Newer
Older
Lecture_repo / Lectures_my / NumMet / 2016 / Lecture12 / gauss-newton.nb
@Danny van Dyk Danny van Dyk on 21 Nov 2016 50 KB Final version of lecture 12
  1. (* Content-type: application/vnd.wolfram.mathematica *)
  2.  
  3. (*** Wolfram Notebook File ***)
  4. (* http://www.wolfram.com/nb *)
  5.  
  6. (* CreatedBy='Mathematica 10.3' *)
  7.  
  8. (*CacheID: 234*)
  9. (* Internal cache information:
  10. NotebookFileLineBreakTest
  11. NotebookFileLineBreakTest
  12. NotebookDataPosition[ 158, 7]
  13. NotebookDataLength[ 51936, 1153]
  14. NotebookOptionsPosition[ 50467, 1097]
  15. NotebookOutlinePosition[ 50803, 1112]
  16. CellTagsIndexPosition[ 50760, 1109]
  17. WindowFrame->Normal*)
  18.  
  19. (* Beginning of Notebook Content *)
  20. Notebook[{
  21. Cell[BoxData[{
  22. RowBox[{
  23. RowBox[{"yy", "[",
  24. RowBox[{"x_", ",", " ", "a1_", ",", " ", "a2_"}], "]"}], " ", ":=", " ",
  25. RowBox[{"a1", " ", "*", " ",
  26. RowBox[{"x", " ", "/", " ",
  27. RowBox[{"(",
  28. RowBox[{"a2", " ", "+", " ", "x"}], ")"}]}]}]}], "\[IndentingNewLine]",
  29. RowBox[{
  30. RowBox[{"r", "[",
  31. RowBox[{"y_", ",", " ", "x_", ",", " ", "a1_", ",", " ", "a2_"}], "]"}],
  32. " ", ":=", " ",
  33. RowBox[{"y", " ", "-", " ",
  34. RowBox[{"yy", "[",
  35. RowBox[{"x", ",", " ", "a1", ",", " ", "a2"}],
  36. "]"}]}]}], "\[IndentingNewLine]",
  37. RowBox[{
  38. RowBox[{"rp1", "[",
  39. RowBox[{"x_", ",", " ", "a1_", ",", " ", "a2_"}], "]"}], " ", ":=", " ",
  40. RowBox[{
  41. RowBox[{"-", "x"}], "/", " ",
  42. RowBox[{"(",
  43. RowBox[{"a2", " ", "+", " ", "x"}], ")"}]}]}], "\[IndentingNewLine]",
  44. RowBox[{
  45. RowBox[{"rp2", "[",
  46. RowBox[{"x_", ",", " ", "a1_", ",", " ", "a2_"}], "]"}], " ", ":=", " ",
  47. RowBox[{"a1", " ",
  48. RowBox[{"x", "/", " ",
  49. RowBox[{
  50. RowBox[{"(",
  51. RowBox[{"a2", " ", "+", " ", "x"}], ")"}], "^", "2"}]}]}]}]}], "Input",
  52. CellChangeTimes->{{3.6887185761378317`*^9, 3.688718589261903*^9}, {
  53. 3.688718648725279*^9, 3.688718762356341*^9}}],
  54.  
  55. Cell[BoxData[
  56. RowBox[{
  57. RowBox[{"rr", "[",
  58. RowBox[{"{",
  59. RowBox[{"a1_", ",", " ", "a2_"}], "}"}], "]"}], " ", ":=", " ",
  60. RowBox[{"{", "\[IndentingNewLine]",
  61. RowBox[{
  62. RowBox[{"r", "[",
  63. RowBox[{"0.050", ",", " ", "0.038", ",", " ", "a1", ",", " ", "a2"}],
  64. "]"}], ",", "\[IndentingNewLine]",
  65. RowBox[{"r", "[",
  66. RowBox[{"0.127", ",", " ", "0.194", ",", " ", "a1", ",", " ", "a2"}],
  67. "]"}], ",", "\[IndentingNewLine]",
  68. RowBox[{"r", "[",
  69. RowBox[{"0.094", ",", " ", "0.425", ",", " ", "a1", ",", " ", "a2"}],
  70. "]"}], ",", "\[IndentingNewLine]",
  71. RowBox[{"r", "[",
  72. RowBox[{"0.2122", ",", " ", "0.626", ",", " ", "a1", ",", " ", "a2"}],
  73. "]"}], ",", "\[IndentingNewLine]",
  74. RowBox[{"r", "[",
  75. RowBox[{"0.2729", ",", " ", "1.253", ",", " ", "a1", ",", " ", "a2"}],
  76. "]"}], ",", "\[IndentingNewLine]",
  77. RowBox[{"r", "[",
  78. RowBox[{"0.2665", ",", " ", "2.500", ",", " ", "a1", ",", " ", "a2"}],
  79. "]"}], ",", "\[IndentingNewLine]",
  80. RowBox[{"r", "[",
  81. RowBox[{"0.3317", ",", " ", "3.740", ",", " ", "a1", ",", " ", "a2"}],
  82. "]"}]}], "\[IndentingNewLine]", "}"}]}]], "Input",
  83. CellChangeTimes->{{3.688718849759288*^9, 3.68871895553047*^9}, {
  84. 3.6887190352900352`*^9, 3.68871909397711*^9}}],
  85.  
  86. Cell[BoxData[
  87. RowBox[{
  88. RowBox[{"JJ", "[",
  89. RowBox[{"{",
  90. RowBox[{"a1_", ",", " ", "a2_"}], "}"}], "]"}], " ", ":=", " ",
  91. RowBox[{"Transpose", "[",
  92. RowBox[{"Table", "[", "\[IndentingNewLine]",
  93. RowBox[{
  94. RowBox[{"{",
  95. RowBox[{
  96. RowBox[{"rp1", "[",
  97. RowBox[{"x", ",", " ", "a1", ",", " ", "a2"}], "]"}], ",", " ",
  98. RowBox[{"rp2", "[",
  99. RowBox[{"x", ",", " ", "a1", ",", " ", "a2"}], "]"}]}], "}"}], ",",
  100. "\[IndentingNewLine]",
  101. RowBox[{"{",
  102. RowBox[{"x", ",", " ",
  103. RowBox[{"{",
  104. RowBox[{
  105. "0.038", ",", " ", "0.194", ",", " ", "0.425", ",", " ", "0.626", ",",
  106. " ", "1.253", ",", " ", "2.500", ",", " ", "3.740"}], "}"}]}],
  107. "}"}]}], "\[IndentingNewLine]", "]"}], "]"}]}]], "Input",
  108. CellChangeTimes->{{3.688718765306134*^9, 3.688718826635524*^9}, {
  109. 3.688718957930562*^9, 3.688718959746417*^9}, {3.688719124993137*^9,
  110. 3.688719127649055*^9}, {3.6887191793849277`*^9, 3.688719180824342*^9}, {
  111. 3.688719261183794*^9, 3.688719272287752*^9}}],
  112.  
  113. Cell[CellGroupData[{
  114.  
  115. Cell[BoxData[
  116. RowBox[{"aa0", " ", "=", " ",
  117. RowBox[{"{",
  118. RowBox[{"1", ",", " ", "1"}], "}"}]}]], "Input",
  119. CellChangeTimes->{{3.68871894181269*^9, 3.688718969082162*^9}}],
  120.  
  121. Cell[BoxData[
  122. RowBox[{"{",
  123. RowBox[{"1", ",", "1"}], "}"}]], "Output",
  124. CellChangeTimes->{3.688718969441537*^9, 3.688719096977807*^9,
  125. 3.688719128771461*^9, 3.688719182323957*^9, 3.688719966097061*^9,
  126. 3.688720738994658*^9}]
  127. }, Open ]],
  128.  
  129. Cell[CellGroupData[{
  130.  
  131. Cell[BoxData[
  132. RowBox[{
  133. RowBox[{"rr", "[", "aa0", "]"}], ".",
  134. RowBox[{"rr", "[", "aa0", "]"}]}]], "Input",
  135. CellChangeTimes->{{3.688719336819388*^9, 3.688719342134523*^9}}],
  136.  
  137. Cell[BoxData["0.5629034885295303`"], "Output",
  138. CellChangeTimes->{3.688719343310339*^9, 3.6887199661791267`*^9,
  139. 3.68872073908258*^9}]
  140. }, Open ]],
  141.  
  142. Cell[CellGroupData[{
  143.  
  144. Cell[BoxData[
  145. RowBox[{"aa1", " ", "=", " ",
  146. RowBox[{"aa0", " ", "-", " ",
  147. RowBox[{
  148. RowBox[{"Inverse", "[",
  149. RowBox[{
  150. RowBox[{"JJ", "[", "aa0", "]"}], ".",
  151. RowBox[{"Transpose", "[",
  152. RowBox[{"JJ", "[", "aa0", "]"}], "]"}]}], "]"}], ".",
  153. RowBox[{"(",
  154. RowBox[{
  155. RowBox[{"JJ", "[", "aa0", "]"}], ".", " ",
  156. RowBox[{"rr", "[", "aa0", "]"}]}], ")"}]}]}]}]], "Input",
  157. CellChangeTimes->{{3.688719214595397*^9, 3.6887192519274883`*^9}, {
  158. 3.6887192922009983`*^9, 3.6887193220709333`*^9}}],
  159.  
  160. Cell[BoxData[
  161. RowBox[{"{",
  162. RowBox[{"0.34712768041875597`", ",", "0.7573360624524019`"}],
  163. "}"}]], "Output",
  164. CellChangeTimes->{{3.688719216076914*^9, 3.688719252282782*^9}, {
  165. 3.688719289247444*^9, 3.688719323170806*^9}, 3.688719966259224*^9,
  166. 3.688720739175549*^9}]
  167. }, Open ]],
  168.  
  169. Cell[CellGroupData[{
  170.  
  171. Cell[BoxData[
  172. RowBox[{
  173. RowBox[{"rr", "[", "aa1", "]"}], ".",
  174. RowBox[{"rr", "[", "aa1", "]"}]}]], "Input",
  175. CellChangeTimes->{{3.688719336819388*^9, 3.688719356310614*^9}}],
  176.  
  177. Cell[BoxData["0.013309708547241741`"], "Output",
  178. CellChangeTimes->{{3.688719343310339*^9, 3.688719356589059*^9},
  179. 3.6887199662653303`*^9, 3.6887207392631483`*^9}]
  180. }, Open ]],
  181.  
