNoo4cicxS4MPC7vX2M3Z clChek/HQhYfPvyVb6q9cb43I09p88p5yNyDf1KiMokNFM/bJJwWoCVPWqfG teb/7P8bFTSB/ywpiZP5//t/AKqV+/I= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 122-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJwdlXk41Wkbx3/OsRzncJz9WKLCNLaRMKWRfg9lyyBbqKmUKbKEyp5INLKU ovKWmkSaIiMJpTxPJWVfskvWY5f9OOjwet/7uu7r/vdzf+/v9b03H/ezP0HA MKx8vf83MQ21B4unmvFHSmfMYwCGgNoeOBw1hV89EtD+cJgL0OSoh3NzAzy8 t6pBKZ6Ootz2xslV9eBF940uKTpjABPOqQ9dKsZZ7Glm4PISxAocChXzPsCk uxn6kdeYCOtoLY0LqMLbsRk5eVSPP2AV2fNTJmC45JrVbBMXYZYz6RRuBTQi uC8H+2EInS9Op8y3w04/MUNt1QEc+6PsSWzITbx3pOlYlYAFoiJkla66t+HM U8GdfgIBxPz9HtqspcPmCc3KFCUKQCK5tUGiLRCdahPa7ZZA2Jz+1rujxbjo jpOXttqu86SX72AmNMJ73YYL4y2LeNT2UEpy6he4MXzmX8YCF0UVj97MGa6C 8j9cO5/w2+EDJ3L9Zz4PN47wy/GcIgHMYDjeKywKaqe7Htiju85PWV047tEN m4KWWRNnpRHQdFQxce3HG3sa7E47LOJONAfB1Tu9uH6NsH3qUAeEU7l1BwoH cfef9UYjlwrxY2vEx1vD5mCt1aiwz4KN9ovfxneYduJyN42v6FYQ0D6P91n2 vYNwxnjxvELdZ1whK2RfxUgPPJ3yAgvDlvBlrdBsru8UrrdJqWM2mQiMr0U+ On9pAY94bFAla8wB7WGFJR6XxqBuZqyMftF3GKB/kTSkMohvGDV5ndExBqvj fZ07Hr7Cq3rrBLwWFurZp81cMODDngd5TfkDTHTMcbyeKc/HDV+3t7ms0sFN HaOXCZYCvI+lGVEYxQB778et7m/8Dqd6+gItsgZh/4kZhvhfy/g3Df52jhId GDfxZFDqGtwh8pUd58NESsI9nzhJP2Dv4nLm6iUq8sF7nsjPiwADyreJb884 QED9eM3h6RIU/k5kO50RQQWR0iv5Ciu4JMw4+9tHIhBUOk3lhRGRsoh/QWEF G3lcrqUZCkWR2+k6XvlOLrrfyGh9Fz2GN0UqaV9vJaDKrhqr4kECMoi4drYi mY5+46nkVWuJg76j2P4Nz7igTFozspFLBD/bC5WpFlSQV5Onk3p1Hu4i1/p3 nh7GXcK8+//uEkV35lvL8WI6kmzTyenRHYcq6vWOm2pFAW7ShHamT+HyJ/8T wdIWQRee1PkBWXGwoiPemc9mAr2AlkfZ6/uLsTWDckUEcJt/c/H7T5W4l/X4 4GU5NqrrPdZz74UYCP7DzdlgExVshu38QisSqlO9PBVSykRfU160xvYQ0C5z B+/wGSLSv565/8ZuIeSxsZz91/rhrIUMUjYjoF997w1ZVoqg9wZ/myeFi4Ma s2dhp/OpoOHAUwmPLjKY5npZz69xwMshNGB7WwolWK56dWtxEVvx0GhLxzi0 aWa96heTBFtzcm4PFomBoLcJsoHnxYDj05rq7ql5eDy07awvJsQP/Lrdquj9 GkwNsv1D8Uor5CuHDNeGSIEwff0u/ZcMoCeH+YxG0wBk19pT+rnA9mVxluWC NHqSYnQz2J+JxoKr7pIKKOiN7T152URpdF+g3aOSLYYyJCXYPwyXIP7lmGlq 1Qxsy6I13eJKgNS3HdvTszGQdsf3xn3ndhil+6eeSxkJsJTVZl7XEYDpo/7U jRgFVKnezikdIoHU2/7dVn0EIG5U8HnTqXd4Q5n/3gN3fuD/qgw5ql0QwFPL NV/DtKhA6wympudHAQcmhtv0zWmgvu6DgmgBDRQSKz8fPDqJWws3bXZ3oyKX Nvn66BYyuN+YHf/lJAYmVL1HdkzRUZKLfuoEmYlKB0JoLGMy8vzWrfCL2CpM 0i9R+MEfgfwr7COF6zrUCs1UpKKkkHneleKRRBF05srKhr++iICiVjPrsOQZ GGFzWJFMoSH+LGazdEscVWdu1qwMk0HmnvmajsbrurhuWFbrJyPjeEu5i5Z8 WOsoouG5dR6X15eV2FlHRmYRpVw9b0mQbJu0HBrDwxe13/Q1NhPBM5Mvt4u8 RqGVsC0rhkAAf5Mf+EwuLMKEuQ/yJ4YlwNpJqV28O2kwlpSpkxXIRILNie+T W6XR57IHXIISHWmvRB8hhYgiRqkRHpZCRfoT/B8j1svQP/VWbwMQQ45/WK2E LPHwtECNplva0uj3fBOjsM+TMLMxtHcynILoPju6Zfp6YYltfaq1NRHFem38 U+oxH5e9Ll/z0IgNcvy1TCOCpUCRFmGL3202KvDNcPrwWhqdfZrT18uQAcOv Fv7Ush7Adc5UKk5sZCOH4tC0qSYJJHfDbvridw56N51X9WpRGtXp+NdYrt8x fmVbxLxXL+SpXlTXTZEE5WY31GftJqCkw5N5xTdkYHZ5MS+bNwi/JIUPNB0k gQhf40PJtFnomrbWP6nAQQPWaZIVUBytbjx+/vEQCeWufdytYDeNazcpuFw/ zAaZQQ6kQlkMeIdVp+VOMMHDb+WplMRFvLCAO9d7lALyAuLjp13n4E+BZ1wu fuIir7yz5cSbBMRbu8FvCpRBGbXl6ZqPevCn3ueSy96Korf16umH+ARQLVe7 Rg2QAcxeQ31e1AT8PuxyNaSBA3SK9AfPPOTjuaTLzxqaWaB8yyMp80cjuGxk 0oYSZyaovcyze+/QhLNjo4N8lDlgp7z0rx5yc3h8w9cwtP5H7E0/CkUPTUJv zWgXmUYusm/wNxmwm4WRT0eebmMwENXT7PaVmH78RHT/cszBdV+6q4gva1FA 81Hm7rG/CCDbMibu+T0KcpGu/vtgkgx4wab+1nRzGcatLFW3k1lAbPSUm6xx D7Rc8ji4SY0NTGPkBa4Wn2De0QJWfC4Npb6L2+27zq+GjW3XjhZDzWt/Jus5 k4CJ+t2JyX8k0feS0vBfKohA9Yj58mGCKHp54bnPCaEkWPNcGTTXJCKVDrti 4SgZ0DJuuTvbEdC8TWfIqw4K4GiH3voeTwPnzRWyTZuF0Cmy8mPcMg00EDpH vrJ/QLeKhOCYQ2zwvCZjz1cVHhSP3WM61yKKVsPevJbSoICBLp73fiSCCKry qf/iVHDC+Um/P3sF9/8dq10apiPqwBayVhcRfNWjafy0mYoUWt63EPYRwYWz 9/CqTCpqNGjlRrzjIotarc0WC4P4Ye3XmE4GFyXKHk7t6ObhZzEni5pVFopf rdV+7TWPz4kolU6biACdtbmLPrJ0lK20pezYM1EwGdXnYbXui/HkJTP1TBkg cDH4lJMvjgKXsrb9u4UB0sgCjs0CAfXWy5jkTjJAwZCc+0SRCDLNhlfcZpgo /RoWf4KLgR1UbY7PMTGU9u7c5j08KmAYFut02hIQFn1poiuXBnbL/8Q+1UkB W5p1A4rWc4i/JzY/x40KjitK3nd8Q0aJs6dSlAuYQDXUoJrgK4p+SXjexWSw AJmcsZY/REQ7GYmX9z2iohJX0RarRDIIz9hypc6cjvxj3LNz6iTAUCL3OLwu A9K+zVyfo0qjEIWHn8aXOSDKlPz0go8oUtKJJ+rSWeiz1sGbh8clwO8DvbHX B6WRJT30fCCNCo5g0g2uNlQ0rCuwFTZIgxfLct0DY0Q07ZFj5CTOAGA5t6v+ +RI813lGzPEnFshNyXsxXDKLX/glXnLgHzYKKExx8xMVA9OMrp8HyxiIdA4t LUqxAT8BFyfNkVGjVkz7ZDALaX8J/5kRRwHe9lbFw6UM9M+zQgvZvdJg4PTe vYJpKbRr8Pv3dx9oAJf/j8YPAhn5v3JdAJF04Em31TdQJqN8w4nZgGA6KDM3 1NHlcYFVSgO+u18KJd492UM6wAJO+1nyWqUyaOJDV1CXGR2FXKB6dXHooDuK /SysjgEcXc3WHh9ioMYEnW25QzQg1doWvzbJQN/ocXfd2RxgkPq2eOUoHcVe +lFvs5WDPlFE1H51oYM087R7z4MYaGi//ZgwcN0HzSTFk1QpoGpXcOv9Njaa 3XXhWoo1BYwsSbWTTdlonFGxzesuA5Aqd6vbmbOQXJ+Gk9CRCTx3lpfqKbNQ 5+O8PVo7OegBvdtF4yoTmHpyfFdk+dCLNftgC48DNr5sF8ypMZGN45jexXWu eXivpCRZBN0ZLeerb+SCgnNDVVmqVID9v2TRfwGFyeiz "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 123-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk01f/zx697Lfe6lutuRKjIx1KyU594v5CltFvj00KEfMryKYnKEgmh oj1tZCmpUJTyGhRZyhKSJfuWLNl3P7/f73w/3zlnzpzHX3PmzMxzZrWT514X MolEKlr2/40kZcUHU+61hI8n94DT4hKGwX5X29oqfCrcS0nosRgEHdpycUVZ K2FjGnX82zsSIi2MKfWczyFexJjq19XOYFKmZbZ0RhFe4VeeqX+fBaTv9XkX vcsIRsNf3HCNaoK09fddungxDs6ZEqq6SgI4k3OXPt6ANxnPEyVd7QTpr/y0 ML9rRK55GXVklo2CzkrIxBz+RrzXkA7CTtOY5OX5aOfSXTy+uUG2RIKOgCf9 sy9vHf6gRPGPCxYA0pjWhjv9OcSDoV8/7pks57/7QZcVVY0tx+pZj12miKCc /mtPe8uwuQlBFdrViB9YC1Z+muwmFuzcz84G0BBJrzfyqH8QtitgGXE1xYFE X5xwcm3BHxKFcyk1woBUrOSM9nUQVwLmNloYTBPWDMvpmNtthP2GQfSVVo/x cPoXm+wuQjP66bOOD4WE4xIlZYP/GHZx2Xot4iMHdvPfIHRNGomNEr4Nq33I sM21MGlvWxfmC0yrPXQCCKkkv23Ffa3YJtarwVBrmphddzpZ/NgwsafA34tl z4sMYwMfnzk/QZgZFGZ/KuOiBv/sXNfzP/GI4FKVX8YI9tYKpvbIdRHJau5v BOv7cHnkMdvvj94QV3cy65LK2dC6TZU1oTeJx679pfDTmw2OVgOVLMlJYky7 IaIiiomuqem/ito6TZi5r/gkv5KFtty7uLi7eggr2byb0HnTiztcfjP5w2eJ Gs3NH5pLxJBhTbcoxC/hswqpZ5J12CCzYFzCjZ7Haw7kz/r8FoW/idY0yXEe FM8zKfIsThxNi3yMtXwyg+XGbxl9f0uGzEDhuRdSc8R9vQ1BOqv40HSp9XCG PwV8zrkaCAIX7lUz6wtCfhKqtcrD3evIUNpUYZHTRYZ7Q5eO3g1hQr6wSmC1 OAVd1UmR95BgoIyKDLX4mHHc489wtdnbSdj5e3Tcb+KF0PDYyU2FTKB9U3va qjGA10aGjwjL8iLCqAY23h0mqPnrieLDJDiX9sUTSfAjUcuE1iA1NtL0rnuc vFyf3DG4IKc8h9W9anMKS0qJ9PrfnF5eDnxpc2xNyOJDbNZJRtdaBlqNGyaz LaigOMfYcHKUDc1xWfVhrWTQomm4PqrlA60ribuvGizgAY3w1Q/d+vCouSis MSVDvz3feskEChTq3TeLDuBHNM3cHYunGIgj7dBf930Aq0b7FCdaUtGGp09v dL3mQ05SuwvsUgWQ1ZOK8pbhcayg7dvq1TdL2GjrWLwuXMKKMzflsu6148k1 fr2f/YTQcff10Y9Xs9GuVzlJWyeEYSCWdWpomA0/T5XdoWbS4cf6wIBLigy4 N63aKpfMBxHHGanulxcw8dXRJL7sN+4cW9Rq1uRH8e+/69xNJqET9y1IDHox DtJw1rTLp6KRsXNKyuZ8yORxR7wsiY5C3cwERm/RUfwNrxaLdjK66twToFn5 jajK99pic3ue+GxsGPzr4QR2n61o9l8ngnSiMr49/kcE2fzq/aZlxkCeRwpu vNvLRNmU0k/2BwcJ3f0hRq5JwmD3TbIypE4Q2UsW8ZVwKOiXvEef7rAY6DfT P9Lr2ZDX6cdgGwqC6kZVpcxHPBCtlSs1P9mHX3va6FZrMNDnBVM5oSAhOBnf En7+CC/4RMytDP/Kg1LTCh2ilgbw2Z37pQXpDPCtNH3rWEGD8sTVKqX+opAy fYSr7UqFh/tWzip2CILm3Vcvh9Pm8GcrHmW3DeNExjt1vcZyGpiezRPX9KCh H9kGug7Ph4kp1Xft1bUUlDUfrj8f0I4tFr4lhZLJqDDJsLvGYRxHjRVJuvQK IM3S1IK6a9VEGDVRLekkC46ryB3xaWHAp/wH4mQZMcgPp6l5dgkAM0+f8I8T gTt1WgNZ2iTwir/eVoX4wCI1tHnbaCNx86RyzXVVYWDWp5k7vB3HidWn2wYD 6JB36QvFs3UA5+6qjN+xgwJTUJheWjZKSFyRrHikz0EGz1ykQxwY6PU6soLn DQ7IXDw6J8svBv88edrexhRFz28cG5XNGybUfEqlf8lyoMCVqhcmJAQrru4Z CR7iwgJ/cWe/qRh8UfOq2OpJR41/s9mxxR9xt3ywkkYcDWl4qGwXE+/ANMu0 cel3gmjvwmdNslst/hod0FljT0Wp1IECjcM/8b6bSx2DUlz4WKN+tFCFDouy TmdSeqhwADt370vvIVRrpOyu7Oeg08dwT8IBXuThX34z/RcLHW1+fm936BKR nSk+1naQjtiV3jvewvKen/SxCy4RB5+DtrRQGwHoXro6WXNSFNIoXh+8+94Q TzxOXM5/zwuxB/b84dRJQuUrPi+JeIuiNSbHtKMaW/FQr12MXxUXTTLXSicW LhHp1AvPqmrZKPVwXnlRyjghERi9MteWhcz+KiMME/sITliI799ruMh4pcji 9NgcEVnV7A/mHOgsFHhBVp/CHiohdqLV4pDZnqTxumEOBz7pe6LOZIK2hPom KwMgXEI6ZkPteeCITfKFN140VHuQZfAznIzMx6R27SiigZ1w+X37aFGkb5qZ tc90HF+cmylvEGQjq5KY37uokcTWGVf7VYoctLfHxfGBdj2RcTCTHZnOAGfK 6/t8Q8OEIumnjmoIH1QtZdleU+NHRkp3fg2m0kDvDrPLXJsHyR8wm91P5oXn Dk++Ki4IoCW3uS4zFQp4S923NF6iIsbD64dt95Ch2cDCuoxXEHFVT18fimSg HzwyCdt1prB1YOnHi7MM1FE5XEFYTOBDxVGnQh04KGaPapGTLmD+MGOTsTpe OPdW+3YKm4Y6m7o9dgMPkGP61xieFkIutmkdXpw5YssT65LETWIg0qkguK6J ghSlv098lRcCqbrCOvI2ClpU1ldeeCUE1Xr14mcLxKHueif7hOFzYr/qW5La Q3FwdjtRvZSVQ/xDsjavWGTD+3nb9wm0PmKMRyZvxIgHcQM1mP5/MiBZRiHf 8RkvYr1sqR0/vKyLl2dMlRJFEddZFhVcoMDJmST15wpMVCGekTWcsojbKkWN 0geZSNBs9kdc0xw2ScYRh36zYJVxsG/S8r3WFVHl/u3IB4X7EsMGCoQQ888c tcZdZAjq+qN2KFQUGUiu5bg30tG7UM7w0xwaTBqHvXh6SATNz6t+T8sUgEuj 7nFrMlmI93mE/7UzJFgf9bKJxWSjjWnxjQrFS3gj89KFbY9FgBul5PghQAAF PFSI+GImBvY3FPP79vGinkviTviKKMo8P1xb3EMDP6lHJQOzXFSx/ZhuTcoS llGLpGiIsSEmwkB1sJeCtne2hV3pEoa18R15miw6OkASrtq3UwQ4PZPhf5QK oqzZFS2dPylwc2eCz2EBMYRm05sqX85gDSsH/o4gFkqPy8jqzR0lnCnfvRnq HPDOjjvkycuH3nI3Xf/xUgyoJ2BmSmi5/4bbaze/54fqdaENg6fYcHRh9hPH SwB57LXI6c1jglNVw0h/6PI8HN+yZXpECNZHeunfeySCCMlbyvNkQVjlpze2 Y1m/3cR2aemtEQS99mC5YUUGyjf7U02jWxytzf1Q+VmSCpfuHGml2rCRh/Ot VVNpdPhV1OTbtKxL6zbLR8i/EUEtQZxn/l+YyKtiv5W2PwOqo9TU03sYiPFJ 9o2Vvhj8ELt45zCHi1DUTP9WaxEIOz9fuXMDF9hlZIhGIuim2c2El75MuMgt it6bwECZtVTpIyJC6PVpekdiGQtGN5+LjdtBR82+rC2Xe1kwwCxWP3qHiS6t //F+5igTVrQrWy9YsZCkTfKtHZpMaEzJMF63kQtety3CCGsxZOLGPTYnMYkf yHj8fmPLRbKvGqbHFFlwO7XWlazCRuM4ITf3Mg9ofY0YtDTgoswTPWVJ8iLo clvjhPI5LrywFT0keGaYIP2fSYCkgaNzSAMD/Yf1mXXRSZpi//JKrcm8Rrfl P/f/Ga2KjvKwaWX/y1rFCgc7Yhn/8u3ity0ko//y/wDUecYO "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 124-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlAlUzXvXx8/QcDqnM3TGCpEhIU0yXfT/SQO60lWRXJoQMhShwtVNXTSK KCpDEipJolTOb5eK5kFpQrM0HJo013l73/U+99lr7bXXZ+219l57WF91pxM7 DlBIJFLhjP9vJC3VvD9yuJq482Dz8uxzUgySLpdd1RU4tEjoO4aVwMfB+IpK URMxJKnbHTafjEhTg0u+XUonttJiDq58PoZJqVZpc5Lf4YfWv3Qnk3lAqv+U dcW9iEjTyZlL9q8iSFv6oxmiAvz+aNBczdckgPPp0YyhOhwpHDR2eNRMkP4U P/X3vElce5LzXDDFRz4XlNVCnGsJl8ncRezSEUxyOxFrIY3G/GC/M+NcBgJy UukZmRr8oUt7uDpPHkiDBjpRXenE+vhTv7HWz/SPzlvNC6zECgon9ff9GiZ8 0rtuJnYW4TMhC1cdf9yI79vQyz8MdxBvDJy3B9HoiLSmM+CItw/2/Va6vGuF CEiM6V9OLl9wWsW8PbN0WYCWWS8w2t1KWIk05msuGSNsOFajIXeaCZ/rn5+8 Tq/C+GdS2c60duLlP28PyjKLCUcp9bGO9yCe+uuplp6RECzlIojVJg3EnqiE xUpqFNjqkhu3o7kdr/FMt/19ZQoxK85za8H3JmwYuDxF4dAIMa7lFS869pM4 4VQrb7BAFm0Mvfjo/KVfhFKN+T1PaxGq807LcLnUjY2N192pJQ9gd4O/ad8W tBP6nqEZp6q+4eKAY7vqY98Qdtk2L5xz+NC0VZv3a80wlg+key8gCcDRuqec pzpMJL6oXYdUeOim7oZXgVtGiWdv5Xk303nI+O6VacvKH9ix5NbpRWXduPVA P1fu8jhRsN73j4fuXLSxqoMN4VKcY+7RljdTT21q03th8CRe3gpPTj3nwCgr P9QqYQxvidJ120uVgdSLzImUWRPEitTsIP1zcmi00OZnsjcVcif2Fdm/EcHd Su6nHN9uIkBzdcpvl8hQ2Fhint5OARmHAMeTHjwQM5ddrBRRESevfHW5ohJK LknWDQ8ZwvNqH2fGuX4lbL1dW+81ysBx1c2aq0p5oFCrm9ik34MX9xBBE25U RBhVwdron8TAMj9yn74U//W07ARSlkMLTht0WJoL0Ar3mkfxM/NszLeJuLNj Guu5Vafnvi8k+uxHTc36+FDW7NgU81IWdY+s/ZW4Tgmp47rhNHMa+FRGHXdf IoTPN15+8m+igFYxx7kwXR4Mwh5aXjecwv3bWZH9G3/ggc1smG9KgZjNx051 u8lC7pp7ZsEze3iRq7IvP0IJCebs6aqp78Ec04qP+x/II53ExIj217LIwot/ ZH21ArJOKCn+8nMId/fxzT0qRomdK1eZv86VYrnV9Nu1o514eL5nZ6mnInK6 q0EIQwRo+6v0uC2/mLAsqMv2wAkhdJ8tiqKlMqDh5fMuxUAluDuq3bQgXhYy u4JiXAdIQHx0NAkv6sf9RpIIdUtZFP62flV0PAnx6tlhHvtjCR/9/StsxTRU lF/jeDtHHpk8ag2fS2Igw6QRJ81tLBQe4fbFvIWCtte82dLj0UZUiN2Md96Z