(* Content-type: application/vnd.wolfram.mathematica *)

(*** Wolfram Notebook File ***)
(* http://www.wolfram.com/nb *)

(* CreatedBy='Mathematica 12.0' *)

(*CacheID: 234*)
(* Internal cache information:
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[       158,          7]
NotebookDataLength[    370220,       7046]
NotebookOptionsPosition[    364886,       6940]
NotebookOutlinePosition[    365264,       6956]
CellTagsIndexPosition[    365221,       6953]
WindowFrame->Normal*)

(* Beginning of Notebook Content *)
Notebook[{

Cell[CellGroupData[{
Cell["\:041f\:0440\:0438\:0431\:043b\:0438\:0436\:0430\:0432\:0430\:043d\:0435\
 \:043d\:0430 \:043f\:0440\:043e\:0438\:0437\:0432\:043e\:0434\:043d\:0430 \
\:043d\:0430 \:0444\:0443\:043d\:043a\:0446\:0438\:044f", "Title",
 CellChangeTimes->{{3.7477563947257957`*^9, 3.747756397286326*^9}, {
  3.747917815135174*^9, 3.7479178178845935`*^9}, {3.748020721788913*^9, 
  3.7480207327845984`*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"22079c12-e656-4403-9d9b-fcf7d384cff8"],

Cell[CellGroupData[{

Cell["\<\
1 \:0437\:0430\:0434. \:041f\:0440\:0438\:0431\:043b\:0438\:0436\:0435\:0442\
\:0435 \:043f\:0440\:043e\:0438\:0437\:0432\:043e\:0434\:043d\:0430\:0442\
\:0430 \:043d\:0430 Exp[x] \:0432 \:0438\:043d\:0442\:0435\:0440\:0432\:0430\
\:043b\:0430 [0,10], \:043a\:0430\:0442\:043e \:0438\:0437\:043f\:043e\:043b\
\:0437\:0432\:0430\:0442\:0435 \:0444\:043e\:0440\:043c\:0443\:043b\:0430 \
\:0441 \:0440\:0430\:0437\:043b\:0438\:043a\:0430 \:043d\:0430\:043f\:0440\
\:0435\:0434, \:0444\:043e\:0440\:043c\:0443\:043b\:0430 \:0441 \:0440\:0430\
\:0437\:043b\:0438\:043a\:0430 \:043d\:0430\:0437\:0430\:0434 \:0438 \:0444\
\:043e\:0440\:043c\:0443\:043b\:0430 \:0441 \:0446\:0435\:043d\:0442\:0440\
\:0430\:043b\:043d\:0430 \:0440\:0430\:0437\:043b\:0438\:043a\:0430. \:0414\
\:0430 \:0441\:0435 \:043d\:0430\:0447\:0435\:0440\:0442\:0430\:044f\:0442 \
\:043d\:0430 \:0435\:0434\:043d\:0430 \:0433\:0440\:0430\:0444\:0438\:043a\
\:0430 \:043f\:0440\:043e\:0438\:0437\:0432\:043e\:0434\:043d\:0430\:0442\
\:0430 \:0438 \:043d\:0435\:0439\:043d\:0438\:0442\:0435 \:043f\:0440\:0438\
\:0431\:043b\:0438\:0436\:0435\:043d\:0438\:044f \:043f\:0440\:0438 \
\[CapitalDelta]t=0.5, \[CapitalDelta]t=0.001, \[CapitalDelta]t=10^(-15)\
\>", "Section",
 CellChangeTimes->{{3.747918045893719*^9, 3.7479180792016163`*^9}, {
  3.748019567260964*^9, 3.7480195984310884`*^9}, {3.7491799306613116`*^9, 
  3.749179945330095*^9}, {3.7602035595213776`*^9, 3.7602035623839436`*^9}, {
  3.811147189448625*^9, 3.8111472773176513`*^9}, {3.8113156155858693`*^9, 
  3.811315617894864*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"d042ec50-ca16-4ba1-8633-042880a85df6"],

Cell[CellGroupData[{

Cell["\:0424\:043e\:0440\:043c\:0443\:043b\:0430 \:0441 \:0440\:0430\:0437\
\:043b\:0438\:043a\:0430 \:043d\:0430\:043f\:0440\:0435\:0434", "Subsection",
 CellChangeTimes->{{3.748019612952753*^9, 3.7480196345813303`*^9}, {
  3.7480196714781456`*^9, 3.748019673482995*^9}, {3.749109070167892*^9, 
  3.749109074008112*^9}, {3.749183126581873*^9, 3.7491831314951544`*^9}, {
  3.7602035669419255`*^9, 3.7602035713903*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"d60d0df8-ffd3-4b1b-bc2c-9b91dd42a94f"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{
   RowBox[{"f", "[", "t_", "]"}], "=", 
   RowBox[{"Exp", "[", "t", "]"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"DerF", "[", "t_", "]"}], "=", 
   RowBox[{"D", "[", 
    RowBox[{
     RowBox[{"f", "[", "t", "]"}], ",", "t"}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"ApprDerF1", "[", 
   RowBox[{"t_", ",", "\[CapitalDelta]t_"}], "]"}], ":=", 
  RowBox[{
   RowBox[{"(", 
    RowBox[{
     RowBox[{"f", "[", 
      RowBox[{"t", "+", "\[CapitalDelta]t"}], "]"}], "-", 
     RowBox[{"f", "[", "t", "]"}]}], ")"}], "/", 
   "\[CapitalDelta]t"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot05", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF1", "[", 
        RowBox[{"t", ",", "0.5"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot0001", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF1", "[", 
        RowBox[{"t", ",", "0.001"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot1015", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF1", "[", 
        RowBox[{"t", ",", 
         RowBox[{"10", "^", 
          RowBox[{"(", 
           RowBox[{"-", "15"}], ")"}]}]}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{"GraphicsRow", "[", 
  RowBox[{"{", 
   RowBox[{"plot05", ",", " ", "plot0001", ",", " ", "plot1015"}], "}"}], 
  "]"}]}], "Input",
 CellChangeTimes->{{3.7479188788353825`*^9, 3.7479188795469875`*^9}, 
   3.747919170260122*^9, {3.748019386281845*^9, 3.7480194007645316`*^9}, {
   3.7480194870180273`*^9, 3.748019498384514*^9}, {3.7480196810786505`*^9, 
   3.748019691630575*^9}, {3.7491065712640514`*^9, 3.749106579354514*^9}, {
   3.749106612117388*^9, 3.7491067118220906`*^9}, {3.7491069493746777`*^9, 
   3.749106955320018*^9}, {3.749108257132389*^9, 3.7491083014929266`*^9}, 
   3.7491085025424256`*^9, {3.749108738150902*^9, 3.7491087579060316`*^9}, {
   3.7491090201610317`*^9, 3.7491090277934685`*^9}, {3.749183141808744*^9, 
   3.749183165353091*^9}, {3.74918335520795*^9, 3.7491833576290884`*^9}, {
   3.749203883965785*^9, 3.7492038919392414`*^9}, {3.749373806049642*^9, 
   3.7493738088386464`*^9}, 3.7493738459577103`*^9, {3.749558219865664*^9, 
   3.749558221480733*^9}, {3.74955825825453*^9, 3.7495582674832096`*^9}, {
   3.7495594851491485`*^9, 3.749559485528929*^9}, {3.7495595859121275`*^9, 
   3.7495595987437115`*^9}, {3.7495596862962313`*^9, 
   3.7495596865870667`*^9}, {3.7495597224933615`*^9, 3.749559722676256*^9}, {
   3.749559753013765*^9, 3.749559766166194*^9}, {3.7495836375041795`*^9, 
   3.7495836387564583`*^9}, {3.8111470789233036`*^9, 
   3.8111471593449035`*^9}, {3.811147285753134*^9, 3.8111473847777977`*^9}, {
   3.811313742187807*^9, 3.8113137507957425`*^9}, {3.811313964369566*^9, 
   3.8113139779553633`*^9}},
 FontFamily->"Times New Roman",
 CellLabel->"In[42]:=",ExpressionUUID->"3cefa659-4acb-4def-a3f5-92390940e105"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAjkpG9xzkHmSeyFfneZYSMOqFCikQRkSQiWdmRCMnMikhF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           "]]},
         Annotation[#, "Charting`Private`Tag$7202#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVl2c81g8Xxu29t9u6b8kmSUbkdxGKhKwoIzN/JEpFRCGEhMhICJWKVKhQ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           "]]},
         Annotation[#, "Charting`Private`Tag$7202#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5000000000000568`}, {
       6.799285950990253, 5.815742106080634}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 11201.986738629286`}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAj0rH3ds6hsk5kK/K9zZCoExqkSBQRSSKSlR2JkMwyIlJR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           "]]},
         Annotation[#, "Charting`Private`Tag$7252#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVl2k41G0bxgePpZGMtbHOWLJkiUJC/c+SrQURKbIlWxFpkciWpRCFGkX2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           "]]},
         Annotation[#, "Charting`Private`Tag$7252#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5000000000000568`}, {
       6.799285950990253, 5.815742106080634}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 9339.227994338537}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAjkr035xyUdSJbKd/bDIk6oYwUiSIiSUSydyRCMsuISEUl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           "]]},
         Annotation[#, "Charting`Private`Tag$7302#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJxN2nk0V128BnBF5plKyJAxSaGkEr8MRalkCkkSmYUiY0mihIwRZagUEioU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           "]], 
          LineBox[{{8.750744888027267, 11408.699412687023`}, {
           8.75240962282977, 10913.936421275139`}, {8.755469810250847, 
           10913.936421275139`}, {8.758529997671925, 10913.936421275139`}, {
           8.760194732474428, 11408.699412687023`}}]},
         Annotation[#, "Charting`Private`Tag$7302#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5000000000000568`}, {
       6.799285950990253, 5.815742106080634}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 11408.699412687023`}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{3.8111473901441045`*^9, 3.811313755489703*^9, 
  3.8113139809506664`*^9, 3.811314663836172*^9, 3.811316361788519*^9},
 CellLabel->"Out[48]=",ExpressionUUID->"01e93b93-cf7e-4fd2-9fbf-90cfccbb66a3"]
}, Open  ]]
}, Open  ]],

Cell[CellGroupData[{

Cell["\:0424\:043e\:0440\:043c\:0443\:043b\:0430 \:0441 \:0440\:0430\:0437\
\:043b\:0438\:043a\:0430 \:043d\:0430\:0437\:0430\:0434", "Subsection",
 CellChangeTimes->{{3.748019645534034*^9, 3.7480196639654727`*^9}, {
  3.7491090815975456`*^9, 3.749109086235811*^9}, {3.749179868509757*^9, 
  3.749179869978841*^9}, {3.749183186306289*^9, 3.7491831885864196`*^9}, {
  3.7602035748044157`*^9, 3.760203578470376*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"ApprDerF2", "[", 
   RowBox[{"t_", ",", "\[CapitalDelta]t_"}], "]"}], ":=", 
  RowBox[{
   RowBox[{"(", 
    RowBox[{
     RowBox[{"f", "[", "t", "]"}], "-", 
     RowBox[{"f", "[", 
      RowBox[{"t", "-", "\[CapitalDelta]t"}], "]"}]}], ")"}], "/", 
   "\[CapitalDelta]t"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot05", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF2", "[", 
        RowBox[{"t", ",", "0.5"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot0001", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF2", "[", 
        RowBox[{"t", ",", "0.001"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot1015", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF2", "[", 
        RowBox[{"t", ",", 
         RowBox[{"10", "^", 
          RowBox[{"(", 
           RowBox[{"-", "15"}], ")"}]}]}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{"GraphicsRow", "[", 
  RowBox[{"{", 
   RowBox[{"plot05", ",", " ", "plot0001", ",", " ", "plot1015"}], "}"}], 
  "]"}]}], "Input",
 CellChangeTimes->{{3.811313772735708*^9, 3.8113137899405584`*^9}, {
  3.8113139876268377`*^9, 3.8113139972452526`*^9}},
 CellLabel->"In[49]:=",ExpressionUUID->"d8e06cc2-80dd-44cb-9053-1d9536a2fd29"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAjJx17b+ccKutEtiLf2wyJOqFBikQRkSQiIZlFIiSzjIhU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           "]]},
         Annotation[#, "Charting`Private`Tag$7462#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVl3c0Fn4bxo3I9tg8xvOQ7IxIpPpeKCMiijISEkoUpYQQIiEjZWaVkgaF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           "]]},
         Annotation[#, "Charting`Private`Tag$7462#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5}, {6.799285950990253, 
       5.8355863905267285`}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 8592.156369115752}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAj0rH3ds6hsk5kK/K9zZCoExqkSBQRSSKSlR2JkMwyIlJR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           "]]},
         Annotation[#, "Charting`Private`Tag$7512#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVl3k0VP//x4eJJkvGPtYZ9EFIKEta7jMU2RKRIvvWQiRRjYhCoSaJiexL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           "]]},
         Annotation[#, "Charting`Private`Tag$7512#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5}, {6.799285950990253, 
       5.8355863905267285`}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 9334.559524979846}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAjkpG9xzkHmSeylfK9s0KiTqiQIlFEJIlISHYkQjKzIlJR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           "]]},
         Annotation[#, "Charting`Private`Tag$7562#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJxN2nc8lf//x3FZlZVVSjIzKskspBxFEpVkVbL3TpLZkB1CRMiKyChJVrIz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           "]]},
         Annotation[#, "Charting`Private`Tag$7562#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5}, {6.799285950990253, 
       5.8355863905267285`}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 11407.52727461439}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{3.8113137912102456`*^9, 3.811313998511059*^9, 
  3.811314664480462*^9, 3.8113163624981103`*^9},
 CellLabel->"Out[53]=",ExpressionUUID->"d292dbc2-a5ae-40c6-bc8c-c73187a31f00"]
}, Open  ]]
}, Open  ]],