  182. Cell[CellGroupData[{
  183.  
  184. Cell[BoxData[
  185. RowBox[{"aa2", " ", "=", " ",
  186. RowBox[{"aa1", " ", "-", " ",
  187. RowBox[{
  188. RowBox[{"Inverse", "[",
  189. RowBox[{
  190. RowBox[{"JJ", "[", "aa1", "]"}], ".",
  191. RowBox[{"Transpose", "[",
  192. RowBox[{"JJ", "[", "aa1", "]"}], "]"}]}], "]"}], ".",
  193. RowBox[{"(",
  194. RowBox[{
  195. RowBox[{"JJ", "[", "aa1", "]"}], ".", " ",
  196. RowBox[{"rr", "[", "aa1", "]"}]}], ")"}]}]}]}]], "Input",
  197. CellChangeTimes->{{3.688719365165551*^9, 3.6887193782074614`*^9}}],
  198.  
  199. Cell[BoxData[
  200. RowBox[{"{",
  201. RowBox[{"0.359757305738592`", ",", "0.5073743002167994`"}], "}"}]], "Output",\
  202.  
  203. CellChangeTimes->{3.688719378984639*^9, 3.688719966351424*^9,
  204. 3.688720739353015*^9}]
  205. }, Open ]],
  206.  
  207. Cell[CellGroupData[{
  208.  
  209. Cell[BoxData[
  210. RowBox[{
  211. RowBox[{"rr", "[", "aa2", "]"}], ".",
  212. RowBox[{"rr", "[", "aa2", "]"}]}]], "Input",
  213. CellChangeTimes->{{3.6887193865903683`*^9, 3.688719387654182*^9}}],
  214.  
  215. Cell[BoxData["0.008023819185392729`"], "Output",
  216. CellChangeTimes->{3.68871938791595*^9, 3.688719966435747*^9,
  217. 3.6887207394427032`*^9}]
  218. }, Open ]],
  219.  
  220. Cell[CellGroupData[{
  221.  
  222. Cell[BoxData[
  223. RowBox[{"aa3", " ", "=", " ",
  224. RowBox[{"aa2", " ", "-", " ",
  225. RowBox[{
  226. RowBox[{"Inverse", "[",
  227. RowBox[{
  228. RowBox[{"JJ", "[", "aa2", "]"}], ".",
  229. RowBox[{"Transpose", "[",
  230. RowBox[{"JJ", "[", "aa2", "]"}], "]"}]}], "]"}], ".",
  231. RowBox[{"(",
  232. RowBox[{
  233. RowBox[{"JJ", "[", "aa2", "]"}], ".", " ",
  234. RowBox[{"rr", "[", "aa2", "]"}]}], ")"}]}]}]}]], "Input",
  235. CellChangeTimes->{{3.688719399230319*^9, 3.688719409182147*^9}}],
  236.  
  237. Cell[BoxData[
  238. RowBox[{"{",
  239. RowBox[{"0.360901586873862`", ",", "0.5498017432081403`"}], "}"}]], "Output",\
  240.  
  241. CellChangeTimes->{3.688719409553731*^9, 3.688719966526167*^9,
  242. 3.68872073952791*^9}]
  243. }, Open ]],
  244.  
  245. Cell[CellGroupData[{
  246.  
  247. Cell[BoxData[
  248. RowBox[{
  249. RowBox[{"rr", "[", "aa3", "]"}], ".",
  250. RowBox[{"rr", "[", "aa3", "]"}]}]], "Input",
  251. CellChangeTimes->{{3.6887193865903683`*^9, 3.688719387654182*^9}, {
  252. 3.6887194233500557`*^9, 3.688719425221861*^9}}],
  253.  
  254. Cell[BoxData["0.007845187483415318`"], "Output",
  255. CellChangeTimes->{3.68871938791595*^9, 3.688719425575406*^9,
  256. 3.6887199666102552`*^9, 3.6887207396158743`*^9}]
  257. }, Open ]],
  258.  
  259. Cell[CellGroupData[{
  260.  
  261. Cell[BoxData[
  262. RowBox[{"t", " ", "=", " ",
  263. RowBox[{
  264. RowBox[{
  265. RowBox[{"rr", "[",
  266. RowBox[{"{",
  267. RowBox[{"a1", ",", " ", "a2"}], "}"}], "]"}], ".",
  268. RowBox[{"rr", "[",
  269. RowBox[{"{",
  270. RowBox[{"a1", ",", "a2"}], "}"}], "]"}]}], " ", "//", " ",
  271. "Simplify"}]}]], "Input",
  272. CellChangeTimes->{{3.6887198824960823`*^9, 3.6887198875781727`*^9}, {
  273. 3.688719944393311*^9, 3.688719945833048*^9}}],
  274.  
  275. Cell[BoxData[
  276. RowBox[{
  277. SuperscriptBox[
  278. RowBox[{"(",
  279. RowBox[{"0.05`", "\[VeryThinSpace]", "-",
  280. FractionBox[
  281. RowBox[{"0.038`", " ", "a1"}],
  282. RowBox[{"0.038`", "\[VeryThinSpace]", "+", "a2"}]]}], ")"}], "2"], "+",
  283. SuperscriptBox[
  284. RowBox[{"(",
  285. RowBox[{"0.127`", "\[VeryThinSpace]", "-",
  286. FractionBox[
  287. RowBox[{"0.194`", " ", "a1"}],
  288. RowBox[{"0.194`", "\[VeryThinSpace]", "+", "a2"}]]}], ")"}], "2"], "+",
  289. SuperscriptBox[
  290. RowBox[{"(",
  291. RowBox[{"0.094`", "\[VeryThinSpace]", "-",
  292. FractionBox[
  293. RowBox[{"0.425`", " ", "a1"}],
  294. RowBox[{"0.425`", "\[VeryThinSpace]", "+", "a2"}]]}], ")"}], "2"], "+",
  295. SuperscriptBox[
  296. RowBox[{"(",
  297. RowBox[{"0.2122`", "\[VeryThinSpace]", "-",
  298. FractionBox[
  299. RowBox[{"0.626`", " ", "a1"}],
  300. RowBox[{"0.626`", "\[VeryThinSpace]", "+", "a2"}]]}], ")"}], "2"], "+",
  301. SuperscriptBox[
  302. RowBox[{"(",
  303. RowBox[{"0.2729`", "\[VeryThinSpace]", "-",
  304. FractionBox[
  305. RowBox[{"1.253`", " ", "a1"}],
  306. RowBox[{"1.253`", "\[VeryThinSpace]", "+", "a2"}]]}], ")"}], "2"], "+",
  307. SuperscriptBox[
  308. RowBox[{"(",
  309. RowBox[{"0.2665`", "\[VeryThinSpace]", "-",
  310. FractionBox[
  311. RowBox[{"2.5`", " ", "a1"}],
  312. RowBox[{"2.5`", "\[VeryThinSpace]", "+", "a2"}]]}], ")"}], "2"], "+",
  313. SuperscriptBox[
  314. RowBox[{"(",
  315. RowBox[{"0.3317`", "\[VeryThinSpace]", "-",
  316. FractionBox[
  317. RowBox[{"3.74`", " ", "a1"}],
  318. RowBox[{"3.74`", "\[VeryThinSpace]", "+", "a2"}]]}], ")"}],
  319. "2"]}]], "Output",
  320. CellChangeTimes->{
  321. 3.688719888234453*^9, {3.6887199464822483`*^9, 3.68871996671472*^9},
  322. 3.688720739756154*^9}]
  323. }, Open ]],
  324.  
  325. Cell[CellGroupData[{
  326.  
  327. Cell[BoxData[{
  328. RowBox[{"Show", "[", "\[IndentingNewLine]",
  329. RowBox[{
  330. RowBox[{"ContourPlot", "[",
  331. RowBox[{
  332. RowBox[{"{", "\[IndentingNewLine]",
  333. RowBox[{
  334. RowBox[{"t", " ", "\[Equal]", " ",
  335. RowBox[{"1", "/", "5"}]}], ",", "\[IndentingNewLine]",
  336. RowBox[{"t", " ", "\[Equal]", " ",
  337. RowBox[{"1", "/", "10"}]}], ",", "\[IndentingNewLine]",
  338. RowBox[{"t", " ", "\[Equal]", " ",
  339. RowBox[{"1", "/", "100"}]}]}], "\[IndentingNewLine]", "}"}], ",",
  340. "\[IndentingNewLine]",
  341. RowBox[{"{",
  342. RowBox[{"a1", ",", " ",
  343. RowBox[{"-", "0.2"}], ",", " ",
  344. RowBox[{"+", "1.2"}]}], "}"}], ",", "\[IndentingNewLine]",
  345. RowBox[{"{",
  346. RowBox[{"a2", ",", " ",
  347. RowBox[{"-", "0.05"}], ",", " ",
  348. RowBox[{"+", "1.2"}]}], "}"}], ",", "\[IndentingNewLine]",
  349. RowBox[{"PlotPoints", " ", "\[Rule]", " ", "30"}]}],
  350. "\[IndentingNewLine]", "]"}], ",", "\[IndentingNewLine]",
  351. RowBox[{"ListPlot", "[", "\[IndentingNewLine]",
  352. RowBox[{
  353. RowBox[{"{", "aa0", "}"}], ",", "\[IndentingNewLine]",
  354. RowBox[{"PlotStyle", " ", "\[Rule]", " ", "Red"}], ",",
  355. "\[IndentingNewLine]",
  356. RowBox[{"PlotMarkers", " ", "\[Rule]", " ",
  357. RowBox[{"{", "\"\<0\>\"", "}"}]}]}], "\[IndentingNewLine]", "]"}], ",",
  358. "\[IndentingNewLine]",
  359. RowBox[{"ListPlot", "[", "\[IndentingNewLine]",
  360. RowBox[{
  361. RowBox[{"{", "aa1", "}"}], ",", "\[IndentingNewLine]",
  362. RowBox[{"PlotStyle", " ", "\[Rule]", " ", "Red"}], ",",
  363. "\[IndentingNewLine]",
  364. RowBox[{"PlotMarkers", " ", "\[Rule]", " ",
  365. RowBox[{"{", "\"\<1\>\"", "}"}]}]}], "\[IndentingNewLine]", "]"}], ",",
  366. "\[IndentingNewLine]",
  367. RowBox[{"ListPlot", "[", "\[IndentingNewLine]",
  368. RowBox[{
  369. RowBox[{"{", "aa2", "}"}], ",", "\[IndentingNewLine]",
  370. RowBox[{"PlotStyle", " ", "\[Rule]", " ", "Red"}], ",",
  371. "\[IndentingNewLine]",
  372. RowBox[{"PlotMarkers", " ", "\[Rule]", " ",
  373. RowBox[{"{", "\"\<2\>\"", "}"}]}]}], "\[IndentingNewLine]", "]"}], ",",
  374. "\[IndentingNewLine]",
  375. RowBox[{"ListPlot", "[", "\[IndentingNewLine]",
  376. RowBox[{
  377. RowBox[{"{", "aa3", "}"}], ",", "\[IndentingNewLine]",
  378. RowBox[{"PlotStyle", " ", "\[Rule]", " ", "Red"}], ",",
  379. "\[IndentingNewLine]",
  380. RowBox[{"PlotMarkers", " ", "\[Rule]", " ",
  381. RowBox[{"{", "\"\<3\>\"", "}"}]}]}], "\[IndentingNewLine]", "]"}]}],
  382. "\[IndentingNewLine]", "]"}], "\[IndentingNewLine]",
  383. RowBox[{"Export", "[",
  384. RowBox[{
  385. "\"\<fig-gauss-newton.pdf\>\"", ",", " ", "%", ",", " ", "\"\<PDF\>\""}],
  386. "]"}]}], "Input",
  387. CellChangeTimes->{{3.688719708901539*^9, 3.688719763923025*^9}, {
  388. 3.688719821578497*^9, 3.688719838850361*^9}, {3.688719886988105*^9,
  389. 3.6887199134499474`*^9}, {3.6887199834734592`*^9, 3.688720091920168*^9}, {
  390. 3.6887201495045652`*^9, 3.688720198591329*^9}, {3.688720253680603*^9,
  391. 3.6887203597337933`*^9}}],
  392.  