JHqco5+l5A/gw+Mln721WEh9R/ImxWwO2tnbWWtgxkHMaTHv9CAPpVELP9jZ Swj1t23Ort8VwbZWtdy3ho6Ezk0+mXmyqHeh6/fVP5VAYt/2a+kDIWS1eXL4 G+mgeelYXqmRDAQbZMyaHP6OuxO01T/ns1HplOkCRR9FeOitZ6uG5OHk1YnZ lz+S0ddHI7Pnf23HFyz2zqEzODCcGKRRRGZC8UP1ZYXebJC/OocsDGbAg92z xzVb6aBUy1mk40+CUmvy0kM6QwQyMT98rpAGpheyRCtcFZCIObpWTTJEjGhn t1RWU9GRY14Fl1Q/YvOp2jg/CgW1G7btzcjpw4GD71QPdMqjI1pXe5LsWgl/ 2kPduNM8aDYhuUaXc+GD+L6IoqYEFvxr5E+WDOBmbSC8b7BAfeWPXaeMqeAW fqu5AslCp06Hn1nbOyLy9NKqW9pMmLZKPel1bRw/rPRqlpxjwPNP+oLO44M4 Y3t5+LZtVPioXdLN/CIhlMNUS2I3CJDG/JWRJue46LUWReNEhACcdsv8/lWb B6cSEluauWyUnTmAr/KHCd2ThXN65wpAFFTsylzAAZXrf/T9/UMIUTcNWofD eFCm61ay5QQDufHvlbxUKyA6Fv69RP+GAvIz5GbluJVjBaunQ3Oy6WjpBqci tcOhxMfgc21VdjS0c5VVqfGjZrw7UtoqmSWER7uKi8QRbJie63T+8Tca4Gnv O+NH6wntqlm2YXtn/nj/svzLcTTk6l0cmdTLQ8rHtlVvFVNRWqposNmegUoy y/xvlDbjRadP2v79XgTenHUWMsqK0CG9Plx1mg2lxUGZAylVOMHV45r4rQx8 aOjfX3l/iihWKZWy3NnIVjNQQbc0E//otA3xrBCi5nR64mF3GZRE++dZRTUf 9a9YqNQ+OUkoXwyenbGLh8LHLRMtWUOEwN/3zNH5QrQo9LKziQsFBVR89obN ApjTptXimybFrst8bdmVIrjidTQs7zkFLiZ8T9DjcqEjfc+QuKgaH/BtHfez I4PdliXyXmnyqNqeZ9h9mYK+R78UdH2XB1tm8T27YDYKlSTZ5Up68JWJseI6 Oh+9PZLzvMytmdgy5mI3T1OAHC4fbXot30sk26fyA5I4EH/JLlc3opXQJHWv 0vaVhRIpZe6IggwyWhLVK3miANPjVZEfNk8RC/eZje+lyMDjNQ9/652URdJD E+1my6iA9/b+vMKXR5wHt5x3/UGBPO1svUYdGhJqe936EcBBKHteuFVkH7a5 WJh/ZZyDWtYynEzIEuxQEHjWb48AVZkJ8mw4DYSc/yaTwRoZmB5L9jKSyqG2 xg5XSyADZTTjRVUqHR3Y9bTVTTBBKNMSc7YFc4DVpkHXaqSik3KxOb6adJhV k1tD2UpFf7V+5ut+oEPlmk+iCzkiOG537a4KswXv1c4k6T4QQduklHjZ0oRP kWw2l0zz4Xz/do/ZIyXEIFktq8+IjEanWozZb1kQr6Yhdnwmg1a31G+8u4MB PdfGTJc8ZCODE3JvPv1JgtNjcXrPNbjoiOrRtZsOjODmcrZRkoSLkgFGLLYM YZN4fNWhnwdyLuT6C7/1EatZ2sKjjrLQ21/ZdeMuHXHXpes2bKcAKX9z+aIU JjJUXSQ43MBA1itHjz74IQfDm/xTEh1Y6NZna770iQwEDRy+MT+Vh8oLX1lZ Ko/h5YEvGnlcPtpt2PmqRzyC13KD/tn6iAUe2RaS9a4y6NwDjatlZkpgnCCp WdRBQt+CRE44jI2KNCWiO2I58JwV+75nXIjusApUH58Zxmq6AVR9JT48KTEJ GfsgJX5va/YPa2eCVPj7RL+AhvaRmBW7LViw6fYv/MeMnr8cV/nS1k0FtDL0 sTtt5s7jSY3lL8ZwX+kmebfPXJR0I/llZ8YAsbV+ccOGN3xwT7vhcEJGFvmp 3papj+MAzQPGRhRn9GXENtb9MgUqtfzqJGf5EL/Y+4iKLRW57jBP78ziwuzB ycisfFnUdtzYeLRPETrNqTEZbxmIUL29dJJCh/vHtFtfFTHRIaXtBmvm08GP qfOkLo2JxGbrdPU7REj6OcN+rxUVgqIONtF28tFFT7XFuZHy0Puu8UyjqRIc OrfM8LoxA33xETzzLuMi5YvdO/z1mFAZqKuX9I2DNDzKy6xU2PBV6UqUs0CI OD/O7o/uVgD/S5PlFjpCuH6eqvuiQgFFmkXGvDjDBesMFyeLq0yUWk2bc5Cl iDbH7l/u78yFgfV/hd7YxkAVgyopggAu9HAL9I5EcRHn+oUdsSEzetmy1GbK modKTl4562LMgYbHyZu01grB19TD+ekaFjI5JDw2oTyMqzXbN24rEqC5r+pG BzV58G1SHHUJcdEQjsnIuEaGsmyL9gszOpjq8a0obiELqeW86rGZ5EPKLrYD /fxP4nVUyVciSgSqho77fes4yIn3LhdbCmEDtyY4boUSutYeI441E8Jsg+Gs hkMimF5uIHn9RIDmBQe67mziQ7N7XUhClwAZFGjYt4ZywGHu+WGK7cwfFWR+ IRlxQOx//3WJvRBN7tIqz+olIdL/mTJ4KbZPHuzj/8sVYVWO4e/+y08KHVbG rGLB/zMiXFzF/5iy/2XPP335h51H8X+4VEU9Ld6a8m/+fwB73v5X "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 125-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk01XsXxs/gcDicc5yRlOKWG6GTlJT6fZMh3EqlSFdoMCThNhCJlEih gRQapEikrgYq+e7rdinzTOaMmWWevd53vevutfba6/PXs/daz3rWVjrstucY hUQiFSz0fydJbeWjcecKIrvce4Y/OYehr8vRsqIEJ8p8qu2olQV/O4Ng+bwm 4lakiqFZMBmRZodVOy6lE20Xh8Mjr05iUtreN0tS/8Yaa5a+/JDFBdK3qo/B HnmEddAKVZ/qcoJk8jOWIczBDGUlLf9vJIDz6bGMkRrcV15+eyi/kSD9npUU 6BVJONHf7980z0P+vnKKYUeqCdkcp/xDOuOY5O72eOd8LNZuEBVqyDAQkFMK z4pV4oIk6z8EdDqQhrVXx3SlE7U2U5G+Wgv6sZ91uNdKMVaU2S0MHCP807si kzvz8JNqyaMl8/X40T6p4i9j7YQn20ZJMVIKkTZ0hhz39scpjGD5TG0hkBhz o4cdG3DC7No5rTAmoFUWv+gfaCG4r82laLwpYh9770RYdDNh2hOlpJ1fhPFA StH+N22EHHSyIp6XEvbz1MTV3sM48q7k55osAZiLRxE6hrWEj2LTWVIeGUwd s5/saW7DsY7Uyc0htljhiZdpzo8mvDyoO6g0ZoyYUj+XIHQdIK5RtR9a9NLQ 1nC/p+cvjRLfXCqvrmwUohrvNxmOl7pxtK/nkfX7hrGH9kV6xy9tRBZ+m15f 1IbzQ1wtvz1+Tyir3QtVTudBk6kmd3TDGFbwzyj8PYwP9hY9xdxFY8QRjeq+ 1wlcFCna/PaayQTB5YzZ0PbykMGD4Dnz0n4cre8xym3twy3HfnLEg6aID4Zf Gp0VuGhrWTsLIuYxzQOZtubxQXF2W64gdAabRCpXaDjIwgTzn/C9zyexm37u /e9mNEjzk5l+pTBN5K4yvadZJYEelHKq/groJjrOb/MIX/DD17oCs/Q2Chwv DbLa7sCDLJlVfqVCKgrbPWG6lsxBqQWpooiwEXw6QzMxVquKsPJ2aXlYJwZW L0jWa2p4IFktSm7S6sGqv0382pVNQYR+GejGDhA1dSmX9z6YxReSityQnDha F5XfvcxBgNZ6VD5NWNg/LWy0PPgTCda4V6Rn534ltLvmPBPreFDUbN90/zUN Qf3ct1O7OUgJ14y9MaNDbaJKqqudEOpvv64KbKLA8tCBQ4PRkqB9M9781pYF nXemEnEyQ3hoOwuUjShgvr7y/QcDCcje8NA41EccHdjjc/J6OgfxlxzsqvzW g4fmNL6vGBBHq5OTo9re0dDG6hrOMpI0snhekN8wMIJTU16/88wYI/avW2/2 Lnset532Yc7s6cdjyl6dhV7SyKp86c8rUwK06236E5NRGXANxhvr+4XQ7ZkX Q09jQJVus2VoHwceTGg2/ZJAA1GsrOPjxVQgyu0NI/J+4vmbdVMOJ8RQxKdv 62MTSIh8vXy76eZiwl/r6FqrLDpKiFKPpm+SQoZPWyKWkhhobnyv7Wp/NoqI cm8w+05B+7z8K/UoPURJlrvB/ugZQpY+8LqrbAA7TxXUe6szUfKhwBjDLRy0 v7ezWtuYjZIjM8M1IvjoDfXrF2vbPkJyiWGgm7o0WFUvKg6olEJlydPTL07R 0cdWLzZvqxQoF6bYdrWIQ6h2hsLM2A/sdPZVOV+FhQpnjX6R9peGUrvAle/l peCPq9OLg8rJSN3gQKbHuTrsu9NmiRSDDZsMnE3uKbAhP15p1VdvFjjKV/SM pTEh7sDiqZUtUiDRbOThsI4KhRZkNafVI0RZ4dHoxbkSYOT7UbjWRRJhbF4T RpkixjUzv5dWUNFlhjDc60cSNputfnKZQkHMNMkXm3Z142vDfy861imB9EY2 j53s7iEC6fGiJ2e4sMeuwS3nLx58yXokpCjKQuMjQbneJyZwPm4mvG8z4WlE 4metveLgHnGnuQTRIPq77yEZvUx894xa2R1NGRh1sikyW0uC+NJzzX0+DJh3 uPBM0D+BM3YVR+zYQYW/6jjng5d3EHI3FxU83sxHzCgxrmQMD71Tp6i4RfEh Qe1BbKwlH049T/7ezGGhR0mpVy6ZzRCiP74u6V3Khx1ttzbVEByQv7V78GK/ AHSXxzdTG/hQJHIvMHFjILenFsmz/s1E+/KLqlq3JdFJW86ZS6NphOTepJEl mVJohdLpZRGHqojyUJ/WMms6Er/Rd/jg/Xx84O58S5+CANDJtMgGMgfmlh4+ n9hBh8mpP5/RaO8IzTIFq5s2fLTiYFS8R7c0cvHOv5vSy0UzPfoHXD9IoDdp wuFmWwbiRadOpDnn4hVn/rC6mCuEbLtwk+wTbGifvzVWdoYF2woWDZP62/Fz l9M3sj6JwdkJ5NPoPUnkyxfOMz1YaPhVomj4VBnR32kV5lUiQAYdAbkXyZIo hX7lRUkFDy0KMFpFSaIgOb/QxRmWXCSWm/mOlD9N8AMDzp5QFqAVbPr2sApx FFJS7w3b+ZBMVr1KXiwGLqsCrFilQtAOuCKpeUoC/J7/eL6Gw4Gh2U6KRe0P fCygZeqyNRnM9VKCNkzQUIUtd0t3EAWFGJnVX2aKg5VM/kPrUBbadr875vH9 Rhw8PZlfI8VDoh2NrCy9QcJk0tF62Uo+KpDh5u70HiNSbdN4ISlseMCaue1G /odYSeperxlAgy/zuzusWslIXzWmt++ZJFzF/s7zKhPE8kPGUzYUMXjIj417 OUNF807TbcarqCDzSPd6kSoNsePuHLHcTYEURQ1mr7U4Emieu9MfwkYb+4wE b0da8T6/r/8ET7GR1DNXC0FNI7bLueZ5+SAfbahvPq2p2E+IB24zHK4Ugwu6 Kw80dImh1rp2F3Mgg9jhYHS0l46OWSa1uPOniap8ktcAZgGzVUVKvY6KMgeO h65Rp4NCZXYlxZSK5u6dnz9cS4fSDVVC37+EsNxTh1ghMYRtND+QRHFCmDAQ 3pc/8ROfIu3bXjDHgykJO/Gli8vxMFnx46A+GX2ePXRMjSoDCYoqWfYvxJCN bFWq8VZJ6LkxaaQaz0IPRmqP1Bybwmcmn6x5qcJB4kvU8B3lQdxczNJP6eOg hNNMJd7JLmyYgK/a/eRCFZ/qmbrgdx2mpuCEPQ0EIaSdej50xNmULqrdRQG/ p855v9cx0JZFK/jOtQzU217bfWeFGIxtC3yVbMdEokzvXRYPyXB9yPm2choX 3VtnlXZG5yfWuPZnHZfDQ/0Jp5Tt3QawLuf6FdOnTCjrO3XurTUZ+cSpXC0y lgVr72N1/zRPER3XhYfxTRZqK+y2dr1DBS+Fx7k9Czlf+mjzzHhIN1YUhVC1 ZHmw7goT5LLHid9amwNvtslA/b23G1/J0dAhkkzJgZ1McPttZNznvRh6PSXf 0NpNhRIdyvt5DhOhqZS64j8ncaqxOn1Oh4NSbqe+7swYIkQvz+q7bOWBx5vb dm5iNHRXb7A9YTUL6Kdhclyajy4cyG/+LX4Gl6pfrunz5EFO/JBwo/8c4bLH LL3zIwdq+EpbQ8UpqPWkgcHEoDTEydyZKauhI2LRPbUZihSQenoaikUM5CS7 S3uDshTctbKWLBcyUJbxJpFWuxClUa2bvgln8fUYhyb6fh6KvB6vERpEhd6/ 687WGcnC4w9aw/PFEqjBn//Cu4iDzI/Jzz48KQml10RrUjrYaLWV7aq5dAY0 ygbHHOELULP5WGO/Hw0CL80U71wtAPZqsUcVdgt3Gd+9/+dZDtzdZpI0Xi2J 0iroSxyY0qg275OXwwwbhvQuhN/ewUCf3ZctjlGXhR5OzprjMRy0sk+3KPKo DMh/V9s3a8FF44qVzynJ0gt/Qeo2dV0BKFvtzizPkUSGTgLXabkxLLXW5laz Hh8tfVszMbySC9q7k4rF9rPRCL6fkXGDDE4J3LrE8zyUdroj78lyJkqJu/Hd 35sLryxZdlLnB4gTOvc++a0XwqIt9kcDatjos8qVQL84HmzmVIY+WSuLln3d 5GsYzoPF2mMfa52EMHPQqdZ1NxctC73msr+JB9D6asm+ci7SzlGxbQlnA2yZ 6KW94qHonA8NJH02nGdsdb2HeWjGUr34Yy8JRU+7U2x+FcI56bYZh0Eeup4f 8Hq0kw8lN8vsI/7moeM/j6t69PLh2Ve7dffXM6F7NGjQwFeACEeXrCtGLNgY 5302xU2AvH4P4DkfmcAXQkzUu48IUaG80psECwp0/IxiH+ILkWefvvHmWxKI 9L+SAzfRl7pzvrL/ctbgS9pguOBfdtS4XF7xhQ//Z9Rb1aW7s5H3L/8HQbYW TQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 126-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk01H37nhlmDDNmmFVIpR6VxFjS9tT3Jms9aRPSRj2F1ENFoU2kZCki adGTirKkUqGUz0ebLGVpbJFlLMmSXYxlXr/fOe97n3Of+1x/3dcf13Wda84e r837KCQSqWh6/++SdBfc+e0hJjqpj4q9jk0h3PPTzVFchvI37jUWD6viQBeL 0BlFjYTRKh8R9RcZSJODC9uDs4nT47Yvh/eOIVLmluczM96hbGXbxf5fuJhU W5UberiImGq4aDS8sJIg2fbfYgg/og3VLyxqJkgYn8y+xRiqQUkB+Qnz1tcT pB15KSF+VwlwfzLpQuZD4Ck1rUt7q4ncy6zDGYkjiOTtdddOdgvZL/4+11WB AZic/vmYfCUq8zj/y3EdHZMGTQxu/swmjvHP9ncvmP5/6/1Sbng58jV56FXG GyECs39eTftRhCpm90YbOTWgO1uVSj+NtBHG3Q6Dj+cwgLTsR9iBgEBUJTKn Xl4ixCTG1PAet+8oXtc6cW03C8Mi+7nm2yTEV7sTA81TUmKrypbRSzeaiIin x/qlOp8Q6k3/4vC8lRC/9j6Y9KWScJXJPTAIGESLMz22B64U4o20a8RSy29E QiL3Y68vGa91e3t/c1Mr8ok5Y3Pb8CnSuO+39mNHI2IGP9h9vXSYkOr5JwsP 9RIP7keZ+r6gQU3A8xy34E70K+uZ3tWHQ+iwyVl6+9xWwkahPsuyWIKKww45 1t59SXReq/doTufhxrX63OFlI8jAd/+cOE0BdrXvKuWqjxAaKVX/zjfhwVXR qhfhtqOE//7Wh76/eGBxO3RqY/kv5FGftIJ8sg9J9vVzaBekRIYd66DoAxfM KtrYOFaGbOOYT8lXBVhrck2BIHICudmck/3Q5OBR1ofLW1LH0NWfO4v3xdJw 5hnl8Sca48T2pOokXUNFuF3OqcoP6iTMyzcYtRqQcGFdybrsVgouMw/ZoOXE x3nKi86UC+WA2Th717VhDmSUZIhiLw2hKGPP+QsHiwmnAE/Jv3Xy2AJehuu1 8LFitSit0agLLXr05F0VjwKEeQVefquXyAuvVMhWnECnU754gRoNbF/u6esL FILx4cqk5Gn+71fAjvebKNjQW5z9tqCQ8DtCTVEo4OEvTa6NCc+oEJv/Lm+l GxfqY55VhTRSsOaGL87C0wxsEn1v45XVk4hmecncVjqEBmzYWNuKginzVpHC 1RTx22X/WkeeoAFZUn96SzUX+DO3/6ys7ULi7PBf7X/SwCAt7VprFhV0liTk yumxwD61pPh77xA64r5Z+8SdIcJhiem6rLcy9Pe2EbMohwHUebzoJj2TgcVI 5aPyRh6+ParfODeZipPt4kS1VlRMfHW1jC3qR8rNhTvTQ+Ug9k2t6a1kEjRG Pc3K7asnAo3+NnbKo0OQR3DF8edMsEySxM4iMaBhhl5kUa0qxF7z/r6umQIZ kfdEBdb9RFmet4XDjQnCziaJeUS9E3lIS+oDpnkae+4YPI254ND9o9rEWgVs F79itJsI4blc4Sfn3T3E4Mnk5KPeDOxUrV4aVKkEl4aExxO1GZDb4qfCM1PC 6sJuqXywIo40ydGYGOlAHWZG5zecZ8HnSau5zEAmllnVjm4ZZOIjF8c1L3wl w3L/86dWHypCp+x2zlRiqOATRhFn1mep4uJ7cxYVBrBxq71ll2e3Ck7cpild IFHCkx0n3yS0UfFne7Kuu8EQ8bfD6eI372nY6lSu0NhTEfYdSTkmE8qI3/qv m8vFcqCy1c2yGAqJdZPV989RKGDf/tdtmkYLCh98p77vhwLI7/IPVHszQITQ 74nu+3Lxh4BXPn3PBPhT3h0hRUsV58TZVZTzVDEndxUREMPCC4dcDAdcFbF3 bFxTGVAxCn16OJVdg+J9dSvi9JVx5wPXFmctOXyv3L+p5wQDb/hduNLq0BTK 2VAau369HN6u+kydVlNPqEWrl9xdxYcRhjiy5JUAsvQoOl7X+LhjfGmPc6AQ H01Na27isMH8rxfJq83IIDpSOLN7Fh8H/+nMuLdjWr8i7xJbLwa8Czm71y6g i2ibd3ahUYwiSO048drGtYTilpShma+VQBS/Nqm3qY34GnmipcKZDtePtDTk PM8itsXLJD0aApwukn2oW8rDU7P2nHzQTsfBFIuIXnEJ0q/QcIreyYfJh+T8 xfEq4BlQHJ/ezYWmA8saLmcx4HmmcLBpNwOY2d//6NjznvjD94jT2QIhtlpO Phj0mYPbZFdGKnzZeNP14xbvzfpRqqdPVN4beawtiIrush8mimd8lrEOs0HG rzW8/rmN+PXD6ZJfmQAe8sZbrkcrQzr9/KMyMQ9WdErXX/lKA7UzkZo5jlx4 actzrXlHBn5I0LGD2gKYHx2qV23GgLCy+gBsw8cF0bmJ+Tvp2HNRkBO7XIgl YXfOXjNl4jOpHamGHA4eY5db3n8wiPYFSaTnnMnYwsCAPrpSHsS7uas7L1BA r09yd7aJPHZSLv7XOZINIad6FClnXqDQ8bHiGiUekNrqCnhmo4TtmJvz7AV8 6Kj20nrbN0Vk7M7khaWr4IzfOX39emVoAanTVD+IisNkZtt9/WWE+cKb3T0P FTH3nP4KU+ogMW+XtXQnRR5fG4ilH50gg8x9vNV60bQ+JOcX8Ihp3SbG7XWc zq0rrNudEyHyIND3j/sVpgJlFwxVmS1FaOuZwg+hUhXwkejosA89Qi4fw4+f 284HCKuTm3HjN0ELWWM5WCmPp/wSl/mJKdBS1+a5EZOxfIlj6fAfCrDPMUXi zR8nfC6kHVyzj4VZLTpKenVyQKs13tZkQMMalW8rKWvl4PQmzc6r3TRcvqxK eCpfiDn5Oo/fXBhHO/VfkUSJQpwTpn/gY6MUHSVttSmZ4mFneZ+57ds60SBZ K7fPnAxRk3UhlrYMnKylk+f6SB6CzSo0+g0UcFfUmNXCe2yoUkrZKscZQr5j 9w0f63DAgii7KEbNqKmUbZ7ewwFJqWkSL0aMLJPRRZd+Lv70zDNwfkQ0sZSl LzjoSsWgbZDZ6kgDzsps0bcNFDwZEvYhhqYEq9X/4Ht8Y0BQ3Bv3iB1kPLIm 