Cell[CellGroupData[{

Cell["\:0424\:043e\:0440\:043c\:0443\:043b\:0430 \:0441 \:0446\:0435\:043d\
\:0442\:0440\:0430\:043b\:043d\:0430 \:0440\:0430\:0437\:043b\:0438\:043a\
\:0430", "Subsection",
 CellChangeTimes->{{3.748019645534034*^9, 3.7480196639654727`*^9}, {
  3.7491090815975456`*^9, 3.749109086235811*^9}, {3.749179868509757*^9, 
  3.749179869978841*^9}, {3.7491799935125723`*^9, 3.7491800074313684`*^9}, {
  3.760203581391681*^9, 3.760203586300289*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"ApprDerF3", "[", 
   RowBox[{"t_", ",", "\[CapitalDelta]t_"}], "]"}], ":=", 
  RowBox[{
   RowBox[{"(", 
    RowBox[{
     RowBox[{"f", "[", 
      RowBox[{"t", "+", "\[CapitalDelta]t"}], "]"}], "-", 
     RowBox[{"f", "[", 
      RowBox[{"t", "-", "\[CapitalDelta]t"}], "]"}]}], ")"}], "/", 
   RowBox[{"(", 
    RowBox[{"2", "\[CapitalDelta]t"}], ")"}]}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot05", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF3", "[", 
        RowBox[{"t", ",", "0.5"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot0001", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF3", "[", 
        RowBox[{"t", ",", "0.001"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"plot1015", " ", "=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"DerF", "[", "t", "]"}], ",", 
       RowBox[{"ApprDerF3", "[", 
        RowBox[{"t", ",", 
         RowBox[{"10", "^", 
          RowBox[{"(", 
           RowBox[{"-", "15"}], ")"}]}]}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{"GraphicsRow", "[", 
  RowBox[{"{", 
   RowBox[{"plot05", ",", " ", "plot0001", ",", " ", "plot1015"}], "}"}], 
  "]"}]}], "Input",
 CellChangeTimes->{{3.811313804279252*^9, 3.8113138468717566`*^9}, {
  3.811314003976857*^9, 3.8113140174357224`*^9}},
 CellLabel->"In[54]:=",ExpressionUUID->"04c47aa8-9a51-43e7-ab32-9570414b8840"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAj0kH2HuccKutEtiLf2wyJOkaDFIkiIklEsrIjEZKZFZGK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           "]]},
         Annotation[#, "Charting`Private`Tag$7715#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVl3c01o8Xx3nsvddjPI+RkVEkRPV5ExKFjKhERHxtlUKKzERCRMj2TWW0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           "]]},
         Annotation[#, "Charting`Private`Tag$7715#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5}, {6.799285950990281, 
       5.835586390516255}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 9545.100720431612}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAj0kH2HucclHUiW5HvbYZEndAgRaKISBKRrOxIhGSWEZGK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           "]]},
         Annotation[#, "Charting`Private`Tag$7765#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVVnk01Y8TfciSJc++Pe89SyjKEpLkc7MTJVuKhBRRIkSlCNlSJIVkX4tQ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           "]]},
         Annotation[#, "Charting`Private`Tag$7765#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5}, {6.799285950990281, 
       5.835586390516255}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 9336.758930422171}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc41Q8bBnAjkpG9xzmHyjqRrcj3NkOiTkYhRUoRkSQrWdmRCMkso0Qq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           "]]},
         Annotation[#, "Charting`Private`Tag$7815#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJxN23c4VvH/x3FFykhEkWSVUURIIXHKKCVJZknIlllkVkZISEZEUSEjOzKy
QoiMIhSVbLIpM359v9f9u1/fv7oe1/P9ObdL57zP/Q8eYzsN0/UUFBSvqCgo
/vPvk5vG1GIm9+Qobi/VX1uclL961MlmnuuR/P+7ddkiYoorlWznWs4Dkzlp
ZLOHtzWMK6T/c89h16pp+TKDQPOxzxlkG+8jKH+ZZ5Hd1qO1a04ph2yXdLqi
mY5csisUbkxNLueTvbGrV2Ccq4jshzTFD4fMy8ne+rhu/XRHJdnLDK9T7WWr
5CkqFAKlAmfl+70S1Keewo1zofN2G6rJfm1+M27SEo7/aq1k11RNvl7AGb2x
CfF3ZDtUKIfbRr0jz1+QOCgzsQyvro58HguuJftZfbzDL673ZI9RzmsVt9aT
LXVUTeau/weyv39xTbc3aiTb1zmJU/dIE9kdim86Tqf8M0Vy97z6b/l9zB9D
5bc1k7vnz0EVCW+4JWtlvcBkM3n+4IPPpsYvP5J9q174lNjlVrJTcgr4X0b+
M0ErWsA6L/8p+jgl3wd4+Vbjj7j1beT5Pea6JWzSbeR+Q9LWif4FXE/pK0LB
/JnsuVEGOjcVeNenR0Ozt2Dloj3VNq9h+6dZT4fGPpM/L8ZfxtNodzu5V9m+
0+vSg8e01A9phcLbj3Ztba6BLemmGyolOsgu+UJ95/VTeLDigdGBDnhLCodc
2ubOf///Nl7O3xfkpe4ns+9R7CR3Y2fx+Sdu6EGXSltZc9DzFU9mPxiCvwu1
BtFxfiF7E7OB5R1NWHxpWGktEL748xqv61vYt251dWYezsy623VV5Cv588Pe
B5ldeNdFtnPf/ekT+t/IzlWees53H55MVdekrISFN+ds+Dn3zxUtrZJJS/IW
9kwFZQLfyU5sdbB4fAH+eejTDrfg7+TznDHiDToV6Bf+hnlIzsIPDWf3M/P/
IM+3Vp3/MaULMwrkhTbd+0GeVw1kOZ5ehh4wfn327jS6cYrVJ4mtPeRO8ZX9
5XMhOJ6uwYdJqYc8z/bp3uCHNPhBtKpKAONPsg/Ur/DM7/1nioP8v61X5JuW
05dMFeCr+y+1tunDtJc3pys443xKaKlv7n1YudLmEk8q5vtndx0KrYR9+JoY
1rpgp9yzbU7JvWSby398NObYR3Y0FUd3fSJc996MM7UdNhQOko+e/GciyiVP
fFV+ISTH0H9TP7mHTrd7OfP0k7ug5spzUxl42EIg/fu6AdJ+X5O/3aDa2MgO
s4k4TpRIDJDns0OjtqSrop+cLTkQa4reo9V7LvAmukvhxmuuUTDjzv0RFtlw
qqdGvs57nD/ec6NduRf96/En85LL6I5JlWx8LIPkTrtpWJplP/zcavNFSmVY
plHcY8ZgkLTP1xGfRHWf/LyBbhXmWdYSir7+9/Mf5anoMTp1FFmVsHjxOE9c
F1zPwawQPAcv/bx0x5p/iGyh5JRaFV24mqZpWMoB1r86SyMYCM81sQmxJsBB
YnKq1CVD5J9vT8QVm99tcMmfgJD+ccxr6mVmtVIPk/vYm9aWSq5hcvflXJzO
kULn8OJkfnYOzutTOBhqhXlVZUutWz7o/SkhzraPYQ+6vKhL+Zhnsf1SqNqE
ntGy+uXIELqyxJ7lfRQj5P49UoWDfQfsvGB7lEZ8hDzPcDHCYOEUuhz3j6ft
HrDtwN6+vExYqmHIdYB9lGzKnCTG7f7wcAKVvkgp3PTwSrLyLEwwMjdqMPwi
+9XdyhmDvTA/pSObteIv0vuWkoj24JG7cRkWPvnEuvPwGNlvmXc8kmYcJ/sF
tUv/OWU4aLFd1MoDXnX003KOGie9/zYQDmOS7t656P2mA09DGtG1f0TUxAzD
Rz7NMr3inCCb+53GpQZNOExuvU+HHbyhMCelLxB2ETNqmkyCR9MY55YrJsif
r7+nYsembvTmJ3byLPPwcVYuU+6tk2T/2+6BwvvhGJ/97YpX4FvOQTyXHsEz
k0dOWObBJpa/rjo1wx29MWFeozCfCF93zfop0v7fREQnt61r3QXT8vgK/JCC
l1bHzDuewL+6tVKa10+TnbZgnG27ZZq0z2kJCxb7ws0cMP8Bz4p0Qcz3nw6s
Oy0JPzePahk9hnlDn8TOu2ronPE5PYIX0buLy4ZrzeG2vbObFGPgD9ECeys+
wNUb9VVk1+AS51DLQrEZst3CnjjoyMFSmWmuf07NkN4H9MSf9wVekTroeQPV
dw+aoB/Y9eORoyecobmYmv0QDmFs2PfMcJa0jxmIfgM7+RV3+EgGs6ZOFGzW
ZvqdKgkOWy6wyM2dJT3fW4hSXtrZyxXowyr6npub0B8OJr6oopojW8FnvNn1
CDzFdWhR1BGOK7nJO5gCv+9rSQ9/Dc/R7j58rPqfezJDdvQwEtziTm8nPqKf
1qs9/fgHuvPtHe0q4/DzZGvD+SXMNzaVjiZu+k3uC7+3OGlshzVEn9WW+cAZ
FuLsQtNw533fxM7V36T9wkRQFbSL+NH/IVv0u2CRBPsf8vyFDe4KPwXQc85z
6coqwJueV12NMoAl3m+bV7wKG0yZe824woGsxXRP/eF8OfqHZyL/kJ53ZqLH
1IB7+Tk6fXB2Wko2+uG89ZLaZbBxl2Y55QfMU371dy1eN092YmexhMNhWDX6
RO93xXny+TmdtlBVDfgxq5F88WXMK3WMjwvYoD/U3niaMgAe/Myd8v05LNjq
x6HKsEC2VctYaJErvDXUVV7Af4G0T7YRxWepJyIiYOMt4Y/XP4fpmrlO22fh
fF5I+uK3EnR9NemU0/UwFUONdlEHnN6osUFgAD7z4U75N/ZFsifqC10j1GGH
d77GdgJLpO//rAQfETx9Vw/+Uhx5O/EeLLGwoy4nEQ6WjNtSXgrLaBq+Uqpf
Iu0jNmLIkVfnQzsc8aB/SaMP88eyX8R9mURPTSooYdBcJpsptu6rQiH8bttH
S4NR2DX0y4ILxwrZ/Fmxj9cE4dbGS4Sf5AppH7ETt8e4+umPo++n6/UPV4O/
7k0UYr+Ief+TZs1PzeGD5oLXBK7DP++Mbs+8Dau4Lx/s64dz7OnPs6n8JftD
DLNrhvZf0r7jIAar2eOPm6BTTPK863CA2Xfs/XX1FubP2hw+HBUD+75V8nmb
D8f9Uk3VroILt2k2/2qBP8lf/H37Ozxuabxz+9hf0n7kJDZFWB57uQjzltmb
ExtXyfOywzeCP7PA2ltvvbLihe1l/b6sia6SzweaBa9FHIUTQyP49p3GfHlx
7OlyXfSv/c8dNM3gOYa0qJFrmGeQzim96YUueKWwj/k++vHgcprUx+j6BTWi
cmmw889GrdYC+AHdZ3eLd3DN5b7asB546dU0c+kyLLKJwnBo+xrZV/QZ0pnE
4Zt+2z69kF8j7W8uIjqbY+HIGTj3627OjxfgD1RCimYW8KCIuNWyE0yhJx0a
6gOz+xCv+R7Akhknuovj1kj7m5tQ71Bbr56ObrVOW3CgCN1X6JKaWy0cp2Vy
fctnzBfeso5J7IVbUx0rpKfgiVbXwaa/OE91i6DO3UBB/P/9ypl6QvgEMyzV
qqbRzQ1fFbgURy0LP3O3Hj2gA1dQpWz4cQXuCe7nDraH7T95i/Q7/zPp/3tt
O4/sEU/0kIvlKmE+6JxPL+mM3IX1c9uDlRLgmOqz1c9K4O0jx8QuTMJhmw/G
beVdRzavxqeXloJwzkP7ogoRmOhiqGWVhFu4Mtpsj/wz6fdnaHK6990xeDJl
ZJLjJHxz3P/vNTWYQZyfrkET14tzrmbjvYi+/40xv6sRXLJGcbDFHFZVjD8m
YIvz3QFHz968jm7d2KX/2Q1eYnKzEvaCA7XZXHz8YWp32oEjxbB3/Mq5uTFY
/UChg9AszPn22gPjRXjsnGjOo7X/+D/vWx6iuHe0pWXDerIDrr2Y2kgPa1MZ
M8pvXU8+vydy1wFnNvQZvi9nMzjhitcRdv174JAT6vd3CuG8fiddloYY+j7L
2qa7h9EXFr0nKo6i1wTKMSwowBE7l/aLnoKN0/PPmKnDq43CwW36cMxkwofj
lrDF7ctjrnbwIaad9DlOMNXzdqFhd/iTeNhpLu9//u/3gd3E06oz1toBsK0m
zb3gEMzLDlSnVUfAtM6365dj4E5q2VHxZ/CLqHkaq2Rc77rgq73PMuBjRbYq
na8w77KiX5f3Ac6WP33iwQB8s4XavO4XzqsaVfqtTaOzz3i+OLSAPuwtXWOz
CvsmZm/opqUkm7tGQOkUK1wyFOdbuBvWpdlezX8A5o/52Hfp0D//9/sNHzG3
L5gyUha98s3J3R+Ow6GqVAqUKpg3+FZuLHMWXdjW3dtBC15aPfQ85SJcd3/m
7Q8j2CTHcp2aLUzR2kOUuMG+I2XP3LzweTQUT9ZLB6CHbHe/Mh+CvnW/XnV+
JBylcJjv+mOY48I2P/EE+Kn97OBUKszn//FEVjaun/YkK8WmABbJC6YRLsP8
q3prq9FqdKmfKg0pDejHGKiD+b7Ap45Uqj0fhJvOPc0yHIfPW9xk5Jr75/9+
3xMgOm/qO3xbgvUjZT7FrqMiz/e8ZJO4sImK3E0r/4SzbYFHO9vm2rdh3nYy
VyuSA/22itCXkMNweEKCfoAG/LjlMucGQ/jF3509XjbwPpYlgrgOZ+3rfLbq
Bh889np9qRdcqBNxxT3gn//7/VGQeOurzrcQCdfn0A9dT4DV6kZPSKThfOv3
upTpbFj39wua7AK4m+6OlW0ZbMh7pUH4Ha43IHVM+FcDutVZruDUT/CE6d9x
8y+YXwgryuofhNdVODkYzcEs7BNzF7ZsIJv/upmL5j7YIFFY86U+/LBtRnT9
ffhJjDXdmcgNpPfxPiLRsH8wKhZ+yX+psvcZnDv2+cn+FLjCpVazKg9uoiqi
03sLf64XG0qohbtD0yonGuE+7d1x0m3wKMdjV9+vG0jvP2FiupdFq7kHfSEl
+AD7EPqqLTW96Ti8QfLWUNYs5umX5yuXFuGtb+3jlCioyfM7/EdcQ6mpyZ37
jLFWFz26yJfz9A47YFlTpSpqfljXU1BMXB6+HkkXf0kXdr/o65ZiAHvz/NWa
NaEmvb9EibtDTmJy1uihGRP0dx3gqGvmw6034DjpnirOmziftKYbb+mLnv7u
o1teIHrdt7zhHwlw/+8obbpS+NSAlWeYwybS/pAg6EznLPK74Q/9npqdJ2jI
rvM45BOoRkN6niWJapbJHFktuCI9uWfiIuZLFA23PDNGz7v+8eoGezg98Xi9
pSec2PZKoCkQfkzFd0c8Go5+/O1VfxwN6Xk5TEQcfNj7MAkO/aDGpJKO+WCT
jcRyLrrtng/5QcOwWn+oECcnLdnHuYWcmdVhSf13FZu84bwENqsTAbSk50eK
EP9lzewXAmeLl5dUR2BexG2rGWUsuhBNUeHtZFgw+jLd6iv4xY/cPNliWtL9
KEPwCVAbuFfAibZ6G4trMM/7Oj174QP89O+a3uFWmEvpPKXzFzgu6EV63g+Y
o21Ra3YA12dkjHg6zEpHNqWqyK9vKjBFV9vRi9rwiqV7aKcx7JbTJM1qSUe6
H2WJxQWePi07dBfCKSjCCf7jXyfZ6o75qaRtXY0R8GiV8e26DFjTQE1L8w1c
tiC9r6cOnn2XxfKiGRYM51uzbocvGcaOiH2Dw/Yztc330ZGeB3midsmvrHQU
faV2JcVnGhaLdAxXWYDNjIc9t6zBLSutGrH09GQfiSoXEGCH7U0kt45zwy/E
Xq7kCsBdq9xDLiIw44eHH+Uk6ck/n9Ij+hIqWdjNzPtF/XE4S2IhNFQF7qew
dddWx/V2NPWZcujAarF66r2XMO9j0SyTYoJeKKnEZ2uNzttyYGnRBQ6y4mi+
4wd/O+rq3D8DizC171K4vJnsweBB70jTzaTvl8eIJ7TzQ0PWsKb/xjMyjjA9
FVtukAvs/lfKQ+wOPPpHT7n9Aaw35cboHgfXjcR+5XoJ3zJLl3fMgQ/1lSRW
F8ATlxtpWMs2k/aXApHU/c3WshpmaV+VYvgIezdzUb76BsuoHrDY0A9P1xGN
OqNwitI58bQpfJ5hpVHUyh+YTd5xRe0v5pvfeBs9o2Qg208qvGaWBpbLTxBS
ZoQzMqt/j3LAHCkD5ff3wp3BlsO8+nD4tXHG1yHwqam/Tpsi4fU2DF0XYuGi
EU4i4xkDab8qEfZmoklryfCPy+p2iXmwmp6DtMpbmLrdKy62Ftcr1QijnGiE
rzc/tyDaYGHVV41hX+H+uirxgR5cL1apLerwEKxR2b9ydxymlf9t1D0Lnxi/
MM+rxUjaP6eIJYHHnTT2cLrxt6KpQHh94IaHZ0IYSc+DKqGbs98x7QF6ZqeW
2sZI9A0UN/eZRMO5ak29u+JhgyecsR1JMO2Y7fkH6XCBTDnd6Vcwg/HQUPJr
RtLzc5YwubulmqoYLs4+/NSoFPOMnZc9yirQLZ0oxsWa4Mqtzy4ldcFsMu+l
1//AeVuj6W2Xe+HqgB0zbwYwvzP7WBPbCOzYYZnmNIb5utUHfp8m0Tn5i41F
Z+HrZ3rlgv5gvv467c6RRXTux+LzSn/RnasutD6nYCL3xlHvrDVK2E261byI
FuYP2M19jQm+xVcdOsgJd1aarLsgDE8d+8ruKQpvfHv24FNxmJN4d6ZKEj5U
LmM+KMVEel7PEaalfDHC8nDEG8ZGRyU4XcZvMPIkzlcVLa8Vnkb/KuWwo1sN
faZgUHztHExzWF+VVwvz3K8/mirpwlKSJ25ZXMT82byS6HsGsJmEeG6mEeZv
5iY3fDSBI8V2DcyZ/8/Pmx22ymoNd2V6ihk4wLQZFiaJN2Dpl+ejRj1hi1S5
+gO+8G3BvL7z/nBU8t6/zoFwJn/89phguCaJ5UBpKBPpeT9PfN8TqNITDv9O
WDOmjMI8/W4nD/4YeM/z0UiVJ/D5p5/r7ifA3nEVy59T4Z6Yh0bGr2G5qKu1
E5Ww9vbeHqYafL5NpM7SwfewL0sjs+4HzD8OP77fvRm94cF+w7ef4aX7bOEb
u2HdoImF8GE4P6DagPs3fDv0h/Kb9VvJVo1eEtFmhMU5NiXsZoVZn25jnd4F
0xpzfNTh2Uraf1rEyu7d98r2wJMDe5X4BOHe5ANr94TgjKzTQ/zSsEuBWfNb
ZdjgyHWF+2dghXKvAn1N+JBXgEOVzlbS92EdQlDhvtC+i/DODQ8HQg1ghtrH
8fNGsMzgJuJKNGy2wamnqQlm53rfsfxxK+n7rC7RJLWrWfAz7K3hUKPVCR+6
+q7UuwuOi7dJ7/4JU7duiz00DNtSl90NnYDbpc1cRufgwPPFdqwLsJwNg7ni
MjzjZ2zgsAonPX2tFbeOmfT+uEBc37hRQoMBVrTVYaTeCac/W1u9zAOzfE4e
LxKA6yaW+wf3MZP2pT7hsUm9m1kEPsCb2EqIYb7/yEK9zUH0PR3SxFFz+Iqj
ez59DEw7Q7xWfgpnO1AX3H4B+4hZFjxJhbWnGwqK05lJ++cysTdHpLAjC16x
f1A4lwur2HMUW5TDD+2S33Q3wAdsS8uq++H3V1vfpv+FRc2FmlSNWEjPnxHx
3ZLLLsOEhXT/XyGCrjIzMljAMnYbc2yt4RGH5XPNtnD09ckZUUdY+UZfeKgT
POfacXDaBU7waPh8zgOfr3Gr3Dn3Fkzh/YqV2QfO9E0uvOaH85f8Y/Xa7sL0
gfeXDgZjvjjIJzYyFLa4f0P2TzjMGmb9TTsK5+8l0w1czIXXSl6OGTbCmeXx
wW9bWEjPpymhXxkuwtsG077zb/bugItq3e37vsIW9XZMit/h7Y1XchN/4vrV
zTrnNwzA1z6dnjMdhnk/y0fW/ML5lg6JQwKT8M2vAh3+M/D+bztdhn/jfPeP
LTtUFtEDeymLU1dgqYH5C7QU28jzQ0O/lq0ot5G74njrUWFa+NnMm1vjjLD6
7yxuNRZ4dT7hbSYrnL4UZbxlJ3zx7z1Ke85tpH1kTtBS3E5s4UEvXH9dSYwP
3WyDxeADQfRtm/T9Z4Rgx82K71+Jw81bhemcpGE5G5uRWFk4szaztlIe1+fk
nUoaOY4e4iHmy6iMbiOWRxiowqqDh/6+1IBLCJeuT1qwcGxR0aIu/Pj3UhS3
PkynLut84vI20n6zINzSPDVtjdFHqcrFI03hC5cpmEos4PqiY5O91vA7Q51W
9ThcL3Hb1/txibBvvb7qWBo8tyduH3MmfOXWj00yOfCnL9xDhnnw8YPG7/wL
tpH2oRWRG5KQkFmMzjvS7/W5FD1Mgd9wpQJ9XZy53O5q2H4hheNULeZ7NEaX
7Oth9QyhL1GNmK/YaFNQ1oJ+y8HxwIVvsFzXjdTfI/Cu0CVThSl4RdGT98Ef
+Gp8GUXhIty9uPb9+wqsqnmsdAPFdrLfZHrHClNuJ+3rq4S1T3pAmzS8U7fd
ycMeNvudMjd4bTtp39oROWHu187dQF8RVZt544Z+opHbgf8mHGY1OxnqBX/b
WGO77IvzgknR46YB6NeOW19tuQfHF+Sbuz2CG4QpruxJhnezRuq5VMLu6/ap
f/gGDyrSdfL/hNUDxi579W8n7U8HorihcahrCH3Pliy7Q7/QFyIdbv2ahj9w
HLz/dAF22leUSUvNSjanlFzTdWbY/vzJzSoicKWthuouFVg4V6LthioraV9d
Ix7+ZtH/dBamkP7TJ3we89YeHdb+2ujt5YWzP/VggjLGXfYS5tOU3SmjDNFZ
AvXvTV+BS6N+pl10gM2SzOrf3YRpu91O2uaxkvaJE1F4UvLSdAVslj/pcL0R
Lv2lupLfCrPwpvnNf4HlSztPs32DrXQ3Mkn3wA9nJdv1+uC3ISaxboOspP1w
g+Cw+FJ9ew12OaY24cfGRjZ/5iZKWj64lb2KNVgMXs2f7s44CO87x/286TCs
NaZmPikD3/b3FGaUYyM9vy5EOm/69IFjcEfp19fnFDG/Xo/Gw/EEusjc4WPh
p+DAxnSrR1fggRc8EfEe8Izxs8sWPjAFF4+QWCBM/bcnNDKYjfQ8uxGbu57+
WQyFWYoM9Q0iMM8exV1ZGYUuuYVbTzMJVvfnmhrIhUvMd6kKj7CRnk8PouMH
R1/pH3hGh8PtLNUOsilYHiux0cGbW3Yy/WSCWTK7nJW27SA9X7cI9qDY7lQ2
mMfq4nEGDljw5M4URy5YlL9rcwcvfIgq9toRfli298KX+L34PIUKdnmq/bC6
RwxtowRsIMXeHikDm27/emTpKHx17tEzg2O4vuMnvY1VirBr9g4bgZOYvx3y
5dO90+h+Vx9JTanBwaf04jQ14AjBHVRFWnBbuzcHgx3MfGfs4JUAWFyf5+3m
SFhDQvtM4bP/+X1aXpnqTYR74+zDN6fAaW2eh6Re7iDtAy/CkfbeF+NMWIaI
9gjOgdc7J3EV5uF8/cvcyt4C9LCf5aab38BMcuEPC8bh0BizWiNudrJvOHtf
89gNG2jEcUXxs5P2iw+hJFLckLMXFqZtv/FBGPPMg9O7h0TRl95ublknAfc+
2evBcQh+76okeFgaNhvJ63ymBK/X23OXXgNuYdT/eUwXjq8Ll75hAPslZg08
MIJtbzc8SDeBtfSHjtaas5P21R1CVopy9KcVvJuF6+GKDeZpp2SOszrA0w3a
E2LX4c5kxxjVG3C5T4iyuRv84nLajJcnrh9ypCbu8W3YibX3VIEP5vVn//75
6Ieu2LwjYewuLPRS8uzGYHir/7llnlC4R+7ueZ2HcOafipdBj+HIT906yfGw
R+YCZeVzdtI+9CdMAlmyu5PQT5sd0J9PgcWPq27amg6zc1rkCWfB65Z8DE/k
wsOf4+mN83F9nvybNoeb4AsRl5roh+AfHwvM34//z8+zZes6vzmYX6T8TP88
O2lfBhAjqldjji+jp1vvGHq6CtsG1kisrdtJnnfZ4G7msgX2vi36aJoDfugc
vdp3GE69us6kXQO+ei8z+6A2LJJ28W+YHjxVt+nUtD6cO5T/8KzhTtK+DiSu
U1/py7iCfpiP8QC9ObykUOphZYX5EmOr93U2cM03zpVj7nCLbqvImwD4a6u/
0cGHcL+abERGAvzCZqSHLnknaR8GEZZBD/dbpcHCLxXc6jLgifdTNfw58LWN
pw37CuAFxaTF+DKYQjxm80g1vJHrPo94AxwYefeldhPMQO8r6f4RDvO+WR7f
Bm9fdFGp7thJ2m/3iT2txg7a/bBEhuqj4SlY3Yh7hJ6Wg2zbbXNSYrvhvoHj
LpX+HKR99YB4flRsZ6PRLtL9Gkn0Xu4b3WsB7/aOLPazhRXDbXnzHWCTxBOB
fddh33zuGSYXOLFmUY9w30W6H6OI6o5Pb21vovcPv9z7xAumWvJ90OCL+T10
BouL/v/zefsZ32uHwElnK6NfRcA1hrEUvVE4P+hw3YIxFqb2OdMiFwfzR/BL
2TyDzV53bqxPhl90BnbwZ/7P9ZZkk33yYIFdk849xfBJkbrvDGWwhfwz5aNv
d5Hu72giQN0t07oaPcXo/PaYWvS0a/3ht5fgjDtOTOb7Ockek73kfecAJ+l+
jiGE5xRnEyRg65fCJpWH4DRjls890jg/umNFaU0Wfe/Hvte7CNgioEFAVgFO
kX8VfUGZk3Q/PiaG/8TQuKqgC2R6u0WpwmamVr/yz8IvODT02zRwfrBVunFG
C53vHo8ckx5scpwmS1QfTlyc4lK7DMfYXBWRfIDr+WtdOU35m5N0f8cT+vxC
HcyMXGSLz88Y7xGCn/xoT0mXgjfVFU8cVIZ3V0pQRKlwkZ6PZ4RcSTrToiq6
7mu+3RfV0a9lxx0sPQ+nJIbqeF2Av0d7uykZwSzB15/QWMAqXmYVjbawifuP
j6KO8E0n3b4HTvAju49zsy5cpPdlApFneYpa2wNuvlLFWngL86OXZPey+8BU
uvkyHn4wl4aI6ve7OC+jmnyJCIY1lbntnodi3o54dJsqAj1QZmuYWRR6hQhV
/r44+Dfvn46JRJhxl92Iegq8j3V4KfclrqfEZES/LQs2pPu660YuXD9bemWt
HJbsfpbq3wgn7n7TL/gVZrFu46ofhKdKYmxnRrhI+yKJ+MBgVMo+DqcYCtAr
TGHeN3f8gvUsuiFVXmr4H1hW223hzSLm2VKIE/0r6EselKepKbhJzidyuUOH
talhq2oOv2R6WHl7X1vzFpjXInX3wlaY8QH96SCWf37aeUfn4GtitcjOkXs7
+ljvp0d5rPAXukNvT+7A/MnzZ1dG+ODCGIvD98ThF1UNBlwHuUn7qYCIGBPx
eyUJe28LyzhxGLaX+93WJQUbmOuu2MnAqqFvdlPJ/nPPkc7tywWETBHn6eij
6IK9Xo7C8ug9dxgYPZXg6L2xGY2n4blZ5SSfM/DZspnH0me5SfutkEgLiIuY
VEenPn8qKEkDNt71x+eiJubLhp65M2nD7LlnrtXqwE4ei1aeenB/UoqKliGs
0awjuN8cznxEyd1n8c/c8fva3xYRNCZZrI+sYBORi1vOXoUrFqg3brCFXYIN
/tg7wKK8rwe6r8P0TiwJQd7cpH1YTFTRXA1buAO7xVV5mdyF2y3sXNnvweIS
Ox1agv7ZcL1nZMAbIuRvjYVfCDxS62goGwo/1a8/mxIO607zyLNEwXlvGg/V
R3OT9nEJscXPVeR2DGylzsd/6DFcw/5x19gTmHfAY9vzeNgzS3Cz7jNcv9O1
jYohAf2g4u2VqkQ4lEF4zvXFf+6n//x9TBnxq7Pjl2gKunKCT99AKvzcRrQr
9iXmVw93fTqXga633r9+YxZ63gfxytJsdMao70XXcuGrRoE5e/MwXyd0KPVH
Prznz8+nkQXwrYrg6NNFOD/6rSJisRhde3k2NLkEfssmEKxVBgsfunCXsgJe
71DhdbkK7nzJ7/amBs4cDHJkrYfv8MxaXWuEp+T4zXmaYX19vSvNLXCta9Bl
z0+weFT5RaE2btL7sJz4QR+k2vcVDvLWPRr7E56Pvyet0gcbl5ZJzvfDTV+n
xZIGYemFPSLnh//zvP7n738qCEaJe/xZv+BBm2lOukk4vK90S9VvmNALpHBf
gbdHTC20r8HjTdrT4pQ8ZOuO3R3voeIhvY/eEtU0pSMh1LCowNSA7CY4RnF3
7ygNPCdaUnWBFT6zUyupfg8c3S9ScZH/n7m3/ux8UUn0Z2zqGhNAP3Cj97fn
XnQPooRxixDM0mqnLCYCp5vu9jgvBncFBg5FHYZps6c1uo/C2q4NNjbyPKT3
UxXx/HhSwCoBT9DdSrh/HJb+rFvGrQi3mNPPHT8BWyyV7zU9BVMEX7vsfwaO
5hKITFWH+4cpsmU0/tnQSSLappo4kPu1vuE87OGeN6CvhflaxRCKCW30P5a/
rcUvwfz39Tucr8COuodmNprykN5374gyHsbNj8zQaX+NCOyzQNfKqzr+xhIe
U77h8u0q7PtlX+aaHfxq9cEORWe4d/eib4AHLDL+KX7HTR7S+7OGcHudXpx2
C6655ff5iBe8VcVw6oM3nNbFzD95Bz5mW3uR6S681DmiXB0I5ynQi98Igm0y
RXbtC4FT39xROPvPJZtLPKtO1BD/B3nRJxA=
           "]]},
         Annotation[#, "Charting`Private`Tag$7815#2"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{28.397959183673464`, 1.5}, {6.799285950990281, 
       5.835586390516255}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 11407.527274615008`}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{{3.811313821490906*^9, 3.811313847677889*^9}, 
   3.8113140188572187`*^9, 3.8113146650552874`*^9, 3.8113163632166977`*^9},
 CellLabel->"Out[58]=",ExpressionUUID->"bd914986-2bf2-46d9-80f4-90c0492f46fc"]
}, Open  ]]
}, Open  ]]
}, Open  ]]
}, Open  ]],