  393. Cell[BoxData[
  394. GraphicsBox[{GraphicsComplexBox[CompressedData["
  395. 1:eJxdfHc8lW/4P6K0UBo09EFapEVR6q1SGsoqREuKaGhqCMmM7MxKUbJlbx57
  396. 7+1Yxxn2pkX0O3y/Pd/X6+efXtfrnOd57vt+7vu63uM6CV8zVrvBwcbGlsXJ
  397. xjb7r1FxciqFow975v7G8WbAePM89j6I3m+TH5Ach0Wcw135zl4Q+QtVdAfH
  398. kHZ5HzuzsRclUWfeDlDGYOy54dO70l7EvXA5VpE5Bsf6gpLEzF7cUZCn2HwZ
  399. Q+01JfcLkb24tu3m96BXYxha+PLkyve94PkysDhBZwz58WwFk569SMhmi/M6
  400. O4YTMiYRUla9+BX0SuPKtjFMCGdpFjztRWGpXPgu/jFIHXLPyrjSi6GB1zcF
  401. 20dBua3v8+BCL5yFPyQJ1Iziv3Z2z+/ne7G3xPX745JRzA1ToRdPp+jx4V9H
  402. YePAcy5tdy8anspp9VqOQmxz8T5nyV5snL382Si21MgcWby1F4l7wiIM7ozC
  403. cs2Spf/x9iLpqfpie9lRlB+Uv587rxeprG87Co8ihpnRRB/tAbUiMtPyzwga
  404. lWRl5w/0wLFfZGJgZATXtPRUeBp7oDI7jOIR7BVfIChU1AP3ZV3fI0NGkO7p
  405. ZTqd0oPdtI9uxx1HsN4liD8logddvAvkZu6NoFPG20jqSw947B6EGl8dwYYX
  406. N7bUWvbALM1r6aDgCLpGna6Is+IXjrMLMAJH6khI5cseyMS5c/1YPYKOUbt5
  407. QhY9uPM3l/56xQjuZh3YKHKxB4kr/ygJfRpGgf/YlhL1Hmzkefqn8+UwOloz
  408. Trqd6IH87i2m21WGcWSjlkDPvh4sOi73uJd3GAupZ7hjN7HmwxWZea5qCG+p
  409. 9lV5/D0o4mg6+cliCCvG1iT/5emBxbGdsbK3h5B9NOsZ12Q3XrDuXrhhCBWy
  410. i/1Ch7qRxBX/QmpkEOu2XrloWteNq+5mInfsBiEvEeBIlHcjZHzV0f3Gg8i5
  411. 89+t9SXdeMmzaurE1UHweZmu0U3phulvSp6+0CCkTO4eXxDUDSO+PcFNVQO4
  412. 6uqdt+hTN+r6TrNGOICh8IZsed9uLItIpkwHDGBr7BbBtxas8Wxffz3t8AB8
  413. Ui7xSN/vBhuNNTyeAewStrl57VI3ZIWeXPmT1g935fSz8drdcNiTb78mth9b
  414. Z7exRjdcPqRZ5gb0Q7zvj+Z5hW5INCe8dr/UD+qA4QFHqW7EpFhFfRTtx769
  415. Dg+O/NeNh8+701vq+lAuovO1ZkU3tKpmB9iHcBe7kEyebuwv5zhY87YPR/Yb
  416. 7/oy3oVvQ8+oz7f3wU124PhoTxdmMldYc83vw4nWCT65ri5Ys0b79A/rXNkP
  417. Sr2gdSHupt3nTYO9kLnn7bItpwuyf34brmadGz5FFa17CV2IZr2tvtO9oDlZ
  418. lTt97oL2wui1hpysc5bamDLvfReuCPm5+PX2QFHC88Nqmy60zk7nXQ/YjnWC
  419. /qgLHTPCfn90erAwlHfjTb0uaB4UD/dc04PFLsZD2853gXt2O/R1Y/UOqVvp
  420. Z7pALF+ler2iG4/ar53o3s66346FmbEXupGXKXm8elMXBt6ZZXjJd+N39ljJ
  421. +MYuSH2ZfeHd6A92Paks0oWVAuwCvTtY67o2aN77GSbSF9b0DMd14aHKZuOh
  422. USauvtvCWvEuKOqOXQ7tYCL7kdff5qNdmBeb8XRlIxMh53NXRLKe8ya6tZa7
  423. lIkFJ9icj08x4aD7IlU8m4k3rNltaWZCp1RO2C6KiV698OLzfkxYfFz44vU7
  424. JkzpS+8+02CiYXqJ834nJpJnl2MLEx+fHkwYsGFCUDJNcSEPE3Np6iYTl6eT
  425. NNd/ZUBQ9m//5UtMNL31N4uxZOBYZPIfPW0mGLPb6ykDkieN8rhZ903xelTf
  426. ZsDA6WBF3YA9TARsvdF78wcdT9ZO+NVsZIJv9jgW0rGjg2KSyXqOvkxjZOgT
  427. OmqpPRFfFjHBrsa/5ZERHZXdozyJwwzIzW6bVXTE7zSd5KUykCizLaq/g4ar
  428. PLSE4/kMUGiMMisbGkqnbDrnpTFwU3/2j4abatWcAwkMDFESHWfO0dCw6ZTJ
  429. nUAG3DV1mrpX0PAzLSeEz5EBtunDWxNKOlEaFDQta83A29nlS+iEePIV19Jn
  430. DOQ9ZxJubp34tEODO/EKA+e3GN1sk++E4OVX9QmnGcia3X5cnRgTMyRMpBhI
  431. XsJ1aDCRCuuqbGUOCQauP3aqdn1HxXrRQ4VNKxgYmD2+56j4ffXnh/oFDHSn
  432. h3DISlJx1P4A4/wvOjhdsG7kVwe4Sw86RbfSoZz64pbsmQ44nT4gzceKhf48
  433. 3W15sgOD/U+b6S107LSd3Ykd0L5sk+/GivU1JnKuHe/AmQXuZgJRdPCoUcxf
  434. 7G/H4c+9Z+9+pMN+buO2wefkYp94O1bcsMXEVrkNStpp/wlY0tHtm7sqc2sb
  435. XmimPXigRwd1dpvbtiL2QXXCcTU6fg3JiR5a14q0fXXcZ3bS4XTS4KOmWgu4
  436. PL0kKJvpkFGNvcUv1oItdV7vxkTp+E+/4Gb70hbs/9/3OH7iSu+xXAqmJyuk
  437. RCZoEOZVKhbjoGDppSBjyx4aXGenn9uMV8fHX+bV0bDxNXG++EwzbuuXXL6T
  438. R0Pe/McjB340Qe1w+I6V8TQczP1cdMC3CXuVJ+ctC6OhZ/vsgjRhJsBRR9+D
  439. hodPwyYjBxoh8bSjUv0RDY+uCXQ/kW+EF0dpYrkBDfKzj2NvhLkMTh67RkOu
  440. 4lOns/QGsCaRtleVhj0uq86a2TcgRKAuuHAHDWtkXJwutdbDWqbxU54oDT6L
  441. tM1CP9Xj3WPt0F9LaRiSvbfCa0s9LooEHdk13QnHeyEFPvV1mKL4LW9p68Ts
  442. 01xQB++3B2zHizqhcXf8R2F1Lcykx1de+NSJZUUBy1Ln1SL23LaP8OnE7Oo/
  443. aq+BpK7CI9rbTuSVeF0PLq/B+9my7tiJb55PHgl9qoF14/Obrpc7sfLpRxGn
  444. 8mr45+/L7VRi7dt6b9YIq+HjUWjntrUTZ1eq6FpXVOH75L55XKw4sZRNjK+s
  445. CnNpcUsnHp2z2ru2pAoq7Nt3cXJ04vfscNdVQaZ3tdqhESoWN80MR3+qxGK5
  446. 0vw2ChWzp+p6YwUqdJb0pudTcXLPY48da1mxq8A2zmQqeFceijgdXI4FQ358
  447. +bFUsL7MOonleKZu+IQSRIV484yrEWc5ZBpFj/iYUTGppxmSnlAKnWsPjD9e
  448. okJ97j2XICA3oHXTEdb1toavawuLcUGsr2+IjwpF7dxl2pJFKF+022WamwpO
  449. IQsZ6mghFDs9zfbNp6KtzkA9oqUQM39n/zpY+dj23cPwQvTQfZV+O3UgmR5p
  450. eXIqH8ffP24y1+hA/OTszspH19TrpgGeDiS0Lx4YX5uHrR9yL9RktmM5u3+n
  451. yFgO5LpO2/D4tOPG7HTu5IDrwbYTa9+0I+t5LXHhaA50/+fFoT4/i01iPBsB
  452. H7XdBzna4baNe2qNSRa+ONrdP5XXBvG5uktAMneRs96TNrxxMQjdpJ2BPNfZ
  453. FW2F8Hy+HEpdCrQFvRLyelqhetnxnUBtCorsypkfWPGbOXyYgk/fzW7+6G7F
  454. e3mzhTIVKTDgFRc4rNyK0isx98ceJOKHVM4DZdFWDBJfrzx/mAC605kh08EW
  455. DLLQW9SZeEycZ1Y/iWuBjj4jsHdNHG72Ly6xfNKCg3UpdwV7YvCx6dxp5vUW
  456. +M/tuxhsnsMFLci2V9xNvRmDvUcyS5ezznn+5R3tdtXfEKj/29iugoL3s+XM
  457. PRJas6fEm4KVE/6vyzLDkSN87vvZixQ858g0Uk4KxX1lUYmfUhRU2ZWur9YL
  458. gczC/Qejt7HyxCy84gmB6qTZtMPfZrQYXKmzLP4Kh7l5N2OYEmgSrxWEvVp2
  459. f0yqmhE1hweC8ObcgI7M12aoZKz7ZrX8C8y9OvtyPjWjnmdt/Jq+z9h/w8NP
  460. 27gZl+fqbSD+S41cdIoV0z+PixxjxZ/ncFozpP9OlbbbB+LKhWZV1dvNMD3T
  461. XjfwKBB1Vg6L8uWaMb1lCdG3IwDp+bMvrBkWtvL90r0fYa8V1R7E1Yz1cwf+
  462. IwZLAy9erGuCBn1Jj8u2D6ibPZahTRgq2fCdT/odVN0XC1zzb8LKb+7lh0P9
