(* 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[ 32921, 652] NotebookOptionsPosition[ 31832, 626] NotebookOutlinePosition[ 32165, 641] CellTagsIndexPosition[ 32122, 638] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[BoxData[ RowBox[{ RowBox[{"a", "=", RowBox[{"Import", "[", "\"\\"", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.785674448548069*^9, 3.78567445600434*^9}, { 3.785701584548991*^9, 3.785701588070231*^9}}, CellLabel->"In[92]:=",ExpressionUUID->"c6876c08-19bf-4470-8acc-b64d39219064"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{ RowBox[{"-", "10"}], ";;"}], "]"}], "]"}], ",", RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}], "]"}]], "Input", CellChangeTimes->{{3.78567445973678*^9, 3.785674470780582*^9}, { 3.785674746435912*^9, 3.785674747756837*^9}, {3.785698731119149*^9, 3.7856987587812347`*^9}, {3.785701145565137*^9, 3.785701198492713*^9}, { 3.7857015922555532`*^9, 3.785701636433536*^9}, {3.785701669799861*^9, 3.785701676466174*^9}, {3.785701897716303*^9, 3.785701907156402*^9}, { 3.785702094087538*^9, 3.78570211877253*^9}}, CellLabel->"In[94]:=",ExpressionUUID->"08960285-93e3-4f32-9a53-e3061f800e58"], Cell[BoxData[ GraphicsBox[{{}, {{{}, {}, {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw10XlIE2AYx/GViZogygq1RNIOm7dpplO3n/PWubJMcrIQQwtUgrKJmmY4 54w8Ei0NxaAwWh50gEQHLo+ayfJCE7dZosQS0tAOTbKk533g5eHzfv98XDLO H8/cyuFwwv69zf1/loS3mzbnmZA+oHJfdzS2M1tCUFfnrEx5TraFf1t61RPT C/IO5JcLTg0oX5Ed0D02oUp36iE7Qd5zqf/6EvMe5Ml+aVbHNWRX2PidXlbr XpP3IdXwJdhU3Es+gJB+dXjjNPNB5DpXaNZ39pHd8bhZMWovYvbEneTfeaFZ zN7wSMi7mapg9oWVRl242sLsh76CoKump8yH4CXTBM5qmf3xwG6tqdDAHAC7 XZqB74vMh8G9PLYytaWfHAhry44KHy7zEUh52y5U7mUOgsAqR6fxZw6GskbF uxHJzEeDm6382knmEDyUjibZZDGHoprP74yWM4fhXu565aCSWYD3Yt/m7EZm IfSKokyjmhnY3tpRVvaSXAqErhg6PEdYD4dEZLJ2+cx6OHoncub3b7AuQu20 T2u7wwB1ETzOSTMyA8icCJg1tUQtJrMegek1kzC7hPVI9CevWZ3tZj0Sviuq kYvWb6hH4cfXmp/qBnJpFBInuTL7krfUo3HMnldf3qWlHg3pisRcvzxIPQYS XlfDsGyIegyS/HQzCpGOeiz4eYXGKvNh6rGYXO1+V2Igc+Iw01fbLNaPUI/D nJ0+dsp1jHo8inWGzltt49TjkWZhUcSNmKCegJ6h/CWuxQfqCQhMK9BuzE1R F6N88xwL09TFuHK0/cR8kZF6Iqrrverkdz9ST4TC+9NwWugsdQm0tWcWHEVz wpY/Po/um0nQ/c3NfXfKnPAveDAmOw== "]]}, {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw10H8sFGAcx/FLSS6iWLMVw+qSjHORHx338eM4zvm1WP643JiFVnbVRsnt /BhJqSalbF1razVjZaa6VRddGNYwOXGqc6hZJdmNCluZ7/Pdnj17Pe89/3w9 sgpSc6w4HI7w/1m712dedOf22mhF9ICqpNDriibmLZgTCVxDw16QHbEhhZ/N NbwkO6M90NPF5paO7ILGWs6pnX4d5N3IzPIZ9tveSXaHdb5/UcMisyd6npvN jybekPeAq8v7+12tJ/Og2yGplhuZvfDYps485fSW7I16zZHls0JmH/Car7Q6 HWP2xbdrjZObLzDzIdYGqCbrmf2R41JYntvCLEDSrGJVo2c+iC6rzKGWUeYA PDmqF8/NMgdCm+a4Ub7MfAidqfKOfrsuchCqaiaGR1yZg+FuJ1xy82UOwcJ5 /v7wcOZQBHUnFtkmMh+Gw2BJSJucWYiGz3mCqZPMYdCVa4LVKuZw4Hfy/b1X mUXofshxGbjHDARXckwf2shqIN/I55b1sB6B4yV9/hkTrEcAH1FauMB6JMrc 1n50U4/EgGNtxuIeMicKYQo3wUwU61GwVzbXGHNZj0acRXBp5ibr0Xj2a5/3 LgPrYhR5cS3Vwh7qYvCU6dEyC5kTg3nn0w/uWvdSj4HHjSVlQGwf9VjUWW1V 9HX0U49FlsOPbOvX76hLsCko9alkfIC6BJov02KeaZB6HJJ6Q1qrFoeox6HA YCpJ8x2mHg/3c1+TK5veU4+HOr7eq1hqoC6F6rL2hO2fUepSpEjPHKgYGaOe gIsVP1ftx43UE5CgTBsrFH+iLsO2V1364loTdRlWVpZM7VKzqGVIVVpnka3v K31a9A9v8xWJ "]]}, {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw1z3lIE2AYx/EpSQs0XYV5Vdrh1KLMa85rP13qnHOllM08AjUzcy2Tgtmo ZfmH0UHUDAM1CUtBTIXUGtK8z+F9oba0JZXkVFiHqKT0vg+8PHze71+PU7Is 5oIpg8EI3Hib+/8s8l4Ubs57HvlAdNOMGauCmgl9cdWCJFNNbAXjeIHJRddG 4l1I35pwtpf5kdgG5tm5PlyFhtgBJSbGtGFFE7EjbqbvO/xH2ky8HyK7V9dP e7cQH8TAlvuS1mpqZ1ghYyf7N7ULNDlT9efYrcRuWCjQKxOjqI9g9YzS4COj PorIA2m/5A+o3TEv26bhlVEfR0pql0OPmtoDJ1UG2/x+ak9Umyrq5V+ovdB9 