5EmaCwvilprxtyyaRBEDHjHamVwoMB+eY/pIghaHP63jcnjgftcwszK/AS3n RJxfm8TCe1YbMXbEThAnEnUufrFWxQvu9CrB70GiPUK4B0WzYepIRwL8Q8J+ GncLuqQCaLFpCFmzqQxpicLkjFR5OPhMRovXsV7ir5amkOhWZZytOSvgHw0K 7CIpl22zY+GbsgGD5KdkeCad8b2lUw7PprZra/KZANL0utKnY+hgPk8xIkYV 0mMynv3IGSDUQj6kxhdy8eHnMS5e8lSYZ5Hx9iZfGdN98NhvJh8y3reezFo6 hMr1ztX0HOdhGO1zNts4QnhuXpf9I5eD5x4Oq3hzaYJo+cfCYrSPibeXLtjR M0gFQv267gRFCbu4p9T+jKODu+oGk2XaSjj1XsiBzwF0yLNeKTJqE8L+9eay 0dBBFHFzfyPdgQebzTa5P+meQt3v6o7VWani+rHlDw9tl4fvgfxHAV84ELrO 5sGrNCouDxcZprerwNI/ey88dKDjBtXQm3v5AnjyzGebGZ+MQ4InSu0MBDiq WV5ltI8E8dbxCU+PcXDDF92+Ozo0yBTTZ+5nMeFb++LQy7psPPDn6csx6xng Xbdexew2G3dxPhoeuMkBUZbf7/Y0RTyjWXfrpD0XHJ2u7zf9TMffHmSs0Vsu wG899PlT9lSwdBccGlcbQbCqSnL0MQ9mvagZHZzukeNr5yswq5kwhBJycqLI mBJVU15+kwuZPu1F9+exYEWQZ3XaqCp+4sh2UTrZS8z+uu8WKhdg9dWufwfV qIDOClsbYoCDV3EqI+8bq8KTR7UrO6o4WNNkJPebuxBLL94qmDft29mR4Z4O jTx8d+vFdNlrVTD5qLNbclkFz97l00Knc+HGx1ffSeYqeFl089z9s7gw4ahX mttNApPfzfKv7ATYn9k6sb+PB2rXqG7TTQ+XRVe4xr7jgVhSuVlSw8UPC12W JJiysLiL3XxRygPCzTPvvBUb+5gPdzs18sBvRxDPY+8omuLFOIkLBPB5xpzn yfYUXNJiMOe1rgCO95hbr7qiAOe+eb22rRBgL9GnOv9TqjBQsCwBQIDz+h5T +y4LoMPtH5lbHh+7LT73VfyJj7+5MrU2VfChu+rncrsGHg46sET6/icfynp2 DT9Yy8Kk/x81kFco1v467af/4rMbNU0/Pab/D/8HTboV4w== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 127-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vmk4FeoW3oNt2BvbnkUJuZVE23DQUb4vRSduo1nK0KFQoZISkVJmiYbT nMQ5JWqnKB3fJ5V5Hso8k3nYCNtw3Xufe9fzrGc977N+rHf9eN+1VFy9D7iR CARCyXL+uxI2rH/806MWMA3b7hYJFxAe7j9qW1uJmhKkovPkmDjEeUf4iuI2 UNmdp4gsSZCwIFTvvZwF5P0ed1obzyKCwDJzVXo+2jZw6oVBKwsTGupzwn2L QZL+iJF3YD0g7Bq/T+N9RTejzW35ykSMA7Pu0ya/o0MqGak25Q2A4Jj7V9i5 m0C+MDX5KpkDQ4LklWKPfANu9pncRdo0Ivh4J+1Zuo9OBUUEJBJpEBPTys6K 1aFadYHnH7GSmCDU23SvPwuwyyR2O65enn//swErqgppmG+PjUieAiFZ/Tdf 9BUjgmctSnzVhh5bUysKp3vAaMG+L9vSaZBg2BfpGRCCCDbzYy76PEygLU65 Hm1BkbYOO1zN6RhqWK0xse8ECQPPGnP7RcBaznIm9m47KPe3zssLzUNoNK3c JrMbXH8/W/huogG4LJFTNwUIUX5J0cS6bB7eJ34bGJg2AqT2G6dNhYjNj35K PtDejZ5Gx5RGTGCkmHzO/OuPNjR58XcDF/IUmNt4PoV3YhTkmw6X3bwoAb8H ZGYfvTyAdoyNTglFU8hX75Jk75puUL2H9C69oB2VRJ6wbUh6DwQUZbPHSWzc Zq7FmjKcRts82X4Vz7nYxWqwgqUwDarU6vffy2PDm/ytb6N2zYCOD9XCnggO 3PEwfHFf1QgK4yUEnBOfQJ1u40zxa3MgydZqdvokG26r7qHjxCUUl/Odp+zE w0oL2wu4MfMoTNSzIamGiWdkv8RZPp9FOdcnZ/qbJbAgWEb0SlEExpXcBGuj qfBhFbM+L3QAbLHI7vWVXkJFTaUWWd0kbJAZaja5i4tzZTSCq3hkGHl8l6+o nwXTS9P5ibGTyGdonKBDygJ2AV6dj5rEsFaN79/rRrhY6hv/RZvOINKU9XD6 7E6EwKQab74/CpKMFiMV/OaQrm/ds5RlvvW9kd1LPWSs7VOb9amgCHwQ0RqP Cti4vN2l7cEbCjyWEv6UHMSGzQlv6sPaSJjLeGlj7CKD9eKf7rthvIBia6qC xnt/oonf6FjVjITfMZ6ZHRyi4k+Gj3bGXBCHqb7GcQo/2ZCz6mB/XcMgeufT L0qNpMBNL17c7n5HgRFFfIFQQw5aPS8taRmdRPpq4zEXwyeAzS/6Fu8+LSG7 mfTApMtTaMC/+J6kgIYrTbfpxQo4+OGMVtuaFApWICrO0X0lMKhxMU0sHkeK /Gw8nkyCiX836N9PIcDWl4FqHio9IETnd127XEl42KiR2qdJh6bPOhNXE5Z1 YiSW46bLgom3fVosOkhQv+3qtLfsFKjM9dlhc3ceRIYfdJtz6UYec6XNARtl 4d/+uhbZJhyYSS4qdHAaBi3NEoX+mVRs902hIrSOCs236k0kVsnAnK5zcuxt VMx20bilvEYax+hlK85P/0DHZDINI3plYNmC2RrpEGmsqalZNFJKx6ciRCuv 1RChasbGYd386yBoz6FVVJoczlHOeEvcz8IlT1U0igLomP3gsbNjMBM/sV85 t76TisfHBVJ1NyVxmRVxw7FNk2Cm9fb84U8UbBaUw9P1koLXmJeo2VwS/Kn1 saOqlgwv65vbNgY1A4uFb8lXSMv7/qK8+mnZNxQlzFdw65OAA3k1YbNXfoLC 3Mc8khIDE1oYRpQSJmbmbAUBCbI4w1Lh4WsfaeyTeKu9ElJwTGnHl/Xh3eiO 34bqW1oyuLXXbcZDShw/rTrfPnyBhqvyI/t+nSbi7L0Vibt3k7FjfUjAdFkx OP38RUc7kw4zt7MicxzFIP9U0aqh1Rz8PlGl6cR5Li7n+5Tu8qZBqu63mIrN QtCjdkldJ0EKypJ91E/V9gIpy78mV32kwr44zQfmu8ZATcyFrmoHSbjv0g9l qnoDsL+z1DmsyMXyQovphhNcvLjaNTC1VxI/hoYX5DU6kFa1ol38IQ48kWzw SjWHCb0CSu6kDbHg537NIwLBMi8BT9juRIO0UIWqdlo7+IffKbtLBTxczDgd a6LFwT1LN6ar/eg4uNSFHh79Ez33OnM9928xXKnbljqjNQ5KVpQtyfrSYZ56 htt9/jgY6bOLPVfJhVefbCY0yDFgmuTVl5W1bOhwIMNHdZEK5YNjVmbbsuD4 pmJ3fhIFcsJCzx5X5cJ1TCmGcgYdRlY2B+DfOLhLZc+HS4+ksZdGqB29iocL d7UEEoLkcPDzH8+1mUw8q6wVqdQ5h9xCO+euOBCxoaogPCuYBGudWMYD10iw /I8Aj4/2JGwnU/LIIYYOQ1qFt1Raa0C4aLbkO5UNPXKH0FtVAtw1e9RBeT0H Evf3frj7hgzTnQTsyDQ5nCjKqtt9ogetJwzoa4VScOhSW7/hRhEwUb83NPyn FDaOz+Y0fh0Eaod3zh0iiWGlR4ptx2eWwNIxUfdODTL+S632s70VEco9uXXE dj8JByzKFsi8JkGu1vlbI5Fyy7rM1v8oXQysg4u+hM/JweOjXZHVgd+A89co /ysHOVDH8ql7DJMAxcO2mwrrxPDFbAV5FiLArqYer32YiMX01x2+5kSBbrZ/ dfpwRIC13cblNlUGy3atpW5sIsN9n+bV4nTFsGLdpzqSORnOS36sLVwUw1WG 9bygPB4OokTRNa6Q8CGtDwT+Ex7e8iPp3nt1Ej5NsP6tdJGN7UnNLq03ppCQ qJQzZkKEjgt2Kc5xUjhFaW2uy0uxZb8rD7+rRMGD12fN1J/S4QqTkVjHwEHk N5usnbGWCSXVXJ8317xH7RV0k7RhJpRKODy64JUPTFNQhPM4C+u9nVn4VtGK DGS1uMddKNjzwyFujJ4YZBpl8Rv3knCQ+wtcrC0JjRX+wfFopEGtWFhGXreA preHvXrhLAuLp6OjFng/UfSER4KqgAXfVVfOijtmIc2o100sJhvuiYeSJ1/f BJuZ0VfNn8li5SeBa3afngYXnqyNKN/JwCNRwjNnFAdAbzTPFcXT4S/80rx1 0XPonGJSweAcF7Zk5A4dO10LlPiRZB0GGxv2BMc6VrWCf3a1h8V3y+A1gHHa fssiOEyQqbTfI4tj3LoqHlsugDdzK1q6BsjYp7oo2pBHhXAurani9SzaYLQg pTAqB9MS0t/0ZU8AwkE26+uy3/lmJjh7i1HgK4vjj66LqFjyDJ79Kc2BuU7z 2vBOH6raeOX7sD8b+/zRahQPh4DXAYusvhwmjn9XreoiNwW6Tu7YMTMmjdnx OTkSdDIECn9smCdRMe5xryMvLN81xl49Q1Uq/jjyqqSghQJzdxrxdXp4UE/L 2pg/2YWi77m3SdqwYajHQT+z4mk0lN90tsmMgeU3bzvU1EuALSGclwHlTPhJ 239/3Q8iroria6f1ykGgHNx9YEoMtzLC7x3hcKG4Zm/qOutZFHZ5vmLPJi5e uZ5GMCDNgjs77zx4fZaJ1RykDcz9SFBQK7nKXVYaLhq0Kx1wlMYTWy7GJeym Qbs6hx8WXdJ4kPlV2/MeE+oHZykbCil4RccG6wUrFnwbf0jVc1QMN6amb9+4 mYtdL9BOru8iQNNj3BMi+Wl0dudeXQlVNlz99vuMcD0LxwhFJ2VJUnASPcjO vk7E988/KBR9YELBmd7iZDVZWOhqVlZ/Vg6/sqU7UwNHQf1JnQtLx7lYwdjl 99DvcjB8tzRtyYSBtzLrYpJ1GRDe8J+LXL4TK/WmcxqP8fCY9xOPLFMZqBwT 5WXTxsbicflnrXbTod7XtU6dcXI4JGisgebMgHe/fmghmMjhSW5oo04wA87b bqzIGSLA8okDEryzHHxeunvefYwNk13DFTqyGLgyvtolMZ8NjWthoOUXBv6z yPmXB/qyOLfjdlW5PwuCo165V83oOL3L+whlLwuecwxlexyZQRcfNV/J1eDC shUqmSlWJCyoK9BWgBzoP2yyc+sNCUh923YuIZmDvfmFTeeDGLA3zvfXSyFs nDuWQRmL48LKiubFikAWPqp5paa2kIMz8+W3JCWz4FB9/+Y9rWwsVuc5GVHD gpXDh6dSzWWxwpkR9x2BXCgmUaJas6ynVz1K3IemXHhp30r9wgxJrLVJvpj0 mQtJ+scG24NEgPCfkMe/3kK0DWvY8H+4VF9SoBG//Gf/F8OHf0Zc91wQ+z8+ HDvjGamwiP6HF9Q87zxSIfy//y/z5g2b "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 128-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk0FerXPpM6zuEc5ziD5hA3klRKmt43GYrQpdCouEXUjW6DDD8SMkTK uXKjKA2KFAlN3p26maeQObMyRZnnn+9b3/r2Wnvt9az9x7P/2M+zt6LdaYtj NAqFkj+b/1Mp6svjRk5UoI1OPCdl1ykCvZ0O1hWlZOjLs7bkFXzwOaIfOC+/ Ef15lTv34isapkwNqHVczkBpP4bZ6QpjhJJqmbYo+QMp+hSjNtwrD5SaL28C XfORYZiFQWdxFaLs/BnDFn8iddsaTwRupwJ4ZsSwB6uJMDcmJdB8tn8w67G/ 29+o/7dYkyQpIfbxUlgcZl+FuMr735qeHyIUl9P3zGZiSHjRurKcCRYGalLR eUYlqe5s6KgtYwJlQHtVdGcGeu4XllAgnOWP+agjH1JGGm2/JulpDyGfjM6/ E7/lE0lN/XkPvyYSt5dVkjvcjhLjjW+Wb5TBlA3fgp3cfYi6R3q9to4YKOzp ITuHBuLpd+rbxQQu4BV7lPX2tSDLgNLs6IpJtFfOcjTsVhNS8nRU4r17SUhf UrFVWhvale6rkiv6inbPuYl0DGpR8yPPP4qLKGDskH3foqmNXDOvO6u/K48s uO9m/Ol7I6l1V+Sq6QyicY2LD8Wn+lBjx85j6UZMXO2elulwuYvcUtMgFuYj xFX7ErNDuQ0Rjd+dVgU2kILgU9Y1914h97/slWyjBNBorCk/tGGY7LXNzmXq iuHonu4S+fnD6EpcJZ1rLsR/a215GbJzFBlx32+1UhFh/TuB07vLfpC7Fj6v +8IHSMuxn/w5V8ZR5JFbAe8UhHjx1PYcUegkuZtsZHUwWB5GOf9es3wyRpp0 QlT/VJGGVG/ZiecLJtCVqF9ZSt/Y+E4Z/8t73y40OFDquODVFMmrKzTJaKNB rIrPlvxNYsiSXeFdJqZj5rirn+1XAU4uTNaShA2SSwvb/6n/EE9s3J1bYusY oHBcvU9pTAzSVVqJjWu6yerTihMpmRSM9D6DbkwfCuxW5fynaZSsda188FAy Q77fqDy5yV0KVrtUZGTn5KFpPz4797YAipuONt5+IYU3h5gGFtwQ4vqIF1/8 G2nAKQ+xOKbPBe3r8btvbJ0iIjvhq3/Kx8mvHVxQMqSB04xM6AqQgewNsUah HnOwKTUutlkkwsJFBzora7pJlJqR9IlqBl6VmHizLV0Ke4/eCGjfxsN7nhQW NPQNkvHGa2OXXPqR1br1JunZM8T4pkNG2vNR0nUhP5qZyobCAtd7HKEY7oxq Nio/lIKwF7EfDKOlAZUfNZDk/yS/eT9U1nlPxZJ3NetjHlKwWUTcqbP53chn zR9rbbKY+HZAlGJiuRw2eNAiWUJh43uH6r9TQgVYctOlwaSZht9qOb1VqBxF pVku+la3JtHV68qeUpYN5MR4Yb27Bgcb+bHif34U4TR6Xu5+216Us/lEp8eo NNhUzS/xrWRh+vaE9fpYDr9pdZMTbGMBJ9Fp9eYPHAjVzlwwOfyddFSv6842 lMVFU4bKMj4y8DwICvUteXAmaGLhlXIqpj0oc2PfKUZeZocWsdhyMMH53P2y WwAF8Yor8ty5oN8+UbmLL4C7+xaOL29hQfv4970yhmwo2kNVd1w1iIIdUlZS gAGGXm/Ea52lcY3z030udxl4RPNtc1kFHW852u//aGUHMpmquu9Ho+Hrm0zp Z/KzScjAh/nHvs3FxSqaIbW7JlFuVpyYtpgHO5Qr4zdcEgD/zRbkHsGBtS/K Wa7eXHCRRDaVYil4V9Fl4cnsJVHn1D9HaspChYqT7MVBJsSXXWzq9WDDWIhW yueXDMg0L5GYmtJhuuo61Wt3HPnrSWJzE5+LVTe5ntrgNsur5VK48zQba8f3 dl5IH0Xtyy6prYmQxuannS8/vtKPpC0fDy56y8Lp5S8dFt0bQuWhHq2f9zPx JF9G6i+LDjS9xM7zUQcTYnxs5YeWdhPNzwtsrh+a3dvYU7HiWb04uxdEJfXI Y8s03lmnKh5OSxUPNNmysWXku6i5M11I5dwZm0s5YjDrantOuyaG9pkbw5/P ceHZjEmtSdUUeeJ8NjzrHQMG7x30ZPO7UMG8ohmOKxdfyXVdc9J9BP34ZhPm VirCmZnnOO028jiJGfC0tEKA3V/bR6Qu52IF79CFmdbyWE3kczLQRxoL/X3P n1QSYUneR3dtDh8Hl9a7ww4hUPa5dMa5yIHzCl8bbpkYFpt1bXj5lQ/eT74/ Wc3nw2SUgcMuDhWO+baM++2ngqZwnfSFDxRcYSu/tesKDf+5na9l400BG9mC 2P2hXLwqbHU1NawDBU6MFVSzBNg0uHtB8zIG3jnmsH/pciHmpkuOV/yYi5Nt UwXBSXLw+F3QPp7dT7Kc0rVe01cK3Ge83Ca/DiM9teie3gRpsJgvyDC63IyW HTYaP0RjgHif7NOBkQk04zjRZrSCDj1Fetlby6eR3N1Ie+vfaWD3wzt+cT0F izQvRv4IlsM30xKWKJJWtNc779/AcTksOWToFW/ZiY58Crngd0CI9ZttTDg2 DDzHf7vBQCUDxvt+6ztgOYVa69qddwMVGHHDPQr/0PEx68ctLsIJlDJNsep+ xgZOqypLo46ObyX+279FhwYLKrMracZ07AkHyIQcHco2fBF7vReD6xNfowv6 c+GQ5muK1l0xLAzRpIW3zoG/KHt3FE4L4DJtOiVvdIoMUBe/6dejYvWpyk8e lXPh4WLVrKNPGbjobv7Qdlk6dIePGarFczG7QdD+x+MGcm7s/upnqnx85eTp rNd/f0FNJVy9pF4+PpdibBw004oMHpKgIz/loZg/qat7sI/ocDRFJ49KQaTF Vfd1PBrmb8rQqjWnwZRh4RvqoTl463wV4YlaNt7TJ5X3QzJChrf7P088wsHT L6upCYyf5OqvExFKqfJ47UJajmNSDVoZklInzxfgHbUxr6hvm5Au/2qA8QMO tNBzNm216Eced1WDio14oPCMm1AWXo06rortyHUuPu2eY1S8aZC4LbiX0z0u wmYVT5+xYnrQYq1g+hqeAJbuLH/gdE9CdrU2+V9vk4Vm/bafldtG0WGKbOk+ Mw40FjShoe0j6MX4vIbWLjpA7NPhPfOYGI8n1ZWkjJHvae2sBGM5nBSR/OJb 5i/UoWXvMVDDB9e0iCOnGVJ4o6W6p38zE5hnYWxERog9qt8mmDIKSJmGX3Xv BQF89Eu/jN5XIWcLk4xvb/gwM7Kug7msG7X+qa8/2i8DxRZmC5TUZ+/b/H/U J2ksWGq/rGyRPR078sy1NyixoFS3XiMb03GW0SatNe1iLFmb+bGk6Ba5Gn28 kWklwMeVCxivzHtJz4e683WGPIjrD192o20cNfgIn7oX8/Hgql0jjSaTpCxE a3VShxw2YnC3TUVQ4SsvMNpeKMLPf7XEFHr3E//LkyVmq0QwP1SmyUupH0UZ Rd1OOc+Hivy6iY4rUyi1grnoOEcGLw268VIQJg2/Nv/nWoQpG+MSB7BazoJu /qfVTtF8vHnH8M6gjTSY16y+d2qPPJYvUPx6m0eF2kfJ2zV0RcCYXxb6oGUU GTiKTk0oDJOk33Mv35LI4yUvq0cHlsuDYkzpF7mVUniQ3M7MDKfCens7olLL w6lnO/LvL+Pg5wF6AfQuWXhuzT3C8uxDwayZfYg5O/fWo3/4VsvhL+/vRHv9 xoUt/MrQ+2t5+F6v+pkDhRxYqD38ptZRDD0F0voqN5l4aWiIs1WjAErPnJU8 Xjrr259UbVuuyQHo1sQtcuHiW59eN1D05OCoroHSzDsunrTWKHnTQ8GOPz5I n539Ly7KtE0e7xdgu4OimKeIC6XXPx+VfBBgixBrkyB7LiTkHVl3ez0HEqqW ZMsP8TBycM4KMOTCd7+umpQsHnY76Cs4YT9KJtVUUxKuCXHRPMW0h3toEJlj q+e2V4Av9OoZbbkxF4dfM1/XcF4Ap7Vy6y568XC19ZOq98CHrP5nUv3XZv1a x2RaZxMPHFb6lVfkCiFMRWX/wHke7vnSqWv2VQABKO6H2TseLu09PPTImANr vtcXBY4KMGNugVL5rJ4OF2zR2BwiwJd2L1yf+4wJBw9rSaQChZi23rG7yWsC PZlOj5DdLYaNkYStrizAkay4Ao9JIRSuZ6auuC4Gi5yoiuT7QnwnISjcaYoB YRk3DPYMiPDhsFGn4PnTRC/vlbIVEuOpZU5RsYoUOJgyXua3Wox7pA9WrIrj Y8r/hgLYlRqvFcrw4P8wVk2/GyMYl/l//F+aMhUu "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 129-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk0FWr3x89gPOc4jjOWqRkpkqTc0vNcRFHqStFAhsyJSiVD5FKGKHHl DaVIpluRSzfleUpJhjhChivHEBGZp3Mcfn7vu9bda+211+evvdfa67v3d5WT j5ULiUAgVC3l/1eCpkb6jEcjcEo1Ngj+OY/w8ICbTWM9klM8YphqysShDiaR