  463. sJWhF7bErQnms8u2yA937LvZJQ1Yea5at8ZE1geDhtZM/+NN+CoftySjzwsr
  464. pE4KWfA0oWMuX78Fxyvtt4cnGlHe41Ks7+eB+SzUnUVvhMOFoes+P9yhPpgl
  465. v82lEcenjRN83rlAaA4nN+Kx+rIsbldnBNaOBLeZNUJqu4NN6gVndG+wear/
  466. rBEvWafLbp4zNrFPzQTPNEAooVM28LktnDiNGzeVNODI7HGdfAWV2TKQ1oCI
  467. 4CCNin2v8GYzZ9Qy0wb4SUdelN1ljrnhazUgj7izJEzjOc6VTCvw/aj/X3xg
  468. DM5MGU7v7/U49lvnhVesMebgCCt+PZXvGxxhjAXmPz7NZ8VP10nWfn9nDL+5
  469. fVYPix22d28XXYHznm90Pb16cND3rJqnq4q4uXNdD3n27hbbC8uIYvN5R536
  470. 6lD1bJZgaBE1i8x5O2vqECW6skZY7DJRNvdXh5h55Y+l6q4Qkn9W9T/OroPG
  471. vLKn6bd0CQZr9EOGdfi1dIqxteUWYXGu8V7YgTq4lZqb1fXfJ+avy80Z210H
  472. 10u0ywUPHxDTrNXnXVCHzNT8FSMbHxFightPtQ/Uwnv4bWu+vgmx7L586Z+I
  473. WpwV/c7gOvmcmN19u77UQl7t0tSGj8+JpQEuFkP+teC6el22e7kpIcFpUODk
  474. WPu/9eQFYfILpXpna5HR5HJMfJsFMfsW1A7XovXdYHXbJQvipYPV8yMStZgk
  475. 5k34P3tJyGzWOvtkugZVR2mN5Z6WxL86kxnZ8ku1xpJYYOZRWR9XAy+jI+Lm
  476. na+IqynBy7xMa5D8POKr2RJr4s3eC7eCz9WgR8Z27HCVNTG3jAI1qJisfsK8
  477. bEtcWRo/1pxSjYk91WEHEu2JOViaUA0p7jTR9aX2hPMyQUGeuGr81pDgK2+y
  478. Jw5let/48bUaiXN16DWhXK376sulaiQkO1Ufu+BAhM1NqBqup1+/vK/sQEi2
  479. ixUHzqtGyUxM8nMNR2KuTI1UgU/FucQh0ZH4rNKnn1FXBVtvgd/+e98Qs2j5
  480. oFMVemUVds9IOBG1lKvPWNgNvW1W3x7QnYjvc4C3CluWuE3kxzkTf2Jz1ATa
  481. K+GsIxbtV+hCrJ1b6Ep0/ZK1/iXmSvTUn8lboFKJovDB5zQNV0JpjgdXYAM9
  482. 3k1typUIT/YMPbe0AiM/C/ck17gR5nPnpgIBBhZPXSluhI7PRNPnqXIMBTVq
  483. aVPdiMrJvM2JZeV4PreO7sQcvD9YDjeH7mZNPXdi0WSO2RXJcqxXol9otXUn
  484. 4kxP8hp7luH8+sWern3uxFyafFqG7ZvfCdqXuxNX1rQZx6uV4egbQV1LUQ9i
  485. QQ2vWnFnKTzLLlwtuuVBLJ+FN7GlENp3sttUzoMwajWkrzQphSTb+uDRAg9i
  486. j8qoB/eOUpxRFm7VG/cgZqvE24ESqC4y6zeL9iA2+owGmfqUwH7PVLLB/bdE
  487. p98CmcNmJVgkGB48YfmWmIMFm0qwwu+ETttWVhxjFShRXIxjHjvjVrB5EquL
  488. 7ju7ZxTjd2rfmc/cnsTs7lqjW4yNohWdgyFviQPfpd7W8RWDf4GpddYVT0Ka
  489. bW+zbncRIiXC3TebexJNc4ClCHtzN2stkPQkJr7l7BS5UIQHVuYRi/M8icK0
  490. kTUmfEW4Nl5bQf/lSfwPTCsE3b9rj02KJ2Gn7G8pEliIU4LrTqlv9yKYwS4/
  491. S2QKYRVyftPPp17EXLrkLYRKSO/r/NNexMXX+4UY/QVIMBL0/vvOi6hR9pe4
  492. fLUAJw05Mu7PeBFz0z1VgPMjl4w0uL2Jy4OTD57sLcDN3kqaDZ83YXUtw2Kn
  493. XT4Uu2R5z772JubSh3U+UjM43LhtvYk/y9LWDFvmw1M6dNktR2+iOqSqwMAg
  494. H4KzcswHb2KOVmfm4YtKvad6sTcRKSf4XZQrDya6k+mnJryJue3/KxfqjrY2
  495. oTPehDrnhbVve3NR+Tv3ROMiH2L3nA6Wi3PUsTqBvT7Egosf9RPtcrA6rEEj
  496. UMuHuP6/OEZsbIejm7EPsWMkpkBeKQcpztu+aDj4EJ6z8kRwNhhK+g+Gw3wI
  497. ofSCwq2Ls3FTXfOTfK4PUTBL2zuz8ErZO3Sk24dwuy7+KysyC207rA/LLPcl
  498. 5tLUuiwobzKr2bzJlxg7ul0005pA8O6srrUb/IjXfdNaD3QJxO9YcP+VsB+h
  499. /j8TBj/eenZf9yU4t8wstOrPgKlJ6H/37/oRDL/juw7RMjDoqqGlcd+PSJzT
  500. rTKQ4R/WJvrZlwhifrH7cysdi6ueHdzg60fUvrVS8zmRDmfrjWHjn/0IQd3Z
  501. hJaGUNu0u0nxfsTWac5t3f2pGP/jtaky24+gG7tEFn1LRWO2FsOj1o94MVeH
  502. U1H58YJ23So/wifgUVCqUQpuxPWv8uvyI3y3uHm/EUjBZE59g/u0H9E+p08l
  503. g1al/G79cT/iN223SmB3EuRUAx3tOd8ROsaD/NNWSbg8uIfOKfSOODxHkBKx
  504. zqim7pKBH/FGR33/ad1EaE2fXEBd9Y4w8WvNSx1PwOB5Od41O94RX+YKYgJ0
  505. in/7e7Dmr50t982+Pp7Ff7nPtq5k3Y/vguAOo3g8F1aSk97yjpg/xyfjkLLt
  506. id8lDT+i3E0hNEA+DrvnaaXsmvAjTib7R/T3xUIleMNr7z9+hOEc/4nFZMnt
  507. I1tnfAlX2+1Kje9iYOjyarCItZ6fpcUe7zKNQavmMxszVlw2h/+jEfc44Qnb
  508. YV8iYEzSTsonCpThnM6mVm9C+1Z5s6dmFPrERuMqqryJjcKv3iSXRKInx1Cq
  509. 944XkaJec/vvvQgy/31s69yVdzoCu0ZrRi4buxKZ69WMEgUjyPrw+o34hMTa
  510. CGQECEwP5b0kPqc2XC5fFUHWw/lTfWJGrM81aaLDDuMmhO/JX8myuyLIem9+
  511. X+TggFIElG5YKO29fQ3FF5qzH2lGkPjD15a668mNCLQVv5+Ok3+Cp7lfKr69
  512. iiDxTWBnbF3Khwj4fd+z4783r3Gv4WzsyLcIEh/x+/5i9uRFgLJV6Nk9Kzfs
  513. /77pW8l4BHhu5LnvkfaGc3mU18fFkSS+E0i5RNm5KRIK98qipmQ/4NHuCC/r
  514. k5EwfTVv67OaT0gp33iAciOSxKvO3pY6vDaRCF+du2mdyRfULsp8f/tDJPoU
  515. gy1+Lf4K/YneIKeMSBI/h203s02mRoJ2gue/S0phqPnv6Ksdw5F40rFM+Jpi
  516. OPS5Zq4qCkWReJ0asKgLslEo3Mi2tpc3Gh2dvc4Nh6KQvIeXpnEkGtLX2D37
  517. 70eRfODCdpFdG5yikMcnKOrbGQu2RRozUy5RuFvO+aHhVyyEVLXnHcmNIvnG
  518. t/n3rdjps9dXFpqYJUAxLKLV9Ng3SGTlaipWJGND6t2L9+99I/nNDedIr8NP
  519. vmG0VrQmhkjFVEMyNZr+DZImASvVfDPxeOiTBOX7N5JPcXCmi7PPi8atjZ9d
  520. d3Jk4UMlU9r1YDSumUk8D9+ZA9sD2tTU49Ekf9NvWfGd70Q07voX5rkG5SBw
  521. F7X3uW00MoQaSu7w5yPI2WCXh0M0yQ83X3Ll2uQYjUO5XDtrT+bj3/7vzyw1
  522. MQ8txM+7pRcqyqIhoXfWOHmoEBoL8m2ulkeT/FTwxamnDqw4ZWbetM73QpSf
  523. Kh87zxuD3VPiHPs9StBx48XPVStjSP5ryqOXl7QqBmHf73PLNbHqrs08ioZK
  524. DE7mNfw1lCnH1HFCrlk7huTXl72cNxRdioG2HrfXttRy3GxaS5tyiYHqzsOn
  525. pFm45ppH/VmafwzJ7/+uKS/9ExiD0n09eoFnqtCwgXnrZgWL56ULLj5+pBoy
  526. m//qXeuMIfWEh8s45jl2xeCxvN7O6oxqiGkVCacujoWtVYh7tGcNtqXXWlmK
  527. xJL6xT3eLRT/LbGo3H/HLnx7LY4Hx0gtOhELG37l9+d6ayHz1/ei7rVYUh+R
  528. Wq6scskwFlbJguGyH+oQ8PCDwl2rWNy6rHlu+0EWrk9Y6SsUEEvqL6Pq0RXM
  529. kFg471X3f7WkAQddF/L+zmDtOy664163BhQdrGyvbo8l9Z73MkeOq3fH4leT
  530. 7/U3po1oDT0xkfozFr1JW97dZjbCW67C2XVtHKkn3brauyBjYxwu7z+2+2Jf
  531. E9LD+K/k7IxDyGKNU2WyzXiwbo32Hc04Ur86wlFqtE83DsnWX9x+aFHwRlBs