NWDjJGpvSDuGEyfM2oh9MHZs3GLSmpqDPnXNS3cXal9UMnTST77UXNySDZWs Caj9II///m5CQu0Pv7iMRl06dQD2cAdtbeTUgVh80x7JyacOQu7DeZ2xkJqH H6pa86xKasDX4/Fqk4ZYCcTWWcp7RmgPRuny26+qedqDsXhJnJRq2k56CCqa S2a0dsTKEDgMlmu6fGjnY673Rl6QhHY+PC+7Ov68TfsJWP818jOraT+BTlWO 9b1l2kNhuMbS5cd1kB6K7JSc5h2WnaSH4WkLu0jg3kV6GFYUz1i7ld2kh8M/ i5t051sP6eFY/zBUxC7Wki7AtEvt6KmMPtIFSGyb5eSp+kmPgHvD3KP15wOk R6D2rjCho2GQdCHsl1I5nitDpAuxvVSo3Zs+Qnok1kSNV1g2Y6RH4pDTk7ol 9gTpIhg6JdL185Oki1DulZxW0jFNehSqjKEh8eLPpEchhm+vtGDOki5GTfSo zNlZz5t6rdaWMcWoX2K72cfqef8AiJEiYw== "]]}, {RGBColor[0.922526, 0.385626, 0.209179], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw10n0sFHAcx/GbxzxNzUNX6AHrkClEd3m4j8c7z8Kwmod1bJUZJX+wxWVq rp2RjZOuGutisjxkyXAeusulzrNFpTCZZpEUNelB/X7f7bfvXr/3v9+DZzKi UjUYDIbX37e9/89nbtXN7Wnnkg+IjR9J0mupd6A7f21OEddBvBMx7IKY61Zd xKYYeuvXt/FLTsyEkZVHnSK7h9gSzREMpaqsl/gANHNnB6/e6CO2Rpw6y18e 8pTYFnGJX7g/OqgP4btIc3Fji9oOD2xbjFscFcQOENiXNWpFUTuisH36xeWL 1E4wyxxaqy2mPoqBYus0Ixm1M+oF5aOuXdQuiMxsrtEZo3ZFQt3PtJwP1Mdg MKFWvl+ndkO3dOrhsK6S2B2KRLtkDyb1cWxmjZSu2lGzcVpHKkvhUHOQlzF2 d4tPfQJuEgvD7HhqD3Td19WWnaX2hCi3t5aTQ+2F3pLzkysiam/MVqZGaNyi 5mJUpBWtbqAGkhubZvJ6iIVAvqtzQtEE7T44Yn5N9XGJdh/cq9erWdZ8Rrov RBWedyr2Ewt94cBhrQ970+4HzljhJ5aAdj8UiIX6vFLa/RGesqAh6afdH9Mr kaaLJv2kB0DV/M1wtpJYGABBIs+y5YqK9EAwT92WVj95TnogSqIv2Up+D5DO Q2tsK2cw/SXpPBgkJS1F2QySzkchz4LXoBwinQ/tooI90U3DpAch32mvyz7Z COlBKG+zkZp3jpIeDBN79cIF5jjpwZB3MjYXxydID8G/8xe/Ij0E0t0s+euT U6SHwow9pbOMN6SHYtfMV6d3JdOkh6F6Ur+qIn6G9DDoPg5uYlvOkR6O9Ur+ OXfjea5eTbX4sFE42lZZDhax89w/Ly4e6w== "]]}, {RGBColor[0.528488, 0.470624, 0.701351], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw10XlI02Ecx/HlkaUzUjNChXQ4FZNYzs3M1u+zOY+p08xykmkXpaCgkWYk kUp2DclIJs5QtLko1LDwGF5zmlfXwqMsTBmzshIyozSppfQ8X3j48nref369 TmQfOGXFYrFEq29t/59vjLpybXQM+YDBIFMzWuoNaBSUv1VmdBBvRrrje8Ws pIt4C1hCT8mRkB7ibTBkVgg9VHpiD/DdljtN93uJPbEYkt+RpjYQc5AUtSxr ie8j9kbxrQpBs57aB30TWbNcC7Uf5h27eZX+/cT+qHeuNn6Jpw5AyvHfaWE5 1Dth7a2Gk5KahzbxfNu5OupdqJePix7pqAPBFbEb415Q82Hx+vMzb4Y6CDO1 fkbf79QCLOY2+XFtnhALoZDky+64UgejZui2JtOHejc0N0yHJoTUIehNntab I6j34MFoUcO9JOpQLP94o1qXTr0XJUxfleA8tQicFc+nxdep96Ep3MHYqqZm MOnNmBQN1MDNQfbBgR7iQqBgKTDh8hjtYqweh6Ofo12Mh7ZdwVdYA6RLoOO7 sD+6ERdKkGP3uTwymPYwLFp9vZuooD0Mdo838gIu0S7FRLaP1qGZdimKVE3H 3BdoD0cN5+q1qsRB0sMh75F25v0lZkVgU8acfavTMOkRaJmymQ66OEJ6JCwX Smx/WT8jPRJlS66Z7UPPSY/CKL+rP1n7kvQoJJdyG0qbjaTLIEnV7N/a/Yp0 GTSsBN5J+1HSo1HQfVqXlTtGejQ+lI1Jhs3jpMdgfL1v3dGU16THYMc037nW aZL0WEg12tRY/jvSY1FiFFfkfJoiXQ6lJbROkjdDuhzVqu3tIy4m0uMwsHJm ZdbFzJw1KA9bsePQtuDr755kZv4BbF4eJg== "]]}, {RGBColor[0.772079, 0.431554, 0.102387], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw1zH0sFHAcx/FL8/BHjHmIHcdZc9itOA/Rcfdxd+483GlITtwmXGdaMVlm rbo2mlnTpiRS/jHa5XFYbkYeEiMqFW5iqiupZVeSuuqW1u/33X777vV7b192 TmGK2orBYETvvH/7/5iEDfX/Ri8kH/jjyOQ2NlPbwbXapzZHNkDsiDRN3zDL eZDYBTWZ104nGoeI3bEd/bEzXTlM7Al3SXOLSj5C7APV6ldlCG+U2Bd3jY2L 4l/U+zCo6zmWfXWM2A9d7U2WnvfU/sgWZARneT0kDsSeDxX8vVJqLjrUPM8n Gur9uMw0/TxeTh2EjTJLb/Jt6mBsP65hhPVR8+CW7HxeMEUdgq620ADrZepQ 5HcKWOYN6jBEDH3fuTBOHI6eulOt7U7UBzF6YGuzxZc6ApX5JbbdIdSR0H5T NNjEUh9CLcfxbFUaNR8zUfoWnKCOwpqurHqylDoatr0l1kuV1AIsqzRiSz21 EB4dDtr+e9SAiTcmzXhArAWKfM19W89pj4EmICNJtE57DLj93qZhxiPSRVBO ZnkcYRJrRfBqL4iXRdIuxu9UncSQSbsYrz+dVBWU0y6B/63iilI97RKIblg7 X3SZID0WrcowuzMDxNpYcBelUYaZSdKl4LcVTctSpkiXYr5Y4+c+O026DPxd inL7wzOkyzDifcFyzjRLehyq2JH1/WlPSY/DgmbWfD33Genx2GYX6s3dc6TH 411u6aUaqxekJ0A357bwQ/6S9AS41L11rbwzT3oi9CvhqWzWIumJ8Buf4OSt GUiXI9uoVnBNS6TLsfuzQ4BN3ArpChQXrd/cvLJKugKvDOmsZs4b0pMQlNPE qHIyCiPUeWsx9km4/4UTyDxqFP4F54EY1w== "]]}, {RGBColor[0.363898, 0.618501, 