Cell[CellGroupData[{

Cell["\:0413\:0440\:0435\:0448\:043a\:0438", "Title",
 CellChangeTimes->{{3.7491800556151247`*^9, 
  3.7491801148925147`*^9}},ExpressionUUID->"2169c21f-ab44-4f5b-bf7b-\
4b09244087d7"],

Cell[CellGroupData[{

Cell[TextData[{
 "2 \:0437\:0430\:0434. \
\:041f\:0440\:0435\:0441\:043c\:0435\:0442\:043d\:0435\:0442\:0435  \:0430\
\:0431\:0441\:043e\:043b\:044e\:0442\:043d\:0430\:0442\:0430 \:0438 \:043e\
\:0442\:043d\:043e\:0441\:0438\:0442\:0435\:043b\:043d\:0430\:0442\:0430 \
\:0433\:0440\:0435\:0448\:043a\:0430 \:043f\:0440\:0438 \:043f\:0440\:0438\
\:0431\:043b\:0438\:0436\:0430\:0432\:0430\:043d\:0435\:0442\:043e \:043d\
\:0430 \:043f\:0440\:043e\:0438\:0437\:0432\:043e\:0434\:043d\:0430\:0442\
\:0430 \:043d\:0430 ",
 Cell[BoxData[
  FormBox[
   SuperscriptBox["e", "x"], TraditionalForm]],ExpressionUUID->
  "d3f0846c-36b4-4613-a799-ca72c01745b4"],
 " \:0441"
}], "Section",
 CellChangeTimes->{{3.7491801857855697`*^9, 3.749180191241882*^9}, {
  3.7491802266498213`*^9, 3.7491802968768377`*^9}, {3.7495836994694543`*^9, 
  3.7495837294401827`*^9}, {3.8113156252794676`*^9, 
  3.8113156265500207`*^9}},ExpressionUUID->"fc53d77f-4a7f-4107-82b6-\
af5cba584dee"],