  532. 1TrDOGyS1SLUnCngyKtPeOoeR+plPUuFzta9j8Mbp18WVwpbECGuZVb7KQ7P
  533. GGrG07QW3AmV2ZddFkfqcSJHqy0+N8Zhleklaz/pNrT77isZY8X25YzlJfva
  534. oG1+rE19fjyp9/mdEtt7ii+eVY++L1J90w7OIUm9Lyvi4avi0qv2pR17bloo
  535. ySGe1BO5TtYTe07EY6GEoMMItQOfBPl7BVTjIdox+ufxQioc32T+tX4ST+qZ
  536. sbbCVm8s4lETtXh7kx8VLjWxfAVvWNdTOxQisqiQPvTs3r5v8aReqs7lknox
  537. MR6jA5fUFI91ItWVpp1cGI/y8fKY8iedKBI6JnOxK57UY7330enhA/E42/y7
  538. PW+4E+xfY1dOsSfA43OabYskDQOneiWm1iWQ+q+3kEbjS5EESPOq8Kr40dDX
  539. nWTlcyABi4UqehqYNGSeWfJ0rXoCqS/zfN/Z0qmZALvwNTt7FOiIIYSmfR+x
  540. 4j3s9Kz3dLgJng3PtU8g9evnGyzj694k4OOOl+/fDNNRIhK9mDsyAX/oioZ+
  541. 6gxwrntQ/TsjgdTHVUv1Ei5nJyCOzzRdzo+Bnzoxr/oYCTA126tzfRETP2vX
  542. muWOJZB6PGecerH1d9bzJZ/P+6XARGSapseJdYlQHD9luyGbiV1XbOvFNieS
  543. ev+W2HKL01sToZy5czhjmImPN6+3b1FPhNMvenDZky7IKDkGiOkkkv5CV5Dr
  544. yqSLieDncp7v7NeFJR1XrNxeJ8Jn78Td25LduLDroGqhcyLpX+jrRr8odUlE
  545. Q3BDk8GxbjyTbthuTyTC4tELs7+Mbmy9oVC5OjuR9Es474XqvclhxU8of06N
  546. dCNo+dD0mpZEPJhd7qM9+Id3ZLqP8Yd49SDO3eEo9/dEuISsqpd+14MTYc+c
  547. VrLif37NL36JVFFWvGUo+Ko9K5bsvS6YsyUJ6U9Sd04f68Xly1a/a8WTSD/I
  548. 60fFlzKJJIgmXeg6rdaLtPsL5TdfTILkiYG/5SO9eCIXzhi/kkT6TVWvueL+
  549. 6iXhp4KXAsfCPuTsk1x/wCUJGnvfdQa/62MhikNL2X2SSH/Ly2K5YI5fEsq2
  550. 8/BFEH1ovRZOZctJgsWtlOcOx/uh3L/BXLU4ifTP7uqWxApUJ+HIQ4/akyb9
  551. YMTxvzadSAKlMvnx49F+hFxOE/vEkUz6dZeF7izmXpAM1ZLffK0SA9DNLu+O
  552. 3JQMtZGVr26+H8CljVvXntmVTPqBtkKB19/KJWOrePthPfoA9j/K/OKnlYwP
  553. 8sPqeoqD8G7Q7Km6lUz6j2x5cenZ95PBTddq6vAdxOMy98MKDsnI2BL8+cbY
  554. IPo2X69n90km/U22QZE6j6/J2NT1HmoqQ9jTHb8uMi0ZqXYu240/DOFIY+TB
  555. b7XJpH8adi94N09LMgRTbFtT5w/ju92Ph40DyXhv+yHG4sQwjC4fjrWbTib9
  556. 2RPO38SleFMwNraOZ03GMP7++K2fvz4F/sTGca/xYZikoFt9fwrpB3Nl3aFx
  557. H01BGDfH6mTZEdhWXf399GwKVt1TuqitPALTs6OCE7oppN/sf+TVGRfWTV45
  558. PSxqfzuCGe3CFRPmKci3Drsx8GUEr8xu/Kr7mEL62ecbT+8vCU3Biu23jrKP
  559. jEB5nbuDzLcU6G+KN7WcHMHkuJSMdn4K6ZebEb3K6a0poAZVRG44PYpNoe4r
  560. T3SkoPJCnI2gyiiY2kMyxzlTST+eTbp82XHeVDT72jjEBo1CmctD+z0r3rno
  561. /qqDX0ch0Hx2Rf2WVNL/X9F/8/VZ+VTg5ONoualROFzwviWikIozVmxLHrCP
  562. 4VucokmKQSrZXyBB4bm/4X4q/PQ3jhSrjGEmIjFG+2kqVpkfDAu8OMbi1S8i
  563. 85xSyf6Fq0U1ZqkBqWD/I7lL++sYXir6lyhGpOJNie2qyqQxVB4qKzhUkkr2
  564. R5SdeKMiXJOK65vULg5OjWHqedzugQ7W8wuuPPq5fBxB8DVPHk0l+y/2P7ns
  565. 8qOllIwV6MyvDwpLseWjYFX+mnFERNyoNo0qBc1GLN51ZAz331xK3fO1lHwe
  566. Izi6SdSrlFVvS/78LRxDYIunasvjUiTbOov/chtDq3X/xKhxKTmfqKWTBk+u
  567. l4J7ac57hcdjkLE2GAqSK0XDJCeX8p4xaJU+6hKXLSXXa1A/0NlwdymuSNSv
  568. fSsyhtPfI8/Wc5Rikfpmx7d1o7COlWhvYS8l38e3qC8nfvwtQaU+MTBUOYp/
  569. +oivIe8vs+hRCG4LOf66ogRLinSeSpiNQpOP4NQtLyHf/w4pkReXS0pQYn4u
  570. lM1kFJeD5Pk/fyjBVnvNX9rbRlHVMPr5uU8Jub8Cs/jdXdxLkDvcaW2xehRK
  571. ny74XL3Net5lap5H4wgMLn1hahmUkPt3Y0t0xXbtEmw7mPVnMHkEQb0K8zP3
  572. l6CFSjnVaD0C7bXLItskS8jzEacQkbRbuATQbtE8rT2CDKXlSkncJRDc/GhG
  573. bPcI/ioL6bz7W0yeP4pr9HXv7mJc7YsK2P5zGEJeistONBRj2josiY0Yhu6L
  574. 5XzHc4vJ870z9Onjc5HFUPjdv/Wj7DBSJ8qjbn0uxtNASmW54DCWX9Wx5/Aq
  575. JvNHzVjB/GsPirE1Lt6m13QIx49+37T+XjFqb4Rfi380hH96kT69dnW+whAM
  576. Hn8w/E+jmMxXX6euvxM4VIxjf8XPqFYO4s3CgMebZYthwBvC55U5iEcJX0/r
  577. bSsm86F9uPa2G0uK8SRGcn3r1kH86sy1PMFWDNqqJB5NdlZ+dLU+zzNQRObb
  578. 2I48j5OUIszI3ZUwtx7A/dMx53MKiqCSezll7OgARMTeSr5JLyLzeVHdtqXZ
  579. wUWQSIt6I9PRj/jTbilv3hTB4P68Awa2/Wh25ZjosCgi68WR/2h3Ch4VQaco
  580. 9fqS/f04VpDY6K9aBH6zCr/Yoj6cOVG7REGpiKxHPckvNp47XMTircTY5Ns+
  581. /CfwQGJ4ZRGsG5al1CzqQ8OLi8ZXlhWR9e7d0Ndt15cWYe8guwsXqx6G/Ch8
  582. +LC5EPzr95zOV+pFb76F1glW/K+eEiISP4ebCsGdNh21nRX/09P27poU7ZXv
  583. xao86uj9r4VYYjOeyAzqQWvYtZrPXwrJ+n1+aMjf/2Mh7PsXGii79MBkQvxb
  584. 2MNCzBxbIhDF1gPXtnApqnEhiR9qinpWnLpRiPP7T7NnVHdjzV2mipF8Ie47
  585. eVq66XRjuD2fy2N/IYlPvk8cXrRrG2s81xoyZ/i7cfk70yRsSSGaD3decUvs
  586. wsOySzsSOAv/r79ir7fpiaECRNpobluu0YXmslMS15sKMHDikfy3ZV0YuVDA
  587. jooCEl9p6Ojes44pgFNWjveENxMKq87XunwugEi4dcPAbSZsLaWEt3gXkPgt
  588. jBbW1viwAC+NStZ/bmaA7Xb4UrG7BaBdPM6mVMRAdfKYscGVAhIfeo58VuWV
  589. LYDf33RJH1EGlKpuxzrsLcDdiRfD+msZ4Do9ODG2qYDEn0Vmt/6c4yqAvmtU
  590. tZc5HYs3qLnMn8qHZOTJfNdLdFB+1mYQg/kkvh3NmObgq87HWpUZ/fhmGhiu
  591. GoYfM/PxUYpz2O4jjVVcW9Ky4/JJ/NzT/YZf5n0+Xqjxl4xJ0dC4wDz3uGU+
  592. 9jgV7DzZ2Qmhjm7f/qf5JD5PVlL7kaufj/aR0IXnXDuxybAnfOBIPsaj705V
  593. iXQiSdjHQfJgPon/j/zuNwjdmQ9b1f33KP1UOOUfsLeYlw9G/RrdtdepIJbs
  594. WfKcLZ/kF3EZxv2tv/PgmirjbK9IRefgqub+nDwc8zzFe+IUi68M935MY8X/
  595. +EtDKN1NlRXv/mzglHO8A//0Uz3tFn7vXR0Qd/suPN8pD4YexfQH0234qXxA
  596. bYNjHsmX9tsyTmvb5CFgs514THkb/G2Etp7SzEPepVNPzse3gr70dv0x9TyS
  597. j/nQwh+wKebhQkhUa5ZKK/Q+bFVo+y8Pe3nN5tvdasGvt9oSO1fmkXzvvciZ
  598. PS8X5OEPm9x/Z2opcM04uCu2NxfP2c1fLBWl4Kpffo9kZy7JJ+s3dn/IKcjF
  599. +yOVyafPN0PxVklpSkwujon0vhumNGFmk3/K0g+5JF+Vv6Q+EmmdC8o+700x
  600. DY1I0X4SQHuaC4/WIElpj0YYelKsLG/lkny4gH2nsNjhXAxZrnl4T7MBD8tF
  601. 9QWQi6arBgrdpxvwTz9+rl+w+uXCBrAt/HEtQTiX5N9TqymtCgty0TeI4eR5
  602. 9Sha63xXlC0XC7j2fFZprkPyYrvOL6M5JL+fnvhz5nJlDh7dmyfgkVaL9hCP
  603. nwWZOfiycfAMt04t6r541+4NzSH1A5ldXaOeXjno0YviqXlYg37L1Jp+U9b1
  604. TXThla3V+D2wcH31gxxSn5D4oR7TcDEHXZmBBy0kquGVzG54d18OzN0iDxhc
  605. rMLvmDVhveI5pP6xu7rZYoFIDoYbhINPl1Yi3+N5wKbRbISeNzFsTipHfsiN
  606. L78Gs0l9xUbn1X+LurJhUGL16euhciS5mBZ0h2QjdShbUjShBAKb+aMrWPE/
  607. /Sbp6vpzKaw4Y2IyZGdcCf7p6ZPh1fbZISUYMy1Js3+djYg5n6sYTK7khX53
  608. szGeYV1A3ViENnUfo3lG2aR+xHM9q/nN9Wzcu35xe1dCISpv+cN6TzaGVL9O
  609. 3vbOh4OBw55RyWxSr9pvknbymRBr/KKZmRsS8rDl6k5V1Z9ZUD7NX/BzUS7+
  610. u7DhqeZIFqmHRZvdufm8IQvHBScDA2Oz8XVj+LehlCxM1zqmullkwY97qYd3
  611. dBapt/mUS21we5OF3KMt5zouZuCJ5/btqqZZ6Pb++PV1XxpMO/ZHtxhnkXpe
  612. VNpIA9/hLLC/VXsfqJqEjPM+afMPZeF/fJck2F/5lRGxPwteu9rMnZsT8c8/
  613. MF3aWlGkF4/foXXP5NdmkXoin/lNaRFWPPbW+UDM6Xh4tFET5aYIdAio/xTP
  614. icGTCNuwqJ8EqVeWXV+0mmuEQHicZ0ruqRgs/Rum2J9FoLf2Xfyym1F4Yi4a
  615. syiJIPXQH6K37syEEhiWWP5x2dsI6BWNxW8LJLC8mL2noDUcfqc0hax9CCjN
  616. 4ZcwqE1tNu2wJ9Dzc2NUklcoPowzvnTYEBA12ze1+kwoWiXtP/CYEqQ+S+w1
  617. ozQaERAU7y3anPYV63o1zvoYErhcsHJnyPuvWKUfUCt6hSD7G4witvMMqxLQ
  618. /Wz8/Y7YF9xrSlsoeYbA3wdHHicEfwaDo4vN5BhB6sVB97yl+qUJaHl1t/5I
  619. +wQJi7/Llu0gyP6EAxvYDSK3EXiw4WrEgYoPkH5icvDteoLUp3es/i35dwWB
  620. VaFLi21+e8KHP3x15koCfZwSUhJ8HhBkG5R+w4r/6d9FRxTUnwgQCHsUpszH
  621. 6Yin2W658v8RSL5h5FqyyxZKmx8cPipOkHq66RWXYkVZAln9i5Vihc1xQHnX
  622. p0LW+Nf5WZycb/QUQ+fEVv3UI/5Pn0+XOZDqSEBm8njLixktFO0K/qwYQkDA
  623. 56jSJeZB1KvdkbelEqTe/2//cIov5D+pf4t45XLm9DyVLOz8Rp12e2pCmPTH
  624. DFrZZJH+wT8/a+nTwqqX3JbEDNdU9csD2RiMlu4v2WpNiJnT33NrZMNdnt/F
  625. 19ea9Meij+mKKaywJR615+scrMmGo3fb2MFiW+KX+dK3kro5+PF4i9T2Z/ak
  626. 38YXxuVv62xPxJwXPr3ycQ6OSHV2pqXZE19sxblPhOWQfkd3gO8Z/U2sfMrv
  627. vv1px2vSz/vA80FrUe5rorRmWWuLfC7gdTsorf81YacZFrKXVT+u9at/tzV1
  628. IP3BbRmU9qyDDsRL+bB7Pnx5KFIKv+j+3IH4PvXWPiswDzybtd9bJzmQfmOI
  629. gxbn0A0H4mxdftNMUx44/66a7/fJgaiNSFAfNszH8zdDrtRAB9LPNO89+trs
  630. rAOh7DnGJcvCD0bLn65Lf+FApKnrOZVJF2BkcPmyi6cdSL90i7LOkqp9DkT9
  631. vZ4fGToFMOBZHssUdSAsd6n1WHAVoqW6VXRhxmvSjxV7V94Y7f2aeELL3+ch
  632. UIhTLp3bvn15TRxqCtAXCS8k1+sfPv0vOezC21F7gn+By/TrV0WYX3xPYzTf
  633. jog6HpY1kFiElSrZ/N3+dqT/PGP2rOjvVVviR+iiqBFqMQjNaj/OIzakn920
  634. hoNdYcKaWH1GgMP1eQmEtG5v8n5hTfrjgq7se94+tSI+jv8n6XewFLX98gvk
  635. g14RG6wM1kocLwMne7jq9Z6XpF+vb1PpUGnwkkh3eovDn8pw47i6K+/ll4SP
  636. +Prbm8TLMcyVqr3vnDnZD2B9cmUFI86MWF/q9NH8VDlEPVc5Pg4zI6Tki0Y0
  637. vcvJ/VtVU2sWOFKOqo8CPGGiz8n+A7bW7IYak2fE3QjXW3IbKqBOfKH82fyM
  638. sFlwJi3EowJ2vwV3NR81IfsZ9D9RMy0VHxGLL0aejxKsBOX62ofLjz8khsu+
  639. rP66rxI+O0P73ls8IPsjHJv3b7U+d5eIX3JE7cbyKuTce799hteA7K9gW8aV
  640. 5aJwndhyyfeAhEwV5lX2Tk5bXyMm3Or3fXlaRZ7Xf/0aA1kVDOkkNeJNXmLE
  641. luoqqDy6cGyx1mb86/dYcWTBii9GxzCVHklz2FqN49/eBWe4aONfv8j8qMai
  642. W9/00PAz36rwZjXiIgupy5bow3tHh9DykGoyn/zrT8nUXLZtcs992Ctqxph8
  643. r8aauhP7DuU8wb/+lsBr0t9Vi55jrdEnn+iDNejeu3tBdLwZtMRqv9w2qoGH
  644. h9/XS3yW+Ncvo8WTXvxqwSuU7J62vGBZgz31+6K5NV5haJkYQl1qyPz3D+dM
  645. hyiIfYi3w4DMfVcNjlrsjeIPOcPhgH/9PL8U5Ip0zJyQt++r1c5TtWS+1Xtu
  646. Vd9iUQvZ+W6Ttdxu+Nc/dPFq9DnXA+5ouXnMT5pZS/aHveoVNxj9VYvOVSfv
  647. dCp74l9/ks3Ew6VEvyf+jk11We+uw/PJrSsLP3hjh9iRo3ev12Fqs9xVznRf
  648. /Ot/Yh/q8NX87cu6brfFZ6M6rPJNGTNl88NbSRFrl1t1ZP34108VMjPsU/7B
  649. H07n5/9Iqq/DR+/u7b68H3Ft1Y6INmodWY/+9Wv1S+Q5HW8IwDJeFacyuXqk
  650. ZVV6DogHImzo9P17p+rJ+vav/8uG57iJnu8XeLGrOUz616M8+tACnnFW7MnT
  651. KRReT9ZP57l0WI9FFylaBku/wlpmS+2rinoEcMyLzNT9Co8N54T1muqhMZcI
  652. v5L9Z+zhUvnO3sH4I/d71crpeqj4SL9TagzGd4HF7ZXzGsh6XsOecTdrWwOk
  653. r/VPnlYPBU3vSlmjSgMiHfi3HHwXhq8jBRbDGg0kXogiCnzsWbjb7tUPnsD6
  654. MLI/zqUvp+NGaxgkbruYan9pIPGIssj+8w2RDVjBCPHyHo0k++3Ma53WGd6K
  655. gq/LfP7GwQb8mDt30YhYfIBLlYXzz+2Qora6RmPf7LYRaoTchnbL7Wtj8Cz3
  656. uLWYVCOJj66X0aouqTXii9RCtne7Ysn+wCjprIMG4nFI3ntSXSugETpiA2xE
  657. cxzELO8u4U1sJPGYxJPQe85DjVhilxW32z4B9e8frsxf1oQPTf3TIuqJsBzh
  658. bh7Z2UTivX/9jIdcbzsqeyRht/LLTyqWTUgemrj+jC0F+5e9P04NaCLx479+
  659. y9d8sSLGpumgxTC3J/I0o7tORbvLMR1LkteI6a5oRl3Jbe7x6HR0MB0cXtxr
  660. JvGqheqHyGPuzXhweXL7/vVZZD/psYgWvxz2bAQEZusP8FOw1Wrd396f2RA/
  661. /ITw2EUh8fH7HKugG84UUCOP2CRm5KLGsWG78FsKNH2k70rW56K/29DKmU4h
  662. 8bflA6Htgota8FZDty41L5/snx1bvkO+bk0hNmcl3G172YKQU3+fU2ILse/+
  663. Ied45xYS79+WM7gnl9CChG1nF99yLoKmVOk7+7EWFEWHBqwIKyb7e/kzHpv7
  664. PyvBjxUz0dM7Wkn+IWTRE75NtxUKcrwvUr+W4uj8c723YlqxdaNw0cRyVt1Q
  665. iP8kkddK8hvGD2QHVbTCKevoKuOgcrIfWYHrR8iSjRWwvDf1MWZvGzbox/1t
  666. jKzEr9Al2+6qtJF8akeE0ADDtQ0+YmwX1sVWwXtd+6Gaj22Qnjips5VShcDu
  667. V1u+NbWRfG2FF2Hqx9GOtYoHeJbRq9F+JuWNik47Fok2ao8V1oBbuj4h5lo7
  668. mScVB++t1zZoh8am9NP7+mrIfusFwlOZZUtrsfx6zreZ/HYU5639r/pHLcJ2
  669. Hn5e39ZO8s9vDhInP6zsgFvl4c96lXWwjDD6endTB/I93xVVsddj55yu1IEW