0.782349], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw1yQ0sFHAYx/FjVl56URiLddfNW9ZOinNezv1w59zhWhpRluYl8jK7a7Ws y9i8TBeqTUnEqoWVkpQUQ14O5f2l5LpZsRSzuBVrqVj//7M9e/Z5vnti0kLj 9RkMBn99N+7/+S4ovbkxTQLywNe4mh8Zd6kNYTpQVRgmfUVsCjMnXjOL3UJs jvJTWefyzFuJrRDl3fylTdFGbINHceoA1ol2YhZc46uYY6LXxGzE6OSp1VYd xLZglr9cjrxNbQ/zwUl9v3lqRyguFc4sMzuJnbDZcaubsYR6H2Tj/PqmJGoO fo1MVahyqffDWVs05VxB7YJIMxOlqJH6ALR8rMy+pT6I5NiF7BvT1K7geDtb WOuo3dAZFfrso0EXMRcCbm/RqgW1O8JOq5KV9tQ88CQ6dQOX2gN5SdL6bWJq T3Tt4igOHaX2wp3o44K1BGpvnDeSXWSlU/NRt3uldiKf2gcFsbYXskupBahN YS5ff0AN6N3jyhWtxJnAySe5Ks0o7b5Y2uFid22Odl9oWjQOYr1u0v3QI5Q+ TbchzvRDwd6IzymetPuj0TimMjmadn8k9skE1SrahSjpWPTKVdMuxK2C4pIE OzXpIlTpL6b/aSDOFGFnYl2NrrqH9ADII3P6GZZ9pAeAvfbz7HTZG9LF6LaK UC/595MuRs7gRHu7doD0QAyVSMZMfIZID8SLTc+ldbxh0iU4MtfczTk8QroE usezxfOpo6RLIdqu3BJeNka6FAZXPnT2ro2THoRFW/ZvVeU70oNwZsXD51jZ JOnBkD9UTSUyNKQH4/K60rK0pIdAuGrpG3t/mvQQXB3Wk7x3/0S6DBle+YZ/ 2TOCBfW3eKWRDI1LDk7W4TOCf64yHaY= "]]}, {RGBColor[1, 0.75, 0], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw1yXlI03EYx3GzSJE8gjUnbc4ipllMUyubs99Ht6mb27RMCVEj6YDQpuWB IbTywljrMsoVFh7NCArSkrkUszyy1EzTVmmm6w9Nc3lFhlDS9/vAw8PreW9K 1ew/am9nZxf6b1fu/7ExhvKVMTHkgUWDJ6usktoRimlZPS/OTOyGkuHcdZeW nxGzcD9AZw6rbybmwMrivfrGtBBzkd+QN17t/5zYC51SRV0et5V4M8Incxav O7wg3gKX8/qEJ9XUAmAY53JnqX1wWJMapRa8JPZFNl87IFBTb4fOcjV+/Ulq IU61te0zlVL74810yo9rVdQ7sNzE8gwyUwcgUC058LWXOhATNrf2mHHqIDSJ OrRTC9Q7oZOf9StyaCPehdS5zPRaDvVutLeI9Hxf6mCMCv9kG0Oo92DptjnZ T0Utwo2DHhfzU6hDkHTl5t1iDbUY7vMjHHstdSgaFblDlsvUezGiz0i0VVIz 6Ob3fwx6Sg08OtMiPtJFrAXw6cSgxxfaw6DUh9QULNAehsaSwpll53bSw2FL X6rjbyXWhsPHab5ULKddAkm8suZOBu0SsFXHvQuqaJeCa3jc7zpJuxRJ44EW JqaDdBk4Th9cIqaItTIkmGJ/D812kh4BbnKN+XtaF+kRiOU9KKuYeE16JNwV AmNOcTfpkWA3xa36Je4lPQrlro5ZgvS3pEehh+2W6Hqoj3Q5zLeMIuuxd6TL YUrL6onJ7CddAX8XIe90xQDpCoytudff6DxIejQsfcEDM61DpEejOUDzPrvW QroShrWyOTv2Z9KV6FvNL9hgHCFdBZ1qWxEejpKuglA3X5nDjJGuBvtCFmP0 sjLD+kKpykmNhp/evhsTrMxfVv4bjA== "]]}, {RGBColor[0.647624, 0.37816, 0.614037], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw1z3lIE2AYx/FRrraITE3RMvPWzMwjz5z76dS5TR1Kh1SirgQtypYGZQcT U2mzqMDI0EwFjUmWmauwrHklOmya1yZTh66SsnlEfxR0SO/7wMvD5/3+9bhI 8lKz1zAYDM6/t7r/zyL3XuXqvOSSD3i0FpZN1lKz8KRXV2Bxpp14M0rWSXQa l9fEW7CwM9zrh7aD2B5Fnp2ljYfeEjviSs9Wv7NiNbEzeH0X/uzw6iR2xUiC yLTA6iJ2R5he2mVuoPbEo3olu+4btTfMkUtVu527iX1Q4+LY+lVA7YvRdB2z +CS1H6YVe/SzJdT+0D9MXv/0PnUAxJzhGZWKOhBZCkNUk4Y6CFp2bbGfkXov rm1sOu+2Qh2MoN+Xe0vW9hCHwG7K5NphQx2KMqObROhOHYZ0hd2DU8HU4chY 8B5M4VNHQK45OrOcRr0P7fEDRU4nqCPhK2SrlYXUHDgwlC+kCuooxE4b+q2r qbmQMzvqjjymBubGLVvUncQyQLZpxcScoD0avzgtyRVm2qPhL8iWh7N6SY+B fcUIO8eVWBYDDSvPMga08/B5Itqj+RjtPLwqtHXYfpP2WNQXzGfc7qc9Fmn5 sswbTu9Ij8PpDitDazOxLA4Nw+Kw9rY+0uNxVXaJbevYT3o8+LfaSlMvDpDO x/KXsolMo4Z0Pko/Rlx/tn+Q9AQEVPr8O+E96QnQjqnVU91a0gUQMW0PvBke Il2A3PKxlFGLD6QLYaOqKV/KGiFdiO/d+SqZdpR0Ee4cNofqpeOkiyDPHxmS ButIT4SpmueglEySnohd/sfPNX0ykJ6EnPkNKivxDOlJuDudGzi7YCQ9GeXV i9ZVP2e5fKOwMcQqGc+XvHy2HZzj/gUKnCKK "]]}, {RGBColor[0.571589, 0.586483, 0.], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw1zmtIE1AYxvHNQsxIjKzmdWWlpSLzbjq3Z7pN5zUKCzUzk4qpEEpEWOpS E4do5UzzhmhghiUqlNjMvCdZVLNNtomtvH1IVrGVlVoZnfPC4eV3/l/evWcu HD1rwWAwuBvv3/4/X/j1df+mj08+sCRfyma2UFshNbOkoO2UktgWzYrZoIHv /cR26NjSatx0c4CYBR3Xpvin5yCxE5LVVZW5nCHiPTinVQwuOg0Tu6LF5KAU fqPej/TEp2vxihFiNzQwvSdqFqgPQiYqWLd1HCX2QE5lSEinmNoL/ZekI+lS am9YSysE7iXUHLys3X2a3UTtg8UUtsbxEbUvangXBfmT1H7IylguqTVQ+6M+ 3+Uu10QdgLx1yVXj5jHiQEyZtczpndRBUDka9/W6UQfjVp9ve2Aw9WGYS1cn HkqoQ/DkWd5MbzJ1KFJ37Wi4kUXNBduuuvX2FeowXBfUiRXl1DyY5ust6pqo +ZD+vqNp66YGyorsj3WNE8sAeVp3afkM7QJsH5vfxjHRLoCu8r6yZ+s46eHw