y6s6AV3Pblx3BRkSxBPr+34vAQfd92/lTswiQuGhIpUn5ehoRsXjIjELE1qb SyPPVoHBb8WWzqtaAWHvWCqVV4FWzJwPErgSMQ4qSaVOtqDqM9GlL+sbAeFE WU6E/x+g8nrSOF+aA0ODl6nGOX8Bfw8tOqYJJhHB1+eh5WIqeqbSrS6aokBM zK+9KNGE/smRdVbmyGLChN6mlIESsG8nR2IHbal/6rttrBg+SrhwuVpUPglC Swb+yOuvQmpX6mLzdbpQ+mFKXeX0N+AWYuLh8oEGCdv7oz0DQpF1um+l9HYe JlAXppzcOlCJLXy/h8zAcIP1GqOj3YCzWpTrj8TgMOPQbNxdAfhNYV+44UA6 QiP5n44U9YLwVsk3p1W6wEGpO2Db7jZA3FDw/PVlAjZ3e5tpJehFu6IS4xYb 6pFSpr95xfdO9Pbi175Rzwkg3Hg5i+c9AkTXs+abGbKwJaDohdvvg+ink3tk wcNZdFbvqkzfml7QUZrmTrzaiqqjvW1aH/4NjLqyFlTi2LjTXJs1tX0aeVj7 Kht94GFH6x91LMVpAJSb/gr7hwP/0DH8K2bvLHjq/DSqAnOhyb3IhYP8nwjF egtdlaZQt8sYU+q6EER7CFjhbzlQVWz8gRs7j5BjzlXur2w8S39/81DuHJLq XGU97k3BhSFyomdKIqDCDK1WNZKD9/jM5jdhgyA/dWDwncs8KpPbEMLnkeG1 63fvlDdw4JOaJzqJcZPIP9xrv7TzeyT7RSevU/cH2lrfmnSfQoDAqAEbpI6A MykH4rssZtCWs02PshIXkXDXyqmLdGm82bex5O2Hj8CIvnynRhQbfxI4dqY9 l4QMX6Z3QjYX/pPwvDmik4TDzbeqVyQwsF58xsHbu8To3qjt5K9YjMb3yOPV piSsOuz3WZRAx2+33zeLDZSCE7eIz7L1eZCjcnygqfUH8u/O5GqqScBNeXl3 eosl4Xn1qWNfbJjQOremumNkEgVts6uiFAyBI1v1LYrfLqKd+ivHKzpE6N6s dueaLEks4bo2Nvg9FYPPjrsTq8bQlk+J14I6CDDxdat+ahYBntzp1I4MxkCo 7qkttmUyMGak/LUTgwl3P+pOXEGgwvCQIm5qHwcm3vHtsOgiQaOw/WFvUuZB fZmvyZG780CCeUuL281HReSPlcdODoOC1CpK6E5ZbPtFsS6siQId3fQnX99R gKU9/gz2rxQcJrTuyytg4Fi9F0rz09/RqcyStPksGqwVm66hhdJwTdCgHhMz 8bkokfL1z0TIalswaInvAMGWdioUKgPvEE+u8rzGxdUZqzZ8DJDHflo2FoaP OPjBUWWhRjcFt5JXPDSelsO11kRN902TQHm0yv7BazI2DS7lbfGShVrvW7M1 NkrDGe1XXfxGMjR4vEPgqPwTWIi/ZIaTSDClz8LnHa0IxEyUK7r0S8NWE5NK u2gCrCxL55FUFfAtj2Ta6W1czCw1BAFLe7ONqtixzEwB+yYmCeqhJL74c27E 7d04Sr6g2ZCkLYerTp1ZHdlJxRn8y4LhQCpeY90c4HlBGr84UJe4fz8Za3Vl BisG8tH53LwuAVMeJuvWHfwrgQI/6fjW7PWhQnuWhOnKLQvg29qr63UTZCGr Q3V8+aMpIHsoZ1LlFQWG83bpjgqF4HNsYE/DMRn4eJwfpCMzChZWOAU97pPB +x3Km9xjxpF2g5JtvB0H7knJiKMRedAroDo5f4gF35+/URzYxIJFhbwJwUkq tDyso8ObGwffFm9PN1yQxz7LUxqkFUg418vvVtlrCbznqzB7XUUXqF5eu0g/ Kw8t3PQWd7wTg5/9tnH+9Vw4VFegPJbOgfky1/6sb2RDSwXa8Qc5CnBZSKzy CxsWdJzfek5gLwc5EWEXT6/mQjZFcrjFhA2j6/8JwHs4mPLg76nQeCb22hBm K8/nYT+rmUkPyMEhud9zNzOZOGiVX1RUngR2CesWhh8jYlOGL8ubvgAaT7J2 DV4nwWVth4b794qRrVz1/WOx8jAuye/c5aQxECmaq26hsOHmI4OXaOoycO+c 27GVGhyoomTMpGvS4JOThezofAaOCd5WGSg3izQIg/raYZL4/KKSNI4fB0br U4aGs2Xxk9gyx6aFGrDW3kxoR5LACqzFgICZGbDoLuo120DGkVYdwo9iIWA8 SHK2+Y2Eb73qWrRfmo+rfTnpZzQD/rzPT44KHgWHQz6+jxQyYKljbNsZvwng UBFzKfw4Bx7xoevcTJOBUhHGuyeaJLDwjOKTeI050NP+zesgJmIpSkVgbgMR utjkdPtyROC3l3nm4DAF03vUKBvbybA3Me7V0C8ErNT0tolkTobzl0Q52muI mL+9mRf8hoddDgSElEvQsJ32S4LOAx4Wa710d02j4vOEw3tqFtj4GJFx9dgm Mp4gqpaOGhHh9LxVf5KSFM5SVStz/FMCTvArnIZFBPzj1pzp+gx5mPpFr8DI vQBdmMvc/FSNCSkFpYf06weAoE7eKH+YCTmd9jdkb4+B3VkoymGMha9+C/7F OHsGbaNrc087SuLQpguvS9sXAXNHiU7bARIOVh8u3h4pAXcpruN4tFFhwMHq d62kcTRtHPEsz4EOXQf3jGZ2f0M3xj0SVheyYKT+zqyBO0NAK6agncVkQ2JL IHGnyygwYN64Zv6Ijk1rV2fbO/WCwAdqUZ+WdHqp1vDTxtxs1HeD54Ti5aFV VETKQPPSnVV6+OGHkAttNa746YTMAFWdaLKuAhtrq6eNNRYK0L4eQUR8rxy+ b17ia2U2DuwJcvVHLel4s+7Xp3v1xsBz4fKOnkEyZnjHO5xVkoJQmN9eVzCH zO1Seaf3ycP8hCfP+1+Mgxqpwp6VTkx8tijBwUdCEr479t024IMUlvHDczM0 DiT37yjV3dgI+BvDW4YvsXGhVbrAVPwGeVlZlPSXMvELyVi5+5YtoOeMicns KA3LrH875R8tBEDxP5rzJAoOFXTVbPtIgO4KB/S2r6bg3nDpuFcZBFhmtkNH 9xsPinJljQ6ZdYMbKa6dMkfYMKy/zLCK04aGytsvtpsqYLrP/Thv0QToCOX8 GfCJCV3ncyw4FZOIH6OzOb+PAdPrDXccWPqnXxUiU5w5XGjddcWsIucrivh9 vs5yExfbVW4jsKgdINksOa3gIhO7dt2LMlg3DQobZVRc6TRo0may7wuSwuM7 r9xM2E+F6z/6JTt6S+MfzIrNnilMGLHas6+ILEbLuzQPi61ZcFCmZkuGmxC1 PX5ivNGAi68HcEMmxSNgtzvXW7RsGnUf/7VRS5oFV/zVMjuhwcLPTR7tYtkS 4SRKe/HiFhE37FMvPjDHgIV+fVWZa+mw2Wz27NE+Cn5mI+9ACRoBMKt6e0gG ByvucjwV1sKAd7+vXSWupGJDZlNs5hYFWFXsOpJ+nIqV9aZL29x5+Lv6OdWE 72S4MjbG60gnG989sq5wYUIK6lWoney+ycCh/vzYNStp8G7Fyw6CEQO3m1y7 mRxMg/M2G+tKhwiQNKhH479j4cu03nnXUTYMmFAi/0eeiuvjGxwTy9lQ44zW Pa+dVJz90WFrmj4d3659XGh7jgGBm1fZNVN5vFbN5aC9NgP6nwhjezjPooAi n47bE2xYu3xVUZY1CQf9PWPV7MmCl4aNzAxvS0O2JxpT28vCPjqV7ZeDFWDN ih4/ElEBl40+lRy9yYXG4LwITMhhN63wz42VHFxPdx6NvE2HQ80DBpZf2Zhu ncdXt5SH9cP2U4/N6dj8RLVerR8LSkhXr/68pCd6wQmjtnomvHpQWb/yqQyO jt1jL7OPDUn67j8EwSJgLfZWV0rn4l+SEFVzDRtu5MA7M7MsXKMvU7ghnocz 4zbn2O1lwXvZUbc8xRJY2WddTPaS37CPm/WMVlxAYbfPm+Vf4ULxWs/k+6sI +KXTVIas89KfkT3RuCmdCe8ll3tqr+Fip3rzLRyaAtb88TXgjgUXqhU/SGUL aVhQ/C5+WSwXGoyabL7qxYSE/8Yy/GBt4Km5L/R/eYyA+hf28f7lU3G4yLV4 ybf/j6EG1736ze/y//L/AQz0Ako= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 130-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFVnk0FerXPo7pODiO4wxSdJVc85yhwfteGUol3UxNQsl8KZmTWWUqU7mX BkPuDankGnKv941SUWYRyTyTeToOfn7f+tb37bX22uv5Z/+xn+dZ+5F28PzV kUggEGq3+r+ToCD3eNmlFcTU+5Da3TgIT405Wbc2op/Pc1Jv29NwqJ3hrW21 PaCgK697MpIbEtbn5YcjSsF4X7at7+cVRCg6VSxZWI2GQmb2eAvTMeHrl4pb V2pBwsHtNt3enYBwZDZDkFWDHAtId3RjuDC+XpohuNCBIhj+7yZPNgPCucqn Uf6p4PFI/O/LAgwYGiwulXCxHVwsecI/ZbqACF6eWWabGajRI+GGygwZYq6C z748bajXZW/PeRsBTJjXUk0fKwWj8+kX8ohimJDxVkcstgmZxNLHi08tgNDS sdT8kVpUtqsqp/tbH3psSW74sDQEdp/V3798ShgSdEdiXAND0Y13CsWduixM ENxYdHDqRorTH+9ZaFAxVLTYbXC6H7T/uyfZMm8DWFJPrST80Qv251/xNzuR DNB0Qb1V8SDotzb19FEdAOZ894GOUSeQLhwiPttDwKZOVTm/9g6iF64V/d82 W9H2HH/TmtEelHc1vbLs4RxgKwXksjymAUueO2X5qwDsCCwuc4oYRwYZOSep S6voilYYaXj3IFgzHb/cEtCG6mI8rL9mlQPyifHObxF0bG8x0SAmsQSW77c6 LbkwYarawb9jj6wARtmDVu1zLGj48NaGedMP1PXhzL7vT5ZQv+Msje8mG9y4 Kptp6s6EUuuH3jPjOaibLviscZmOVyjv7pzKW0VK0WVhviWCuChEeO3F9jXw Mla4Q+IBBT5son15Ez4OLhkRPX6jraFKYcWQJhY35GFU5/38ngkLPxWqpSQs oJFeldex481IoF0tv0djAvk6yDhKlG8AYNCM9TKmgcVRf7pR6SLSvNL2JDdl EwlNuAYXZZGwuldradX7jyD6/k6PW9fouL7XvufBK144aNF+8mwlC35LfvUl qoeIQ/NlnpyOEsVaidnmSfrrKAnUs3ysCHjusAjeZUzELh4/hIY1qZgheXas 7esEskknykx4c0PV/Pz7gyW80MXKWvWjhxi0yPtU1z29gHie/5EpGjYKrPZq Hy2p2kRqbR1KX8mb6OGKSs/uXF7sL/7UqnhaGIMWe6OU2lkUvo+vJWJ+E6T8 +1U7I5cAWaoLIUYJW3rTuKRpU0mCATbTpyWOi0GjJ/0pOwmC8FJmnKEOZMGU +17dR/uIcNBFXGavOgE2VnoZWv3BAfNH5oLS35ajYu6PH85cmALpHEWlyFAS tmmXaAhvI0MU+/alzjQNVgz4U+m/kHHgo4VX5Vw0HK9Vtp2zNIoGPfXMtfmF 4Od1491CoUJ42JP+oEeJjq/eXttxs4ULNnvVnrUcHwJ12dKKHwNFcI5PEVbe 0nvm6R1suX4ydopW8Dt4ioo/W3ApOKsugBf+g3cMKojYOLiCpekmAMOk+FZ6 SwTgsso/fU2t3DDD95BkAu88OLrenhNJJEJm4jG9dLcWEDtfLeE4wg8/+86a mv0gwg+Vj1lEKVHc8fysz6MpFqZVHASByRTM1Ns951dPw14p93obIS9OuHqj JJFnGaX5KDTfUxHGOPuqzv1aCs5uCuidChLER3dcNyTuJeOyEw0px49z48Lq 2Gc0317knZff10sTgWQFZS2N58KwXs3r0xFPQfjmF+GTg+1ccEgmTF4jWQB+ NW22i6liA4FTTxck/yHDfOWLN/rkCbAlPmig+QwJNnRJ+v08sgA2djpc/3OY hI8S2qWto5eRW2BdWsGkGNTR5F+Na2HA4iLWfO8FQXi1hysl7+oKGNpMWmr2 EcH8mtQyF21enOd27W7lvzxYX1MjP2ShGdRt+7xJuSIC+SLWhnj5ifDHiE2C fyMT/jQypbA+yoIFpOhnja10aGt02X2sUgyKh8TvKLMWg8dnF/dnPKRCRlS4 r/suJkwxNboQHMSEMY3fAvFhBqaPEYn2RXTsphhuI9LEwrVWPC+lslg4JG80 T51Gw5ynWfk1h0nYMbyfHXmGC6ss+dAnU9mg9YKY/vhNIvxVOSJwZ+oqshGu e3QmXgTyXG5cmR1aBrfWVus6yHTI2DXWoiMvBI+sOp35SY4BmXjle7YGFRZe KKLHFFCxx8Eh7eGyDSRHGNdWCefFXza8FflvTwID+fTJqb8E8Lf0XPVRqTIk Y2vCPk/kwYKfZw5zLc+DTee1QRNFbizT7qdpKbcMqJn3LlqfJGKrjOqy0Ets wFQJuPcjhgrjhuozw7cvA8uQj+9usakwL8VvSRCwgV1NrF/kWQZ0Xq+mUweE IF/UIaP5Nh68OiXk8X59AQx0DbmZYy7Mdy2VfECIAB2tn/Z7MdbAtI8VSGaT MGVAlqzUxQ3PcQqpOsEctL2tqo1oyg0XbbXlq103UJPuF1bwGxZWYpd13XSg 4vMqrwlqmSzsOZrl9FCRir0Jloc/bdCxN5e0vLkDP57nkqqYMeCCVZwG/iJ7 HpwrJVtp/4wHKvFEP1JuW0cTd1eN5bNF4IErgXGHFluBz2qO+nNZGhxr25nz XmEB9DaIGBRM0eAVxzRvM5lVYJSLbtvNiuH0N+vtLlmbSIeiwnS358XfeVui hFLXAG1/qVrnCSJe56cUeb4iQn2JPQyXTkFocFE67HbfKFo6FPUi344CHzXh 8nm/FhQ355K8q0gMBj4PutagtASUY192idHosM9AXtbPfQXo0eKiTZ9Q8N09 ni/DYCMIypS9XW8iin12Peo6V/EdDcexHFCiCIzdv2Lm4f4d+W/Pej/BZkLj V0kflG0IUEothltDlI7JnbwmR+1m0LGB3qjEQWH8+jG958Hvo8CWINx42oyC +dRLwYEjw+AVe1v3wDg3dtjnUxsvyQMhu6Cr4eUqqjH32HaLmwILkgtfjZTN gaJvhGNm46L4SnGynScPLzRzyN3r+YwHk67h1WUhBpSWdNtjPDUOmpQiO6b8 6Pi1m6LGoZ5B5Pbr0dKRChrWSzJ5Z5ZfggZ+MzRcmRHCVwtGip/hBQAkflfg EMm4skI/MduWA5xFT2jp7iLj0UeO3z2EOaDSZL+axhAL1sbuCIspmgNx6Zd7 SFZ0SOmx1/VtKAeT1V2+XcaieKnz7GyizDjoDmU8C6ynwRdbN0oNHUdNsWrq BcNU+CLt/EJ21iL6Lnor/SKDCeFPukn3C4tAVASnwUyViQsSyJtGDeUozSTt wUtfGp6erlYRj5oCRa0kycsUIeisuNz/+yw3njtw407ycUEoWh3m5V7Egydo Nequ6TQYVzyia520iLb1KViuW4jBF0EW+eSCOdT5Z+EhJT0mFg1nvNvv8Q0Y OTM91sSXkPjl1zJvAmhw598dK/NyYjimc/6YIt8aWEAPysrucmF37cmCAHEq LLo2XJsjQ4EcUuH55/38+IW1iB35+jRY+iWNhfQZWELf/lJ4BxXaiuTnXncl 4YO0tvgcTVE4F5LlPjzOj3doLVV0OrNwDf/fs1zXNsBP8bFuVj30Lb6/NJx6 T4RaNbIX+u9s5arSj4HyjST4R83rboIBFVuav+eoHxSAHGulhopJAswYekJR maThAKFBzuUZOkyKkXaN7OHDjYnN9inVdLhuzj17nMGP//pot/eBNgWzoy8Y 7+8RhsDJrTLaWARXJ6B4xgFh6H8unO5ycQWx9csFgq3p8PM26eJcCyJ2yL9z USuUBv2mDEwOJvHDNEPVQq/tNOyp9qErIFgUhjXoyESHU3DlzHPemTtMKCli zhbxEsBOypEtrR8YOLI5SElRhwwnv4zpmX2nY5o8s+altCBsnLJd/NOUgh0a y9NFZ0UhD3/drpYtP/1zL8jGn7m113yH9ofnJFz2j52cIFUMErWdJ3qD18DG mkyF3AwD77uHBBV202HVzl4H70VR/EmbVKSYyMJLlrXBQj+o8OFft++6rvPg AtmyRs7Xrb+RsOIaI7GB3p5VdiNWMuC6jGvaI2kCFqfP+CSkMOCkwLlW1cc0 uE/9Zts54y0eGk01GUKi2OLLv4sq9+lQtiQzg84WwlUet3erSzCg3oyhepgb DdqaFdC95Zg4Uybo0mo7BSbk1NzU9GHiWQIa2TjGgoMhfDtC8xn4UgIuvlwi hmtmd0qf42dCOaZz3ZsIEXzMsfXvjK18aUsVicua4oOE/ylxrHtDjRW4jf5/ WD7QqOlk/f9jN9W38/LSVPy/GP4HhLME0g== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 131-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk0FWr3x4+DyHCc+USokKtIh+RSt54nkaFSyVBxM5apQqVMRaLMKYfc jJWLDCmpRHmeBjJzTBmuIXM4RTJPr9/vXe/da+211+e/vdZe+/v9brJzMzlD JBAIFav9f5OwVSl1xrkJ5BMyv7C/LSDM++Zo0VSPQOqj71f8qDjARjdEsrIb GN2cLU8f4YeEpcktgzdfgyDL+dstGbOIkH+8QObpR+RhJZWmJkPHhLaW4hCP SqAe629rUdYBCIYTiaKsMvTENulhdC4fxn6vE0V/taJLXlXJe9LrAMGq5Emw Vyzw0g+GMmIMGHBtnWyU/RcgHnAw94+Xk4jg7vbIeCURjb/b1Ww7IgIxX07N FYFm1L/F1jIlYS0mTGpsT/i2uk+2XLHkHBUTEj/9TgvnooXUPOELfZMg4PW3 2OyhSmT0uaCYFNqLUs1E6sqnB0C3ppZ4aI84JGgNhbn4BKDMkf6UXG0WJogu T9k5dqKU4ONONrZkDJVN5XVO9oL7J4/6qseuADPy8dmoBz1Ar+v0sp50PkA/ cmrNC/oBbImSub5vABxdcx/8rtcOAuw00rQeryAjxw9pJj39SOFQr2aRShta n+ZlVDbcjaIvnIgLaJgA8yre6azzP8COSmvldY9FYKtPQaHjzREU19wj5Wa4 gDw0bggPyvcDyXbNM39f5KKqsPMWbY/egIa3214neNOxreloHU1qGuTRmiRd Zpgwlr3nZbjhLPAVi9iQMcOCuskhy0e539EMv4GPGXsW9Z6ZoK65PQ8u+p5T pTBZUHZp/2dm5CKa+3yuNewpA8+SSu8cz5pDJtuO5M0vi+F8f/GFZ+sXgJ5g Qj9zVgImc6kt7wNHgPR3qR8sNIdKxJX9uSx+GPho9F14MQs+rX7K5kT9QjEr GTUx8h1o7Rd2drf6KApSiE2csloCQKcBayf+ALsWUu9nyv1COzya/07nrCDZ +y8Fv2uKYDX3ptcfPleAyo2KycPWdPxPzIuW4G4i9hOjy/OuULHG3cdH7+1d Qi1r3HdWVPPhnwYSWO4AEe93kGPXylAwQ8byW3PbKNplaqOW854It2dn3+9/ JQitg9/wF9+kQ9Os6qrOH79QhGKr17pj/cB8p+bBVx9WELWo/MXUej6cPKva LZ8uiK8MMKOnxMgYNNrqcSonEKe1N56ksgw479o0E9MJsG7TLYWq3hkQoO6w 40SJMHR8LzXNDaVDzn33zoNfiTCTKnI7lE6E9SXuuuYPFsFvBZYlm1ZegAL+ ivJT1jxw0yrycMgnIXzii1RdYLMIlHlm4vb8AB0W93mR6ftE8GVdzo3Px2g4 UqNw/eL0MHLYXUx0dxSFNUsH5MUCxDDRfq9g7l8MfDF0Qfp2Ix98cDn2QYko Dzw8KT2v1CuCv4bpyZzMpuAaU76tTtt/AR2+ZdxXyIcPXCtm7XBdC5uvquv/ tU8Mzqi+/cpt4ofJks5Go4vT4ODSl7QgIhHuo9tnE0d6QPjkR6kzQ0IQZSbX 7DURhNTiPcAnhoRbhv0zv5jRsTsnrqceCuL0aeK1Yt0FFO+5tSFOVRyf8tit 2NhOxo+53j08X1Hs2b+J9OCXGC48Usc5fJgfY6aedLzqMLqUlf21hyoBS6JL wy3OkGEt273a0E0UNnmv89eKE4ADCje2qMeshUmFwXXz3Stg7fEnv2TeisDY