  670. tbPb1GXq4TO5OtjrUgfJd2s/c5XTLDsgYXzP5eiyBogxTrHvy+2A3ZvV+81L
  671. G6CdEqErXdtB8us9yvFHN7Z3oNoggOvvhkayH/23/cHCm9aNeNFu9ct3LRV+
  672. /5l8fburCUelpBNGRagkn3dq0jM4u4eKneeNiReZTdhAF9+QokjFhocPZJhH
  673. mzF+qlJr6AKV1AsY32e89R5SUb/glth8TQp2vLje3PSSCv9vyo94wihYFTxT
  674. 7eRGJfWIh/rFbb4fqCiihSYSt1vIfv5L96TFhO604p5mzZrIIirshH/HDr1s
  675. BSeHFadBMZXUP5a2jXD+KKEi4uRqX0uXVngnC2avGKXCOZ1Xl+bbhtjY+OT1
  676. 01RSX0nySbt5Zlkn0uTOisjcbcfD85y/7NZ0Yk1iytFf0e1YXDYo17y9k9Rz
  677. DKPvrDY/0omclyXhiSUd2CLXdozzfCcMF9u1CW1kjcOulDZytZPUi+ZPWymK
  678. GnUi5IB6+asHVPL3EiLR5+mdXVRwWime3uDeiRM3P2Re/EtFm9aksr9HJ6lP
  679. mZq1PU/26oTr2eWbNHg7EfU759aK5E54B9ZPcjl3IsIy4EZeduf/+dNGuszS
  680. +k6MC9emSP3qRO+InFR/eyfW9r1IZ66lYbP4jlrDkU5SX3vhcavVl5MGc2Uh
  681. RnkYDaHuEpzz+Wk4/icq6XYHDWfVw/I/bKCR+l2t0rOAoq00GK5ef2DLfjrU
  682. w+xH2JRZ132XTbTLp0PnVEaJGSv+pw/e1nXWK2XFtx74n84vopO/Z9lo+21o
  683. fQUde//6f35/g4bnc3o5A2nNjHanhzTUutxlXL/AQJH+2cPZpjRSn5T4hIMe
  684. 9jSIft6/6UUoA/c9D5qPe9OgaTVe+6CXgY7Swy1tQTRS/2yQEv6jn07DHZqm
  685. 7qNnTKhZuuZfz6bhtsrWZ3lvmAizV4lLraWR+qof7+aIM6x5W7ypk2la1IXn
  686. Z3ebPPtFw8xE+QeLu12gczuuWz9DI/Xb6P1dmX0cdGzMFpfxfddF/r6IZ0OL
  687. dtJAFxKLfAWnxejw7opZ3iDRDU/dkUDaFjqpF+flfE71k6RD5tSMka5yNx7/
  688. KivYfIKOEmvhos7Mbpx8qLjwqiqd1KNXSgT5e+rRsT+V/5rcjh5sU1Q68NeI
  689. jhcqGrLqKj1QpI33qT6nk3p3kOltjL+hQ6XTK92F1gPZ30plz7zp2JdqZiHE
  690. 0wvNq9+Ssj/TSX190vG9540oOozcW7jlH/ciIkFe0reEjvsT87tVBnqhM129
  691. MqWcTur37U9ujZhW0fHpxEn6pQV95O/F8sZKDPsP9EH/aOOI4yjr+mLhPzf8
  692. +mBdZrxL5Tud9At+HisL9v9Dxw2VF352xX3QnJdYemo5A+qvSuwTt/fjsa+m
  693. tvl6BulHJMbJS62UZECbc33Moa+sz13e+wftYaBb4XataVY/Wr5Q5P2OMEi/
  694. I1Z5pzznOQZ0J1afEjk3AD/dPgmHy6x9cnSwjPfVAEZP6io9vcUg/ZRk89VY
  695. +YgB/lMcy3l6BuDJtaTL0pmBn+e9Vty/NIjUVWZx+W4M0q9JsuYvSH3LgCEn
  696. 5cBj00Hy930qRo63r6YMQlVDpMwjnoGwH1en3XmHsFj785bYJAbpD42+3RIb
  697. nMGAbOquwVUyQ+A+tINzupYB7iXH3Fd8GcIij4x21VYG6UfZJIdNHh1g4NCh
  698. eTOHlw8j0D28bXycgfc6D2NXywyjWtG08iI7k/S7DNT4h2/zM/Fycfx/jmXD
  699. yKjnt1Ndw8QZo8wPg/3DMKXfNGrexCT9tOJc9jip3UwYVATerdg5gr7qHs9o
  700. RSZaV/9INr82gorn5acrlJikXxcv1hRupcrE2u7UkTWmI+TvNZOkh51VokfA
  701. L521OOMeE1dqBFbfzx9BVf1/bFseMEl/8AM1/VTdIyYmb83bOFAxAoG/Trm9
  702. zkyIZ6/YDr5RPNmbXaLjxST9x71VCbJ8AUxYfElfNbZ/FLLCrjHekUxcMOF4
  703. W6s9Ch7hI7UByUzS3ywZ29YbUcaEuXFwu2zQKH73+Dy8Xz7b5/LsG3fwKD59
  704. ZLy2b2eSfqoGx8nvCn1MvK52Uz81MooT0hHcAb+YOFttXu+1fAxMhyelBWxd
  705. pF/btt7mvRZ3Fw4MrfYTPTAGt7f6O5Zu7ELt9SguefMxlCk/MLMT6yL94CId
  706. v4b+TV0Qky8YyLUZI3+/Swl3XtLnNYa3hnkpRgpdiHJd/6GjagwLeGf4fil2
  707. kf5zlmuKg8/ZLkRU8bZY945BwpFI6dPtgoD+2YrJtePYpR/6ZdKwi/S37ZIa
  708. Ep24G9DMmexjmNuI8Zvh991n6pF96aWaSFgjbjqt66y2rSfxwe9lhx4tsK5H
  709. zoXur/cTG0j+U75v9G5Ddj3WX1opv3VNPeblZ7q2xdVjtb7xht3NtYj/VKP3
  710. p5LFkyiRKd+barF+57u/X2sasPTPkZF37HXk/bfqrakdK60F9yuHwSNijRg5
  711. e9TkJK0W6npV7nfEm3DY3V3JsqOWxBsN6tfOUNtrsamSmnrUuwna+9efDpqs
  712. haWKxYUik2ZYm+ym3hGuI/HGPKds/ua/tbjz9J5/xUoKGiLwWkigDqOm2znc
  713. MyjoDqhIPStUR+INhcvKwp8310GLGlti7NeCx7ycgpR9dTj8+ZuyJkcrNpuX
  714. WFjdqSPxxcy68t52tTq0vzwtu1GkDWp9fo8TtepQPI/IXnO8DYGZvBlnWHz0
  715. H774x091xEOLiYE2rOtuPx5pXYf5tgGnJyzaceRDuY/O6zr4b71FZ8S1Q73j
  716. 8OOrmXUk3hDO5I2ISGTxXcPNhFF8B8qfBvKcK6wDv04k97ZNVDzpuaTm01hH
  717. 4o21kq/ur2PUoa50ReszEyq4eGQF+DjqEbojq2R4hIpS3YqFBxfWk/jibF8R
  718. NYqnHjpRpqlcKzpxeJmml5hwPbbN5dtO8v2v2uQYa8zCJYdCmH+TDtTjx3y9
  719. RU+jO3Gb4rf4N4sP/8MfQaWBNhmH6pHkpufrkc6635PgHJvHrOsP24juU6Rh
  720. 1HDiG5PFj//hj5+BRwUj7OtxcIO1lIgzDVXLCkq+h7D4726D0nIqDXY7BbqT
  721. kupJ/PHbvqGSt6we27dFrMm/SIfbheGPu1j8eGOoCVPhBR3ajcUm5isaSPxh
  722. emxk5NOSBpS6jXsarmTgyO5lh9P5G9BWpfRBdTsDVE/TP8v2NJD4YljFlk/1
  723. ZANenS/m6QhjgFKqrDGs14DJUg/rCFZe3erq3x5m0UDiiwI+qdfyrPjmqmZo
  724. HWWC17VkQWd4Axyk/UY1a5h4ZXX36MvoBhJfvPs1ccWVFW/z2N3c2cYk+XJ/
  725. tK2X6V8mPn/dH8c12gCvl4fuhNzvgj210nVscSOJN6gXArIY8xqRZaQ5vSOM
  726. lXf6jl/+u70RE1o/+Kbnd+M3la039lAjiS/eeApOmmk0wvI/Gb4PFt1QOmxo
  727. c+k6C+d/TGxS+NiN1VDIzAxtJPFFVMXNIyWBjVjKdqtufE8PhPb6aa2NZp3b
  728. 1Pw/4lo9OBHRve1GdSOJL0w+JwYf6W6Eyd0/jOH8Hlyzpt7n422CDrui5fo9
  729. vdCLLw4uW9NE4gtOtVDRzyJNGHbykprS6cUrHyUKl1wT1szpRL0k/36x6F3/
  730. wuxepGswGvmvN8EqPNBFdbgXabcvcfs9byLxx6oFliK37jehpiHwgAdvH95r
  731. 2kzIRzfB5tfQWKtZH7KZlSqnxptIvDHfMEzNqr0JZQU6RnUjfTi/6Na06EgT
  732. FAlmPWNZP8nnk1retmXr9OPQ5EKPpKXNJP5I51Yc9ZdvRuTf1+es/fsR5Gan
  733. ePVSM559U1PipPTjdFZGlodXM4k/slC0TtKjmfU8jf17tw1gqc6r1LDIZhjN
  734. 7f8Bku+7ORJHDOIH0CtgZXuzpRm1P5fXWKcOwCoj8oZcezOJT4I4Uh8bMZrB
  735. HO8MphQMYEyFYTt2ngJpiUafS1KDqM/r4FJQbsGWyjHpxpuDJL/PYo8/0ak6
  736. CI4fvq96brTg0Nx5GkTv9EFZrbstODi1v2kr636RMk5Lde+0kM8bF9LWPnOv
  737. BeGn7z1XSRyAl4/eCYGHLfg4p/8M4MfLZ7cWP27BOdWcYeq9AQxPreCIZn3/
  738. 3/zcvpkK6D5oQXLARLzh6gHw7dq4v4D1+b/12bTp2Wsx4xbsUZBUUpw/AJP0