Cell[CellGroupData[{

Cell["\:0444\:043e\:0440\:043c\:0443\:043b\:0430 \:0441 \:0440\:0430\:0437\
\:043b\:0438\:043a\:0430 \:043d\:0430\:043f\:0440\:0435\:0434", "Subsection",
 CellChangeTimes->{{3.748019645534034*^9, 3.7480196639654727`*^9}, {
  3.7491090815975456`*^9, 3.749109086235811*^9}, {3.749179868509757*^9, 
  3.749179869978841*^9}, {3.7491805756007233`*^9, 3.7491805813470516`*^9}, {
  3.749183204355322*^9, 3.74918320695347*^9}, {3.7602036058874235`*^9, 
  3.7602036097341337`*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{
   RowBox[{"plotAbs", "[", "\[CapitalDelta]t_", "]"}], " ", ":=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{"DerF", "[", "t", "]"}], "-", 
      RowBox[{"ApprDerF1", "[", 
       RowBox[{"t", ",", "\[CapitalDelta]t"}], "]"}]}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"plotRel", "[", "\[CapitalDelta]t_", "]"}], " ", ":=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{"(", 
       RowBox[{
        RowBox[{"DerF", "[", "t", "]"}], "-", 
        RowBox[{"ApprDerF1", "[", 
         RowBox[{"t", ",", "\[CapitalDelta]t"}], "]"}]}], ")"}], "/", 
      RowBox[{"DerF", "[", "t", "]"}]}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"GraphicsRow", "[", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"plotAbs", "[", "0.1", "]"}], ",", " ", 
     RowBox[{"plotAbs", "[", "0.01", "]"}], ",", " ", 
     RowBox[{"plotAbs", "[", "0.001", "]"}]}], "}"}], "]"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{
    "\:0410\:043a\:043e", " ", "\:043d\:0430\:043c\:0430\:043b\:0438\:043c", 
     " ", "\[CapitalDelta]t", "  ", "10", " ", "\:043f\:044a\:0442\:0438"}], 
    ",", " ", 
    RowBox[{
    "\:0442\:043e", " ", "\:0433\:0440\:0435\:0448\:043a\:0430\:0442\:0430", 
     " ", "\:0438\:0437\:0433\:043b\:0435\:0436\:0434\:0430", " ", 
     "\:0434\:0430", " ", "\:043d\:0430\:043c\:0430\:043b\:044f\:0432\:0430", 
     " ", "\:043e\:043a\:043e\:043b\:043e", " ", "10", " ", 
     "\:043f\:044a\:0442\:0438"}]}], " ", "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"GraphicsRow", "[", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"plotRel", "[", "0.1", "]"}], ",", " ", 
     RowBox[{"plotRel", "[", "0.01", "]"}], ",", " ", 
     RowBox[{"plotRel", "[", "0.001", "]"}]}], "}"}], "]"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{
    "\:0410\:043a\:043e", " ", "\:043d\:0430\:043c\:0430\:043b\:0438\:043c", 
     " ", "\[CapitalDelta]t", "  ", "10", " ", "\:043f\:044a\:0442\:0438"}], 
    ",", " ", 
    RowBox[{
    "\:0442\:043e", " ", "\:0433\:0440\:0435\:0448\:043a\:0430\:0442\:0430", 
     " ", "\:0438\:0437\:0433\:043b\:0435\:0436\:0434\:0430", " ", 
     "\:0434\:0430", " ", "\:043d\:0430\:043c\:0430\:043b\:044f\:0432\:0430", 
     " ", "\:043e\:043a\:043e\:043b\:043e", " ", "10", " ", 
     "\:043f\:044a\:0442\:0438"}]}], " ", "*)"}]}]}], "Input",
 CellChangeTimes->{{3.7479186139306803`*^9, 3.74791861796935*^9}, 
   3.7479187588882303`*^9, {3.7479189685788856`*^9, 3.7479189753709707`*^9}, {
   3.7479229405119934`*^9, 3.747922941309544*^9}, {3.748019529977372*^9, 
   3.7480195413748264`*^9}, {3.74801969975791*^9, 3.7480197019086757`*^9}, {
   3.7491069906750402`*^9, 3.7491070065259466`*^9}, {3.749107052357568*^9, 
   3.7491070603870273`*^9}, {3.749109095743355*^9, 3.7491091044068503`*^9}, 
   3.7491113623672113`*^9, {3.749179872774001*^9, 3.749179874452097*^9}, {
   3.7491804018808436`*^9, 3.7491804496615763`*^9}, {3.749180497311245*^9, 
   3.7491805457500153`*^9}, {3.7491815387313385`*^9, 
   3.7491815818018017`*^9}, {3.7491832099266405`*^9, 3.749183239256318*^9}, {
   3.7491836485153055`*^9, 3.7491836661223125`*^9}, {3.7491853873724546`*^9, 
   3.7491853875934677`*^9}, {3.749375450528475*^9, 3.7493754521244774`*^9}, 
   3.7494002313234615`*^9, {3.7495584497990932`*^9, 3.7495584794559937`*^9}, {
   3.749559983512868*^9, 3.749559985746579*^9}, {3.74956469763836*^9, 
   3.749564698229019*^9}, {3.749583752164071*^9, 3.7495837523179817`*^9}, {
   3.749583894528988*^9, 3.749583895432468*^9}, 3.8111470250242205`*^9, {
   3.811313879736213*^9, 3.8113139001488447`*^9}, {3.81131402525122*^9, 
   3.8113142656658583`*^9}, {3.8113143985859365`*^9, 3.811314465043145*^9}, {
   3.811316263371352*^9, 3.8113163434520903`*^9}},
 FontFamily->"Times New Roman",
 CellLabel->"In[59]:=",ExpressionUUID->"6551a524-fef2-4f2c-93e6-f739e82af409"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVlnk8Vdv7x48xQzjmmXNExjihaNyrRIXqEKXMMl1TFEWm88WlwXDqNpAb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           "]]},
         Annotation[#, "Charting`Private`Tag$7967#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{20.234693877551024`, 1.5}, {1.5, 0.5000000000000426}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-537.7173809477788, 0.}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1Gk4Vl0XwPGDKCFjypBbUeaElKjug5IMDSSUyFyS4qEicUehMkRkakAU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           "]]},
         Annotation[#, "Charting`Private`Tag$8014#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{20.234693877551024`, 1.5}, {1.5, 0.5000000000000426}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-52.168130908097666`, 0.}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nk4lF0UAPAXkSwRKiGmyJJdJa0zLUQk2bOTvbJUQkZEoSJLYqiQKJWt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           "]]},
         Annotation[#, "Charting`Private`Tag$8061#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{20.234693877551024`, 1.5}, {1.5, 0.5000000000000426}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-5.201171787814598, 0.}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{{3.811314038318763*^9, 3.811314042756008*^9}, {
   3.8113141468008146`*^9, 3.811314169410429*^9}, 3.8113142699506063`*^9, 
   3.811314467746567*^9, 3.8113146656349583`*^9, 3.811316364024231*^9},
 CellLabel->"Out[61]=",ExpressionUUID->"ba476548-20f4-41e0-9ec3-bdc50292b81c"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJw90n0w23ccwPHEYyuhiYeUSsiDq2flrra6Xff7mHbqYaYq1emMxNNmpNjS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           "]]},
         Annotation[#, "Charting`Private`Tag$8211#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, -0.05170918075648126},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{66.15306122448982, 1.5}, {7.9659576416015625`, 
       5.951445490882932}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-0.05170918075648126, -0.051709180756470484`}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJw11HlQk0cUAHBCQC0EJNwxCSQBuUVpoaPt6PeoOghSRpBAC1IIBmgtRHDM
DHLUFlGgcoSjgoBEpIhUgbHAKHIEUYkgh0KHUsBKgeCoHLWQylGkx9v+8c03
v3m7s2/fvl1++HG/CE0NDY2j/3z//i99Fb7BRXx+z5vWgC8iM08qNo5O2M5a
NlFV2wP/c3m3PO6VZRfFskWf7nbycgkdpByd0LV1GaPRziOUeBHny3UfnWHu
H6e65tFR1JOLMycmqa18HH8sL7ntsWyaap7DuERlP9lQ+4LS343xu0asi7sM
ZqlsG7QOP9X22c7fqW9XcHxPka19e89rypWF8WyDRw7lYQvUBwz0knqz1M9U
TRWs4vjwUX8FvedPqpNO1n88I2s6tUSlu6PjHqSGH7ddobLXcDyz5OHI3tur
1B4uxm/GMg6be65RTBp6pf61UevqW8rGiNQn8cuXOwI1YG8bzs/Tcy0zFNBA
PxudIv/Ld3GGBu99j3ZvkngO12tCdz5aY3AcWhLocPIKOr+i4ki6nxbkJKFt
TkbG+ztoQy45H22308/rFrThaRV6Sl0YoNu6AaZL0YUxtJc+hRvBdwjtpTqW
nBe3CS5fIPWbSvYf9ngHBqRonymZo4WFDujUojk/LQsXVDqguIN+eS/864c1
ujA6hs48xuk/e44BUd+gnZlD3L2heqB3m8y/plLk2OtD1FW0DqUWjS3ogwfJ
vydTaMfs3wybKtAes0FvBEIDyP8ObTAcmtTWbgDOWejhDjEtyIkJjv3ozkrj
Ha0yJvhMoxvT73/GUzNh8TpaX1kqfyMyhMA+dKS2dLyvzxD6m0m9PlzqjnE1
gs4f0UdPJDYyio0goh7dFT1498aaEbytRG+PcuzzFhnD/gb0esv1mbBeY7Ab
QfcbOulKd5nA1gL0g7DAwUNlJpDxCN1cm1LiRDcFE1If9idD0qRYUxhtRCfS
HA71PDWFn8+jOyR+3lxPM0jMIfUbSzggaTAD+mV0vLvP3Dlzc2CT/aiu8gvk
SeZQSvqrJYrr7fTCHN69gS6wY2k1CVmgdYv052+KCL1mFnzaiZYVRypFvC1g
146Wmk143TqzBeRkflBBSB/j+RYoI/1WHU0TD/mxIYTkt7SvclnexoZQYonJ
4k4XKw5o1qEnVR/Fd6RxIPlzsj/mnS7lIgfi5egru13YvSIu1Kehr4kOmxYr
ueBbgq45K2VGbbMALtlfcUy0s1uuBWiRfNKERw/S1RZwirwnvxalJOwXWcIM
6X+3sfLqtF5LqCb9+ovu+3cPsHjwqhddZF9S03uQB4bFaIbUuCIzhQeqPPTp
9qyig008yFGip2NeW+jO8yCR5P8xW1jZbc2H4Pto5b5sjbkAPsj+v+8SZTAz
gw/L5LxiHxi3SxR8+IGct5wTbt2j5kMyqffEfGpIlp0ALorR1veqLvgEC4DR
Qc5jqSHMIEsAHqQfZNs6HAbaBMCWkX6STa71LgoAEkj/L2g96XKwgktkPfHA
arx9iBWczSXv480/eBk5VsAl91U2wMi6r7QC5hF024LN8vq6FTwj6/8NbXHk
Gw==
           "]]},
         Annotation[#, "Charting`Private`Tag$8258#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, -0.005016708416818345},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{66.15306122448982, 1.5}, {7.9659576416015625`, 
       5.951445490882932}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-0.005016708416818345, -0.005016708416767394}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwl1HlQU1cUB+BECFQSJGFHSMiCQjBQ6ahVq33HbUSh1KJRC1JJ2FqFCNZ0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           "]]},
         Annotation[#, "Charting`Private`Tag$8305#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, -0.0005001667088298322},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{66.15306122448982, 1.5}, {7.9659576416015625`, 
       5.951445490882932}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-0.0005001667088298322, -0.0005001667076609924}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{{3.811314038318763*^9, 3.811314042756008*^9}, {
   3.8113141468008146`*^9, 3.811314169410429*^9}, 3.8113142699506063`*^9, 
   3.811314467746567*^9, 3.8113146656349583`*^9, 3.8113163646578655`*^9},
 CellLabel->"Out[62]=",ExpressionUUID->"b2665e45-f8b5-4922-aea0-9c610b7dedc6"]
}, Open  ]]
}, Open  ]],