PWGptnQnloUjk8VzbRPSHoHHem//aSntEeBkWGuCG2gXwjbskMJBR7sQ59MT QtcCnpMugmpuJXBdSywTQdQY36NemCBdDOVnlstq0gvSxSiUX/60pp8kPRIb x7WmpbwiPRKDBxh/qj1ekx6F5gesThvZG9KjkORz0pmR85Z0CT6EuwxVVKtI l8Aq98hwrH6K9GjMGVQ+S/Zq0qPR0WVvKMrWkB6DawLVvUTzNOkxKGU3Jjh3 aEmPBXOFW6hr15Mei5iqpV88p1nS4+ApXy72KjeQHge/oPdlxqSP/GXzj9F3 pjj0fnX3cDw+z/8LIxEeAw== "]]}}, { {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.922526, 0.385626, 0.209179], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.528488, 0.470624, 0.701351], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.772079, 0.431554, 0.102387], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.363898, 0.618501, 0.782349], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[1, 0.75, 0], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.647624, 0.37816, 0.614037], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.571589, 0.586483, 0.], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}}, { {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.922526, 0.385626, 0.209179], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.528488, 0.470624, 0.701351], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.772079, 0.431554, 0.102387], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.363898, 0.618501, 0.782349], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[1, 0.75, 0], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.647624, 0.37816, 0.614037], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.571589, 0.586483, 0.], PointSize[0.007333333333333334], AbsoluteThickness[ 1.6]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, { {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.922526, 0.385626, 0.209179], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.528488, 0.470624, 0.701351], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.772079, 0.431554, 0.102387], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.363898, 0.618501, 0.782349], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[1, 0.75, 0], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.647624, 0.37816, 0.614037], PointSize[0.007333333333333334], AbsoluteThickness[1.6]}, {RGBColor[0.571589, 0.586483, 0.], PointSize[0.007333333333333334], AbsoluteThickness[ 1.6]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, \ {{}, {}}}, 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, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], Method->{ "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{0., 64.}, {0, 0.635511}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.7857016181581783`*^9, 3.7857017034502373`*^9}, 3.785701801456729*^9, {3.7857018935016403`*^9, 3.785701941222301*^9}, { 3.785702075669763*^9, 3.785702120348659*^9}}, CellLabel->"Out[94]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ eJztXAd4VGW6PhBCEywI9oLYVkFFVCyrrOIqu+7VdW33qrur9FASkNB7C+mT MpmWKSkz6YGEFJJAAEF6ifSSAKFDqAkhbVLe+/3/+c8wYTOZ2ce999nnXs/z zEnOnPO19//+7/v+cubj4VN9RvsOnzpu5PC+w6YMn+wzbqR/3w8nTaGvvDpI UgcfSZLO9pXY/6B/xYkf49hJXLj5fyj/442goCBMmzYNY8aMwfTp06HX66WO 4t6ePXswZ84czJgxAzqdDvX19dKz/J4XDAYDJkyYwGjoeXbuhG3btkE5cnNz OzJCenTlypXKt9IzgrXRaMTUqVO5yMWLF2PHjh0OsSSGs2f3Zs+ejZKSEqk/ v9cNCxcuxNGjRx1iLl68iGXLlnEVAwICcP78eaFiZ1RVVWHRokXcPMYrOjoa FRUVipi2SH8j7h0+fJiLmjt3LoKDg3HmzJl2UblfBvV9AQ6T7OPjw686Cm3q 6urwww8/4OzZs1zz+Ph4ZGdnK3iSdMyaNQuHDh0iJGWSI0eOYN68eZyUgcI0 ovsySU8cP34cLS0tnNvJkycxadIknDt3jl/n5ORwjNn9CxcuYMqUKaipqZGe d4FjaGgoNmzYwP/fsmULM9qBIxN95coVfo/xy8/Px9KlSxU8XJP2hN1u5zgp ajEPYRaxwwUgnmBJ3gKVSuXQvry8nDXJb5ywZI7DsPQSJFarFXl5eQ6SoqIi