Ixl9Ri1E2Bjp29dwShjOfnL2kC2bA8sb7PwyBoWxYerIeb0bi8jVpyo+Z4wG n/y8sTuZy4IF+azJHmtRGOfcOLNnbAkMrNybbvCUwCmHgpOqLIVxluvl6JJ3 Alj7iKd86sAjUCVZs0LykIBnG6yqecqCMEf4Vm59Ex1e8MbX1JoYcJ1/pHSh BQ0699fvLY+kwrD6f3ywAQNvVDtE2tfIxP5Zw1lqVCr2VefW8A+K4jOBvfNB p/gw8x9fhqvMDGiypu0duU2EEQH5QhY9U+iEeFXKqUgJ6LNTxd9l5zIIWZir ahWhw6XpyfvPGWRoOOd4aqMSA6b+rCuAR6nwqXU+PSyHjDOuV5go5ROxEmFE UzVQEJct5xlEfe8DOlsSxniZa3EpJ7+iK6odKZzWn/+TKIDXkkq3kXk/wIrT Qr++8uo9LKnnekwmAflhnL3FMSKW9vvb41HRNGCqesd9DyPDrcrVWb5vloCZ f0VpyDwZ1vWxQ5uCCNCmLPxqkCUDvit962fAIcM1wfv1JpsF8Ny5FeWlhnHQ 1zHgehTzYfrbCvWE8EVwxuJJrztjAUSq8WkMpQhhUp+iiEoHP/xZCzM5QbNo ffOHZqIRP+TVeC4r3ZlHXK0W1rX3LJxVXTCT+4GK/1QtIrAfsnD3m+EHoSFU fIlgZlC9TMfhfOpcvVhRPMknWzyuwwejFg8p1WQQcbqsYoltrgB0d7juHZA/ h0aj5w5seSwB1cQe9h6UGwKec2lqeYpUeLjRVvby+QXQUyehk8OjwsEpp1xD SwLUS0ehNhM03FVbssuglh//TlJlnrMVxH9oso3/NJ4B1N2v2e1HiPjasGpu ehcB7pXazHBuF4WyB09MlPh0oOn9wc+ybUhQrQwWhJq9ABE/nWPk8mnw2f42 Rpb4MtgW/ryDRqXDr+aum9u0CVCbGnHL6G8Sbk6ubb90GyPfh4qhtfoUnKRX TCpi89BgBMsO3ZWAmXdjE2RyCpDX+kefR+eZ0MZk0PzjuACUZYfxq1Po+NrG PQwVx1l0qK8n+G6/OD53wvPNNsM2cJogXn/SmIQtFuxB5fEm8GJesrNvhB8X CJ3UyNpAhHA+p6Pu+RzS0d27Pq1IDObEPH0xVPgTxOcfKfC9SMEeBTE2bgKC sNXZgeoQQ8TCl/HczKpv28onXtHunQJclaBW3lU6drBlmT9I+YlcTQ6+Hiqm YlfHdVryDV9R3wVd3dnxVR2wlhr+xOMBIPXX1kWiCL7+6k3Il60zwIlyRENL TgSv0Xybatc4DUr0d7PVB1iQqaNh67pvEUQknO0WNqfDW6MzOR+u94Gxjx1X Og5QcHreRNjdtFbQGcDI9amlQg2zOO7KtxbEDWer5QySYeD7+VMTiIe6KCEJ 9gwmfON1WDiU0A+Cby7WGW9n4tbbXSun5vpRvH580vNVn1HYxeH4+HeC/CZh mbMkMRjh98TbSn7Vb/64fifmsCicextlcHWGD49Sy9RcEqhQKbKSOblvDEl+ 3Wq2ZEqDw/+80evvGUDtGU/3q2gzMeejUH1p8Fuk58Q8v7BuGhm77/A0HaPA DS9bZyeVaPiZcpI022oS/EJJhYXRfFgU2unru5Fg/uXByjQFEtxYaW8o2C2A n1lI2Ij4/QA5nQ7Ty210LLXX1iGwlQzlNNVUFkUF8R5qc2TaDgqUNuz6puwj gKU1povbnVi4BAWndzKnwMbIcFfzbjo2/YPUcWznEtAoU7TuvUPGxOn3jtsD BOGDsqJOgg4Z11kKu1QtCsJFC5W64jEC1PzKpITTqNhbrH/x7Dgd5mz6jeuW R8T1dxtsOR/pkLujbT/7OxFnVtjsTNIk4dqLbr+VtolA4OhacuuABN7HLfC5 sF4EelkF0p3tZ5FPBVHTsZgGayQ3FaSbErFB0m+X78VS4FWejv6ee0JQekOK SxGPjN3Y5R3e1yjQzfrJaSF+UVwynic4focJZ7pU5rrHBLDjtqDGpnIG1orj ONV0CMKxlm/axl10zFwOKNo9tQbW805PZRiRsJ9uJtH8PBkKCFXJNa7+U/us RqdKIQneOCqtWZ4njAdHvX6KN1EgUdNptOfaAsic7zDWhAy8Kw6JbpWnwzxT wp9dfRK4WlM4X/kuC0fvKku7slkcJmeGRrssCeBdXUbMYzU0eDpq1iVMahmt 2TwUdWJpVbcVXOJTNhHwldIRfVoZHY6ttWrankqFrRVGMNyZiu3qjXYwxCj4 +vtE97JeKlR89TCRPi+G0xSMXxpm0KD2uK7aDVcqLEo8sWXwKB0/VPB1mPtC grKGkRKOI3Q8QUBDy4dYsHxFTItgQcMOUbjg7CsajliV/kISHSoxnare35TA cZWZrtptdHiaLBHxiLcG2l1UzwlqZ2Kt62yWjyQdxiv6Vl5aYuAtPnrcY7V0 WHap+/fTowzsuv3T5JZNZNzFSXFk2DNhkHVzz6QrBRL+v9at5rPusMAU5r8s /vn190uJ9H9Z4gnl1r3DrH85pth3fqV5Naf/l+FcuedsdcUi+h//B5N0C3M= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 132-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk0Ferfxc855qFzjjNGFBpuZCYaPc81plJcytSVJEMSbiVDA9JgCEUa iKsrZSyucJHnSWWenYMMkVnm4Ypj+vV73/W+e63v2uvz73etvfaWc/T87RyJ QCBU/bz/OkFx558/3DigQ6MjNcx5GeGJURcrTiOy6T9k7PSYhgMdDO5JVveA 74pGeQ5m/JCwOqcwdKsAyHLNcrSDFxEh1yJPJvsjWt5jID+txMCEL63F97yr Qft4//mmjd2AYDKTIMYuRxMsjbyRRiLG1woSxObb0ejn1Nzk19WAcKo07bbv I2D26tqwHpkJA69v3Bx5tg0UmMz8FrFlDhG8PF8cW09AZPLwrkcDohATM+t8 +LloZDSirferCCbMaanGjxYA+bNprNApGiYkfNKhhzehnPzDv/xyaQ4EFow+ yhiuRl3ur5rB7n705wnRhsqFQRBP0+iR8iBDwp7hsPP+gaiZkhQeuI+NCWJr /zq6dCO6dPfeC9FUDHdZbtWz6QNZ/u9zhCABnqBaLEY+6wXIPNm+0AkBNJVZ fzJvACRattTcsRgGZoKPgY5hByhxfa7HXl5Dh13KUn7rHUBxyiLhj2260aYU 38PlIz3I9zzz4iHBGcBT8ktle0wBc/eSsj0XxGC7f16hy63vaJwsM1CXsIK8 tYKEh7YOAK9mwYrJ1mpUE+Zh9eXFP+CZoneMrScDn7Eca6BLLQCXqJaa7hA2 NEi8t2bWNInoYHdRbdES6js3QxO8ywPOIbnFbYgNN6/qV7DuryB2QD2f4TkW XiR/jrJIX0K+nMGuG8ZknHtzw/LbTcvgIoj1DU2jwsQmWuuH4O+AE6fp/cF9 EWXXZqvFRs4j2ajoadPsb0ikTS2jR2MMPRwS4DQSVgDQa8Z7E6aAbEaVlHjk LNL05r5MjV1HavqESIUaMazuxSkoq6gC4ulKDYeOMHBXzN+tt3tI2NeDLznQ lY61Hvxl9lB3FUnVS1jI6PPh2UMULG9EwjJ2Jy3yhWiYKWM3yv0yhqQ3lOp6 UEhQNSPj8UC+ADyRt6k98ykTWqbX1nRPzSNGItNsi1wvOLlb+0h+2TqKENne dCOXhBMXVXq2pgrgt7pf5qnyEhi0nDGMrZ5BqT7I/qnTCoh9/0U7IZUA7zA2 VpnpLINADSdN61JheELR6GFoORPGPvbqPvKNBC8UL492/+CDjaVeBiefrYAH FxRLC7waQR5fVaXt6QngUTJ5MUJYCFu3STUEc0VhAKdXaVciExb3+1IZv4ri C6Oax7nJDHxfq3DTysIIGhA8+C6tQhTWrRptFQ8Ux9InXT38Bdn4j9Bl6bst RKh64O14DGsWJNtI83b2iWK7KIePl/nouM6SqOiqOg9aQ9mzIfkEbHS9mK3p LgIVmuzjzGvJ8IdKybcmDh9MLIm8emieB46stqWEkEhwuWdLkc7mERA+91Hq 3LAQzOk4YqaaLwRpxQeBfwwZxz7pstfpZmKv2LjeRiiA3/vf1R8MWUdPrig2 x6lswM3R79/amtHwX01+vRMBYvh5ZkWbeh4FFx5viDU15cMtbmthMsNT6FJ6 xrdeGgVejri8ypyTgPVqXrUmnmJwKGdrVoSlEBzcFqSgESMC1WOkk97dIEER i7R5mRJReNN77FBesABsuR/Q32wrDOWy37kzX66BtS2O114NCePtsutdkqUE nJfLnus9LQa/+jVnjeQS4eD6w4XmKxSs48wLVg4Sw+nul6NL3/Pj7tI0A1Wf WlQjWbdO9qbAT3KluVwzYZgpfCerkcOAN7KkovxG2XDjzfvShVZ0eLst49f5 awx4M30kXZ1Gw8tF61PwFgWfC+7jhdgS8dqHINb3lDnAOU3X/X6XBMtbvsVG 7ppF1htqkmzvU2AA6VOwtx4J3lteqmkXZcCpU3OGFSwaNFlysZXdyYSK21+F dXswYPbpXEZYJhU/tZcN6xYSxDsJ37VVggXwxdW2GsXXrUBPIX584rUINv1w /SMxfBhtszfm/U7ix6tBr6tkxofBuuvygPEuPlyEbUzaeJOAmhx31sqchPvs 7ip+os4Blopf3GQYFToXDtgU7SLBEzerPt/jUaHJ6nb21u980KE8/GqIHRNW RbCnhAtoUPC2vuEclx9Pt/Vzz5mNgv7OQXczTMSbo13NStcWwTmrtD4v5jJQ nsjYud9QEJP7d4gqdfLBO8nNYDZ8Hm3ilnFJh/ng4IF3LZF/L6CmPa3s6x/Y eGfSWzpHnol/VykiqCWz8fFwlfrLgwx8iXDiUO0aA/9F1PfbX0nBc8TNxdN6 RGi7UnVoZIKAUzfvKD2TxQ/zPvlYtET9i8ail4wU/qLAb57B67yBGXBlKUX9 zQ4atBoxP0q1JsLeBope5gQNMv4RkLuwjR8apqJQhxk6niy5EWpXI4R1yCqs C2cE8BPn+6xsoTlA21+g1nGchHkPksyK6WtAV2o7061DDHbpFgRlVOWhBf3b bzMcyPAfrW8xhfLdIGLWLUY+lw4X3OPt9H6QoHJ4TiedxoDHxcsKfA7yw720 iDuHX5KxRt/mct7ZXhSQvCO03lgCr19raesL+hcNRbAd0QMKfPeHcpA9iwN8 N72oGOOxoP/M3kHrUBG4WS2MT0OCgX01i7wFdQj4aH/v7QcDG7DlAuvo8swj YE/Y0GhzjIyrbTUFZK3eoL95kt393/mwIPdAYrkcAUJeZmdDzhIq1aHIYG8x mBmT/fdw4Sy4cS9ROo1Hxd55MQ6e/ALQyVt+ytqPgIUv46Uf4kyoXhjc0WC6 BpqUQtonrjLwuLgkPaaBh9x/O1IwXEzDxpMfj1x0mUb9Fw0MFqfFcYTzOWcV 2z4ApJ4qrpBEMczRChT7MQNcJY5r7ZEXxdtqaWetns6AUuP9ahqDbKi+8lJ2 xwgJRsQ79wifZMBHdd4mNd9mwPjHTp9OIwks+O6FsyDhNeoOZGb519PgeH/V pYy8EtAUrqaeOUSFKeb76p7t60VfJe7Fn2WyYP6CQlQSdxbcvrXScEyVhae/ TiQ5n5pDT4yfPM/xoWGH/W2lrj5GKJcjLONMFoen4gtkddNX0OyBG1ExpmKw zEPnV36/NTRGK1c/H0+DFxzDr3qWdiDJb4onVi3pMF1kV0ttahXqeJWtr7SX hSdzIk5SrAeRoSvLY3njAgrxz/w8bC8Bt7xrX5zbScfpSxHtbk7DYB49LyyM JmJAH9eKzxKHuZeHqlO2kaFBuORuu04ifmtFcRC9NgUc/dS5ulcYWEr3jFNw OxUOnSrICcgi4oM07v0UTQloRJNy8RYhYmmtheIOVzZ2mcrM/+PSMJC9H+5+ soeBe/m8WCud80CrfMfpvigqLtMqstytRoLPyou6CXpUbOxi0uZUQoIrVkoN xeME2Nh1lz6yTwL7iQ+sOE8zYIS3jVf+2gpqfNB8JvYjAx5VtlfeHrmKXlc5 7H6uTcYv7G8KH+cIQeDiXnrHiIIRPd2lgicIfU8FM9zOLiKexVFH8y10WCcp l5dqScJKUShkOp0Kr07oGR98KAR/nZM5JhxIwZ5qlZ1+1yWg3ZTU03u3hHDp 9BuB6SgWbMoWWXzjRsAuyiEtnEomnrTJSvEMJMLx1tG9x77+/EvLWPbnShJs nLD/99Xhn3nyVm7RatkA+YVq5Ft+5gl++kPETV8MBplJa1e+EcaMTQ9KqE+o kKTtOtZ7fRmYLT3s049m4H1xSExxKwN2usF5bpcYrtUWzt31gI21qn6Yci4K w8TXodHnV/lx9aNuu5eYBu0jF8+HSa0ho8k/c7MPMODqtvNPkuQImOMzKPnk Bx2Oi5ziqP5Jg5cdyRn/RFCxY+NhTaa4BH6dGTD2u4oE3JGfnMDgieM7nTRj Ry0a3DttoB7kToMbx/h1bfxoOHlbgNNSGxlmTlg8fnaajmcIaHjtKBtm3qRb BpIksFMkznPOp2Mz7umzjJ99sZPlWvPhZ+/0ql6XazWkQ3sqJeLFhCAsG3Cy FnnHxHtuqLH9JRlQxXQhdphHxwr+hk3m9QwYNlzqWdJKx+6qn+YU5Ki4RAE0 KJYzYMhpbu+cuwQkU821iXqsn/urJyw4iQVJuresv5Qw8YaKgslLCQw4sOdu ve00E1PSJO48NGXDgf1r1t4ZTBxTHMBb59Jwh6BtXa0MCy5VXlmsrVpBla/i jD4Ys+HIKxMJAc0uQPgfbcTEu7fnvX1Y8P9YuEFw6GID+/95wah3r/bEzx3/ vwz/AxskDtI= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 133-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFV3k0FeoWP45jOjjOfExNcrtIhkhR+b6EJJUoLikSEWUoKUORVDJnKLek lCRcScJL+b50k5DhZCrFMWfKMWQ4pue+t9Z7e6299vqt/c9ee//2tMbZ28qV SCAQqpb1H0tQU3kwfbIREF2l/Hu6BQiPDLjZNtYj33Wj9w8U0HGok3GEXFUH iOAm3pcvIkHCwoRq35Vi8Hrfk6+3HGYQocC6cEXeO3Sd5fUgbxsTE740l0b4 VoFLxmZ+ezzbAWH3WKokpwJp11RUwEkhjIOLUyUnW9ERRliFSM57QHAoe3r1 QjJQEfOLdaeyYOhF2ZWxx1vAMcbtmbYb44jg4/1w31IqUj+aGFbZToZYKPeT P6kJDT8tsVZSImPChK7m3YFiUCavdWaml44JqX9vZkQ1ILeaXhMecQKEFg8k 5/RXIS/qnQGfzm704BC5rnKqF9j+XP88d5YCCVv6Iz0CQ9G8rt15660cTJBc /OXs9h1dLzgheQFRMVx/cK2RXReIqeT+5v+SAA9RrWdi7/DAvS5fx2SbCoBG c2ttCnvAPJcTGOc6ACxFb4PNJl/BjJdo5y+rRWTuVp5hxetB18RSvA3e8ZBC xgXzih8dyOkE14RqwAcC9YBMzulR4C0lZ2+3SQq2BhaWuF0ZRDvM7P5S5y8g X93L4n1re0Au//67hMpyVB152vbLw38B55RCbzlXJjZOi1i0bPiJtAKVBDtN 5tDKhZ0f2DHzaJOGluaSAgfPUN7HWWfPorSgYLJwvAwuCJGey1eYA1vmv14S s6XBtAZ689uwQRANLCY8ZKdRXk2eVlLsJPJfuVfQUNWLJFq0cjo2DqEHWf6S uRkCAIy4WD91FIgeHr/nPctHOr5NjzOTlpDxqDnb1VEaa/s0Fpd/+AgsdXQI T/WY+Fvii+arHUTsVzu+kmnPxLo3H1kmGC4gh+QXPr7/IuFxMxmsZErE0wci /dPG6Ji14vBA05chtPhewULjiBDUzMm53VMkAvd0X8xNe8aGB7Nrqr+PTqLN 6zP3WXS1AJtNenuKypeQqN3ln2K7SThtRqNjbaYIHrx91059Mx2Dz8dMkqrG UAkzVVn5ngAkvfmil5pJgIZi2aeboxZB6EYXnT/KxOGORF+NHcIcmHTb5/ue TiLUchmx2NgmAuvLfIxt7swDzvAbqSedbaBQ+GOlveMIsFW0jI+3EMV/tMjX hTWR4ZcZr8GMX2xY2n2BytxBxidiPyt2j7FwjG6JwvzUD+TCLXPr/p0Mz9yY U7z+WQjKlLGizZ78Aul2igKVLjJuSgw6GX+YiT8dFFJz15wEDcrOphbuS8j0 YilHx1MCbk9+Px6eQ4XTGq87GxqFYZpjYcbjoUWwZ6ElI5xIhMU53ypPWY2C qIl38q79YvCx1Cx3lTwZ0ku3g8BECrYy02fdduFgn6RbvHoogj2XRK5e7xLC KefUuLc0pLFZPtja9Z6BHzUE8EaCJPHxV0X1Pfo0XLK/LmnvXmHs394W3FA3 gc5m53Ty6DJQLWKtd2MoA9Zq+dTs9paEUwMabTw6GfYqX1bdmCgBGeb+zael RaCE9dPJFa/J8GSiZt4KTXH4OSaom2svDjOrCTqi5UJwcZVz8JM+cfw7X1z4 5lZhXFjAmeA5SkK+YaljgTcJ9i4lTHHPyeBPId7ucZkUnO3pF1/2hoTL3WV3 d3PbUbXcpyWKrwxU8l3155tzklA2JEaxxJYB06uuGa8+xYYh2T+ytel0/HoN RwLE07BrWJcg3F4I9z+5zjmpzgeNjgzDwetESNinZBw9Moz+kK6+bx8jA/UH x95v8BCBEXOz1a1kJuwsH5/4xmHC3bNu9qtVWLDI9pJTYBQb5jkWMCNzqTjK 8PzbhCMSWIUwqKcRJoL1fgG5npqXwEj17vBIlgRWVKTRzPv5SPnoLsERIgl3 DnGqbZo7wJL7XM+u9cJ4/GPsq5H9/YCafuu47QEitjzPraj+9BOwNQJu/Yyk QoPDx9uLAkXgoZCP7yMEVPiOrfDYd78YdKqIOh9+mAVbrM8c+/iFCUWv7jSZ aCJhflOldYOAB7rbej0tsRBWcRHz6vT9BVxtn3b5sObApyybFXGDJEzpXkdW bxOG8n4uLfsT+UihqbyJaC4M23ImsyZbxlHDlmbOxbccnOGbqykI4+AjGq8I WukcjBz8hJyMOPgs4ZBZzSITtxGy41MWaHhCaGUp30gIWszEcEXdF1HmynVl x/4iwSll7w3rTo+hofhZU9VHMjDHrlC6fssMODebof1sHR1K9J+5cWKWBHl1 Mka5I3RoFPwwKXZEDJpkohtOYwxMyDFs9aqUxJspGuxTx0Tw0IamNwuXRwB9 a7HW1/1ELLDqNFX1EABD+d9YJ79KwrycYK0BVgOY2nk1P8eJAicU7I6IlSzP ufGTiUoFDMjWM8991i8KN0Q9b2PQmfDNW1lz5g5xqE+Pvmb+mILzFCOTZTOH UVD6uhu1u2hY03Z3lrvnPOqL5jijmzJwQPmBbldOH7ig8PDDkIANk+Jjzv5c Q4ErtSKFN9KYuKC5qdXfgIQtunlXb/ZI44cB4/t/RjajowTpert9FCzFzYcJ qt/QC4Hc9+5BYVxkvINasWseQEFuW93zWWSwnrfymwoZ5ibmvegvGQcuR0fC m8Oo2Lcw0cmbJAK7xvDtu2XzSNwPz05LseDlTN1VLxyEYYN6eOvIeSY2cJD+ 8T5ECHta7SnuL6XjL1lBc1W906jby9h4hi+F41++TXCUrwZA/k+1eSIZE/9w HL10bQC40/brblneq+F/c81Tyn6Asl1btTb2cqBty/P4W8/EYPTdEx3iNkx4 /LHbtk0kARh+1+bfZkrDPxzuKCdmtKPvoay/AmvpMPHRm/dqD7tAQ5SWdm4f FVpR6ubWZL9E7bSIu8dZbCilveGOIHsOXL0yX7dPk40nA4bRqm3zKGVXyr3n /nR8lGa9wE/+jgoaxVecoEjB1O2K+95JT6PxbZfiEvdKwoRjB8bkhGfREL1C 2+MuHUbmjE/ob8kCcp1qhxYOMqBSvlnJnDwXfH2St1Ndn42LN0XPFsRNIBN3 9uk52Sn0Kvw3dlADFa562TozocLA45vRaN/qejCJ7pWUxAvhs33nlEaHyLDA r68qQ5kCa1PSdjg/W0D5tjJO5OBRIMtafHGJysTyhsdcwlqp0E4syGvq3jza Tm+KydChwbainMrT2nNIUXeq9Ks7Bxtc1L+c1VMOVsdEedp0MHHzrUePLEQG