Cell[CellGroupData[{

Cell["\:0444\:043e\:0440\:043c\:0443\:043b\:0430 \:0441 \:0440\:0430\:0437\
\:043b\:0438\:043a\:0430 \:043d\:0430\:0437\:0430\:0434", "Subsection",
 CellChangeTimes->{{3.748019645534034*^9, 3.7480196639654727`*^9}, {
  3.7491090815975456`*^9, 3.749109086235811*^9}, {3.749179868509757*^9, 
  3.749179869978841*^9}, {3.7491832471557693`*^9, 3.749183249887926*^9}, {
  3.7602036145455875`*^9, 3.7602036176851325`*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{
   RowBox[{"plotAbs", "[", "\[CapitalDelta]t_", "]"}], " ", ":=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{"DerF", "[", "t", "]"}], "-", 
      RowBox[{"ApprDerF2", "[", 
       RowBox[{"t", ",", "\[CapitalDelta]t"}], "]"}]}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"plotRel", "[", "\[CapitalDelta]t_", "]"}], " ", ":=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{"(", 
       RowBox[{
        RowBox[{"DerF", "[", "t", "]"}], "-", 
        RowBox[{"ApprDerF2", "[", 
         RowBox[{"t", ",", "\[CapitalDelta]t"}], "]"}]}], ")"}], "/", 
      RowBox[{"DerF", "[", "t", "]"}]}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"GraphicsRow", "[", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"plotAbs", "[", "0.1", "]"}], ",", " ", 
     RowBox[{"plotAbs", "[", "0.01", "]"}], ",", " ", 
     RowBox[{"plotAbs", "[", "0.001", "]"}]}], "}"}], "]"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{
    "\:0410\:043a\:043e", " ", "\:043d\:0430\:043c\:0430\:043b\:0438\:043c", 
     " ", "\[CapitalDelta]t", "  ", "10", " ", "\:043f\:044a\:0442\:0438"}], 
    ",", " ", 
    RowBox[{
    "\:0442\:043e", " ", "\:0433\:0440\:0435\:0448\:043a\:0430\:0442\:0430", 
     " ", "\:0438\:0437\:0433\:043b\:0435\:0436\:0434\:0430", " ", 
     "\:0434\:0430", " ", "\:043d\:0430\:043c\:0430\:043b\:044f\:0432\:0430", 
     " ", "\:043e\:043a\:043e\:043b\:043e", " ", "10", " ", 
     "\:043f\:044a\:0442\:0438"}]}], " ", "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"GraphicsRow", "[", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"plotRel", "[", "0.1", "]"}], ",", " ", 
     RowBox[{"plotRel", "[", "0.01", "]"}], ",", " ", 
     RowBox[{"plotRel", "[", "0.001", "]"}]}], "}"}], "]"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{
    "\:0410\:043a\:043e", " ", "\:043d\:0430\:043c\:0430\:043b\:0438\:043c", 
     " ", "\[CapitalDelta]t", "  ", "10", " ", "\:043f\:044a\:0442\:0438"}], 
    ",", " ", 
    RowBox[{
    "\:0442\:043e", " ", "\:0433\:0440\:0435\:0448\:043a\:0430\:0442\:0430", 
     " ", "\:0438\:0437\:0433\:043b\:0435\:0436\:0434\:0430", " ", 
     "\:0434\:0430", " ", "\:043d\:0430\:043c\:0430\:043b\:044f\:0432\:0430", 
     " ", "\:043e\:043a\:043e\:043b\:043e", " ", "10", " ", 
     "\:043f\:044a\:0442\:0438"}]}], " ", "*)"}]}]}], "Input",
 CellChangeTimes->{
  3.811314323953312*^9, {3.8113145479163036`*^9, 3.8113145555768485`*^9}},
 CellLabel->"In[63]:=",ExpressionUUID->"8c394650-8383-48e3-a161-cf7d770ed278"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVl3k4lN8bxgeRNWPfzYiya5KU0HmICoUmS7INkbJFUpIyllIikkIqgxQl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           "]]},
         Annotation[#, "Charting`Private`Tag$8456#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{14.112244897959187`, 1.5}, {6.3578331018831875`, 
       6.58969351447216}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 458.23819278157816`}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nc8V/8XB/BrJFkZKSQfK1uFEMp5lxKyUkaFyogUUlRGfKKMIiOyKrsQ
UVJCQiQjFMnMpoxvRFmN3/n9dR/Px+uc+7j3Ps77fd9idu5mjowURe1koKj/
X+/527EoOdzUpnrCG86f9oSaNlFDS9HTQF1+3Rbg7Qn/3lYEiYp6A6W93i8x
zBPuVUbQVomGAcX434cfOZ5wdpeX6wItEaipDbnak57QtuIcO0PLAcpxZETn
nBes7hmSnqa9BOrUxHfDaxchrSHFY5JWj/X7lEo6LsN8QrFcfzi6yDB3dPIy
6Do1Dn9cQnMUKW1m8IYppgXz0rYGoEq0c7rlvWHHLmPNsJAmoHruTosGekNr
wW9G6e8tQN30DpNR9oGABgUDpeNtQG0idbGpvvC4IKzn7JZuoHb6pseV+sME
70S4wUl0159I9jZ/kL5ooC0Ti/4q8Ct20h9Sd7KnDS+hP0q4DAkHQEx9+Kmj
tT1AbYt5cJoeABeHI2f3W/cBlboqLXkzHVLYG4N49g0A/RA/v+giHZzgQ+LU
+WGgCu8///IqEKj0X6U9N4eBfpLW598UCAnMwr0NmZh/9XaV6wmEd/WnRHI6
0G4O3zMWA0Hm8O90R80RfF/ZC2Lbg+Crs3TeF4ZRoPqcXYzzg8Al5kpFa9QY
UJHM3E+yr4HbqOzws8ffgLLzdHtZGwwDtl2sVfXonUkcDF3BcKgzdMv7EXSx
/R+rqWDY0TjuPSo0AZSsGpcmXwgwPcniXh+Cvpd7vvpkCCT4iWlfOj4JlLz9
3UWGUKjiE0zU4J7Gfufk4yZhwCZ2Tbp/xwxQruZzLmLh8G5n9Fb/fei0lBOZ
6uEQbHVffZMZWv+99XejcGCMKtl/7Ax63zGNUp9wWP475fT5HlrrBNvmT+Ew
2Wue3cI4C1SIzeljERHQlCAtW9mE3jhqWcgeCbe4G+XSTswBNXmwNEssGl6q
byo2dpsDutm2zQe3RcOIrTv89sXcsoW2BqJBK5/vsGU85gYnvt+3joav+tZX
OJsx/6otbZ8QDTpB0y3eWvNA71OPteSNgcWfa73M1v/EeV+WBe7bYNdz+DVT
0y+gbqcKp6rFAVvyoKtHF3r+n4OXXhw8Peom3D+G9t7+6MjROGDqDvEuZVgA
6tlNexP/OMjsLFXxUEdbXRyfeRsHY59Es7+kowdO+W44dgdcWqeiXnovAnUr
hcMkMh48aq/ZuUsvA+X/ld9dLglERnRZfqmg9yrT5rSToJFxTa4fQRd7aIcc
SoLNJGI27Aia12S23y8Jukrj6Jk30QpC4Ydbk2B34YP7Xd/R4vQ2c59k4El+
161TsoLvw/J4Xc9deHKO45CA/h+cp6qg4I8p0JTE551vgT7XWxA3nQJjNUIp
exzQM5u/2zCngpCg7OTZgD9Af7fz3QNaKlyr2hdUVYz5XwaNGotUsOANKHIR
/wtUv0mrWl0qLBfN8r1aQZfs8drzJA3SfM9MbLOkCD1Jl8U4LwO2Va5ZDLFB
SxoGTZZlQCVz9qp+e4pQD3Qc4xozYCBiRDTiHFrxdADXZAaIpNpYfgvD+juz
YvFymZBUY1KTVo55N+MoW14mxHBuv88rzkCo6F7lmpIsCEz5fXB+Ct1VOfV5
5SGYbivxkJ9Dy4uZXuXKBpGqC9F2S+il2h0aYtlQOjTR2rqKkVCnN9S162bD
j81dJvki6Amb9eUx2WCXV2x0yhTdORplrpgDu1+66XcWoZOjbFjccoFqGyDl
PkyEWnc5gEc0H659q0jzuYpW7WLM2ZEPa6h7jBqhaP12ffOD+cCreKSmOA7d
Uuc8FZgPm0M+7C8oRBspd60fzwcDrWrj9DH04CvZs0WP4XZGhnWoGTOhmxe6
Gm4pBCnPU5cPy60iVDZXScLyE1DU7D+Usm0VoX9hvVTN+hS2U1ZbJ9TQT7Vs
F9Y/hT3h+mMBOuizPu8CVZ6CbabC4UfW2G8kyyzm+hTutP/YyhiJFq2aDhx6
CqtUA8YL5tAXavOEO4pg5Ge8BfsrFkJFjh+sGiqG9N0qF/reoH8JyZz/WQzH
I5ojCxrQA6nzyqzPoVtyVf2hTvQh9Ycjis/hw6HzWnfn0GTT3Bqf51DxxFBU
UW41ocaFDjrzv4B4V4YJ43h0/4/Fz1YlYDDqciXGg5VQb4WbGvjLQPeKRN7e
y2jJ8rEAhTLYw9/b/csfPTHOpqdTBpr7jHYcC0fbNRTweJSBXNbWOYmH6LBJ
xfD3ZcDuOO9c3Iuuz9VQuFEOTSNXDnfuX0OoqTMWEbwVYDwSJS8iwkaoZaHE
9ieV0CQ/0m4tiXa92jZYUQkHLqj7J8uxEXrxmj1LjZWgx/ilVUAdreraoztW
CXtE5S/ymaJnnAZsNlaBqnVtJWsgOprXJDCkCoTbl8znRvF+oZ4zX5yqYeKN
Hf1dPjvO69+KZoMaoEV3utx6xk7opFaK2boGDtsamx8uw1wuUErPtQYqFjXk
Bt6h/Z1pvyNrIEaRp31hGJ3Eepi/owa04l9LSwtxEKrNvX2DYy2Euwi3XA9G
b+VufHHrLWzh6dikc5wT19N0gA1fPYxFjAXGOaLflNLUpOvhHtvC+PgZtFGy
p4hWPXAwCzwNv4x+ZuUuYl8PE7+O6HZEo/P0V/cV1UNWb5/b6Rq09MdPx60a
QDh79HWkLBehNJxzOvIbgQ1+nuydQ4u0FF6NaIbLu2VYny+jl6t2P3/YDGM6
xx5HMqwllNVTQ4bqZqjWq1resxb9+MWmnl/N4GMWcTtHDt26vSnlZAtMOm6u
vXhyLaH3++u93tQKTeHmMjwtmL9xuBhJfYD900cXxM25Cf2RYMT+qY9wf11Q
W4AV+rNLpdrvjzCv9aig9xhaotBWhaMNUm+sON2xQxeZrTFXaINl6buda85x
E0ov31zLtQ3y7PpeztzAnJVr4N5sG3B3HverqMT8ysYznKs+QWe1A8NRBR5C
1WjRjY58hpnd3UJXtqJdwsIzz3yG1VUm21OV0U+LKDb/z6D2WtNpbAf67qQR
lfEZYsu435/fh86aLk2e/gwmz8oTbtqiW37Nx1/vhLdZ67a9ikLLv728WNkF
xaE1tqI/0XsKr3M690K2QaNAyCK6WtEW6L2QxPHx4/QK2kv+4/WEXqBH9euW
MfLiPEx9NK3vBcOE5S0W3OgbOVKD8n0w9HDbv5vy6OpfVcvzfcBVdzdl4SRa
6NWBmPh+OLXKa6C5mZfQHyr17YseBCFa/eeVD2itpM5dKYPQvGNTi8wnrP/u
9p3kD4La2dpXgT2Yf3gR41w/CCxt/MlqXzFvacrWZhyCrNTn5vcZ+HB9hP3g
vDgEI1qLDa7b+XC/MfXyPjUM9ud9izmS0G+SX6WeHQU15S/FsvfQ9BK2w1dG
ge0Hea6bipbytF53axQKPVhe0B+gb7iolReMwu9z0SXzT9FJDkM5c6Nwx/1h
WW8jejliM4v/GNSfbavK+4OWULbhuDcOW53kmw1PrsN8OKyMZQK+nKa55zug
NwskVghPQPhZPm4uZ7SEkm678gR881g52OKGrhd+qX58AjL8Gj8d9EOfpioG
SiZgQ8yZPot4tFTgwXr3SfhX/mjqxHt0nGu/09QUtPAqsHtp8BPKoKbnIO8M
aLu6fkveiS57XU3RZuBx3eO6akB/2ZD3Un4GbvkpXePW5Sf0LL8sfTxXGY6p
/Xlkhrnpe57hyzPQ8HL396Ez6Ngf3YxDM1B7wrLN9D662bN9a/kslD0OTFZg
Wk+oP/F08Zg5YDE0F4pnQT+OMhxIn4OD36QTGdjQ6i9c8ormYFzi/Z0O7vWE
fi2x2f3THPAlboihi6BjDW9lCs7DmaC80HYNrO8R6mvNnIeNVh1efufQRmHu
t97+BF8GOdOmPvTtTIjSXISxveydUoNotimub8aLYBo6dfzqCNrde97MfhEk
1xa4q02iPTu0joYvQpPw9sjURfQ+a9Md/YsgskO72ZNvA6FSy2whdAmq3cwM
N+mjb8VwD40vA1uvj57bMzRn1KmpgT+gdimHM/IFunj/qkOLf+Akb+fHglI0
T8dC49q/UKKnajNbic6Z5vmp/RdOFX/38HyPVi99vPn+X6i65ZDsM4ZuzzLn
PPEP9yvj/4IFBAj15GroVm+KjD4Qi03xQ8fwvNspx0imrg0uMdEFCN25YDpX
g5H8sEs77hyEfl21RUofzwU0MXmlG2jWjq17nRmJULxodXU89qe3OdEeMhLT
ENrM6FPMg/RTrKWZSLnTJkOFb+hC0wIdZWYSKyPI/NJcEOe/76uHJwuxtpV6
OGyFtjuVAcEsRDJWxYDLGp1+x3djAgt59s8oyt4O/av0yZ8yFtLeESjM5Y5W
Sjvnyrya8F2f2m4fipaZVGZOWE1iBl87cpah01J9TjSwkqikU3UnRYUIxRIy
SLdlJ5cuBl7wk0D/YAt8e4Gd2Jrdp8VLoc1ZHwmHsRMFto5LTQrobYP1y0Xs
pN57n4y6BrrmQFYAGwdhPCIZxmGGbjXRfVHKQbw2DBm8CEJHJ33VkuEiR2Nt
mjnG0aq5teb3uIlwEdvGMxNovchjRx5xk/4PL5zqp4UInT3gjfNLbuKwlpch
eB59y1np0Sdu4nbjrco/ho2Efin9/msuHhJI35o4K4wuScncGsRDcs4yOHSY
oc8JWHp58ZLFvVlLKRUbCfXIofv31XXErywlqKYKnWzPJBqD61Q5ifNbDVpB
ut8kfR1ZTYsUU25Ek+WOT9XryPqly/o1n9G3bwz6MvMTlXzDxK8zaMFdBho3
+Ikb//wOJQlhQg2ZH6pOWU+GR/dcrg5Bs/TtOvdTgOxJaU6Xu4lW5DxSxiZI
Uq2Ovo+5hWZrvS8gKkhsGz3E7ePQ3Bu/rjkgSLoLU5uYMtCJK1L1aYLko+9f
0X0V6KzH8u/wu1bzlNbXzaNjM99rvNlI0ncpbXx/chOenwIVHwyKkGpjtqAV
B7REqRcsi5Ch48MTss7oGF6LKV4akQiMKw12Q4elb7q6l0Yy3y4dIb7oFTN6
QjaNZJlUJxTFohMYQFdTlGSfPLQ+qQ6tlPjgD6cYyb/uxeOkKIL7yatmyw5x
MrXTJvD6NrSg4UPOUXGiML93LkMF3Z7zu3lOnOTarfs0oCFC6FPluz15JEg2
FCUc1cWcLqtsYCRBMpdmaMbHMZ8oyJWvkyBJrme3qEZjXlfowlIjSULM7Q8w
/UTzBRvDiBRJN+m1dlxE77eeyliQIuX65m51K2gr7kUBdmnyY9f+6JuMNEIF
N0RtV5Ym1lLyn/m40WslTVWuShPlhR92kvJo3bTzx8RlyJeEQJ99J9GKMrLl
HrJEtTctJ+Q9es8deQE9BcK9xXmxoBXdcpvT01aBTAVs2d/ZhmZ/c3fQU4Fk
SpSNyHT/vz97eTZNgaw7005rGEP7R2l/+61Alv2YDrBQorj/lB/Tfq5IutjV
qvQE0RxB376qbSUJssn57w+gta/yN2ookfk53awgI7RzTkSEnhIxqfhxV8NE
lNAXrB5ZWyoRlkMG4VlmaN4CRjEvJeLlt+Ry5QjaYtJM54kSMWuxlFF0Qr+T
klqUVyYcXusywgPxfsue8x7yKiSgMiLhwEu0hNjKbnNVMtFXGbtUilb5N6/i
pEosVuaiHpaj/9NfreqtShTUjoYxVaJHlh463FMlnY+kfMreoskC+I6pEuX4
18fk29FvnGjRvmpkzHVWhP07enVkaPkTdWK00TyrQVKMUP9+baMd1CQJI1sq
j0mheYu21TpqkpF81p4paXTsF3tfH03iR8q518qjOZziBTI1SZ6jhN8hJXR+
auKGRU3CVjhr1rsL3Tpoq5KhRer23qL+s0DfK8zVZtlFdrvVHeMJQzvuzbFg
IGS585tuzQ0xQtc2mp7nIuSZDofypXA0a27dfWFCpAQPsvZF/r//8yn+HYRw
1HQ/y76D/i3mGOlOSKfgf5wkE/3q+JbXA4Scq11X6fYa+5neiFs07SYpwnaS
TT/RZyYqKxt0iKaK/Ba7Bay3DJXw7tYh7frz6ouL6N13GbUndAjrpeADkr+x
fkuXzfSaveTch9zzfozi+Hz6qcP6ewkJnqtUWCuO/3uioN60lwx9v2YTIYNu
Sait7t5HmOkfWq+biJPtPTtvnE3aT/4Hka9s4A==
           "]]},
         Annotation[#, "Charting`Private`Tag$8503#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{14.112244897959187`, 1.5}, {6.3578331018831875`, 
       6.58969351447216}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 47.20643737765786}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV13c8VX0YAPBjZpWLBhJXyogkMprPicwKrzKKrIiUlQpFGQlZl1e5GlYK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           "]]},
         Annotation[#, "Charting`Private`Tag$8550#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{14.112244897959187`, 1.5}, {6.3578331018831875`, 
       6.58969351447216}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0., 4.734813923431622}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{3.811314325504603*^9, 3.8113145567409296`*^9, 
  3.811314666732608*^9, 3.811316365609317*^9},
 CellLabel->"Out[65]=",ExpressionUUID->"f9e81727-f505-4aeb-a305-bc5e391c57e1"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJw90nlM02cYwPGWe22BlnJToAdSjoKwyaIh8/dwBTnGGFLdQAetHAmDKmZ1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           "]]},
         Annotation[#, "Charting`Private`Tag$8700#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0.04837418035959331},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{60.03061224489795, 1.5000000000000568`}, {
       7.7767791748046875`, 0.500007164412807}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0.04837418035959331, 0.04837418035960034}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwt1HlM02cYB/BWKGpbsD+OSilHDyK0okIii2TZfo9TpyAyRaoLzkkrQqZQ
wdGEgcyJKKIcHRLBstkwoxM3MEyMQ7kVa7HlDkFERaAYETksVZAxdzzvH03z
yff9vefzvmLV4cgDixgMxv5/f//9//y9yiEo9uyn/VHlWUe+SaEXPx7ye+1T
Q/fo0WWt+uRXPkba5Rz6WGtAWNC+bvp4Drryes7jhNX9dFUMWs95eILaNEib
U9DxdOeF8SPDtKoMfbAwo75DO0ofKEKrLbLh6sqX9JpGdJOL4EII7zV9vBbN
Fmf5PVs3RctJ/6YSP1mjaZpmJ6PzeQ/lZTFWOiUDPWtbponk2+iVarTqcVSD
nekt7VtKxu8Y19Z8N0vvyEcnt2SpDvu9p88noanSB/0b/pynBWS+VUncne6h
C/TZVPT7G9MudfN/0ysOkf1JPzQWuJsBL7nX/neh49qLzhIm+LzFPFP/146Z
cSacEWK+vkYd2ndjEWhHMWd0D0Jtmh2Ev0Cfu3Tpq9OR9rDMgl6REpcaJWdB
2TiaFXzsxXUrCwRG9IiteBenzgHsb6OLE5ljEcWLQcXC8cIsBzMKk5fAg06y
fyMZUX2blwLVg44Y0a709mZD8DO0Z8+cwmphw+gMeuyu6ocHFRzYxsT+cg96
tp88xYXaOsxXU71eG/Y5Qr+VfH/V0lAgc4JRsj42bVMOWJ3AyMDvTbkKf6p9
GSxawHzz6+h3EgUPosj8eX37jtY38mAJOZ++5lhmdAAF8iH0/cuugXVaCorf
o2+evve1yEbBUin272T4Sf9O6QwtpH0cSzPY1uYMmfNkvz6ebU1c6wKjZL37
j6Tf5Opc4PQ1tDGhu+n3BReQ9aLXxK9sC1e6QnYL+kPtb+MxZlcIccLx2p0D
OJoQN4AxzFtidndvv+gGPRTmdyozSwPs+NAyhbnwy17N0SQ+ONxCpzPl201P
+BBIzrNZHRnuFbocZkk9sAfStqirl8OtdnTq+oiJU+7uwCfrt1wRF+mPukMx
Gb823is84KU7sMj6ivwF9jUKAdx+ji583nDA8Y4ACibQWl2cQSnyAD4P56tZ
PhR264QHhDqgo4v2tnFfeABjGtuXJzBjeyOF8G0zuW8bL8/p64WwkdST2m1m
XZDUE/pJ/Q9bPkttzvaEK3+Q9VG3jYYZT2A5Yv+/fBIkNCu9wHwP86vKnXyd
wQvukv2oOKmh4ld5wxekfnWJCauDf/SGdB06W7F/q53NGzaR+/W0JDNtk9IH
npL5Bw+UlWebfUBnwPaPOB81bRGIwNke8xJZaYV5qwgGH2HO1bheys0Ugdsk
ee8a80q21ojg8yfo0cRpb86kCLyeorcJFZdbfcUwRfbbsDGfMbFLDGrSfr3a
sIfKEYOVjJfU4tqobhBDxgh5Lz1VviabGAykPoYms/bm+Uugidwf37u/no/Y
I4Egcn+iZ6tjeHkSGBgg57eqWd5VL4GZBlJP2uEF84wEqFek/q32nUa5FDrv
o2O75lNle6VQQd4TVdUbUU6BFJLIfdF2cfPuGaTQ0Y2ut66Y+/BBCs/foP8B
wtnbbQ==
           "]]},
         Annotation[#, "Charting`Private`Tag$8747#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0.00498337491679487},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{60.03061224489795, 1.5000000000000568`}, {
       7.7767791748046875`, 0.500007164412807}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0.00498337491679487, 0.004983374916840652}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwt03s01GkYB/BBqnVrBo3bYGYod6VITrv9Hl1OyNoaVKu1zCQciy6nOSnU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           "]]},
         Annotation[#, "Charting`Private`Tag$8794#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0.0004998333744887041},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{60.03061224489795, 1.5000000000000568`}, {
       7.7767791748046875`, 0.500007164412807}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {0.0004998333744887041, 0.0004998333756425126}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{3.811314325504603*^9, 3.8113145567409296`*^9, 
  3.811314666732608*^9, 3.8113163665967484`*^9},
 CellLabel->"Out[66]=",ExpressionUUID->"f4733d1d-2a28-4c1f-8e26-4f033f482924"]
}, Open  ]]
}, Open  ]],