JCQk9BdGhIWFca7sYAqWlpYKaV7cb4RrS0/z851Yt24d91/WZOwzbtw4fr1z 505UVlZi4sSJaGxs5Pyam5vh5+eHa9euyfB3x40bN7hRDM52Hn9GtNbevXsd sCnQsQ7L4BVYOLQVWPCr+9xB2QWFhYUMBwdrptn48eOZZpKCJ3MgZiQ5jKMJ oqKisHXrVgcdMzwiIuJ5cZtpwTRmItnBQgUZpCiZlJSEVatWOUHajfUx3teY /exwdtETJ06wFhWt6YUFCxbg2LFj/EoGqSsuX77M8WQ4Ll++nEc2J9q2SBXR 69ev58CI73nrMvHsEAA58HUG6Bfi+5wAi4n19/dnHZQ/I7BVJO7atYtBy6/k jtUJxcXFmDlzJmfleLSzArNDWnJyMsP5WQER6wBMIRfwtocui5CKs8fGxjqk eIDuxo0bER4ezuMRu8/6E3OpX4yuy0Cg9GqmNAvX7LDZbCxyOSSJAMCvlIZg gYN1RdYl2cE8uKysrK1AIOPSk3sri4DMIGdI2+rVLEATbo4cytRjgVu+kv2l PbpnxJOkEm98BpKSK1wgIYLpe8JtWP+gqMgNJSyV4KiEYiVMt8pNPbF//37e u9hx6dIl/uipU6f4NbNXyVENDQ0cA8qejgxw/fp1R49mGDEPVYIC1QgwmUz8 f5aNWZKqra0VcacT15I5DnMakqMkHBarmU+xg4WgkJAQR6hyhrST2+d78CDB 1GAqso+S51wgchucjIJ1VtZ5CU5FIAvXrHJgfYXqKae6yZv7Dyt4WFHCwjRl TtH2nXhiVfoYJXClGGFfs+ZmNQyDmlg4ihEGOeuOjISJJG8XOd4Lq1ev5lni Vtj2ZvUPt5mlR1b8EOyOoodhxyxhctiHoqJHdKyJNRoNx+t2uragECByXNuo THsL9Znq4pDvf/avud9T/o5uf8tOHVxTdWnju64ePvdLaP83ZPxq27+/bd78 /Ktr/mrbv51tv7rmr7b9m9rWjmu+7OF3A38BbVvfPeRaJX7+Zyqbjo7bn/8L uf5P3/9V6//DWkv38Cs2XFMmVMUYgX/PpjUYaXV1Nb9m8xlsnODr68snutj/ x48fl7zcienOr9gc0aZNm/j/7C8b3rGjqakJu3fvZiNnhZMY8/OrTu64d+Fz GkwpxknhyK5pvEqDZFcsezqz5Mf2Ai0MqscQq3ocRvrEqvrSX/Z5Aonhr2DD 8rmy6D8I0V58zkTM8DlmKNi4iQ3j4QhqbYjvxKSTdltXqqCLuA/aiD7QRrJP b2ijenVEtFaiJ6M1HWCO6IflUcNQVVHKpX/QrnR27VZ6myG6G1qaGrFS8z3i Ql+COsab6QBN9F1IjnwVW9J/AD0gAzD0F2LfWjz3D8oJB7bkISn4fWhV93PR 3PjIR5GleRPXTspzlu8KyZw3mxK43ae4zR3ZBABJYbPH7UnuIQy319chM3I0 LMGvQa3uxqXHxHSBLfopbF7+HRrtdbLh77QSryxFsNF1YGAgG217C1nbt2/n 8wVs5os08G5D+F3C7O1FObAu+wz64Ge5yUy4Xn0XsnX9cfzIav7wb2W5bfXo e4QNly9chjVoBuICPkQMeZSCYHz0/VibNQq1dbWyDW848eIxp7fgUF9vh00f j/iAMTAGvIFo4QJ69R3INg1CaVmJzGGwa236iBZtampGXvYa6AiWhCWfQhv+ IOel1nghVfswflwdiboG2Wdecc1OnnMg9FqAndsPIjJQj8TFY2BYNkhS+ohN 0werUkbg2OmLaBGEA12zfEhoeOrYeUSE2mBePBvGxe+Qw3fiGibE9Ea+6W2s 37QVtfXybN6Lrtk9Ithdrqik4JEEPTW6efFQAq8zZ2dS34NVuueQu8KMs5du cKIBrtk9xs934Mr564hT2RC9KAzmJcMQE91T7o7q7siKfhq5cb4oOXiCzyVy yudub9UnBKeK05eRHJqM0EVmWJZ9BW3YI8I3vJAY8SRWad7H5i2bYG9sljk9 61q7foLn9UuVyNdmIHBhCozBYxEb0p94yq5riLoXKyJfwLqcaFTXCJ972jXP p/i5BxpqG7A5OQ8R85IRFbQUCSFDoYnsJbymEyyRj2NF9GBsKYjCjWp5JrKf a7bP8HMXPnV6uuQAcsItUC2MgzXkGxhDBjCWwoO8ERv1AGyRA5Fr/hL7t6aj uuqarPZjrvk/p/Bvbkb59p+REWoieAOREvwVLEGDqQv2IgrGvxs1Wg8YKZDF qwbAqnoLKVF/RJbx7/hxZTBOlW2l8CJgus+1vBf4mUJVTR2Ob9qGIq0GmUGj kBw0DAlBb1ATPAsNJRFqBol3WwoMDDZN1D3QRzxMSewpWMIHIJ4SmTXst0gK ew+pqmFIj/oU2dq/oSDeD1tyw1FakoMbF4+hyV59K953vt255C57J++XtVU3 cKpkB7amqJAbORzLwz5FRtgHSA57G4lhryAurD+MYU9Cp3oQMVF3sY7WnSv4 MO9zMdHduZK6yPthiHiEsm4/mFTPwhI2AHHhLyEh7FVi87pQ+l0kh/8eKeF/ QLrqE2RGfUHZ4e/IM47DGtsMbM4Oxb4NSTh3dAtuXj2NpoYb1EB20rVFuuIa 2yH83BtNdbW4UrYDewt0WJs4DbmUC7OiPidRHyEtjMSG/Y5UeItUeQ3xYQPJ sudhDn+GFwhMdV3E/ZTAe5FJPVj+vJtb+SQ1gzdlle48lWoj7+WWsiZhdUZs eD8C5xli85xscdhLiA8dhITQwUgMfRPW0Lfp8y5soe9TL/4QKaEf0edjpDKQ VV8hM+IbigcjkKObgELzDKxLCcC2PCOhkIMLx39G3fULhEI1odDIUdjlGoVP +flReqoZDTcv49KpHZSSrdicFYjixB+Qrx+JnJhvqHN/RmL/g1AZhlRqjFTW KLxx3oA1nBor/GXyshfJ2/rT5zfUmE/R5wky91Ey+yHoI+9jJQ4PaTEx3XhP 7M2heoo7hFrdld/TRN3NSyJ9xIMUWR8lqJ6AMfxJmMKfhZkhT3BZyEHiwggu apGE0DfIUX5LcA0huBhkvyedhpFufyI9/4w01RfIiPiagsj3yNaPoyA/HcXJ AeT1JpTuKMSV0/thr7qA5oYqcvwGBlema7Qm8vMTHK3muipcvXAQx/YXomS9 EZtygrAueSoK4nyQa/gr9a8vSOqfkRn9R6RHfIC0CNb3hiBZRaiFvwmbajDF hVcIuYFIIOTiw58ny54lS5/ivmWMeIwQeIg7jo4KRIaM7GNdGWLSvRy9R3l/ 545G9zX0nI5o9OFU0BJqRsaPeqIldCA5mEAr9B36vIfEkA8JrY9gC/mU0PqC WvRb0nMklqt9kWOehw0ZkTiwMQUVxzejofI4mmovoaWxljtUjGuIwpwcCs01 sN88i4vlm3F0Zwp+LorGpuXzsdbqi0LTCOTqvqbS8y/U3f6E5ZHDyLffpwYb QjC9RTC9DhsLWyqKBhRC41TUV1RPw0yRgtfpEQwaqp2Z2dF3sP5GoYlB0ofX