gG7FOseuOCom9btc8ccL4E7Fq+8EIyoO7WXemJ9eBPO26nWlwwTo0TrDMnGm 4gCpnvkTfCasuO9iGJM2iepvco8lvWPCqXGJzwPgF8r66LTpnh4F+5vHDbTW kiBw8yy7ZiqDt9vcP7j6qzC84BDGPHl8BgW2J8duvUKHn+TWFGYeJOLfiM/U 7oXKwPMjRru2J4hB66yFirvK0thbq7It4CINmoVEf5YgkXAZ/5kIP44NbRZq RpZqppHbhvDPjZUsvGdr9Nu15st8aB7Q39fOxNss/zK9v2UB1I8c/fXEnIJP 2ZHT31STIUmsWunzcj9lxuVvelwrBi9bKupVPhPH15KspH8voUCinvsQ7+Ic EEzv9j/AY2CDW0hSbS0TioSERn1qEsM1euIF629ycKut6rR2yfIezLoR77FA wvZ7fdJnX9Dg0dgZj0j5RRRRbN9MCmbABWWPlPtrCFhLhTekqMqAwxIOjZoP 6FBp6tH6+uV7xbneXIclRcMPNV/WDE5Q4Lqi9FSmQAq7J7S0Br6lQn2+sfZl Tzr0039uVZNOxenKQS6zLRRokCC/qraRhscIqH/RggN/X9LhERyksUssLjxR xMDsDyHhPiuoUIXtXv32igxWSz7QcqZgOT6qTPTDEVGobHubFBvHxFsuaXEC 5Zjw77O+jodnaFg10KThQC0TWh5OeyJfTsOemn9PqK6h4jtl7XpwOf5wxybe hCcNyq9+eIoY/s991REZdp8NScGizwsCGFj6Q/HPs6nL/PCl3Hu5nD+Zp7Rr CXs5sPL8/PMuGwZOLA0SLDXRcaF04Z0/tzLhbOW5mZqP8yh2/4aYsOW6/niy myai8w1E8i/e7ORysND1q5O+/mwYegbdmcQsLF4n2udVx4H5B5Z++KWx8JQp T19vRAJ/c96Xv7Zwua+Lp7eJrmBDwn9EFvf+CbkRD1j/w66vFzICvv/f//pS zdtVB5f/hv9iKMivjYHXJf+H/w3vsRsp "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 134-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9Vnk0FerXPueYzjmOMw9JVJIbdUOGZu8bStF4kZtKiqLcLm5JVDJGpsxD SSkhJBmiq7xviZB5qCSZZ8oUxzF9vm99v99ea6+9nv/23ut59n5Wn3H44yyJ QCB8WMr/rQTVdQ+nzzcC1Rjd3bqnRQiPDNiaN9aiwPNRQt0qNvawMvCXrWgD ym4dAY1yEpAwP6HS650P/iybF5vWESJCtkmufGYx4ozHKFzcz8WE5k+F/k4V QDE+40bJmzZA2DcWLy0oRS6ex5tjBSSMr+fHS09+QQ1WJ7+ef4YB4UTRU9+r UYBga68dwuZBjxvLFEKsPwPp1h0J6yfHEMHR4dHBxXi0PxM0z36hQkzMqLoi 3oRGz3fXWJ+lYsKEltq9gXxgUf+yyvYbGxPi32/mBNYh+U4Pm7jwceCRPxCV 3leBCHlBhEfB3eihGbWmbKoHcCrWeuveYkDClr6AC24eSNmCY628Q4AJ0gu/ zti2otm9o9+8fzAxXG+6Ru9YJ7jI74/rViVCM6aJMORuOzi+IuJOtagSoJ8Z 1Udzu4HFkRPrYl2GwGHJGLB591eg5exwszFtHhnZvkv6o70b6V1Nl33a3Ink kq4alfa3odD3CtuzWn4A0QbXZMHFnyDwmfOY6wINfnHLLbD1HkRRnlFXAvUX kZOWJ7l3TTf4KP+Px8XLeehjwEXz5kevgKqk0PiLBRcbJPgvHK77gfbnMbYV 1swhhXn9D/zgOXSkI8ziVb0AC+kld0zSZpB1GCVe/y8mzr4pM5slNwtIr1b7 +oqzYUId+9Nbr0Fg0G/jzC35hTIrM9UjQyZR5TOK+NG+AUT5rJ7etmkIZVzo 0/PbOwOAXj3eGv8TNPJ09JLLfyBNp6YnyZGL6M97UQkPJ+hYw7Ex/92HchD5 eqsGRZGLv0XkfPJtI+F/1DrjU4x5WCvs8eFw3Xn08IRZSImaJB7fy8CKe0i4 Zm9R3K0WDubJHx9oah5C7e6ux36mEaBaenpM90sJuIvd7hFaIoCmaZUfW39O onAtPVGOeA04qq1j/PLdIvJIbZUOa5PACcKNbWuSJbDS2Mkiw/0cDBpO746s GEOV2VcHM5uEIPJNs058MgGK5uQpG0cJMDLGsdW4gwTHaW3PbxVJwdoiR4Oj d+dAdV7q78ZPu0CuWHmZxakRsOv6ixeRoRK4sOsqk7uLii01Lw2O7hLgYK0C ubmpftR9Hy6X96fAf27PrvBrIMKf4Nr6+c0zIPHYCtG6Tio+FBvNyMjh4SpT oqqd2iQY045KDbGeR3tuFAo07Smw7+3x5R2jLDi98XVHXaMYPEAcsfN0IkLj +c9JPiQSfFVYOXRYfwIEThQvP9snBWN0k82Y7jToGBndXgslsMuuvXbxJHEc 66xaH71RBhfVvC05v52HH9e5to9ck8YuCbfzsuLYuOBQTeSBA2JY3H+LFjdj Gl1KS+9oZzNgp3d9ezidB6vVHSv3OUhDScVtFO06GuxR8lTZFEGBvwi1Msrx UpBi8nRS/jUVmuRd4vi1UGFD8LWuegsy3IaVszw1xOHCyjPXU3rJWAWzVciv JHButmCi/ZQ0JIknsa5vkII9i+FT9c4MnLN/PFnYw8Rp9pdDi96IY5mZERfz vD70UbZqke7EgF7Y4+aTu3R4M60/TYPNxnNnN95tteTgs16dIh8LIk6Wk9Oo tR0Ajac4uoN+JHh50sNy1rsH/Snz8YFFMAPO1K2kDIaRof/szMcvVC5sXDee OL6MDzNPZXMDMpj4hkK10DCHhtcRBnU2ekngZAlHdyfvD0hP5d7wSCoFh5tb Qw5lCilZGopOLu3VK+WNRHdqDVi0m+02XC+GjyT7mZON2gAzMdra/AgJ9+pE b2G49QH+RtfoHwFMSFvoOJNTToZmN8tL/EVMuF2dqYlzqdCqNNDF5zgPdi2v arg9x4eSvvq7J5rEcXPK8ceuRnWgq6XH/jAm4k1bkgPFe8bAWfOnnY68WWBv Q2R33RHD9C5l6oYWMWgdPNxqoT2A5JreNZGMxOBjbbu5XOEIukQw21u5wMVd Htk2HAEXTxAVCkf1iLB32o+zc1KEkhWUi04/E4fO1Br6eOQgGgqd2aPymAGd 9XvlngQtAOeZJI3nymxY2BNR+vouGbbXMPQyRtjQEQDyi5fScHcyum01xsHs uAVlrxIG3kzfyP/r9JLuQu4cfDDZDdjb89W/HiJhIWfNzhg8BXSXr+Wd/yoN AyNyHio87wJT+r5Z6VZ0+L7aassxhwkQNH4+QjGbA3UIM3Mrlu7774EvWjhs LlRxcfj2woAGt7KDbhk9oePYdLdNcpcn0bVE5dvVhiycFXtqh0saEfcGCc6g MAbcXmYaaZQ8Bq7KPfowJOLDxphRgt5JFlRQDxDbxOLiYdcx0LeTjPd3tfuG dctgMw0TVfdtfciSIFN77CAdW8WfhKu0BlGOSLa1a1AMW7WRuxeMhQCKMlpq XsyglwovVgnbyDAjIjOnr2Ac7NfaMSImzcROuRFWDuJLf5G484hvgBCRL+OZ aRoPDoz+dsQ9XArWbfD5MuLCxQsaIXvexUhg+z+M8/sK2djeWjP9N5tF1PW3 gYFwlIYZauzLIs1iBJbHqc6RqFjqXtrrqp3fgR3rkNYWRSr26FhMEIv6BooM t6tv6hHAG9lvCFIuNBh071wb+SgXxhVlxhziEOFwccuVlj0sHKuhXhSuNIJa PXjP3KrZ0EzCk97+aRTUBaprZPQyoeKK4Hilh03gO8v/njWPD3O1Y+tVIQn6 es/VHFTj4+sBvxyGg0k41jD2/osrbBx0fI21SegIym4ky5+j0+DXNo9re53G 0PgO9zsRB6ThGTP7RLXgCTTELtW4cI8NUyUNRLrn2oFsh6rZvCkHhvzDGcn0 6QdfUzL1N2zlYxd2vaHlpTm0245/cXbZFPoRknCObsCEK/O+CCfWcXCv5ObH 0vQqNInuFxSEEnHKq0WGvioFZl/urUhSokOmHFWWnjqNsswZVtTrP0F1VkV4 UToHL9c9beP1hQmHTP1cf7X/QjvZTcFJmiy4dt+aYuGhSbRCa6rwq50Ah55e NbyD9A2tCg60P9rGxS3G1Vp6T2qBVqnyqc47THzLxuyk16ppcLf031aCHhO7 zUVbq7kIwZz5hprCYQIkpzaoG3AY2JXWPXdulAtn77UtK7vej2rD6k9HFnMh dLIfO9E1gFLLrbTv69Cxkc6DijPlRAhs7Ytu7WHgV7GRu1xfEeDVE17c89ZC JLJr+3dtHwtWya7OTTYl4eme78bH0mWgy4ie4c4lHp092QrUyqnYQb2sxfUG C2oxFmQCfQi4aPS5xOgdPuRvk/kMgkeQ7e8+DY1lPPz63ZutdhFjYPjTwNaD 35d8gshLLadtEtSOWP5KMaLjpF19f+95LwXFpT4qNizpiXb8x+mOY+LQ8/AK nbLnZNw57pW4AdIgScduqP3GLEiaIlBPqXPwtmgkrbqGCzUisWJJtRiu1CFn rw9b8hmVeXCl2AJISL0demFeHPeLi/UdSGFCyxDhhYDlC6jCgyuyKGTDeaUL sQ9WE3BI89c3iRZsOEw50aj2kA0tf1tP/D2Zgs/UGmnyaCw8JXHpnWygNFR+ mRjPFdFwVPiWJuX7dLh11EDD054NnzIKq90jZXCi0jWbmc90WKbTkUw0YuIx Aupb2C+AMwtwGTGHjG1CcO65lxyc6QSM4/bR4Dq+3ce33gx8WbQ2mLFyqT8m I+jRiCT0KS/PYl/g4C3u6gI3WS4s0Go2SRhiYBW33XVHqrlQNWG2aMyCge3V 3k+orGbiqybuCWZBLOhzqql9wp4F16lPPBIrZS/5nbYArwdLd/3f25QgHRaW +ZD/41I8Fz5Ni7Jn1rEw4ynrVvgBAczIEVFNSSwcUXhNtNjExsFcut25Y2w4 U+YsrCyfQ0enixv0P/Ngf8o+loTmN8DtmFUsfiLARD/fSacrfEjocdce8ORg co1k7981Amj1eKFuYAcHT+1p36ozQsEFJfFWhnY8SMuf3iEpz4cHpXJLe8p5 uCcO1vs/5MGFo6X5f37i4bOv55NcW/kwtEGWkvJyiTfulW9XmnKxAk74K3qa B0VZ1cHQTxpj5ooNj5fm+iOyuUC1WAAJ/xfLcNzJYtaaCv5/8cFexTqNTxz8 /xgK3393U/ptCP0H/w8zIft9 "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 135-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxFlnk0Feoaxrdt2mx7nqI04DqmjCGpvu+YEg2SoVxJmpQj3NIJlfmETCEk lUoccpShEMf3RUemzGPGzGOZMg+3e9dd5z5rvetZv3/ftd7nfXY4uJifJxII hI8/5j9OUJBLWrjUBMwrXNnx3UsIT45etG6qQ88zdI8pjTCxj71BkHhlDyjb oXI93FcQEtZm5Yf888DczxY7rRmLiJB9PFcysxQ9qXmfqGjLxoT2lsIgt0rQ 7xFUui2oFxAOTieSeWWoUGtqfGoPEeObeYnkuTZ019at8+HpPECwLU4LvHEf tJU5dOawOdDn1qat4WdbwZuUPn0vu2lEcHV5dmQjEf2yPq6i0igKMV/Gp+sC zWhOnn7oxe+imDC7S+XhaB5YDN4n39rAxITED9qsu/WocWGzv7nUDPDJG73/ crgSxZz05jXqDKIkS9Ha8vlBMNwQoeAoQoeE3cMhlz19kJn3pyNLe3mYQF7/ 7nCxC7n0eGRGSDIwVLSQ1jvZB46eW6McT+KDlvTji+EJvUBU8XOPf209QN8y aqxyB0B+bVJLUvAkMBOKA9qGn4GrV5tkDnENmVwsSTbvHUDrI8WlvKkBtDn5 hknZSA+yK4ofA/qTYFnJI4Xn/A2kHmkISvhIgW2eufkX/ceQe9fINndTAnbb 5Usakh4As473hprt7qOqEGfr9mcFYOaqrlycGRsbPA5aN6v/ihynVj3UbdbR IvWviOPpS2hpoCk7kM7A2d6UldebV0C1u+Nd/mwmfFzPbHnvNwZWI28t/Ok2 hzKrM1VjwueQ1L4yymf+r0ikVfVlj/o4eqd0wtNhYgEAvQask/gNxLvfMXZO Gkcabs0vUmI20BtpV9ZXfTpWc23KK/lYAVoMocMlCht3Rue0BPYQ8ZXIegnd fVy8695zs6j9a2hAeuGleIownjGmYSkjIk4DM0VX/mJjjuQ/R5vbx1GAS+Yn ++kNYJFeXdX1bQ45/sM183FwEbDS1DJ9W7KBFhd05CWuC+PHi8o90imC2M5k u/TZM2wMGs8YxlROo24zy9c61AUQ82e7VmIKAVrNX+hwTSDCmDjXLtMvRJj7 po7Z8VQE1hW7GlglrIIo95mmkjOjIJe/otzm9CSQ72Q2xjcJ4LBd+ZtX50fQ uUsl1VYjJPiv4JUtdxr5YO373sqs8lXw9OSWZbk+UVyRmPXmI5mHP1nwKTiq zAHagXLRersVZHSrkKfhJALvfZ3+eZ8WCy4oF32pb+KHlQ3eGyrO/NB0rTU5 gEiEsTsUrzp1zYO7s6US54eFYbDr8TZCHxW6xsT21kFB7O8fYpolJYTj3RUa YpUpeNc3fbPp11z8vN6jd9KLjMP8bBNuLrFw/tHamMOH+XGU2v1xq6AVdDX9 5ZdeJg3GevuaH0vkwhpV1+qDLmTItTHUDo6gwUEZX3n1aBHYmidv2K0gCkWO p81JFolC3da8G1N3KLAxzKu/wYYEa3IP7VxLEoLr2xxupg6RsGLklqPeWiSc m82b7T1NhuyK0FLDURE4uBE13+BOw97tGQ/SbjBxutO1yOI/BXBXd+qLx4Qp VCX+aYPqRoMzwtPZZT106J0+kq7GZOK96YaKN3dy8Hm/vuUAGz7sMyyrUXO9 DzSdZu0fu0OEjZpoumlXJzpBqXpiE0aDBQWHD6UUkGHm6Wx2SAYda3sz428L 0LEcYUxL2U8QzxBxQPp8J9KTfzgx+bsIJkW/celUWEEydgeWTxEFMElZ6g+H ggtow3Fl4IAiP77i1n/18kgtoD+NPWt9jIhvzp9MN5ftBVxlj9ivIXTYnWQ/ /GqTGLT0rvgraJkO3xwUfE+VoEKhQH3D2WYB/Mwzd4A15g/6OwadzDAfdt8U Yn709QQ4b53W58pZASLbM4S0NYmY2i8rqtTBD6PV6RSuwRe0ubmkmWjCDx+w hlN8fh5CVwmWxtXrbDxOKNwdrsrFs3xbC6f0+ODtBV+Lqz4LKGWrbPGZPwQg XxUqiTvah8Yjl4zkn9PgY64YZ58rEbovJau9kmVCp4FcftZeMdhbS9PLmGTC R8ROr0ZvGjRMQcH20ywcrt/zzuQLA2tTlbm/nBHEqd3Rxb41bYCpm6f6+SgR zzed0xDkzYL9Ev/gXPpMhqBeLs248SuY1w98/dKeCsNpnJJMvyUQOnMpWiqb Ba0qUw+HlFPhzrtZHSwmG5pyz+b9JEOHOszQ30xeUHGHsaqEwv1l5PVUNrjm AAOXBSbI7NkmiIdCeQ7oHg3y3T5JTZ5fADc2P/s4vsyFpy5KlIemseBW1RB+ dQYby0pSUq1/FsOH+nsD7w1Q8GSUVWxJ3DSyI1DqTh6h4q6Laq8L5WdRzrJ4 V/8YPyZ51uVpm80BuJzRUZu1hNSZflLsOGGYEZ2ZM5w/Ay6wuS8dZGnYLTfa 3kVAEG6lF4i6WM0h0jW8tCDGgcd0N/sfLCfDeqWAtslf2bhEmPai+JUIdjI3 zRsuZOKVcPedem78uP+KgcHilBgeDyjYet++FwGJBwqrRFFMF9upqdtVAhwZ R3ftlhLFfcOOT21yikHxAV1V9UEerC87l6/7hA5DH17oIVmxYWC6/L0AGUE4 UdpxvcOIgU8liHx39vqOunw4f3jWMOHgbul36baLoP6uqlrGEB1OrAl1OlqO gG5G0MOzHC4caBA/0ZYuBAP9V2uPqHDxeuvcRvnaj7w4EP8o6zoTa8TVSLcq zKPsJpLkBaoY3C1Qdexh2jCa2Xs7IvowGV6IEn0eojyBxpllapcfMmFin7Hl svE3IP5FwXLNggUDjPg2vq3Ngs+pmfpKOlycsECuCnhJxIaOXOeVTfPIQF3l ir4zDW5707Y4K8fCztu8DnrEDaE59Cg/P5IPd4QGr8U6CsPsa0OVyTJUaP7I faogaRq9tqbZi978BvwOxbmtG7GwxP4z5/za6HDZ4CeR0QNf0T5mc1iyBgP2 vdX0Eu4aQ1t2zRd+duRhV3vt33JOTaHtYXedrHrYeOZ+ehcb16FdZbKn+yLo mNRnqB3uMwUSyt51EfTo+BpLfL/D/DRYtVaqLZwgwL1P3miun6FgD7GB1QtT bBjzpbWxZboG1d1rOBNTyobaS4Ee1WEN6PcKe81HWlS8x8DOuv3OGgAXnYp/ M6LhC29Zp5LVVsANWz/2pbOL6Mas3DDNlAE/ie/ITbEg4ooKqjOnhQx/ndQ7 sC9KGP7K/DO/xJmEXVTLOzxuMaDu/p7ITaLLqHjqleBUBBeuzxBebBBa0cWd AY1N5RxsG9N99mTBFzDRMqpzpJuN442zVMMpo6Bu0u57qgkVd8t/2FtbJAAF hKukGn/c079klcIlBwnQ12yLVvkrEt5/LEdTvVwEErUcx3tvrYBD3/Me/eLD xHtiEVlBmg3fmfNd84jYQNVapGzFezysN7Yp+vP9OfD49+DIy2sCeOqG4kkD TRq0C1+8HCKxjkRNaiSzlhlwTeZy/JMdBDwR0hwhG8qAEyK2TSpJTBh/Irsl eEIQO9SZaHDEGNikUzXfWIoEZd8+TWQvi+HThJJF6zwy1JkyUPN1+pFPGazF c4Mi+KmM17mlVirMeXv01OXbFDxNQMPrh3iwav2wGZ+oAD4XjnN/7BqrWnqH HTtBgnJcx6r3/jTsieYCT/Ao0I5OC302KQQHdFdt4wyYePdtVZ6nOBv2+taO BA6RsbynYf2xGjYsCnynnKlGxk4qH2bld9BxRp2uWEs3DQacbu6ddWJALWjQ LkBi/OgrPSF+T7iQOSX+oXKIgikf875eTWRD7keday1+NExLY/wWdZgHt/dM fwz5JwVHF3otbzQz8cXNjpoav9LhUrn7YnXFKtryxEZCcBsHjqQeZAhqdILE eo/c5Bs8zHcncM7tOhf6WO+v69JjYFKt0NCVWh6kf197Z9dBx/NGvTpakyI4 Sm6c7rSFDcXyFvYKSXJhItUxrCqahQcfwIagJA5c/SPUJSuDhc8XrSV7dHHh 9lQN5hFnFi66Xf1+mwUb7/HZ1670jQWXX9eEwTtk7LNj9wkjwIHmMe35CqU8 GNnqP5n5hIMfnCplSFdyoWhXAy82n4OPDEnVq7Ww8NxIn7ayABcufuj2lPlp HFldpp/YksaDNq8sz9blMCHhv9qEP/lsAfEW/+e0BwH9W3/8r/8x1LLekbL2 Vexv9qSMmDLPU/7mfwO13v2O "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 136-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk0FerXx4/5cDjzkKGB5AqZklDX81xJSkklyhUiQ4aiN2VOZjIkchW3 G6FI6FByleehMkWGKJHMc6bIPPy873rXb6+1116fP/d37f1dX2nbyyfteQkE QtVG/+8kKMg/nL/YAnyW0/um/1xEeHzE0bylEb2Z7MkW52PgQBv9CPHaLuBQ 43fecEgAElZndg4GF4PY0hyz4rF5ROCeKtqc9xbtfDomMerCxISvn0sjPGrB i0ydaku1HkA4PJ1K4lSi9bGQNUMrXoz9ilNJs23o28RxYnV1DiBYlmWHet0F BXIWwV/ZLBjov2lLrN0XYO0eMVJbPYUI7pfTjddTUbRxcphtvQjEPLn11/hb 0cLIvurBMRFMmNFQSRkpBol/vAsxqKFjQuq7vYxbTShSrDiNxJ0GgcUjd58O 1SL5NQ9l/sEB9PC0SEP13AB4j6MZz49TIUFrKMrZJxD5ZITr1P3OwQTS2i9b x0404MkXmHKUhqGi6Xa9s71AhUsPKmfxwtPUUwux97vBYNXo9YfSrQBN5n40 