Cell[CellGroupData[{

Cell["\:0444\:043e\:0440\:043c\:0443\:043b\:0430 \:0441 \:0446\:0435\:043d\
\:0442\:0440\:0430\:043b\:043d\:0430 \:0440\:0430\:0437\:043b\:0438\:043a\
\:0430", "Subsection",
 CellChangeTimes->{{3.748019645534034*^9, 3.7480196639654727`*^9}, {
  3.7491090815975456`*^9, 3.749109086235811*^9}, {3.749179868509757*^9, 
  3.749179869978841*^9}, {3.749180585098266*^9, 3.7491805927607045`*^9}, {
  3.749183297060624*^9, 3.749183299417759*^9}, {3.7602036201170692`*^9, 
  3.7602036238145676`*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{
   RowBox[{"plotAbs", "[", "\[CapitalDelta]t_", "]"}], " ", ":=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{"DerF", "[", "t", "]"}], "-", 
      RowBox[{"ApprDerF3", "[", 
       RowBox[{"t", ",", "\[CapitalDelta]t"}], "]"}]}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"plotRel", "[", "\[CapitalDelta]t_", "]"}], " ", ":=", " ", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{"(", 
       RowBox[{
        RowBox[{"DerF", "[", "t", "]"}], "-", 
        RowBox[{"ApprDerF3", "[", 
         RowBox[{"t", ",", "\[CapitalDelta]t"}], "]"}]}], ")"}], "/", 
      RowBox[{"DerF", "[", "t", "]"}]}], ",", 
     RowBox[{"{", 
      RowBox[{"t", ",", "0", ",", "10"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"GraphicsRow", "[", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"plotAbs", "[", "0.1", "]"}], ",", " ", 
     RowBox[{"plotAbs", "[", "0.01", "]"}], ",", " ", 
     RowBox[{"plotAbs", "[", "0.001", "]"}]}], "}"}], "]"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{
    "\:0410\:043a\:043e", " ", "\:043d\:0430\:043c\:0430\:043b\:0438\:043c", 
     " ", "\[CapitalDelta]t", "  ", "10", " ", "\:043f\:044a\:0442\:0438"}], 
    ",", " ", 
    RowBox[{
    "\:0442\:043e", " ", "\:0433\:0440\:0435\:0448\:043a\:0430\:0442\:0430", 
     " ", "\:0438\:0437\:0433\:043b\:0435\:0436\:0434\:0430", " ", 
     "\:0434\:0430", " ", "\:043d\:0430\:043c\:0430\:043b\:044f\:0432\:0430", 
     " ", "\:043e\:043a\:043e\:043b\:043e", " ", "100", " ", 
     "\:043f\:044a\:0442\:0438"}]}], " ", "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"GraphicsRow", "[", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"plotRel", "[", "0.1", "]"}], ",", " ", 
     RowBox[{"plotRel", "[", "0.01", "]"}], ",", " ", 
     RowBox[{"plotRel", "[", "0.001", "]"}]}], "}"}], "]"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{
    "\:0410\:043a\:043e", " ", "\:043d\:0430\:043c\:0430\:043b\:0438\:043c", 
     " ", "\[CapitalDelta]t", "  ", "10", " ", "\:043f\:044a\:0442\:0438"}], 
    ",", " ", 
    RowBox[{
    "\:0442\:043e", " ", "\:0433\:0440\:0435\:0448\:043a\:0430\:0442\:0430", 
     " ", "\:0438\:0437\:0433\:043b\:0435\:0436\:0434\:0430", " ", 
     "\:0434\:0430", " ", "\:043d\:0430\:043c\:0430\:043b\:044f\:0432\:0430", 
     " ", "\:043e\:043a\:043e\:043b\:043e", " ", "100", " ", 
     "\:043f\:044a\:0442\:0438"}]}], " ", "*)"}]}]}], "Input",
 CellChangeTimes->{{3.8113143851752596`*^9, 3.8113143907694883`*^9}, {
  3.8113146144656534`*^9, 3.8113146238904257`*^9}},
 CellLabel->"In[67]:=",ExpressionUUID->"5f7a0c5f-18af-49e0-9bef-c3125ffc77d9"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwV1nk0lV0XAPDHkEzJUJJkljGhEg3urSRRyFCKTJlDSFEZypwhlHKReYhC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           "]]},
         Annotation[#, "Charting`Private`Tag$8945#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{35.5408163265306, 1.5}, {1.5000000000000568`, 
       0.9049833039256754}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-17.340128509403783`, 0.}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwd1Xc4ll8YB/DXqMysEtklI0K2UkbIyhaJV96EnxUVRYrIKjuyEhmFiEhl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           "]]},
         Annotation[#, "Charting`Private`Tag$8992#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{35.5408163265306, 1.5}, {1.5000000000000568`, 
       0.9049833039256754}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-0.1733154735315075, 0.}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwl1Hk4lVsbx/FtrAy1DRUyhRASKqFTNsqUKKJCOWnQqRDlNFD2oQwhkowV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           "]]},
         Annotation[#, "Charting`Private`Tag$9039#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{35.5408163265306, 1.5}, {1.5000000000000568`, 
       0.9049833039256754}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-0.0017331398312674913`, 0.}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{{3.811314381610073*^9, 3.811314385937831*^9}, 
   3.81131462478948*^9, 3.8113146678112345`*^9, 3.811316367456252*^9},
 CellLabel->"Out[69]=",ExpressionUUID->"1d515b81-2f5b-4000-85b8-d1632ec02c36"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJw903lM03cUAPAWKDgo0nIfLfQgllPB6AJz4/dQCDfDYgVhDFoRFob1iE0q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           "]]},
         Annotation[#, "Charting`Private`Tag$9189#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, -0.0016675001984418657`},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{74.31632653061223, 1.5}, {8.218241535127163, 
       5.960675083970699}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 10}, {-0.0016675001984418657`, -0.001667500198436034}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {193.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwt1HlQk1cQAPAAApVDCQQkEiAJyO3BVDoybf0WxXKWcgUdkCPhagMEsKSi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           "]]},
         Annotation[#, "Charting`Private`Tag$9236#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, -0.000016666750005358023`},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{74.31632653061223, 1.5}, {8.218241535127163, 
       5.960675083970699}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 
        10}, {-0.000016666750005358023`, -0.00001666674997101091}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {580.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwd0Xs0lHkYB/CZXMrdIExuM0MuQ8UprVK9T6nNLVtqVCRmcjm5TNFOya2O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           "]]},
         Annotation[#, "Charting`Private`Tag$9283#1"]& ]}, {}},
      AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, -1.6666709649308466`*^-7},
      DisplayFunction->Identity,
      Frame->{{False, False}, {False, False}},
      FrameLabel->{{None, None}, {None, None}},
      FrameTicks->{{Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
         Charting`ScaledFrameTicks[{Identity, Identity}]}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{74.31632653061223, 1.5}, {8.218241535127163, 
       5.960675083970699}},
      Method->{
       "DefaultBoundaryStyle" -> Automatic, 
        "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> 
        None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& ), "CopiedValueFunction" -> ({
            (Identity[#]& )[
             Part[#, 1]], 
            (Identity[#]& )[
             Part[#, 2]]}& )}},
      PlotRange->{{0, 
        10}, {-1.6666709649308466`*^-7, -1.6666604803751756`*^-7}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {967.5, -116.80842387373012}, 
     ImageScaled[{0.5, 0.5}], {360., 222.49223594996212}]}, {}},
  ContentSelectable->True,
  ImageSize->{
    UpTo[600], 
    UpTo[360]},
  PlotRangePadding->{6, 5}]], "Output",
 CellChangeTimes->{{3.811314381610073*^9, 3.811314385937831*^9}, 
   3.81131462478948*^9, 3.8113146678112345`*^9, 3.811316368063902*^9},
 CellLabel->"Out[70]=",ExpressionUUID->"d1642404-449d-40da-8da2-f8a9a9e6037a"]
}, Open  ]],

Cell[BoxData[""], "Input",
 CellChangeTimes->{{3.7479186139306803`*^9, 3.74791861796935*^9}, 
   3.7479187588882303`*^9, {3.7479189685788856`*^9, 3.7479189753709707`*^9}, {
   3.7479229405119934`*^9, 3.747922941309544*^9}, {3.748019529977372*^9, 
   3.7480195413748264`*^9}, {3.74801969975791*^9, 3.7480197019086757`*^9}, {
   3.7491069906750402`*^9, 3.7491070065259466`*^9}, {3.749107052357568*^9, 
   3.7491070603870273`*^9}, {3.749109095743355*^9, 3.7491091044068503`*^9}, 
   3.7491113623672113`*^9, {3.749179872774001*^9, 3.749179874452097*^9}, {
   3.7491804018808436`*^9, 3.7491804496615763`*^9}, {3.749180497311245*^9, 
   3.7491804978152742`*^9}, {3.7491805952988496`*^9, 3.749180613229875*^9}, {
   3.7491829633838186`*^9, 3.7491829946376057`*^9}, {3.7491833041480293`*^9, 
   3.7491833193408985`*^9}, {3.7491836849023867`*^9, 3.749183699806239*^9}, {
   3.7491854014742613`*^9, 3.749185402915344*^9}, {3.7495585097245426`*^9, 
   3.7495585250826874`*^9}, {3.7495599939428544`*^9, 3.7495599964224367`*^9}, 
   3.811147033422701*^9},
 FontFamily->"Times New Roman",
 CellLabel->"In[71]:=",ExpressionUUID->"6551a524-fef2-4f2c-93e6-f739e82af409"]
}, Open  ]]
}, Open  ]],

Cell["\:0420\:0435\:0434 \:043d\:0430 \:0422\:0435\:0439\:043b\:044a\:0440:", \
"Section",
 CellChangeTimes->{{3.7491801857855697`*^9, 3.749180191241882*^9}, {
  3.7491802266498213`*^9, 3.7491802968768377`*^9}, {3.7491806650848413`*^9, 
  3.749180671199191*^9}},ExpressionUUID->"db6eefc9-4102-45f7-a6e9-\
868747669378"],

Cell[CellGroupData[{

Cell[TextData[{
 "3 \:0437\:0430\:0434. \
\:041f\:0440\:0438\:0431\:043b\:0438\:0436\:0435\:0442\:0435 \:0444\:0443\
\:043d\:043a\:0446\:0438\:044f\:0442\:0430 Sin[x]Cos[x]x \:0432 \:0438\:043d\
\:0442\:0435\:0440\:0432\:0430\:043b\:0430 [0,10], \:043a\:0430\:0442\:043e \
\:0438\:0437\:043f\:043e\:043b\:0437\:0432\:0430\:0442\:0435 \:043f\:043e\
\:043b\:0438\:043d\:043e\:043c \:043d\:0430 \:0422\:0435\:0439\:043b\:044a\
\:0440 \:043e\:0442 \:0441\:0442\:0435\:043f\:0435\:043d 2, 3, 4 \:043e\:043a\
\:043e\:043b\:043e ",
 Cell[BoxData[
  FormBox[
   SubscriptBox["x", "0"], TraditionalForm]],
  FormatType->"TraditionalForm",ExpressionUUID->
  "f226dd3e-3844-4f30-b2aa-274fe7da6458"],
 "=2, ",
 Cell[BoxData[
  FormBox[
   SubscriptBox["x", "0"], TraditionalForm]],
  FormatType->"TraditionalForm",ExpressionUUID->
  "ff980362-b34d-4cb3-8b3a-4a927e075260"],
 "=5, ",
 Cell[BoxData[
  FormBox[
   SubscriptBox["x", "0"], TraditionalForm]],
  FormatType->"TraditionalForm",ExpressionUUID->
  "b0d37372-ab41-40ab-836b-39adce59986e"],
 "=7.5. \:041d\:0430\:0447\:0435\:0440\:0442\:0430\:0439\:0442\:0435 \:0444\
\:0443\:043d\:043a\:0446\:0438\:044f\:0442\:0430 \:0438 \:043f\:0440\:0438\
\:0431\:043b\:0438\:0436\:0435\:043d\:0438\:044f\:0442\:0430 \:043d\:0430 \
\:0435\:0434\:043d\:0430 \:0433\:0440\:0430\:0444\:0438\:043a\:0430 \:043a\
\:0430\:0442\:043e \:0438\:0437\:043f\:043e\:043b\:0437\:0432\:0430\:0442\
\:0435."
}], "Section",
 CellChangeTimes->{{3.747918045893719*^9, 3.7479180792016163`*^9}, {
  3.748019567260964*^9, 3.7480195984310884`*^9}, {3.7491799306613116`*^9, 
  3.749179945330095*^9}, {3.7491820390416107`*^9, 3.749182140816432*^9}, {
  3.7491822953940344`*^9, 3.7491823155841894`*^9}, {3.749182378833807*^9, 
  3.749182424987447*^9}, {3.749182543546228*^9, 3.74918254777547*^9}, {
  3.7495725174482784`*^9, 3.7495725867513027`*^9}, {3.760203632445589*^9, 
  3.7602036328882217`*^9}, {3.811315635944499*^9, 3.811315637573604*^9}, {
  3.811315913117302*^9, 3.811315920070819*^9}, {3.8113159636462383`*^9, 
  3.811315994370833*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"d042ec50-ca16-4ba1-8633-042880a85df6"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"x0", "=", "5"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"f", "[", "x_", "]"}], ":=", 
  RowBox[{"x", " ", 
   RowBox[{"Sin", "[", "x", "]"}], 
   RowBox[{"Cos", "[", "x", "]"}]}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"p2", "[", "x_", "]"}], " ", ":=", " ", 
  RowBox[{
   RowBox[{"f", "[", "x0", "]"}], "+", 
   RowBox[{
    RowBox[{
     RowBox[{"f", "'"}], "[", "x0", "]"}], 
    RowBox[{"(", 
     RowBox[{"x", "-", "x0"}], ")"}]}], "+", 
   RowBox[{
    RowBox[{
     RowBox[{"f", "''"}], "[", "x0", "]"}], 
    FractionBox[
     SuperscriptBox[
      RowBox[{"(", 
       RowBox[{"x", "-", "x0"}], ")"}], "2"], 
     RowBox[{"2", "!"}]]}]}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"p3", "[", "x_", "]"}], " ", ":=", " ", 
  RowBox[{
   RowBox[{"p2", "[", "x", "]"}], "+", 
   RowBox[{
    RowBox[{
     RowBox[{"f", "'''"}], "[", "x0", "]"}], 
    FractionBox[
     SuperscriptBox[
      RowBox[{"(", 
       RowBox[{"x", "-", "x0"}], ")"}], "3"], 
     RowBox[{"3", "!"}]]}]}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"p4", "[", "x_", "]"}], " ", ":=", " ", 
  RowBox[{
   RowBox[{"p3", "[", "x", "]"}], "+", 
   RowBox[{
    RowBox[{
     RowBox[{"f", "''''"}], "[", "x0", "]"}], 
    FractionBox[
     SuperscriptBox[
      RowBox[{"(", 
       RowBox[{"x", "-", "x0"}], ")"}], "4"], 
     RowBox[{"4", "!"}]]}]}]}], "\[IndentingNewLine]", 
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{
     RowBox[{"f", "[", "x", "]"}], ",", 
     RowBox[{"p2", "[", "x", "]"}], ",", 
     RowBox[{"p3", "[", "x", "]"}], ",", 
     RowBox[{"p4", "[", "x", "]"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"x", ",", "0", ",", "10"}], "}"}]}], "]"}]}], "Input",
 CellChangeTimes->{{3.811314746201927*^9, 3.8113148750767703`*^9}, {
  3.8113160017502594`*^9, 3.8113160515650487`*^9}},
 CellLabel->"In[72]:=",ExpressionUUID->"c2d3db71-f732-4097-9661-dc6343dd0d86"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVV3k8VO8XxhhZBjNiiLEMhZAtEan3ZEsSqWhDESFbEW2i1LeiLMmWQlnK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       "]]},
     Annotation[#, "Charting`Private`Tag$9438#1"]& ], 
    TagBox[
     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1nk4VG8bB3AjO+NgmDkzYxlGRH4koX1uS0kRopRE2cuuRExFZassKVuS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       "]]},
     Annotation[#, "Charting`Private`Tag$9438#2"]& ], 
    TagBox[
     {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVV3c8le8bdpxzkPniDHtXkuysynuTTUuU5KuQEZGiEkIqJCIZZRNRRpKR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       "]]},
     Annotation[#, "Charting`Private`Tag$9438#3"]& ], 
    TagBox[
     {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVV3k4VP8btV3r4A4zY01K1iyRbC33JXsoSlGWyFKRFEllC0V2LUgKRSlF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       "]]},
     Annotation[#, "Charting`Private`Tag$9438#4"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, 
     Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, 
     Charting`ScaledFrameTicks[{Identity, Identity}]}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{{0, 10}, {-61.77858411232583, 91.71292418349381}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.8113148433405037`*^9, 3.811314876350608*^9, {3.8113160347523246`*^9, 
   3.811316052428198*^9}, 3.8113163686975365`*^9},
 CellLabel->"Out[77]=",ExpressionUUID->"ce5e2d0b-58ae-400d-b44d-b6bced9617f0"]
}, Open  ]]
}, Open  ]],

Cell["\<\
\:0414\:043e\:043f\:044a\:043b\:043d\:0438\:0442\:0435\:043b\:043d\:043e : \
\:041a\:043e\:044f \:0435 \:043c\:0438\:043d\:0438\:043c\:0430\:043b\:043d\
\:0430\:0442\:0430 \:0441\:0442\:0435\:043f\:0435\:043d \:043d\:0430 \:043f\
\:043e\:043b\:0438\:043d\:043e\:043c \:043d\:0430 \:0422\:0435\:0439\:043b\
\:044a\:0440, \:043f\:0440\:0438 \:043a\:043e\:044f\:0442\:043e \:0430\:0431\
\:0441\:043e\:043b\:044e\:0442\:043d\:0430 \:0433\:0440\:0435\:0448\:043a\
\:0430 \:043f\:0440\:0438 \:043f\:0440\:0438\:0431\:043b\:0438\:0436\:0430\
\:0432\:0430\:043d\:0435\:0442\:043e \:043d\:0430 x Sin[x] Cos[x] \
\:0432\:044a\:0432 \:0432\:0441\:044f\:043a\:0430 \:0442\:043e\:0447\:043a\
\:0430 \:043e\:0442 \:0438\:043d\:0442\:0435\:0440\:0432\:0430\:043b\:0430 \
[0, 10] \:0435 \:043f\:043e - \:043c\:0430\:043b\:043a\:0430 \:043e\:0442 0.1?\
\>", "Section",
 CellChangeTimes->{{3.811316569677226*^9, 
  3.811316601131404*^9}},ExpressionUUID->"90218b3f-5401-4138-8a41-\
e95e8b1da577"],

Cell[CellGroupData[{

Cell["\:0420\:0435\:0434 \:043d\:0430 \:0422\:0435\:0439\:043b\:044a\:0440:", \
"Section",
 CellChangeTimes->{{3.7491801857855697`*^9, 3.749180191241882*^9}, {
  3.7491802266498213`*^9, 3.7491802968768377`*^9}, {3.7491806650848413`*^9, 
  3.749180671199191*^9}},ExpressionUUID->"d2342807-253c-4da0-9042-\
02c3018261c9"],