MNyZIhgcD8PA+9tvYA4lBw0ZjPjgdyjTfIDE4I8pjH6JxMDvKUX4IjNmDlan BWH/hnhcP/UT7JUn0FxfyWyRAlybnMbPfeipBorU51F1fjvKdydhd9Ey/Jjq hyLL38jUT8kbhlHB+S55AjNvMJk3CImqF4Rp1F8iHqeI8iB0Ub25+uoYL6oU mUl3Qs0CpuoBGEIp8gS/CkvgUJgD/gLT4u9gmjcZKUsnk+dNQ8maSFw8lAX7 taMEf9M811qv5eeeZFwj7NXluHIsH4fWB2Nj6misMn6MLPUQpEUNohz5PBIi KTxTvtSqe/Jcw4smKglYr9WG9kPssjepnPoU+jmTYJyzlHrnfORaF2LvegNq Lu7lPjPz9nSyXSQ36ndorj2ByjNpKNs0lRQYxstgm/oRGKgkZgI7iqTKYDEs fQuGeWMQNUON0Jlp0AaHUKuF4PrZfVzQNNc2/8zPVIM33UDT1XU4W+KLYusL SNTc66jCWTTSBwyCbtZcBM3KROCslYgOjEZhciQaqq9I/q7Z71cgba5H3cUV 2FdMgVLf61aBv+wl6GfPQtCcNCyblYsQqnoKkqIp8F6TfpDZihUvT4fnbAlw 0qRJpAfb1eXNV3ydDzbePMI5s1FPC26coVFZ/EOI0XSUNQocwDUKmWtD4Mxc hM63oTglhtz42iSh0J2ckQcDeX7N5gvYaPTq1avKSNAZIb7eTo5TfW45ChIf gVrLyyUYFw1F7IxIhM9NdOixgzIa5XHJVyjS/rhTGWwpCrA1+LYGYGX83B1V ZzKw3CRXmhoaexpmzEbm1HkImZ3ONTCHBeJ62Y8ThXDPR/2KApWVlU6j/jJh OFoasL/wPWg03rx4Ns3/E6z+QUiYEcjFBs9Pxo/J09F447Q0vl3ZzmN+BeqC ggJlY0GbMzQnhBZVp1ORZuzBjWdDA5P/Iqz2nYKw2SlcC33IQpzboeW1oI9H 8CsTvmz/2dixY/nWgLY0KFdwoB64K6s/YrQdeQYzzaIc7bsEqf4yDiHzrYTD aDRWn5XGCg3aH/7TbbZer+zLKSkp4Yvczc3NbelxSuhx6VAIrMbOjs6QMDEM 68f5IWwmDXRm5sAcNRlXj6SwziONbqWHy3kAb2RmZvKv2WQZW6hnG9Tamok4 LZRoqj2N9any/AdL8fGT/ZDnswAW/xi5NyzVYFvOGAor16VRshJthZ8zCrbU 0cu3DofZIHfy2IXvIWlsFFaNn8NtCpqTgWTLd7CTj410Ysej8nnRP2qubkFe YnfZRah/JE6Yj6KRcxE1LYnrpNVMRlVFyQjX6iicqFLC3lWvQqfrQP29I0yz qbgeGYUEPx3npAoLwMkT+cNdc+Kxj6L/taOhSLfIRulCnobVJwTpY6IQNCMH IUt02LFTJ33vmk2FUKil+iA2Z9wjJnzuoDafg7QRWqimrkDwPBtyi+bRCLL5 7645XXKYVosT699BrF7ippmn+iDpexMME5IQNHs5EjOm0RC75m+uOV1WOFGb XTs4E4kmSfZFyqZJw01IGBWH0GlZ0MVPxY3ai3+9vbmuCWjqKlYiM14OpnrK 2taReqI3Q+2XTrXDXFy8dlD61rUaCpummjIUpd7F2Zhj74PZN5oMMsPkY4Nm aSCOni2WvnHN5rpiTdNNbM8fwNlYWO9aEMzZJI6Ig36aBj/tMTCE/8s1p0on XI5s+w4a5sexHaCN8SPbTJxbrG8csormwN5U+5+uOd0Qpp07Fkvt1BEanYS0 xHdhmmjmXMw+ibAZJxO6F6SvXLOpFmyuX92JeLM8W1iY8hA0s2Vl4kclIHHJ bJy//LP0pWs2NwWb2rpLSE96iLMpSO6BiEADbMTGOsKCRH8VSsvXSF/c3ti1 griRyvC85QM58cpEb6h0kbCNNHI9EvxicORIttTOcoLCpoUKr3UFf+Rs0uI6 IiZuEWxjDDIbXw0O7ImX2llVqBNsWBPt2DiWs7GS+5qtE2EbqxdstNizWS39 xTWbBsHmUEkAYqhtTAYJybbvKGLJLBIn6FBClTSLwH92zcbOz11xbJ+BO0tc rIT0ZGLjoxNs9Pg5Z0E7HBoFh6M7VZSWZFuy0r5Dso+Wc0gZH4lDawI/ub1V mgVdSaEvxyDFIiE/41uCMpaa1ILc8fNRujH6Y9eSFQ4bkj7iHDLjJRQlf8Md 3Trcgp98fCigm/7DHYdufMRfoH1ReIaENYmkxwjW8SzY4/MVzuxOkf4ks5Hu 5qSeVpptvATQVkprUVy05jpWhMv+vTZFQrHpew6idaQFpWM/xPl9K6WPhCLy ipSnFaaLnfSuV6RIm5oLh5EUKk+m7llOsGhGcW1so4wonzAElRUHpT8Kbdqv c5RFbKc96I6K7B8kdxDiL+2lQkLVmVKEhJO5ElaHT+Di00dH48jsIVQ0VUqe Ly8pxZ7Ttm3Z+E4ODRTBpXkLoY/2glbvhatFEvIWzuKC14yehd3qT6g4apSG tSvYucrsJM637Wd2uVgn8+jOpwJ2xP6ZBh1U7xq7o7qISqTJYbxz7Bv1NXZm sxK/5UOPGkApNJ22/7puei+BQ1N9NYpD+/P2t8X3QlVub6SMNvCucWLMUOzb pZEU8W6rTBe7ZF0q0UkoUXfpBFYE8kkvZCfdj/O2ATzFp43SoGzyazhxplj6 oJUS7ZSYbe0zddkQ3kKD64fWwhYs56516fdjX+Qn3B1WjVqIHUveQFXNOen3 sgYul5E7C15n1mlgCZcL591ZfbBuzg+c165Rw1GQ+Tl3rfedeN1a6FYWHqkX 46B1LJUrXpSUvXEk+wFkTQhFEmWyfX4f4qf9qlYc2tJG4dVsr8fWiHehiekI g6EnytP6IWVELFJHa1AUNhjlFZvEW1SueXUVvBqqKlC85GnqreSusfdgv+Y9 bln+6IVIXP4uqusqxKZi17y6CV7Vp/Ygd6Hc5jZzL6yf58t5Ffv/DRmbRrEi SHrXDS9lpfTyriykLZUHbQXWPsgaH4YkCmBp6iHYckTnjs0dgk15TgDiQ7tw NjusjyN5uBEpY2MQs+JVVFQe/p1HbFimacJe/ZcwsNaj0ne7+ndyTPOfh6Qf v0YzDR2HtNn+PYUijbVV2Bg4kIcFs6EzCmdN4hws6k9RcjxpiBtFFDY1F44i f9ED3J50Uw+kjY6h8iMWmuwhrKZ7xw2bOwWbq/sKHOjm6frKNd20QKzcziZC Wt52w0Ze1+2CU6tCEBcmd4vs+d/wGlyr/U+UnS+WPOPRlcfLPfrPqdalwZLB G8mjoxDvQ/Xuqo9Qb69uZ1mYn+8WqjTevIaCJY9zVTI0D8sl8wwV1u0LlJx5 3GqZXoKy8shGJAXJY7+M+V/yMBmlGY0rN8qkt9xIl3l0RmnmTBjUXtBT6rGO CacyOwFZG2d5Rt4FzY0NWLNMHkHY1A/wQKmZHY6K64ekN93wuFeoUHP+MNID 5Ca1zfsMiVR7JK1Y7I68tyA/VhgFs7oTxaaOZEEIDL7xOHPp5zc8JGetuHrZ IJ7041V9uQWmqMh/WIjnRPcpKl89i4yQO7jKcTSYNI9JwP4jm193I1Mh32n1 h0HnBYO2Kw0INNDPMrMw287SfStyBnr+ErkrWZYO4cO14qJiQS629HhQMCqJ iL3RxF5ulK9cCL9fgXtTJmy67hyvhAkLEDvRhrqahtdaCfegSPynhD/A//XG 2qWDqZ07wBhFrjbCiBWWlZIiuf16RHkX6PTp0/ydGOWdELZZipWmaWlp7sR3 xtXTpVipltOEefpfabhtRW1N/atCA/c1ofKOFZt+W7JkieONLwHCrXnIVlZv 1I6gcZI3n4y0jlYh25IrtS/TuRz0ElxKS0v521ZO8lyXIg8KRe31tVQG93XM T8kWN7ziEebKfhvCFps3b25lZVtCHxKa7s6OpIFuNz5VYx0biFxLvqRIdFn2 dRbC2Pub7K0a9hqxe2Gd+RhlnfZ5eXvEksEwjmf+bB/USl4bFZ5S4DKY2Uai duF8WFh2sDgBuVY57bDOk2/Ok4Qkl73+YaEoq8M2W16kMW8HPgUaO44Uvdnw shvyR4Toss3JWJcizzzF+U1HYWyW5Ex7K8g9JihKUl+AloKqNqQfYidYUVdd L7Wzd4efHxW0x3clYVu6PEcWN2UiinWZbmkVuaU5z/DoqKFxqXmihZUw0kse 0p7crcGeTHkZxzRtFA7nFXpMyzLBxYIHoNN689n2lCkxbmkfF7TlOxdga5o8 5WmaMgtVB0sk541Jt9DtKyhammpwrUh2cn3AyyicFyK1s5WpFe3R4q+Qn9CF r0xY/ILRdOG02IPintZ+4zAqCuSWiZ0/DHsjlrqlfULQnip8CTbDHXwbXuqE IDRXXZPa2S/VivZaeQpKV4qWmflXVKREeEjbma99Xl/TC3ptN766WjR+Flrq a/u3CfCTirI7/LE9Td4lZ5kyCTdXW6X+bgT2Uxqn/hxq1njxJQ/W13bPGOeW VpFbvvYDrIqXa4MU39loqjgtXh90T1t/uRhXCuXGMS54HxdSwzymZfN7V9Y8 hgSdvAFh7aTpbmmfErQVh4KxN1PeY5foPx72s8ekf9i0ximeVqQ1VuLGms7c fQ1LX8dhw+JWFG1JU2iPb/gcy83d+Ta8nAnzWWQTLz66p62/upkChIyQZdoI VB/brdD+kzNl7PVKZaaMrf4cOHDAZfx2WE0YXyh8lIYKnaAjv9gWNN8hne9X 9Xh67Ny5c0qyZi8PszLkVpnShgbPCA3Kdy9GkdWLd/30cYs4dmJToIdTYuLN X37lckpMEddiv4KTeXLWMM/4Gme2rXKIc1/uKO9CM7WY4SzXMhAmT57MmuG2 2TBZZiccLRoKo74TtKFPYM3sxe2La6vSycjIcPyQBMO/rKzMdWpWXiK+ejof G1Nlx7KNW4imxgaxT9EdsAprJpa9AS/b7EYcSzZlefK6tmnOJ9i7IsEhzs3U loeSlDe+D2ycgkRjRwqcfZA9Oai1kHamrpgQVhkrry6bzWbXKCrvLdtrzmB7 hhzlE3xnUYFSJbWzv5SfnxOK7sl9Sc5KC4ZiV5rVU7Ljh2xIMXdETOTdyPIP dSa7Fbaed8DeiE3pXeVAR6Gnsd4uNrm6FvS8ELQp+z25uWZ/hr0FBZ6SnT+5 DqbYDtCFPImV06M8I5NDzaok0lRD/khFf5O9SXrSDW1/IbI4/XU5QPqPwpGf tnpKdupYPl+TYWVwzjyNM9ktJAc46ZcR3wUxMTSGHa6nQWmz1M6WXyfaTshP foHrF+87Ayd2HvSUrPRAgihb/oD8pWbPyGRNE0yUyKP60KAxFs1NzdITbmhf ECJXWPvJvjI2GGf3nfCUbM/2ABEyv0VBmM2Z7BaSLwr9mpvt0OlpUBv2NJJG Gvi28b5uBL0oBKVYHuB7M2wjtLh26rKnZFvXjpNL88l+2Jpa5ClZbc0FuTRZ /DYy/LXuyF4SZHHGO6GL6YGkUXq2JftxD8lyM4bI2Pssw+VjF53JboE4UDx8 4nCCqAm+x0Zztqcy7PYbULMJhYDXkO6ndkemSIsz3gO9uieSRxhZx2xnK3or slWZcgSxjgnFhQNnBNk/+aoXS6TsR1ZYyGbJNisri7uMy9JBkX50r1qGaOpo rA1Pai3d07plzZo1sFgsPJUrsxjsh8bcSq+rvSRLD3iDxg6RinRPUmtnXp8p PyXFjvT0dPZ7RC6FviyEmmPvQqz6Lr7Zw15nf1QI9bxyYRv32EwCM5/9js78 +fMZHLdVLoqN+envyPXD6AgafpS2L66tyoX9gkl2djZvf/arLwUFBa5zrmLk oZ1ysIn7YQJWLdIqUj0rWtg2tJ9++kmY60bSzapyOW4HvIW08RGKJLdLcVRa c3dlv3jCDvaLMC42fPHzICHPZOgBs7oXnxKvr65/pJW8NkqXzgJG9ss07GtW BDIY7Xa7awdVhOWnviY33sgYHC3YKoS57NMK2d4tMwT6k5AzM9SZ7FaUekU8 XHllnxwAlv0WaeMi3clQyIz6rrCo+3Acaq7efNhDspzkAXx1LGmEDnuSsz0l 2/3jBLmV/aYib/4ST8kun9soA0HZeYV/gKdkLDvrdN4wRzyGtLExzmS38HtN cDl3PB/rkwNx+eQxyZ2A/9evD/P/xY//SB3+G4fDLvk=\ \>"],ExpressionUUID->"774e49fa-6e5d-493f-8bc5-6d98d9a34967"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"1", "-", RowBox[{"14", "/", RowBox[{"(", RowBox[{"16", "-", "1"}], ")"}]}]}], "//", "N"}]], "Input", CellChangeTimes->{{3.7856785354556637`*^9, 3.7856785674124403`*^9}}, CellLabel->"In[7]:=",ExpressionUUID->"e4137148-f2be-462c-be21-ae41f8fd57e5"], Cell[BoxData["0.06666666666666667`"], "Output", CellChangeTimes->{{3.785678549429151*^9, 