K+oHHOOBkOyUSWAi+BfYe7Ad5Nz843W8xQo64liRcbK7H70+2+wWJjiEJDO8 jlQOdyHlIvr9hpwxsKTkncVxmwTvJpW3ld4mwzafoleOwaNo61JYiOwvAvbQ uEkc3N4P0ppPSghEZYIPUW7mX9NLwL89AfxmBkys/yBizaRpAoUpjpZk96+j BfL7uFM5iyha62FNVRENc2+ILRdILoMk9fz4m9YM+KCJ/rk8aBQUaSd5O26Z QXl1eaqJsbNI16GcpEKdRsJfVJ92qY+h6onq57/fngNArxlrp04Cy9Y2Y43r w2i3R2tmVuI6euN99wuJTMNq7i3FFVU1YFODQULNAgN/Syj8HNrFi12ncfJH ZQ7WiH9kckd3FcmPJde4SQnjn4YULGPAi4M15brN8lmYtfnPkdavYwj0XBzu jV4Dpjl1HzonZ9Fx79tWOW0JyGyPptHLinV05VCSwSNRYfxgQblre5YATn7U Gx5wjYXBp/MHE2un0dSE2rV3Br9A4puvmqlZBMidzH9WqM8PE/9y7zTq4YVe VhWeKqEk2Fjmrm92fwWY7dnvpyMxCYr4aqotrMcBY//V2dRN/DhG45Xkytww 6tfQv3HbkAivRC5LhX/igW3S2/cUKhFgvSmPgpPKLNh1ZtmVYbGIDPxLObtd hOE+yYiL93yZcF75dU9TCx80yKAnfXcSgEarXzJCeHnhlfDIpdDrS+DWzFsJ +yEhCE8EPltIp0L3xKTuRiiA497XKVfqEfGjJu/ucV8STnNQuWF4loVfHW9I PHaMD2/rmE6/d2EdfVR1rzt8mQSZh59wJ+RocED25k71BGFYcinYL6lEFAqf yp7d/FoEJqysTihJUOGnGN++ZgsitM2+kuNFFYZrW239Hg8SsYqNnOdcoQgu 4nJmuq1JUC7W05OSJQoH1u/MNXtSsJGDY7QFiYlzXK7eLnvDj1XLz8TFy82i D+L162QPCszKl87SuUKHN3KGc9TodOw3YflaYoWN7YN6l0IseHC+g71zMukL aLFm6I6G88JIgcWjDm9r0RmxD/9YxFCgd5pvnG0PGeZZc5lRuVSsOPlm99l8 GpYnjGoqBwngCB7ZHR9ZQ0hvZ8qP8SfCGAwFN5yUI2BZq0NL53j5sbdlQoy5 SiNad1ruP6TIhwvsvG8dqAsG1LQkO/MTvFjCdZ+WUmYTYCt7J01EUSH3QJdL riMFnr5R8z5iiQqT1Pwf5yEqFAw9cHCmdWM/G6p9G6kR9XUMuJhgHnwDV8Xc TRoA9ubZve6sZfC4w2w5qp2AyX1yIkodfDA439ErPbMZSbZWtPIe4YNb+j6k JzM70QzPltIpPR7Inve9my06i7K2yJWdf8YP2Zzz4z7MFjR2e9Fg5yMKDCTt SP3tvgD0XMxQy5ejw819rfBiJwV2N1D0csfpsM/29bxPBg0ezEKRNtMMfEcH 2LZ0MfBesjLb9bwAPh0oE8hoKAP0fcWq7cd58Q/FY6cG2yeArsQO1sV2EvQW ajhTsjwL5g6EFjy1IUMLkxoj/qR1EP3zYoIMlwH3HVFs8LWkwV23nncw6EzI 4xEbOLeDDrXp0WFHMslYbOZnoNSfBOybJhf58RANt19pFV1NIOLBaI4tiqfA yt1WEasGa8BLMr1qbIkNhzT14778YsEtqlF86jTmhp5MoQsyVHy0rzs0vl8M q8QEcwzuzCMrgljjWWMyjuTRgI7ai6hwSbyzb5QPc5nJt9xNpwBcyu1oeL6I 8gROyaoaC8LchLzCoVc/gTou9H2jScYeRQk2l/kF4P6te96dkZlCxKt4cV6U BUtCyS+YaxTYpBTSNn6dicM64/hKq8Swy0mj4qFSOtZzPRHqriqE+y7p6y9M iWJWwKWHirMbviNxT2GFVwRPbl4m7yivRE604xpaMiJYqiMpNfdaLSo7tE9V fYADHYucp2Z4GTA6xaGLaMaE7kkZUSV7hOGPtx3XOgxoeFJyOerOhRXUGch6 5vORDq+6vrf37F0HTbdU1XIHqbD/ZV+R9fhP8J0WkWLHYkOme0pnKIsEQ4NX GoxV2Dhwx2xcphsJJx9K/vv5NTpOCyQlhcSsIm4LcbMDWRT6xcufNeppQz/3 B8QlHCNBQR9dvpd6PWiMXqnmnEKHhl1ybe2seSDeo3B61ZQByz55hUeULIP2 x3kHlLTZeGlA+YrFZiF80InttrxpDj0xkKY4nyTDrS/aFmbkGThel9la/Osn mkV/v3p1mwdTbBhjo1kCkHt1sDZDlgzlQUXcB/UhVGBOsRHxmwRaw3Ymur10 LKF7/kJQGxUyu8HWofpu9Du9NSZjNw0Sig9362i0IymNudJ2Jw72euLQ9OXf RbQt5paLWRcT95bSFl7QR5BGpZx1bxwVSyFXGY3yPnC/8t9Ogh4Vt5pqqimM DYIVc6WG0h+EDb3/0nlVQMLeov0rDlNMaG02dK5EqBk0xjefT3zLhLu673b9 YVYPntTY7Pl74056JQPEx/3mAXB0KQszoOAz+9Y0zaZmgZdlEPOi3QJa8L/C WMqjwnpx6aIsU16c8kw3tokgAq+P6x36/Y4QDK9KVTOjC+LLqtUd3v40KGZV ISBJmkFlU/kCU3FsaCelVk1QqwWOu0I+tVSzML3BiXp3IQj8+DyibfydiU20 S/hdixtB47jVr8dHyHgTPU3kzAseyC/0QebTxj9x+z5dLexeAjdNpDSr84n4 fn5fzV4TIcir6TTW7b8MZmcuqfk00rBOEiIpbGdCov/NdKeb86hOk8hVjOdg NmWhVvHEIHjwJPK28yo/Zg2b9P+QFINWsQvOURJr6Cgj4g8hHRpclXVO/kea gA33N55/+oYKfwhbtqg8pMOWSO3cQXVebNt4ZDdLlIYfcCeeXS/hh3Iv01KZ S6J45yUjqcgmItSe0le76UKHuw67ShtpCuI0Wd8Li182csr6N9cmJxE8TUBD a0c5UGf1BZWvYg1diMVFDi8ZmKuFGoQd+aE82+lDeTAFk6P+no6fEoZWVEp0 +rgg1M9TFpbaSsNaAaocH3EmFGx47+/WI4R3+hxsOvGRCY3dvB84E4Wwi8q7 mZ3SVOy05NNByBSFIdat3TMuNBj2UGGraCJ5I290RQX9w4Zs122e/jbCWKyq eOJ/UpmwX8uQFm1HwpRsWtidYxw4bDbh7cYl4oRS36X1VjoO0g8RICiIwcVq z4W6mhXUbzBtU+nAhMOPD9MEdn8DshXzB8OMOJgnPHTW4xobEhKXWzOEyJjY IDh4qYEDg2KWDj2eEcVzBt3amuPC+NIt7fLYRjoULZ7fL7iZDUdZUqbPz9Hw wD3YHPGQBVf4T/0mEkzD9q9XM7w72bDA55jkr+00/DqgrnyrKRObw28H3w7S 4FLBxxgYTsJQ3TRk5DsDnkz8+krhLQduyRfqOAcY+N65t7TttRv+8W+mipIH AxsPyjSpfWbg4ab3ly2JTLjw7ruP7G9jKLdlW4HWSQ60yD9t11hIh3QibW6v NBvXB0qBZFM6lJo5nPBGgY2z74X0bVlj4rbtX4OSBllQ01w6a3VCFOueDgjJ imFDH7FhI7q9GDZZr2ehcDbc9UMsNUFeEBL+rzbhACXtMiUf0f+yeMQp3++G jP8y9ovdbxHNj/+f4X8AlxnvOw== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 137-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw1lnk0FerXx88kx3TmgZKukpCMJXW7nieJIpIhv1Q0SeVW6kYZk9SRqYGK SxIuJUknpZvyPKEyZCpEwlHmTDnocA5+3vdd715rr72+/+x/9v6u70fzwEkn LxKBQHg/3/8zCXo6ab+ONoD0VY1CuxYJwkP93m4NdeizSSRJXoONw/ZZRapV dgDKqcptJPsFkDAj1u25WAj01hDD+O9+IYLQuWBxXil6JuAm3Q/iYEJLU1Hk qUogqB/8kPSlExC2/kxR4r9Dm++pMe9dIGEcXJiiNN6MMm+Me+zfGg0Ie4of XDp3E0Re3qE3p8qFYSGqGnEHPwOF9QZXF5qOIoLvyXSHuRSUm2rVdvO9IsTE 3Gp/SiOSPfC20jFUwgTxasPk/kJgNGUreoZYmJBStpYdXY/+WOaEyzb+BGGF /Tcf9laiV+mHNq+50YPSXBVryye7QUbeFdnUTQYkmPdGHQsMQ5kVG7XvWvAx QWl24oB3G9qtHLsjO4iJ4UqXZZa7vgE6QWfSMJoEXRnOkri/RQAfktJf/9UM 0Ehuzc6CLgB6EtRamkaB44LbYO3mL6BHkOPuK5QiW++STCdRFwqs7OZPqPej RZnnbN/1dSDZw5itnqwBMK0fkMU/PgJE16ILW3fRYXNgwQvviwOogre8/1Mq EZ9afYHas6wLdOj/in/Z+RJURR13a0n/F4RvLxFxNnCwVWrkrGP9MHJ6+iP4 WiEBS2hvrzrnTCGtGB+Rwi4WFp5XkeYvkoJ9IxO355Q5MLWe1fQmfAD8+S1P yqj6ifI+5BklxI2j4Ud3Gac0xEjhs9HDDpMfqCl/Xb/q6gkALD/idSkjQGON nqvUvhuZnmr8JythDr2vfZms28zExr4NhSXvK4D7f+zLdLvYePX1DMcbFjPo mHB975sbinhsCx0vtSbhvavcySCJh7mLd/c3tvxAU07LyV46M8Al50NV28g4 ohp/HZ5aX4p2rjGze14yhwZvjR3Uz1DEqRKDjmVZcvijLHMwKZqHwaf9mxMq fyJKLG3D9vNikPC6xSwliwBp/ZLzk8NyMOG2b5tdJwlukC9ovnhEBdYV+1rt /FsG4qZLmLuOjoECckW5u+cQmElu5N7bQ8axq18skk32oUOEd8aV9+Xh6StS dcEnIiz/1hihMkGE1S5EvSOG48DuqEGtq+svZB1SxDf1UYDdNhrXJzAX/jJ4 1VnfQIYlfv/oxx6Sh3YznzMjSCToONR7IY05C6LFpQu9euWhxUDT8GgDE/om 3BLVQTmcLE9ntR5QxBn1AaKhICX8zJZ0iPMvD7/YXptgb0/GzpYrVp1II+Ia I98PW08qQfXuRxWql1mwW+uCrkm8Akxe3vbUYQsdKjg/GF/8ShFeVEm7t9+X CT/FBn3/6E6Fk3cSV4yfV4KzSw4EZ/dQsamRUfJxYxVcIOSLRZ5K0NzZY0XL ATrsnrsx+dGPjvlizfNKqVyc43PmWvFrCg7PUAiI2CZBVWrVc7RTdOju5pSU R+FAr/Bv0xHuRPxaNvVVx7kENHiyLQYEJPiccnDbAO82+I9K1V33WDpMLnM5 epXChHmeQk5ULgNreh6tNXVnYx3CgJlBuBxOJPbJ2+SPIEvd5MGh+wp4grLK e20hCWt52EzvJVHwtvU9eqmqIjR3RNpls5KMJVZnSN9OVCPGvVsH3XaQ8Nwu fnviUDbgGQTcGo5iQEuxwTmX3Uzoer7ibeQ0AzoWnx12Pc2CCy5t2ixupGB1 k4yCsN0i9L2128cREzGrXvFG4dRX4OX24JsvVwpiDMii13OziPZdW1G/lQwH as4+e6eahRY1ljSSbMmQbRE/4rmtComJGkWjlkSYN+nX1JE4irI0tIv3P6JA yzecHBOHXPTj2pS1bgYdHiBYLGOVUaHfVKbxY20W7PKVFnsiJhTV0i1zh1jw bFmUsfIVNtycha7s+8nGt4zvKni0c/FamgHvz/1yeGqD3MxIdQli/V5o9GU7 CXc9qgMlgl5gsXA59+gXJeicpbC3JnYaTG66lP9wHw3GlxcP5DaQYMzY0fil Qja0exx+VujChquin7SyWRz4b9W/W9+u4MB1rJjLtv/Q8OM31eMZPmQcdE/7 So0NEw97MiYQVRn3xPAPoOt0WHHG+MJDOxLUMIoimzA5uNI4fb26Fgtv+y66 dL1LBZ8S5CdWxMwgD4JK3S4HGl6bbFbH2jqHnk6rtX0fIOPnHqjY6UkfgNO5 rbVPppDe1DLtbXJyMDc+72nvizEw67Njm6rN/J6C+H0nKXJQuOeANOJrL6Ke wVO/lLmQ0RcmHlFjwXr9iOahsxyctYv6pHWEgX2c7Ap7i1g4cuuqttQRRfz9 hJWVZFQZ3y1iMjtLxQgsTNKTkRSxtL7cpZMvQkeY21ebL1XE0VHn0t8wO1Gx ze9GJt18KLvnq5N7mAtjkg93UHdy4J7wJRHD1ipwsLTVv9WaiYsd/K+1ZhFx Wxj3UWANCxLrnlJ/KyDD+mgj49weBvw4XCpVzJ8C7czI5INcHrRUWXzQNIwO L12U1ToY8jDpL/GS8DY6TrRJvPPEn4UV12hR1M6RsLCBuvgwTRlaNzT7EYIy 0NiG0Kvx9kow8XJF7KXdFegH653xsWQWtLR/cMlcMAvUOvVcZ+bvGGIkEVx7 SYRfsvM26a/jYfeGHWpGV5Xw5iO841LVSaS4m51/ba0KXPKsWSLWYePjQ8fk nt6dRuPozosX14h4k+mdZotuMhSe6anM1KLB3QKTEOstTSjfjb5PMXgEDF80 MgwNYeGFFvsPhTcz4O2W0hzduy/RH6zG2ExTJvxTdn5vvNpNoL56sujLET7e KLGlzUYT8W+x0T47OzjYm5eN87+No9XvtD2/XWXgxD6zXYZyleDvdy/bCJYM HCrn92HJp09A5qZfWzRIgJmxAeD0nAIOUO6SHR7lwDKHNpZhWT+ou/5xf0Ip BwoHY/Xlx3rB/Yp9a+6Y0XCU+E4r4fRPALx9ii9b0/GtsHpNhscQOLcnnHP0 oAT5U1+BLhYDVqtpFmS5kPDx6ycex66kwrNDljZ/3JCHt4ODc/qfk/FJo/LW gBAmxFLbifWqfah49LHc6FUefCKfZEZI6gPeqyI+NZRzcZf97qIEzU402NS/ zqGdg69qjLpZ5dahuiGPiWxbGs4cl+a/2T0DKPJVSz/N+yc0cHv1yl9icMFR 3az8MRWPq3A8/mimQJLZkR+iEClIHVv+VvAbE6+/hZT0lnFgrgM5/XHPMPpg RhWuvM7Ha+zHQtjPikDq/SvXjs1Q8O9u/idvkpSgR5zkWNTCWRT3daPX3gAG nNE6lnhXk4C3tN703tdOh4MKexoM01hwsf8FsmBMhg7U2ZpylZl4LDI3I8uR CLWf30vhTCtjcWsDePlDDq4btTK+4MOCI91ltsYCEr6nFXRo6jMNzm45Fmzu LI9/ElDv7DY+/CqrDSP7TqBDcbjg8PP5XFefY5b4EaAO70jVm4t0nO5ivbeq YgH0YNBj0ocWQLuNJcc2iunYPNSIH6jGgfrqr1iuX8lYN3Bz/Y4aDhS5mNNW dJCwj2GZWFeTgbW0XuasnM/RCM9GkdiHCdPxh2iaqhL+Gt8RFX6XB9X7tLWN vlCwyvvC4b9S5v8hZ2feRit5TH/AvHzDng/zawZWOipQcHxR0PRcIwubOZmn JXkpwKlyP8mHChnKHRZkC/LYsC97K1PO9CvIE/p99tbgY6Lg0vgpfx4kBAQq xV1RwNTaBT0navnwm9GU2nUjKp60Fq0zG1LAW4YFp4QRTKhc+GvDgsU8eGJ9 2hqD7TTcnQQ/RqZxoaTQpPitkIa9Xs1kBrTxYHhKzRbzZyr4VeiHN0tcOLiX MHno6Ss6nM6viYWCeU7d5JsfE8qCTgktL/RK+TD3cnS5cgcDJ+0tZS6r5EGN 2+dsSnSZ2KFnab1xExu3v7yfHaXMgpKy9kCtFT8QCRhTXaU86P7Y9WDdUxbU YiwdPGnJwdVh6iDRhQXNe+K1g1w5+EFSxHeNWQ7OtxHKrapmQzM3zayZYWUc nCOj2i/iwkCVPjuWlwpOm01eGUrnwlWDKinxOgvgO/s5imcXD4fqryvWD1SG stGtpSHxPKwW6RzUvoUNScrt2o4s3jy/x21wj6FgPZEkWCrhwdOR9ef9dSYB 4X9LFZuclvuS3cKE/687DLNsLkvnufz/NPwvOqvzoQ== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 138-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw1lnk01WsXx4/DMR7OfA4ZuiGlJCJDyu/JJSIi4t50UTJXhgYhZSyZQxrI VYTKlaS4kecpJZnneTiZ5yHjMb7ed613r7XXXt9/v3t/P2vvOO9+ygGPw+HK t/q/E7dnd+qSSxNWYcsX9MJyGaLJUSerpjo4fU3Rel6DhgLsdMPEKnqxdFFR jeI8XoBbn5MfCi7AynKsXnqnLkFcnnm+ZE4pxC5gLKcIOsK1txSFeVZgf66n 1LcE92G447PJQqwyGGGZI8NJxyN0syBZaL4NMoxev1U0eAJxZ0teht54gNkN GdTLijNAgL+oVLR9K+bIl+XSdGga4jzcn5tsJsOKqRmVH58FAeLKrr7O0wxx rvHIxUsI4eZU9yeNFmBVufVaOz9QES75qzotoh7Oakz2+NfPYAEFow9eD1dA E32rs47awzD1tGBt+eIgFph8Z1CniwxwGsPhrr4BsGZqleKFsRBOaGPhvFM3 rH3OlHn3ioLAXgsZnT/7sGnjI64pOG5wmmy+HP2EjSVzEbPav3VicDq7xjJ/ ALuys8Cju3cWM+V9iKnrdWC/RdM4JoKr0NDpS/op9gBU0+J8tlcZh+LpNwzL RnphVRovZ8pnBFtR8MlgXZrGNkSv7rpFIYM23/xCp+AxeEWl1DjYAI88VQP5 h2QGsIM3zhtr3v6GVYZfsmp//i9m+InwqVGZjnRTwjZM66cg27RPouomF1oW +RZj/ooDi3vVlozWqSjvtvBqrvgqtif7cIr/RzpIqae2fA4aw2Qjvvt/9J6B OVU5SgnR8zB5wZ/xTmEBCrQqve49MA4HvF79Nt86h2E6DUgzeRpjJ/hZf5Ht gyqezS8yEjZh/U62rf5zKlL2aCr48v0HlvLTfOFeLQ2p3k8zjdNehzk+XTxM ASL6ZUBC0sfwSF02Wm5XMAsxJK1Hm9vH4fuvbMnh0lXM4lVVZff0PLwqP2fg vl4PLQ+qGX34sgkdh0wC32sSUcqyYq9MBgERLZ3M3qeyENZ4Ti+hYhYy945z dRTMYgmf2tWSM3DAte/oKc3HfCDhoUe30U88wOW+0GozIoG6Eg9dyydrmEeH 02CC3gKWz/2j/IztJDa8qqb+IhWPolQLxdcWR+BApf4AtwAf8Lq3KnG3kQt8 TAtrcvrEDaotuPY475/HXHzPKT8yXYDH/ItYKm4CIOZqfqEZLwssKRb/rG/i Btr6GqVadgLAaL01PQSPBw/k00K6m3EgYq50m8MwHzgcvE9plJcGPBIS2XWA gF4cN1uYDiKiwpO1CcbG3IjxsDksJpob1Sh5VB13FwKyge/YOoM0MCgbKH8g XgAcvZx0LXicDATMX85LFguCa1I6FollVNAY5dffcIYfhMeVpLtPC4ON7edv Zg7xI3Xcoc8DOSSUn8eaY9sKgV2RaRfrSRQwuBm32HCNhPpvd3kWK7HQK7er sSWfeFBT6Mfz3l5rsFKselPEkwRENoMipR8ygENQ30rIGS5UmfnPwZKfebDJ lqY9dhcPrPv5PWJ167A/hCv/PhNFAn6F4+GXHlFBjm0ePTybjFi1dDcRAgPt xo2pKQYRUCPOcsF25zzUkU+amMwSQP9It2yIGxCQrI3+yl94HvRHGT4mVmwE bjqvDujv3fKDXCelK9wDyc8S7a3M8Eh1rxtXpPl3yFT0SZwKJ4Ns3csfG/A0 cPr2j29hK2QgaOR1cF2WDnhDf9eba+ZBEqolaoy3I7C/c9DNFHGhkzpESlhk NeZg9bLPg7GKNbz444eD4RoU6ZcTVOjkBjHetMSf2hWYePOXZrwhNyg1DVeJ CE7G5rikimZ0uEDiRK+iguEYzJCSKzn3Dw+4W10Q2sVVgY3Hco7Jp5GAzoLl q7VJIXCNk678Ro4KNGYiugVjaYBdS9LJnqQCIbk/3Z5eYgC9DHjPbpaGnuze zB3uYiF1EUXmxXMEROoW7s4P7IBUrQKljpN41LHfQiFFlY1pb9vJcOkQAonS z3NnSTiw+Hto7ms7EcAZefTGqocAIn+5xEvn0YA1vWP76AkG2BfxtpNGpQN3 uUFqgjwTaFIj7xi+EEGmsVnOe2/yIr9ncvdq9CkIb2zUHeRPQkORrPPwPgm8 qVXRbrtCAFJK4dwHKHR0gVvpctNOOjrRzw69PyCMOtBUZEYpF7LBCdf9aSKC 