Cell[CellGroupData[{

Cell["\:0412\:0430\:0440\:0438\:0430\:043d\:0442 1", "Subsection",
 CellChangeTimes->{{3.747977517312288*^9, 3.747977521836547*^9}},
 FontFamily->
  "Arial Narrow",ExpressionUUID->"2170fc95-8fc2-4fca-b7f0-45ed807b54cc"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{
   RowBox[{"PlotDer", "[", 
    RowBox[{
    "f_", ",", "start_", ",", " ", "end_", ",", "step_", ",", "order_"}], 
    "]"}], ":=", "\[IndentingNewLine]", 
   RowBox[{"(", "\[IndentingNewLine]", 
    RowBox[{
     RowBox[{"minF", " ", "=", " ", 
      RowBox[{
       RowBox[{"Min", "[", 
        RowBox[{"Table", "[", 
         RowBox[{
          RowBox[{"f", "[", "x", "]"}], ",", 
          RowBox[{"{", 
           RowBox[{"x", ",", "start", ",", "end", ",", " ", "step"}], "}"}]}],
          "]"}], "]"}], "-", "1"}]}], ";", "\[IndentingNewLine]", 
     RowBox[{"maxF", " ", "=", " ", 
      RowBox[{
       RowBox[{"Max", "[", 
        RowBox[{"Table", "[", 
         RowBox[{
          RowBox[{"f", "[", "x", "]"}], ",", 
          RowBox[{"{", 
           RowBox[{"x", ",", "start", ",", "end", ",", " ", "step"}], "}"}]}],
          "]"}], "]"}], "+", "1"}]}], ";", "\[IndentingNewLine]", 
     RowBox[{"Manipulate", "[", "\[IndentingNewLine]", "\t", 
      RowBox[{
       RowBox[{
        RowBox[{
         RowBox[{"taylorSeries", "[", 
          RowBox[{"x0_", ",", "x_"}], "]"}], " ", "=", " ", 
         RowBox[{
          RowBox[{"f", "[", "x0", "]"}], "+", 
          RowBox[{"Sum", "[", 
           RowBox[{
            RowBox[{
             RowBox[{"ReplaceAll", "[", 
              RowBox[{
               RowBox[{"D", "[", 
                RowBox[{
                 RowBox[{"f", "[", "y", "]"}], ",", 
                 RowBox[{"{", 
                  RowBox[{"y", ",", "k"}], "}"}]}], "]"}], ",", 
               RowBox[{"y", "->", "x0"}]}], "]"}], "*", 
             RowBox[{
              RowBox[{
               RowBox[{"(", 
                RowBox[{"x", "-", "x0"}], ")"}], "^", "k"}], "/", 
              RowBox[{"k", "!"}]}]}], ",", 
            RowBox[{"{", 
             RowBox[{"k", ",", "1", ",", "order"}], "}"}]}], "]"}]}]}], ";", 
        "\[IndentingNewLine]", "\t", 
        RowBox[{"Show", "[", 
         RowBox[{
          RowBox[{"Plot", "[", 
           RowBox[{
            RowBox[{"{", 
             RowBox[{
              RowBox[{"f", "[", "x", "]"}], ",", 
              RowBox[{"taylorSeries", " ", "[", 
               RowBox[{"x0", ",", "x"}], "]"}]}], "}"}], ",", 
            RowBox[{"{", 
             RowBox[{"x", ",", "start", ",", "end"}], "}"}], ",", " ", 
            RowBox[{"PlotRange", "\[Rule]", 
             RowBox[{"{", 
              RowBox[{
               RowBox[{"{", 
                RowBox[{"start", ",", "end"}], "}"}], ",", 
               RowBox[{"{", 
                RowBox[{"minF", ",", "maxF"}], "}"}]}], "}"}]}]}], "]"}], ",", 
          RowBox[{"ListPlot", "[", 
           RowBox[{
            RowBox[{"{", 
             RowBox[{"{", 
              RowBox[{"x0", ",", 
               RowBox[{"f", "[", "x0", "]"}]}], "}"}], "}"}], ",", 
            RowBox[{"PlotStyle", "\[Rule]", "Orange"}]}], "]"}]}], "]"}]}], 
       ",", "\[IndentingNewLine]", "\t", 
       RowBox[{"{", 
        RowBox[{"x0", ",", "start", ",", "end", ",", " ", "step"}], "}"}]}], 
      "]"}]}], "\[IndentingNewLine]", ")"}]}], 
  "\[IndentingNewLine]"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"p", "[", "x_", "]"}], ":=", 
  RowBox[{
   RowBox[{"Sin", "[", "x", "]"}], "*", 
   RowBox[{"Cos", "[", "x", "]"}], "*", "x"}]}], "\[IndentingNewLine]", 
 RowBox[{"PlotDer", "[", 
  RowBox[{"p", ",", "0", ",", "10", ",", "0.1", ",", "20"}], "]"}]}], "Input",
 CellChangeTimes->{{3.7479774131423297`*^9, 3.747977430791339*^9}, {
  3.74797747591392*^9, 3.7479774762039366`*^9}, {3.749182172754259*^9, 
  3.749182194876524*^9}, {3.749182240959088*^9, 3.749182267428435*^9}, {
  3.811315850733101*^9, 3.811315859778211*^9}},
 FontFamily->"Arial Narrow",
 CellLabel->"In[78]:=",ExpressionUUID->"ebb5315e-9835-4dbd-a727-1198c6ad97f9"],

Cell[BoxData[
 TagBox[
  StyleBox[
   DynamicModuleBox[{$CellContext`x0$$ = 0, Typeset`show$$ = True, 
    Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", 
    Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = 
    "\"untitled\"", Typeset`specs$$ = {{
      Hold[$CellContext`x0$$], 0, 10, 0.1}}, Typeset`size$$ = Automatic, 
    Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = 
    True, $CellContext`x0$9474$$ = 0}, 
    DynamicBox[Manipulate`ManipulateBoxes[
     1, StandardForm, "Variables" :> {$CellContext`x0$$ = 0}, 
      "ControllerVariables" :> {
        Hold[$CellContext`x0$$, $CellContext`x0$9474$$, 0]}, 
      "OtherVariables" :> {
       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
         Typeset`skipInitDone$$}, "Body" :> ($CellContext`taylorSeries[
          Pattern[$CellContext`x0$, 
           Blank[]], 
          Pattern[$CellContext`x$, 
           Blank[]]] = $CellContext`p[$CellContext`x0$] + Sum[ReplaceAll[
             D[
              $CellContext`p[$CellContext`y], {$CellContext`y, \
$CellContext`k}], $CellContext`y -> $CellContext`x0$] (($CellContext`x$ - \
$CellContext`x0$)^$CellContext`k/Factorial[$CellContext`k]), {$CellContext`k, 
            1, 20}]; Show[
         Plot[{
           $CellContext`p[$CellContext`x], 
           $CellContext`taylorSeries[$CellContext`x0$$, $CellContext`x]}, \
{$CellContext`x, 0, 10}, 
          PlotRange -> {{0, 10}, {$CellContext`minF, $CellContext`maxF}}], 
         ListPlot[{{$CellContext`x0$$, 
            $CellContext`p[$CellContext`x0$$]}}, PlotStyle -> Orange]]), 
      "Specifications" :> {{$CellContext`x0$$, 0, 10, 0.1}}, "Options" :> {}, 
      "DefaultOptions" :> {}],
     ImageSizeCache->{277., {54., 60.}},
     SingleEvaluation->True],
    Deinitialization:>None,
    DynamicModuleValues:>{},
    SynchronousInitialization->True,
    UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$},
    UnsavedVariables:>{Typeset`initDone$$},
    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
   Deployed->True,
   StripOnInput->False],
  Manipulate`InterpretManipulate[1]]], "Output",
 CellChangeTimes->{{3.747977472985752*^9, 3.7479774769369783`*^9}, 
   3.7479823561155043`*^9, 3.7491813810453196`*^9, {3.749182151863064*^9, 
   3.749182195591565*^9}, 3.749182268475495*^9, 3.7491833312355785`*^9, 
   3.749187141351282*^9, 3.7491871936111374`*^9, 3.7491872480162487`*^9, {
   3.749187380064583*^9, 3.74918739539646*^9}, 3.779772342379712*^9, 
   3.779772661184947*^9, 3.8113146696753435`*^9, {3.8113158623773565`*^9, 
   3.811315872169634*^9}, 3.8113163687485075`*^9},
 FontFamily->"Arial Narrow",
 CellLabel->"Out[80]=",ExpressionUUID->"66d7a84c-b041-4b4e-a89c-d0eba23eebd6"]
}, Open  ]]
}, Open  ]],

Cell[CellGroupData[{

Cell["\:0412\:0430\:0440\:0438\:0430\:043d\:0442 2", "Subsection",
 CellChangeTimes->{{3.7479775335812187`*^9, 3.7479775358883505`*^9}},
 FontFamily->
  "Arial Narrow",ExpressionUUID->"ba376f28-ab5b-4f5f-af5a-1ea3d83204e7"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{
   RowBox[{"PlotDer", "[", 
    RowBox[{"f_", ",", "start_", ",", " ", "end_", ",", "step_"}], "]"}], ":=",
    "\[IndentingNewLine]", 
   RowBox[{"(", "\[IndentingNewLine]", 
    RowBox[{
     RowBox[{"minF", " ", "=", " ", 
      RowBox[{
       RowBox[{"Min", "[", 
        RowBox[{"Table", "[", 
         RowBox[{
          RowBox[{"f", "[", "x", "]"}], ",", 
          RowBox[{"{", 
           RowBox[{"x", ",", "start", ",", "end", ",", " ", "step"}], "}"}]}],
          "]"}], "]"}], "-", "1"}]}], ";", "\[IndentingNewLine]", 
     RowBox[{"maxF", " ", "=", " ", 
      RowBox[{
       RowBox[{"Max", "[", 
        RowBox[{"Table", "[", 
         RowBox[{
          RowBox[{"f", "[", "x", "]"}], ",", 
          RowBox[{"{", 
           RowBox[{"x", ",", "start", ",", "end", ",", " ", "step"}], "}"}]}],
          "]"}], "]"}], "+", "1"}]}], ";", "\[IndentingNewLine]", 
     RowBox[{"Manipulate", "[", "\[IndentingNewLine]", "\t", 
      RowBox[{
       RowBox[{
        RowBox[{
         RowBox[{"taylorSeries", "[", 
          RowBox[{"x0_", ",", "x_"}], "]"}], " ", "=", " ", 
         RowBox[{
          RowBox[{"f", "[", "x0", "]"}], "+", 
          RowBox[{"Sum", "[", 
           RowBox[{
            RowBox[{
             RowBox[{"ReplaceAll", "[", 
              RowBox[{
               RowBox[{"D", "[", 
                RowBox[{
                 RowBox[{"f", "[", "y", "]"}], ",", 
                 RowBox[{"{", 
                  RowBox[{"y", ",", "k"}], "}"}]}], "]"}], ",", 
               RowBox[{"y", "->", "x0"}]}], "]"}], "*", 
             RowBox[{
              RowBox[{
               RowBox[{"(", 
                RowBox[{"x", "-", "x0"}], ")"}], "^", "k"}], "/", 
              RowBox[{"k", "!"}]}]}], ",", 
            RowBox[{"{", 
             RowBox[{"k", ",", "1", ",", "order"}], "}"}]}], "]"}]}]}], ";", 
        "\[IndentingNewLine]", "\t", 
        RowBox[{"Show", "[", 
         RowBox[{
          RowBox[{"Plot", "[", 
           RowBox[{
            RowBox[{"{", 
             RowBox[{
              RowBox[{"f", "[", "x", "]"}], ",", 
              RowBox[{"taylorSeries", " ", "[", 
               RowBox[{"x0", ",", "x"}], "]"}]}], "}"}], ",", 
            RowBox[{"{", 
             RowBox[{"x", ",", "start", ",", "end"}], "}"}], ",", " ", 
            RowBox[{"PlotRange", "\[Rule]", 
             RowBox[{"{", 
              RowBox[{
               RowBox[{"{", 
                RowBox[{"start", ",", "end"}], "}"}], ",", 
               RowBox[{"{", 
                RowBox[{"minF", ",", "maxF"}], "}"}]}], "}"}]}]}], "]"}], ",", 
          RowBox[{"ListPlot", "[", 
           RowBox[{
            RowBox[{"{", 
             RowBox[{"{", 
              RowBox[{"x0", ",", 
               RowBox[{"f", "[", "x0", "]"}]}], "}"}], "}"}], ",", 
            RowBox[{"PlotStyle", "\[Rule]", "Orange"}]}], "]"}]}], "]"}]}], 
       ",", "\[IndentingNewLine]", "\t", 
       RowBox[{"{", 
        RowBox[{"x0", ",", "start", ",", "end", ",", " ", "step"}], "}"}], 
       ",", "\[IndentingNewLine]", "\t", 
       RowBox[{"{", 
        RowBox[{"order", ",", "1", ",", "20", ",", "1"}], "}"}]}], "]"}]}], 
    "\[IndentingNewLine]", ")"}]}], 
  "\[IndentingNewLine]"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"p", "[", "x_", "]"}], ":=", 
  RowBox[{
   RowBox[{"Sin", "[", "x", "]"}], "*", 
   RowBox[{"Cos", "[", "x", "]"}], "*", "x"}]}], "\[IndentingNewLine]", 
 RowBox[{"PlotDer", "[", 
  RowBox[{"p", ",", "0", ",", "10", ",", "0.1"}], "]"}]}], "Input",
 CellChangeTimes->{{3.7477538623353033`*^9, 3.747753996292412*^9}, 
   3.747754083501354*^9, {3.7477541435848494`*^9, 3.7477542197391396`*^9}, {
   3.7477542544042625`*^9, 3.7477544215762835`*^9}, 3.7477544577605314`*^9, 
   3.747754543925073*^9, {3.7477546029991617`*^9, 3.747754623696272*^9}, {
   3.7477546853508797`*^9, 3.747754709563979*^9}, {3.747754753503776*^9, 
   3.7477548566035795`*^9}, {3.747754954397465*^9, 3.7477550756578608`*^9}, {
   3.747755185441828*^9, 3.747755313517313*^9}, {3.7477553532824903`*^9, 
   3.7477554394640217`*^9}, {3.7477554820905704`*^9, 
   3.7477555011276255`*^9}, {3.7477555501255183`*^9, 
   3.7477555986146855`*^9}, {3.747755646630125*^9, 3.74775566289777*^9}, {
   3.7477557351293263`*^9, 3.7477557409939604`*^9}, 3.7477557722380266`*^9, {
   3.747755855966058*^9, 3.7477558880716295`*^9}, {3.747755918864954*^9, 
   3.7477559191427946`*^9}, {3.7477559834258966`*^9, 3.747755983625764*^9}, {
   3.747756074681516*^9, 3.747756163617463*^9}, {3.7477562358090115`*^9, 
   3.7477562500568333`*^9}, 3.747756342592718*^9, 3.747904704052379*^9, 
   3.7479178932783213`*^9, {3.7479772352991576`*^9, 3.7479772822628436`*^9}, {
   3.7479773172288437`*^9, 3.7479773175468616`*^9}},
 FontFamily->"Arial Narrow",
 CellLabel->"In[81]:=",ExpressionUUID->"5e017cfe-c071-4196-ad51-3c576b8005e0"],

Cell[BoxData[
 TagBox[
  StyleBox[
   DynamicModuleBox[{$CellContext`order$$ = 1, $CellContext`x0$$ = 0, 
    Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, 
    Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 
    1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{
      Hold[$CellContext`x0$$], 0, 10, 0.1}, {
      Hold[$CellContext`order$$], 1, 20, 1}}, Typeset`size$$ = Automatic, 
    Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = 
    True, $CellContext`x0$9491$$ = 0, $CellContext`order$9492$$ = 0}, 
    DynamicBox[Manipulate`ManipulateBoxes[
     1, StandardForm, 
      "Variables" :> {$CellContext`order$$ = 1, $CellContext`x0$$ = 0}, 
      "ControllerVariables" :> {
        Hold[$CellContext`x0$$, $CellContext`x0$9491$$, 0], 
        Hold[$CellContext`order$$, $CellContext`order$9492$$, 0]}, 
      "OtherVariables" :> {
       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
         Typeset`skipInitDone$$}, "Body" :> ($CellContext`taylorSeries[
          Pattern[$CellContext`x0$, 
           Blank[]], 
          Pattern[$CellContext`x$, 
           Blank[]]] = $CellContext`p[$CellContext`x0$] + Sum[ReplaceAll[
             D[
              $CellContext`p[$CellContext`y], {$CellContext`y, \
$CellContext`k}], $CellContext`y -> $CellContext`x0$] (($CellContext`x$ - \
$CellContext`x0$)^$CellContext`k/Factorial[$CellContext`k]), {$CellContext`k, 
            1, $CellContext`order$$}]; Show[
         Plot[{
           $CellContext`p[$CellContext`x], 
           $CellContext`taylorSeries[$CellContext`x0$$, $CellContext`x]}, \
{$CellContext`x, 0, 10}, 
          PlotRange -> {{0, 10}, {$CellContext`minF, $CellContext`maxF}}], 
         ListPlot[{{$CellContext`x0$$, 
            $CellContext`p[$CellContext`x0$$]}}, PlotStyle -> Orange]]), 
      "Specifications" :> {{$CellContext`x0$$, 0, 10, 
         0.1}, {$CellContext`order$$, 1, 20, 1}}, "Options" :> {}, 
      "DefaultOptions" :> {}],
     SingleEvaluation->True],
    Deinitialization:>None,
    DynamicModuleValues:>{},
    SynchronousInitialization->True,
    UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$},
    UnsavedVariables:>{Typeset`initDone$$},
    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
   Deployed->True,
   StripOnInput->False],
  Manipulate`InterpretManipulate[1]]], "Output",
 CellChangeTimes->{
  3.747755742605036*^9, 3.747755772942604*^9, {3.7477558571243925`*^9, 
   3.7477558887022495`*^9}, 3.747755920767844*^9, 3.747755985100918*^9, {
   3.7477561237843275`*^9, 3.747756164905711*^9}, {3.7477562375460143`*^9, 
   3.747756251185186*^9}, 3.7477563453161554`*^9, 3.747837010837006*^9, {
   3.747904695799114*^9, 3.7479047047459793`*^9}, 3.747917321013194*^9, {
   3.7479178860834665`*^9, 3.7479178940308876`*^9}, {3.7479772757584715`*^9, 
   3.7479772828668785`*^9}, 3.7479773182109003`*^9, 3.747977354952001*^9, 
   3.749181381106323*^9, 3.749183331269581*^9, 3.7491871413912845`*^9, 
   3.7491872480632515`*^9, {3.749187380109586*^9, 3.7491873954414625`*^9}, 
   3.779772342531721*^9, 3.8113146700801105`*^9, 3.8113158746993427`*^9, 
   3.8113163688494487`*^9},
 FontFamily->"Arial Narrow",
 CellLabel->"Out[83]=",ExpressionUUID->"2f16c2a8-b986-44f8-9d23-3856a51fa4c5"]
}, Open  ]]
}, Open  ]]
}, Open  ]],