3.7856785677936373`*^9}}, CellLabel->"Out[7]=",ExpressionUUID->"12765426-1365-4919-b2e8-25fffdfe8263"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"T", "[", RowBox[{"i", "+", "1"}], "]"}], "-", RowBox[{"T", "[", "i", "]"}]}], ")"}], RowBox[{"\[Eta]", "[", "i", "]"}]}], "+", "sumBelow"}], ")"}], "/", RowBox[{"(", RowBox[{"sumAbove", "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"T", "[", RowBox[{"i", "+", "2"}], "]"}], "-", RowBox[{"T", "[", RowBox[{"i", "+", "1"}], "]"}]}], ")"}], RowBox[{"\[Eta]", "[", RowBox[{"i", "+", "1"}], "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"T", "[", RowBox[{"i", "+", "1"}], "]"}], "-", RowBox[{"T", "[", "i", "]"}]}], ")"}], RowBox[{"\[Eta]", "[", "i", "]"}]}], "+", "sumBelow"}], ")"}]}], "\[Equal]", "cc"}], ",", RowBox[{"T", "[", RowBox[{"i", "+", "1"}], "]"}]}], "]"}], "//", "Simplify"}]], "Input", CellChangeTimes->{{3.78567938525543*^9, 3.7856795849721518`*^9}, { 3.78568012036362*^9, 3.785680123601137*^9}, {3.785680180022838*^9, 3.7856802036443367`*^9}, {3.785680295913398*^9, 3.785680296095108*^9}, { 3.78569796922115*^9, 3.78569801195823*^9}, {3.785698047770179*^9, 3.785698057393585*^9}, {3.785698096733224*^9, 3.785698115034399*^9}}, CellLabel->"In[3]:=",ExpressionUUID->"68615798-7ecd-428e-af60-14a14c5571fd"], Cell[BoxData[ RowBox[{"{", RowBox[{"{", RowBox[{ RowBox[{"T", "[", RowBox[{"1", "+", "i"}], "]"}], "\[Rule]", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"cc", " ", "sumAbove"}], "-", "sumBelow", "+", RowBox[{"cc", " ", "sumBelow"}], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "cc"}], ")"}], " ", RowBox[{"T", "[", "i", "]"}], " ", RowBox[{"\[Eta]", "[", "i", "]"}]}], "+", RowBox[{"cc", " ", RowBox[{"T", "[", RowBox[{"2", "+", "i"}], "]"}], " ", RowBox[{"\[Eta]", "[", RowBox[{"1", "+", "i"}], "]"}]}]}], ")"}], "/", RowBox[{"(", RowBox[{ RowBox[{"\[Eta]", "[", "i", "]"}], "-", RowBox[{"cc", " ", RowBox[{"\[Eta]", "[", "i", "]"}]}], "+", RowBox[{"cc", " ", RowBox[{"\[Eta]", "[", RowBox[{"1", "+", "i"}], "]"}]}]}], ")"}]}]}], "}"}], "}"}]], "Output", CellChangeTimes->{{3.785679579637249*^9, 3.785679586497634*^9}, 3.785680204743363*^9, 3.785680297035953*^9, 3.7856974608796253`*^9, 3.785698070411208*^9, 3.785698115554138*^9}, CellLabel->"Out[3]=",ExpressionUUID->"703451e5-ad12-4198-8e03-41d48f0e9c33"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"Sum", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"T", "[", RowBox[{"j", "+", "1"}], "]"}], "-", RowBox[{"T", "[", "j", "]"}]}], ")"}], "[", "j", "]"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "i"}], "}"}]}], "]"}], "\[Equal]", RowBox[{"(", RowBox[{"i", "+", "1"}], ")"}]}]], "Input", CellChangeTimes->{{3.785679142062937*^9, 3.785679206043578*^9}, { 3.785679324852599*^9, 3.785679326964624*^9}},ExpressionUUID->"d3e86f9d-04f4-47b0-ace8-\ 50b1544afc35"] }, WindowSize->{1150, 508}, WindowMargins->{{Automatic, 1}, {1, Automatic}}, FrontEndVersion->"12.0 for Linux ARM (32-bit) (June 23, 2019)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[558, 20, 314, 6, 31, "Input",ExpressionUUID->"c6876c08-19bf-4470-8acc-b64d39219064"], Cell[CellGroupData[{ Cell[897, 30, 742, 15, 31, "Input",ExpressionUUID->"08960285-93e3-4f32-9a53-e3061f800e58"], Cell[1642, 47, 26203, 459, 245, 15398, 282, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"774e49fa-6e5d-493f-8bc5-6d98d9a34967"] }, Open ]], Cell[CellGroupData[{ Cell[27882, 511, 298, 7, 31, "Input",ExpressionUUID->"e4137148-f2be-462c-be21-ae41f8fd57e5"], Cell[28183, 520, 193, 2, 35, "Output",ExpressionUUID->"12765426-1365-4919-b2e8-25fffdfe8263"] }, Open ]], Cell[CellGroupData[{ Cell[28413, 527, 1577, 41, 55, "Input",ExpressionUUID->"68615798-7ecd-428e-af60-14a14c5571fd"], Cell[29993, 570, 1249, 34, 35, "Output",ExpressionUUID->"703451e5-ad12-4198-8e03-41d48f0e9c33"] }, Open ]], Cell[31257, 607, 571, 17, 31, "Input",ExpressionUUID->"d3e86f9d-04f4-47b0-ace8-50b1544afc35"] } ] *)