3J9IKNlm49G7FbHu/jFuJJBg4vj1XzYGVrI7a99yYMbE/C7nYm6QHZ/zbrjw F1bFmpa4YkVEnvnxdu48BNC1kN+VO9ID+a8izhKRAXSjfCObVemgXiGkbdKb jsK+GrDbV6nI7ZRRwXARFVXJCRyszhFB/Zd1dZdniOigxoRZdhQHYtse71nD CyK/rgYHn9tj0JlyUlVDWhCZ2FRKtoWOwxJ9LaUDgywQF3Pd7kIFC0QmOfby W9KBrHp1CSWbDCZKO693HqOgIJJ75yVxAuoOYPzjW0MFP0ZDbAjefKA+Qkk5 e4gMztFO7bDWxIEeSliSPWPL19Mnr3osUEBo8FqtyX4m0rbjWG3tHT3Sf/T0 7XUq+vpS55O7PC/Ka+KXdBQhgotn87Qi8E3Yr8O3YuKNhcBYh+NslfkXbJxa puyaRAVPuh+IGa3hgdjPPafXLWhg+5JK1dlHBNCRmfO7giYT/XXuEDsIR0Z6 zsxLq6KL8KI7waxAggi2v29bnttNQzI17G2tslxoHj4tLIzlQt68u8riZPAg 7+pQRbqsCEjlLJo9N32K5VqR7ARvTmPp29eFS0SpaJv2uQtBbWTwV6Oki+aJ JuwItTkqXYUCoj9wjC61dmESqotFHc4spJ/cpxJ7iBf9FhXhZtlLR90meqG8 h9ehapmcbV8MGens1Wv1XKmAT8o+duN0yKjAV1DOHBXCNSuF2qIJHGgLsdZV MOFHPsSBNccZOtjjY1+0FRqs7n7DuYRSOshRSprR1p/Hsn7YHXyqJoIuJvpp ydcMYZiTW8mdYyR0Mzyj+UonG7txNojuYr8MB3cKtSVPioBqsR35GRZ4hF1L qTtuyQu8J3X0j8TxgUzlszL+1lzIXam808efAsqvS5fcVm2CJTNvCDMxTCA7 ECfJPrWAOe0LaWwqZ6CA7TcHQ/Vn4UTLqKZJDx2pF504s8I3CusmbRYyDUWQ 6Lf3JxpPLGE8fJXSjVv5SZRONDIQH8MCTSXUyt/wI9OLur907PAAr+Y8zvZf xQxmu/544EFGhxKh0B4ZOog9xrch/qAbVqnx5+29z0IJS4st1d97YErWvVjX dR5kW5a0cmSUH9hEL7uGb9uAT4yWKE5bHF6XdX309w4cWjkSIeR6VARMCJxt 2p9KBRFtMTng9gI8X2eowiBSUHhJ04HXtauY3IdnyfQVIvp03MZ+nMANNGd0 lQPdqMCOoDWimLsOn8n6XeC0igDZuKWIv4/woFkcHN44wQKry40/+Q6PwAvR KN/xAw1d2/TPmufnYLuZzpWfg0lIbft0OU8aN7AhkyKfT/Ju8WxXqWGWMNK4 pcTyFaODzIYLJ31yNqG8r169WQ0dDN2YWi1zW4du+7/Oye8gI7Yxx8dSmReE 2Daz59wooJh9eZmczIe64nvDg/5mgt8u7GvtM8ch4e8FU1eS6SBAwsFoSZYb kV5S7sQZs8CvyJoiB7QB44v8VjabqWjYduKQyjMC4JRfW676sQavJkpNGSxS wUjmcQpBpQtTS5tzPj7LRFx3Q+c9rzMBzoYDvIUIiL+Wd+hyLQvoNC2N+17i RovH2JpqkwJI2qxlR4sGGRALlg7zSjIB/3H+Uk6fABp8DBrCUhlgwwHu87YV RA7F6+k+3Uzw/He89R1pAVR8q+rzdgs6kg9U0Wa/FgIruTVR4K4QQuaRXful KOBUQnvhnlIW8CuWuui9TkSP/yqlyFQwwamRxJLcr8LIZEi6XrmFhhrSInoL yWSw/LXHV3bXOLR8edTOM50Jzrw5bV/3jgrURFX6Mu2pqDpAAntkQQUW7d3/ agRQ0cvHIf1SG1u8dIsIK31HAWpWOzLWp4jo46Zv1FwWDfgKjxhRHYTRr3WX o0ce0sC+CeHk+N28IDppQ6Bk6+5vKWiWKPgSwfLP+DurcgwkFmbu12NAAzyi xcapsvStfz368JlIHmSBZjmLswzgFVZ/+/ruRUxpsfqwkhcLHfAidGS2U4Ci yOM6fnUm6t2foX9ni9saq/wKxG1McL2W0kYS3MBw/ytRlG2hbC0nwwL/1/8B 4qD8fA== "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 139-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJxF13k0Fdr3APDrGjJcd3ZvCj2SqTKlGyVnv1ChASnRgErGQnq3yNOAkiGJ KNSjp3qVIhSlnBM9EZmiDIkiU0jIPHz7/b5r9d1r7XXW57+91zp7rb2V9/nY ulIpFMrrn/l/L0VLI3XMow4NxRrZzL0dw6S/x82+rhrPe1KX82kbh5xyNguX f92K1hHXxcL584AyM6zZGZKHnDUe1L4PHMOU7G25ig+KcRl4XF6SzCWUxncF 4X6v0VJNm3ec5e2IYvE9RYZfgmtkTAU2pVRCgvJSZEYa8MdVuaGm0VmYsrvw Ttjxy8hwPRy3VJSDU3/OV7qw/z16mjSc688YwBRfnxtb5lJwt8m1iOkCaSAi GW+EYvVYQgsb33skQyjDBjrJPXnI3X1nYnwGm1BSXq7iRNbgm1vCZwQug+hU Xs/le12vcdtXC//E3i6cul26qnT0C3KKCKmMVGEBxbArwjPwFB7nPJ4xAz6h yMz+2OfWgs2NUkcKG1kEltotXufwGVUl236kCUVhO3Pb+IWkNiS8rgCj/FaE v2VU7sjtQLcPNL761D2ErCUS0SrzJrQ7Pihx+b5JbOlWlG7b1oFH7tG8ay36 8cL045Yl3a04JfnUP8GfOtHksoBb/EPfUJSHij9dyISGwNx8t5BevMjaJVt/ iEr8DE5Ldi7uQBMOZdaXo9+g8ohD9o03niD2Uourl9S5xOx6+Kx1zQD2HWh4 Nm8dlYzT/43ZdncC266g0i+kcUj2SdmprIVTaMQ9JH3KTQ6u17DfvTjTi/Ld yNyrjQP4QcUD3fgLI3jT2t0Lfqwew1Lvde+16n/FQwYLd1adGEJoXS0xSvmG NvZcLWaPteAVfvU3b8XP4eYT4qqu3hyi51uXV/SqDH32dFTrfcohBrF/W18y mcFDEKzieVKWyCnu6qlv/Ir9BCmGHk6TyO5uRXnLtxF8YPXxJJc9TXjHSoHV 46I53Lby3nWTalmC3rqYx7/+jm0uxcSUtX1D8c8bBSm3KFDSHKEaZCoF8Ym+ LVafqOCSYbU1IZEJ1YW+ZjuSppHtU9qTauVxlCtaVuro1I9qdl3ZeadDhEQb 5C+cHu3G+xLLEtZ6SMCR81MK596KwN0Da1SLwsThjZ2IlrvOCDoXGR/XZDWM x7SffaqpE4Wn88sdenfJgNXM+/RQKhVO77Yt7b1Bhcjh4gWuXfPAUCHU75Mh F3zjE9qqQZw8jIxrEPubTvK3VsVv3ixKGr+GdGQFiZNKXd8KCx8ZWK74ZMzb TA6+qJ7W1I+TgkcWG2Nb9dkgte3OiOIzaXDT6ZAoV+DC2+gT7bWOkhBjOnTx Dx0mzC7aF3S7U5IodqcNL+exSG42f7jNSQZyBhLNBYfZcNfr6MXC52KEk7tS beUmCimXfzNH92NA0a2ckwmafHA983ky1FGEmNVuO++fVIvrnDgmveeo4JFg tSb75//dKVv+l2M0A3ZlnMmwWsaFB07Z3IgMJpFBRKInk0c0KL0C7TPipJmS fzDlyDhep5nc1/+PFNkPJxMojfOI6t4Nk3uoYkT/TkzA77KDeM59qmPDUlFS N6t/PfJhJ2amJey3t6ESIU9bEdk0YZ52QMJABBN4Cfenre9yYfvJsn/DJ5lQ 9N47KP29HEiEmZoP14sR2WTvD3Yhg7i9+YuXNREhDerabQzHM8jV/s5nX7kp NF/xQbbs5QlMb1eTXtYsCt5+Rd6TIi1oYX1RPdVSFFR6Vu9NE9SgYRGlgsF1 IlD99W3WlX3t+JaSWqHLfTHIcp1suhHZgr5enFiv+TcDVHp99Lr4DPhjIl0v U40NUT4K04+c5aCtirEuo58N186p39S25cMqujbP20WcvI2uaDGs/ILZa/J0 m7ZSyY39mXojRTXIZMESOY8mGaAcwfrTDVQYNQ3LuudMBycp/6PUbkmIGvKI U8nmgFeAXukicz4YsaPOWt6kk6G9IR+yo6TIiTS185UbWISmWPxZJYBFOqP4 +3AsAxK1BFNiKZKgpBshqs/ikum652lR6jyyqb0tLLZDllBMwjZ3EzGylyJb 7bCFTn7vUhw3yBUnOZPyLe29ouTppYKF3qE1CCYzmqseTmDVtn81Q/2pkBH3 IKcrfwglFUf1v3GTIX65cc4+YuKQeMAyLFO3AkseJRNjNDk4rn90ScFWHtQs C23oP8YlnjrnGQ3z5IiXrVVeVwGbSJ05UjIjYJH2w2Zm44M0Up5bcumY/RxG C65qTVOlSbD/4YJw/yHsztpqYKgiTaTkYzaNTQ/hqOSDrZI7uLDgfsSajFw2 9BU3C5vXs8j6ajc1ykVJ0nJK7n5gJRtiRXfk9hrJQE2krl5GJxMcdIpeZiWJ wkdWePJ+uZ91LWaueqXFhbCQ6aotOjwyKTHx17W9XHJlw5VrD4VsEqzkIixp kiLZdZKKB+k0yOxhmK5Z/QUNGQfHxG2WAcF1q/wYkVb0lV2i55nMhniu/eBE rgTIf9LaPmPHgRfPfZiaQilouv3AdJkRj0Q3lOccMmITc3feoan5o7gyZOx7 i4gMLHrUMD6swSGxS2g5dRNiZARfy8+/KELuN2bldLpQIPto5+t0VTpcPOj3 ynGoEWXZM5ylg76hnQVlfTM5LLLAxOXAmQYmxG4RXldK7UJr2fXR6StYcPex 7MNU7T6kYDBa0OTOJ1YQ6KDSI01+i4702tHKJbeLv6s+eE0lBiVqTp9jmOTV 1sEXobPtOKnkaQtlHZN4Kz/PTJdvw9P2y6oK+ihAC1pr0ZkiQQJoHdMHB7kw aLmz3+PGDKqOrXWJL+aCmNc3y8DL0+ifMueV1wR0cjZSeDLNtx4hN6/Cs+sZ JMxmYMne/S/Q8d1nuB77x3Hz6uu6fo9k4Y28cu4tOyphOVR+Fz8tBsf6121Y e2ke+Lw5ZqhMmcU+uqXNAX/+7Efd7EmjIkaFg5nigzE88DVrXAQOs8hteejb ulI5Qr9ieej32Qnc967HaMtHLonPsTbr+TCCq/v3/rhtSSeRl326O9Z+R2Lz ylXe/pwXx9QFE34XG9BpawVBaaYksb/cQ4utnkNUgfvXtj+nUFureqP5aQZZ nYBltBZzIfs0Qavlb6IKgWT20lg+uZbquNhw0Xd8/Z/zFz1nxEjYyhdhnVUS sPfCuGfEglnM/ejpwBmUhRlVzyt/KVNIRuqpTP90GvRJ7a7TSWXD0B/GOSP8 Pryv2nKFHI1F9L2slaRmR5Da47QU7iSNnMvrOqvwGwWMBs30TnuxocOkb/WU zShOUz1xYOI9HSybQ5MlNETIdwrumt3Eh862RZKLnUvwgQsk9+BjDgkpmVnm qvYdafDcy1+EMMjrnkQDkyAK7GUyom70S8Ab6aiFdntkiGGwLj9QngvD3jYB G9PHsGageY1NJRekN3o3I/kf2Evn5bCmMpOkHDO0OD1GhVCn+rZhLxY0UFiu nN/EyIe41ogzf/HAlrgxlyaPYdlXeQP+KVy4qtBV7SAzixl3WGcvbeZDaNCr RUsP/8BxBScm5+rZ5Oqh1PqKDyIwUfrHeEXZNDY2eWQgbcKG7tsWLPEVHxCJ 85vUeskjIufCRvyEPKCYHhc6R1OIZJVE5+EqPmz81neizG4Gj65vMxL0S5Fp N4v04UZZoOWNGUso8iDd3tf6X6E4+XIVasNT5UCMu+maBk2CuD6bSQ9o4UFR 78pDdTFi5FlwxYtFdlziJeLHl02eB5NZldFwToZQy6xZt04wwDa+MV+rmA9p Xmob6o0lydU9xazFr3ngfsN44MNKKbKlU6VG7x2HJMi3aFdq0mD85cdAVfWv +C7HNj96Mw8cM7fvr85hw8bfzBpaQ5nkzSkFdMWODUcq1DeP3mWSO1dD25Vm uaRQqYyXa8AAgb3yrZkBGhm3m2AlCdgQKNttxXaVJWYzq+ynldiwvE82JU5D Aux6ZuiK97kkeJlR4bJAGgzVtlgE/Nyn5MO3nfi4kQMSqklHBwXsn/vzBWPH KDESnNorHOrlwpHwmpNCjVHk3Jcc4NzBI/pHxJtuN7LAUUE/jXWYS1p1bm04 O8UmvqOsnfMNuCCsYjUwpGdRivrVJIz4JMNOb5faYj4MtGzYk5kpR4x/DA12 mFOA8v8xn5xcUph3UF78l1+uD/CbQFK/TN2qH/j0MP2XB35ob+2pYv4yPX1m 1+rt/F8Wdl/E5Tn/s2pEsIql8s+74b+Ge5GsUidjzi//B9gX9HM= "]]}, Axes->True, PlotRange->{{-6, 6}, {-6, 6}}, PlotRangeClipping->True], 140-> GraphicsBox[ {Hue[0.67, 0.6, 0.6], PointBox[CompressedData[" 1:eJw9lnk41PsXx8fM2MYYs0+2KOpKZSlZ2r7nulGoKMpVElooFepysxQJyRLF laJSSSItclFcn09RKcUQZUn2fc8+tp/f7/k99zzPec7z+vP88X6ds8TZffcR MolEKlno/06SpkbyxLEqYlGxm6rdrgmE+7tdbKuEaMmML738FAcHOm4Jk//Y SDS5vGDonJcE0uzIio6LuYToLnXGYM8EImVZZys/KULWyrGctnQuJtV+zQ/z /EjM21Dqrb62EiSz4SQZwTskeP1t26NeMsb+uUkyozVoJmnW3i/sFSLZFz4K OfsXwUw1UPFQ4UHguUWLrxz6RjC0CBKnrQ+RPNzv7ZxPQlLRZs3aOTTAYo8/ e1OrEa2nJ69vUgaTRvS0E7tzCQnVxp+U+2xMSio24ERUoJwSU8Om5kEiMLf7 r4zOj+h0zMbwkvgulLyHVl4y3k5sOhuYW+XKApJhZ/hx30C01MijW/CrAJNk 5sacXRpQfvmKdx+l2BhW2qgZ27UQT7tddvv1UmAP03ryys0mIuMW/4T0umYC DT4u25vdRtTfn17cMTxCWElcJwxM6oj4m+3r6K+mkLnLm5TdTW0oS0mV/6vj IFJMOWv+rqsRnYgV2TLM2gnRKp9UwclBQuGVsPB2HRNqfLPzXC72oNIT8/yW RAr21Lsg1aHWRjQqL0qf/FxJlIaftK2995L4nhDptUuZi7fcDpuzqhhAcxHl 9r9JUvAk4220dfoU6gn9rC404eKsANnpZ4rTBF72Md2Hx4fbFeyvr4N6CI2X wxTFe73oyacnOnFXRpEoeL2KgdkUkv6mk9G4pheRJiKi01WGCcK4EhslDRJf 0zYKk1O+obWe1Q9S4+ZRe4VmV5A+F+t6VOW+ef+BUB91tDVP5WC9q/etrm2e RfpSqlA4xsA85f3d1bW9aGWarXWvaJKwSf9U2jA4itIfzI09cmhGe9fpW+S8 mUf7QiQL3h+Vw8QXJ5O4j8PIq2ybYuOuPiLun1r9pFQSLK3+Ml7YT4O46x4N Fs1kKAosDoTLLBAWemzZe3OG0Lv5PJI+JyKyKR9K9h3sJ/Lzp3wyNcRwlF6e 4sx4F2pxtjD784M4nL48rXTpixjcXDZwRmmnJHy2EdN01R4lHiS9H1PaOowm tAqaK6oooN9zYCjBVhYsZr+lBJPJ4BYtRp90p0LESJHCkU5J0Pu7Lqv2OA88 4uKbhCCOGzt6GiKdmDjPsjxuxw4KToQ1UHlcEpfpeHwyc5cBg5eFjOv3+dCu fmHFmlhpWLls7PEGXw5IWz8aVS6ggR2Evpw/zYMvUX6tlfukoHZTiOVaFxbM qTj7P+yQwirC1NBuGzbOzhKMNB2UgU27IhcnfuJAutsfMYX/UDGxjJGodZCM jwS1iIL3ieHtyrffbNjchKoOcjb3XCIDUt9KOT7WQfwuW3pnX5QcbEiWL1uB eaBB6tHXChLHrSSFmoVUIuMViX39adJY3kFDq/0YDas7bBUdIFOx4eCtjFey o2jedbpt60oKThqbXeVlP4CYd+MP2e4i44cWX5Ts/dsQX8snfiCcCYGdfZvL d/FhT8CHt2EiJvgedimyCBeARMhvJiPVVCyr5Kus8mQUtda3u1lhMWxzToJn +mspOmL7qMWDN03Yx1GS/m4cR4zW5bRV9RQIjd0kaXy6g1CsflNNNqdAYvxt asjuJmJEbHH+kLEYcL5GH6GN16DUxcsLnTKpYHE68uVKmU6iN2bKdMV9OQhy 3/K9S5UFXlMpuk+Xs6Fl4LGCk64ADBha/BNO4njJavaO6/sHEHtDrk6dJRkn bnyxx7E9jdissIx3rE4GXF9/z5a4Jw7jv4U8y3BkwNsVO4wyh2XAiB0Zav6A geNWO1itv0XHfneXXy7bysLxsU17g9dycEekwBldlYOAEMM83WIZ2N7aFHK1 TRar5ysyNAslsQNJVmi3k4E5eiqYViCFX4jkG1p7KPh79Z3McZsbBIge15c/ n0LJX+JXJmuKwePYJy86834SR901CzXO0rBndqyjO1UcJMNt8mn4AVGxKrim /08u3n7zw+avHAF2222R25nPxhkejj/j+BzcemrLlskhOs5MEB67G0PGhMIN zRkyDReeHSmyeTiBXFmWeoZLabg3yDCcbDCJIhOPNkrt5QJTbVue6T9c6Cuq 9643ZWH6VUfPa1Q6bgjkZfqWscFO+ReacIYBFRE6uo87mLDLYo2rxIwE/GCF JR5a8M6xn8IpZUc+hFycKd+pzcc5mZOdEfF8nLA14dZzbzY2jA3QVo6UxVlV UspHGXT4a7faHwlGQ8TPjeejY3fIgG/nsF/SiR6il/1O93giGyItFr1PO0kD +WbNPbM2HHAKzrAZs5aFuodPfltlxMf/WB649PtpLjZx5Z+cXjSOdBK6r1E7 pUHl75rJEQ0Onvc3sKgsk8Kj6FZeXowYfmPnZewFs0TWHx0fU9QZUPykObta spt4ZivnSPMfJBi28aWbLFlYYbPT4aAaJuTXam1hRv0kNrGro1LWskDaTM7h 7eQooaQ3nl/nKsCWbayA7OtyWDUqwm1vIxc3NoKk3YQE1nu3/GBLNBM7pEte 0r8zhG6+e9VAMmbioJE80WbFfjRju6o8v48EcEZlZ3IvFfvQ22aODnHhwJXU aDMxCgivVjrFFXEhs/JuZZ0nGdI+OK67pc/APk+ssF/NA0S4uBWGmsph9yKH kMvWQnTWPoh77NAkqrDUvWxyjg6f5Zdkp9qQcevGOfabDDL82W+8ddM1Sbhs YKC5bcH/7jol9T7nWGBp4rwjp7mZKBx6Kj4UzQeHSjmW8CkFXFYHf6kq4WHL sEjf8wue6fvabbTzBxdHSvvtr143i4T9DmMPzRl4vHS3VP+BDoIqWbr0y0Ie sFreL0cy09AFKyX9kqdSWHK3+bqkJhFB1nftbTo3TWg2/EVyWsLA6+ORjKYa F86/mDb9+2Qz8UlfKmvlVQG2uTgh9I8Uodtpl2OOz1JxRkoHMzqHCg5XJo+H K8yhKx4/ktEpOsyqH0+4s4SEHSje1uckZaBP2r5KO5kNt7yy2ELnOuQsNF/L o7Pwc+0ETtnvfcTynLtJXBEdJ5u32CT+ISKMhrboXnBjg3BovWJ0Zz+6q+53 eOobA2q3qe+tV59BwyTUObddAExWWH6foI44fAVnH83hYEXFaeeMSy2EBt+1 9PVFOVzoegEG00WEA1Mu8l6/BEQPDp05wJbGhud1BL7yC/sx/E219QbRCl+T il1lXLDXqvLyjOpGbtrFIyuWMPFT40Gd3/3mieCD1U0jbiwYVX1RwUsh4e+x jeFBd/jwzqO7TVW5H8m+zx04k8SF1SSqzNtPY0juESv02g4BaNcESjYbdKHY fD/RfDUbXxtPa/qkM0NMlXhNfvowg6gdFn6lISzoemjGEl/7nTAPHoygX+dj sUsho57efCBZDdjGLp5EUuUSHafKBcDR71G5VTaCxk2bjPT7pXHW6g7qBmMZ oOdObJRQ5gMcrWmIoYnh9htQGZbMA9qbGnpdnhg+UjCb4tPAh7dqX+a2iOZR wflPr1VsuDjzwpMho3AKiJ6VRcElGRzUE3as7xUddsfV5mkWCeCdgtbStf4U fONAEUvtIx/87VuUpR9S8c6OpRW6Xzk4rPfebc01UjBZ/MNX/ZdeNHfOmZk+