Cell[CellGroupData[{

Cell["\<\
4 \:0437\:0430\:0434. \:041d\:0430\:043c\:0435\:0440\:0435\:0442\:0435 \:043e\
\:0446\:0435\:043d\:043a\:0430 \:0437\:0430 \:0430\:0431\:0441\:043e\:043b\
\:044e\:0442\:043d\:0430\:0442\:0430 \:0433\:0440\:0435\:0448\:043a\:0430 \
\:043d\:0430 \:0430\:043f\:0440\:043e\:043a\:0441\:0438\:043c\:0430\:0446\
\:0438\:0438\:0442\:0435 \:0432 \:0437\:0430\:0434\:0430\:0447\:0430 2. \
\:0421\:0440\:0430\:0432\:043d\:0435\:0442\:0435 \:0441 \:043f\:043e\:043b\
\:0443\:0447\:0435\:043d\:0438\:0442\:0435 \:0440\:0435\:0437\:0443\:043b\
\:0442\:0430\:0442\:0438.\
\>", "Section",
 CellChangeTimes->{{3.747918045893719*^9, 3.7479180792016163`*^9}, {
  3.748019567260964*^9, 3.7480195984310884`*^9}, {3.7491799306613116`*^9, 
  3.749179945330095*^9}, {3.7491820390416107`*^9, 3.749182140816432*^9}, {
  3.7491822953940344`*^9, 3.7491823155841894`*^9}, {3.749182378833807*^9, 
  3.749182424987447*^9}, {3.749182543546228*^9, 3.74918254777547*^9}, {
  3.7495725174482784`*^9, 3.7495725867513027`*^9}, {3.760203632445589*^9, 
  3.7602036328882217`*^9}, {3.811315541536395*^9, 3.8113155976594987`*^9}, {
  3.8113156486437645`*^9, 3.8113156548424573`*^9}, {3.8113156946692457`*^9, 
  3.8113157031961493`*^9}},
 FontFamily->
  "Times New Roman",ExpressionUUID->"06e86650-2c2b-425e-865e-00a18bc4aa74"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"Clear", "[", "f", "]"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"fd1", "[", 
    RowBox[{"x_", ",", "h_"}], "]"}], " ", "=", " ", 
   RowBox[{
    RowBox[{"(", 
     RowBox[{
      RowBox[{"f", "[", 
       RowBox[{"x", "+", "h"}], "]"}], " ", "-", " ", 
      RowBox[{"f", "[", "x", "]"}]}], ")"}], "/", "h"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"fd2", "[", 
    RowBox[{"x_", ",", "h_"}], "]"}], " ", "=", " ", 
   RowBox[{
    RowBox[{"(", 
     RowBox[{
      RowBox[{"f", "[", "x", "]"}], " ", "-", " ", 
      RowBox[{"f", "[", 
       RowBox[{"x", "-", "h"}], "]"}]}], ")"}], "/", "h"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"fd3", "[", 
    RowBox[{"x_", ",", "h_"}], "]"}], " ", "=", " ", 
   RowBox[{
    RowBox[{"(", 
     RowBox[{
      RowBox[{"f", "[", 
       RowBox[{"x", "+", "h"}], "]"}], "-", 
      RowBox[{"f", "[", 
       RowBox[{"x", "-", "h"}], "]"}]}], ")"}], "/", 
    RowBox[{"(", 
     RowBox[{"2", "*", "h"}], ")"}]}]}], ";"}], "\n", 
 RowBox[{
  RowBox[{"Taylor", "[", "f_", "]"}], " ", ":=", " ", 
  RowBox[{"Series", "[", 
   RowBox[{
    RowBox[{"f", "[", 
     RowBox[{"x", ",", "h"}], "]"}], ",", 
    RowBox[{"{", 
     RowBox[{"h", ",", "0", ",", "2"}], "}"}]}], "]"}]}], "\n", 
 RowBox[{
  RowBox[{
   RowBox[{
    RowBox[{"f", "'"}], "[", "x", "]"}], " ", "-", " ", 
   RowBox[{"Taylor", "[", "fd1", "]"}]}], " "}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"f", "'"}], "[", "x", "]"}], " ", "-", "  ", 
  RowBox[{"Taylor", "[", "fd2", "]"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"f", "'"}], "[", "x", "]"}], " ", "-", "  ", 
  RowBox[{"Taylor", "[", "fd3", "]"}]}], "\[IndentingNewLine]"}], "Input",
 CellChangeTimes->{{3.811222663119421*^9, 3.8112227092893224`*^9}, {
  3.8112228192575836`*^9, 3.8112228562867746`*^9}, {3.811223064542493*^9, 
  3.811223071686092*^9}, {3.811223605342368*^9, 3.8112236068554363`*^9}, {
  3.8112261203877344`*^9, 3.8112261217728825`*^9}, {3.8113150896033134`*^9, 
  3.811315097041356*^9}, {3.811315136894293*^9, 3.8113151827240677`*^9}, {
  3.811315342291751*^9, 3.8113153854092884`*^9}},
 CellLabel->"In[84]:=",ExpressionUUID->"180439d5-7486-49b6-80a0-483364e26b5d"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   RowBox[{"-", 
    RowBox[{
     FractionBox["1", "2"], " ", 
     RowBox[{
      SuperscriptBox["f", "\[Prime]\[Prime]",
       MultilineFunction->None], "[", "x", "]"}], " ", "h"}]}], "-", 
   RowBox[{
    FractionBox["1", "6"], " ", 
    RowBox[{
     SuperscriptBox["f", 
      TagBox[
       RowBox[{"(", "3", ")"}],
       Derivative],
      MultilineFunction->None], "[", "x", "]"}], " ", 
    SuperscriptBox["h", "2"]}], "+", 
   InterpretationBox[
    SuperscriptBox[
     RowBox[{"O", "[", "h", "]"}], "3"],
    SeriesData[$CellContext`h, 0, {}, 1, 3, 1],
    Editable->False]}],
  SeriesData[$CellContext`h, 0, {
   Rational[-1, 2] Derivative[2][$CellContext`f][$CellContext`x], 
    Rational[-1, 6] Derivative[3][$CellContext`f][$CellContext`x]}, 1, 3, 1],
  Editable->False]], "Output",
 CellChangeTimes->{{3.8113150920934076`*^9, 3.811315097850647*^9}, 
   3.8113151431235695`*^9, 3.811315183692623*^9, {3.81131534972723*^9, 
   3.8113153862770386`*^9}, 3.811315879905794*^9, 3.8113163689463925`*^9},
 CellLabel->"Out[89]=",ExpressionUUID->"fe0c02e4-8e26-4a3f-8553-59e63561c460"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   RowBox[{
    FractionBox["1", "2"], " ", 
    RowBox[{
     SuperscriptBox["f", "\[Prime]\[Prime]",
      MultilineFunction->None], "[", "x", "]"}], " ", "h"}], "-", 
   RowBox[{
    FractionBox["1", "6"], " ", 
    RowBox[{
     SuperscriptBox["f", 
      TagBox[
       RowBox[{"(", "3", ")"}],
       Derivative],
      MultilineFunction->None], "[", "x", "]"}], " ", 
    SuperscriptBox["h", "2"]}], "+", 
   InterpretationBox[
    SuperscriptBox[
     RowBox[{"O", "[", "h", "]"}], "3"],
    SeriesData[$CellContext`h, 0, {}, 1, 3, 1],
    Editable->False]}],
  SeriesData[$CellContext`h, 0, {
   Rational[1, 2] Derivative[2][$CellContext`f][$CellContext`x], 
    Rational[-1, 6] Derivative[3][$CellContext`f][$CellContext`x]}, 1, 3, 1],
  Editable->False]], "Output",
 CellChangeTimes->{{3.8113150920934076`*^9, 3.811315097850647*^9}, 
   3.8113151431235695`*^9, 3.811315183692623*^9, {3.81131534972723*^9, 
   3.8113153862770386`*^9}, 3.811315879905794*^9, 3.8113163689563875`*^9},
 CellLabel->"Out[90]=",ExpressionUUID->"7d57edf6-84cf-4503-aa0e-9abb1177274e"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   RowBox[{"-", 
    RowBox[{
     FractionBox["1", "6"], " ", 
     RowBox[{
      SuperscriptBox["f", 
       TagBox[
        RowBox[{"(", "3", ")"}],
        Derivative],
       MultilineFunction->None], "[", "x", "]"}], " ", 
     SuperscriptBox["h", "2"]}]}], "+", 
   InterpretationBox[
    SuperscriptBox[
     RowBox[{"O", "[", "h", "]"}], "3"],
    SeriesData[$CellContext`h, 0, {}, 2, 3, 1],
    Editable->False]}],
  SeriesData[$CellContext`h, 0, {
   Rational[-1, 6] Derivative[3][$CellContext`f][$CellContext`x]}, 2, 3, 1],
  Editable->False]], "Output",
 CellChangeTimes->{{3.8113150920934076`*^9, 3.811315097850647*^9}, 
   3.8113151431235695`*^9, 3.811315183692623*^9, {3.81131534972723*^9, 
   3.8113153862770386`*^9}, 3.811315879905794*^9, 3.8113163689653826`*^9},
 CellLabel->"Out[91]=",ExpressionUUID->"cf74db06-fcee-4ae0-8ea4-45a44581a25a"]
}, Open  ]]
}, Open  ]]
}, Open  ]]
},
WindowSize->{1366, 685},
WindowMargins->{{-8, Automatic}, {Automatic, -8}},
Magnification->0.8999999761581421,
FrontEndVersion->"12.0 for Microsoft Windows (64-bit) (April 8, 2019)",
StyleDefinitions->"Default.nb"
]
(* End of Notebook Content *)

(* Internal cache information *)
(*CellTagsOutline
CellTagsIndex->{}
*)
(*CellTagsIndex
CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[CellGroupData[{
Cell[580, 22, 483, 7, 82, "Title",ExpressionUUID->"22079c12-e656-4403-9d9b-fcf7d384cff8"],
Cell[CellGroupData[{
Cell[1088, 33, 1654, 24, 119, "Section",ExpressionUUID->"d042ec50-ca16-4ba1-8633-042880a85df6"],
Cell[CellGroupData[{
Cell[2767, 61, 508, 7, 45, "Subsection",ExpressionUUID->"d60d0df8-ffd3-4b1b-bc2c-9b91dd42a94f"],
Cell[CellGroupData[{
Cell[3300, 72, 3523, 86, 141, "Input",ExpressionUUID->"3cefa659-4acb-4def-a3f5-92390940e105"],
Cell[6826, 160, 51137, 893, 132, "Output",ExpressionUUID->"01e93b93-cf7e-4fd2-9fbf-90cfccbb66a3"]
}, Open  ]]
}, Open  ]],
Cell[CellGroupData[{
Cell[58012, 1059, 504, 7, 45, "Subsection",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],
Cell[CellGroupData[{
Cell[58541, 1070, 1876, 56, 98, "Input",ExpressionUUID->"d8e06cc2-80dd-44cb-9053-1d9536a2fd29"],
Cell[60420, 1128, 51282, 897, 132, "Output",ExpressionUUID->"d292dbc2-a5ae-40c6-bc8c-c73187a31f00"]
}, Open  ]]
}, Open  ]],
Cell[CellGroupData[{
Cell[111751, 2031, 530, 8, 45, "Subsection",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],
Cell[CellGroupData[{
Cell[112306, 2043, 1956, 58, 98, "Input",ExpressionUUID->"04c47aa8-9a51-43e7-ab32-9570414b8840"],
Cell[114265, 2103, 52974, 926, 132, "Output",ExpressionUUID->"bd914986-2bf2-46d9-80f4-90c0492f46fc"]
}, Open  ]]
}, Open  ]]
}, Open  ]]
}, Open  ]],
Cell[CellGroupData[{
Cell[167312, 3037, 183, 3, 86, "Title",ExpressionUUID->"2169c21f-ab44-4f5b-bf7b-4b09244087d7"],
Cell[CellGroupData[{
Cell[167520, 3044, 960, 19, 60, "Section",ExpressionUUID->"fc53d77f-4a7f-4107-82b6-af5cba584dee"],
Cell[CellGroupData[{
Cell[168505, 3067, 562, 8, 45, "Subsection",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],
Cell[CellGroupData[{
Cell[169092, 3079, 4064, 86, 103, "Input",ExpressionUUID->"6551a524-fef2-4f2c-93e6-f739e82af409"],
Cell[173159, 3167, 25826, 472, 132, "Output",ExpressionUUID->"ba476548-20f4-41e0-9ec3-bdc50292b81c"],
Cell[198988, 3641, 11488, 238, 132, "Output",ExpressionUUID->"b2665e45-f8b5-4922-aea0-9c610b7dedc6"]
}, Open  ]]
}, Open  ]],
Cell[CellGroupData[{
Cell[210525, 3885, 506, 7, 45, "Subsection",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],
Cell[CellGroupData[{
Cell[211056, 3896, 2737, 68, 98, "Input",ExpressionUUID->"8c394650-8383-48e3-a161-cf7d770ed278"],
Cell[213796, 3966, 25316, 466, 132, "Output",ExpressionUUID->"f9e81727-f505-4aeb-a305-bc5e391c57e1"],
Cell[239115, 4434, 11442, 237, 132, "Output",ExpressionUUID->"f4733d1d-2a28-4c1f-8e26-4f033f482924"]
}, Open  ]]
}, Open  ]],
Cell[CellGroupData[{
Cell[250606, 4677, 581, 9, 45, "Subsection",ExpressionUUID->"a8b6ca2f-f9bf-405e-b0ac-8951b2aec245"],
Cell[CellGroupData[{
Cell[251212, 4690, 2767, 68, 98, "Input",ExpressionUUID->"5f7a0c5f-18af-49e0-9bef-c3125ffc77d9"],
Cell[253982, 4760, 24147, 447, 132, "Output",ExpressionUUID->"1d515b81-2f5b-4000-85b8-d1632ec02c36"],
Cell[278132, 5209, 11807, 244, 132, "Output",ExpressionUUID->"d1642404-449d-40da-8da2-f8a9a9e6037a"]
}, Open  ]],
Cell[289954, 5456, 1153, 16, 26, "Input",ExpressionUUID->"6551a524-fef2-4f2c-93e6-f739e82af409"]
}, Open  ]]
}, Open  ]],
Cell[291134, 5476, 319, 5, 60, "Section",ExpressionUUID->"db6eefc9-4102-45f7-a6e9-868747669378"],
Cell[CellGroupData[{
Cell[291478, 5485, 2143, 43, 76, "Section",ExpressionUUID->"d042ec50-ca16-4ba1-8633-042880a85df6"],
Cell[CellGroupData[{
Cell[293646, 5532, 1942, 61, 185, "Input",ExpressionUUID->"c2d3db71-f732-4097-9661-dc6343dd0d86"],
Cell[295591, 5595, 45475, 772, 214, "Output",ExpressionUUID->"ce5e2d0b-58ae-400d-b44d-b6bced9617f0"]
}, Open  ]]
}, Open  ]],
Cell[341093, 6371, 987, 15, 94, "Section",ExpressionUUID->"90218b3f-5401-4138-8a41-e95e8b1da577"],
Cell[CellGroupData[{
Cell[342105, 6390, 319, 5, 48, "Section",ExpressionUUID->"d2342807-253c-4da0-9042-02c3018261c9"],
Cell[CellGroupData[{
Cell[342449, 6399, 219, 3, 47, "Subsection",ExpressionUUID->"2170fc95-8fc2-4fca-b7f0-45ed807b54cc"],
Cell[CellGroupData[{
Cell[342693, 6406, 3817, 96, 248, "Input",ExpressionUUID->"ebb5315e-9835-4dbd-a727-1198c6ad97f9"],
Cell[346513, 6504, 2893, 56, 131, "Output",ExpressionUUID->"66d7a84c-b041-4b4e-a89c-d0eba23eebd6"]
}, Open  ]]
}, Open  ]],
Cell[CellGroupData[{
Cell[349455, 6566, 223, 3, 47, "Subsection",ExpressionUUID->"ba376f28-ab5b-4f5f-af5a-1ea3d83204e7"],
Cell[CellGroupData[{
Cell[349703, 6573, 4865, 111, 268, "Input",ExpressionUUID->"5e017cfe-c071-4196-ad51-3c576b8005e0"],
Cell[354571, 6686, 3424, 64, 43, "Output",ExpressionUUID->"2f16c2a8-b986-44f8-9d23-3856a51fa4c5"]
}, Open  ]]
}, Open  ]]
}, Open  ]],
Cell[CellGroupData[{
Cell[358056, 6757, 1296, 20, 57, "Section",ExpressionUUID->"06e86650-2c2b-425e-865e-00a18bc4aa74"],
Cell[CellGroupData[{
Cell[359377, 6781, 2299, 65, 170, "Input",ExpressionUUID->"180439d5-7486-49b6-80a0-483364e26b5d"],
Cell[361679, 6848, 1140, 30, 46, "Output",ExpressionUUID->"fe0c02e4-8e26-4a3f-8553-59e63561c460"],
Cell[362822, 6880, 1115, 29, 46, "Output",ExpressionUUID->"7d57edf6-84cf-4503-aa0e-9abb1177274e"],
Cell[363940, 6911, 906, 24, 46, "Output",ExpressionUUID->"cf74db06-fcee-4ae0-8ea4-45a44581a25a"]
}, Open  ]]
}, Open  ]]
}, Open  ]]
}
]
*)