  739. 8ljuWy2QtfrE5qnXD6awr2WJYQu5/mtKn9l8uNmCtFGa2RetfnjFLRfw1GtB
  740. zlw+6yfnGx8XuCM6qw//BRddeqndgqjjggrXo/pwY0zWM4QV/9sPgnc/0AlW
  741. fFPT9FtOeB9mYnOTLA60wMmnWTxqcR9kq7xfjm1rIfdbws9jGgGsz1N/e42p
  742. DPbCmuN0v/26FqyY1xs5frMXqe4Oj6TYW8j9Hr++QapPoAVt7KlyCtt7kTPW
  743. PmM7TcFJy6ubDxX0YP6+qxVizRTyPH1Wsq52HKdA2PvhSe7bPTj8h/OTcTsF
  744. wwGDe9xFe/BSYCFbUwyFPK8C+7jbl5ZR8MsrIqI5tBstQkNrDxIUWF2tvjz2
  745. shu88yUj6h0oZD5oT5+eyQyk4K33tlctXV3o77/MO/CRgo1/9ohfbe+Cilz5
  746. RKsehcw3Meu/rk68T0FYZ+LWR0e64Np23qrlFgUBO3xPlK/vwiL+0bI8OQqZ
  747. 37g3cK3NOEKBgLGwTMdXJp4FJL8Q2k3BZHjC5WfqTGj8XCN9n1WX/+XPh17y
  748. 7KKrKRCkTPEUL2SisMFumdLvZoSc4Nvl/JqB3R6Xn5YPNpP5eTHdft9s/LX2
  749. Wt03Fm7/d358HV1O9bMzsPFXne77zGas/3a7eg+Ll2ww9edvSW8m68GUw2Gb
  750. M6nNENks49uZzqoX6oFHQ9+x7jeH5+nwnOFeetq6Gc63+x59k6WD62dw7bhp
  751. M1l/orZyb681bsbmoPc+K/ppWMjXVF6i3IzhA+fV3T/RcI+5pKoPzWR943n0
  752. KzRoSzMOiStnZa2hYYvIX8f9G5px9sPw7jguGplvTobnmu4p7ATnK1nRF5zN
  753. ZD3d+FRGxaezCVf/q6sMvdeJOk36btW6JlQlaJc7KXSiuiyizDaxiaznbB7Z
  754. d14GNOGYb7N1SisVEeFrDWmmTXBZa/rd5jYVH23pNSfuNZF4wX7fuXWKN5vQ
  755. fLBhU/IxKkLlFtnuUG4i//+Pf/n488s9q9aXdUBhaurlx82s7398uYjvegfm
  756. pTdnLBdtIvFKU8CroMK1Tfg99CBKRKQD4aGH6na3NaL7DDv15rF2jNS1KkWx
  757. 6s0/fLR5jWW5NKu+cOm4N/y52obnK2gzue8bIb6Db6B+fRvuxYXbvVduJPGX
  758. krqJ/8GzjTjx/vZ0IwufhXy+8slYuhGUmOjYo+4t6DzmTktkayTxnacip5/O
  759. dAOuBFdwfe+lkPU2i2ZtmF7Nes+2A6JMFs4tGF6lnFfYDPua9fuosQ0knvQP
  760. Pf7kVHwDrJg31SgZzbhqUB48T7kBa6zUOYxymxCs90i0dG8DiVf/f7z9/wDQ
  761. MApB
  762. "], {{}, {},
  763. TagBox[
  764. TooltipBox[
  765. {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6],
  766. LineBox[CompressedData["
  767. 1:eJwl1kO0GAYQBdAf27Ya27aaxmls27btNLaTxmhj27Zt20nvP13c85azejOT
  768. pGG7Sm2DBAQExAkaEBCYIiAYwQlBSEIRmjCEJRzhiUBEIhGZKEQlGtGJQUxi
  769. ETtwBnGJR3wSkJBEJCYJSUnGbyQnBSlJRWrSkJZ0pCcDGclEZrKQlWxkJwc5
  770. yUVu8pCXfOSnAAUpRGGKUJRiFKcEJfmdUvxBacpQlnKUpwIVqcSfVKYKValG
  771. dWpQk1rUpg51qUd9GtCQRjSmCU1pRnNa0JJWtKYNbWlHezrQkU50pgtd6UZ3
  772. etCTXvSmD33pR38GMJBBDGYIQxnGcEYwklGMZgxjGcd4JvAXE5nEZKYwlWlM
  773. ZwYzmcVs5jCXecxnAQtZxGKWsJS/WcZyVrCSVaxmDWtZx3r+4V82sJFNbGYL
  774. W9nGdnawk13sZg972cd+DnCQQxzmCEc5xnFOcJJTnOYMZznHeS5wkUtc5gpX
  775. ucZ1bnCTW9zmDne5x30e8JBHPOYJT3nGc17wkle85g1vecd7PvCRT3zmC1/5
  776. xnd+8JNfBJY/CEEJRnBCEJJQhCYMYQlHeCIQkUhEJgpRiUZ0YhCTWMQmDnGJ
  777. R3wSkJBEJCYJSUnGbyQnBSlJRWrSkJZ0pCcDGclEZrKQlWxkJwc5yUVu8pCX
  778. fOSnAAUpRGGKUJRiFKcEJfmdUvxBacpQlnKUpwIVqcSfVKYKValGdWpQk1rU
  779. pg51qUd9GtCQRjSmCU1pRnNa0JJWtKYNgcu7He3pQEc60ZkudKUb3elBT3rR
  780. mz70pR/9GcBABjGYIQxlGMMZwUhGMZoxjGUc45nAX0xkEpOZwlSmMZ0ZzGQW
  781. s5nDXOYxnwUsZBGLWcJS/mYZy1nBSlaxmjWsZR3r+Yd/2cBGNrGZLWxlG9vZ
  782. wU52sZs97GUf+znAQQ5xmCMc5RjHOcFJTnGaM5zlHOe5wEUucZkrXOUa17nB
  783. TW5xmzvc5R73ecBDHvGYJzzlGc95wUte8Zo3vOUd7/nARz7xmS985Rvf+cFP
  784. fhF4+IMQlGAEJwQhCUVowhCWcIQnAhGJRGSiEJVoRCcGMYlF7KD//xj/AQXy
  785. A1c=
  786. "]]},
  787. RowBox[{
  788. RowBox[{
  789. SuperscriptBox[
  790. RowBox[{"(",
  791. RowBox[{
  792. RowBox[{"0.05`", "\[VeryThinSpace]"}], "-",
  793. FractionBox[
  794. RowBox[{"0.038`", " ", "a1"}],
  795. RowBox[{
  796. RowBox[{"0.038`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  797. ")"}], "2"], "+",
  798. SuperscriptBox[
  799. RowBox[{"(",
  800. RowBox[{
  801. RowBox[{"0.127`", "\[VeryThinSpace]"}], "-",
  802. FractionBox[
  803. RowBox[{"0.194`", " ", "a1"}],
  804. RowBox[{
  805. RowBox[{"0.194`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  806. ")"}], "2"], "+",
  807. SuperscriptBox[
  808. RowBox[{"(",
  809. RowBox[{
  810. RowBox[{"0.094`", "\[VeryThinSpace]"}], "-",
  811. FractionBox[
  812. RowBox[{"0.425`", " ", "a1"}],
  813. RowBox[{
  814. RowBox[{"0.425`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  815. ")"}], "2"], "+",
  816. SuperscriptBox[
  817. RowBox[{"(",
  818. RowBox[{
  819. RowBox[{"0.2122`", "\[VeryThinSpace]"}], "-",
  820. FractionBox[
  821. RowBox[{"0.626`", " ", "a1"}],
  822. RowBox[{
  823. RowBox[{"0.626`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  824. ")"}], "2"], "+",
  825. SuperscriptBox[
  826. RowBox[{"(",
  827. RowBox[{
  828. RowBox[{"0.2729`", "\[VeryThinSpace]"}], "-",
  829. FractionBox[
  830. RowBox[{"1.253`", " ", "a1"}],
  831. RowBox[{
  832. RowBox[{"1.253`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  833. ")"}], "2"], "+",
  834. SuperscriptBox[
  835. RowBox[{"(",
  836. RowBox[{
  837. RowBox[{"0.2665`", "\[VeryThinSpace]"}], "-",
  838. FractionBox[
  839. RowBox[{"2.5`", " ", "a1"}],
  840. RowBox[{
  841. RowBox[{"2.5`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  842. ")"}], "2"], "+",
  843. SuperscriptBox[
  844. RowBox[{"(",
  845. RowBox[{
  846. RowBox[{"0.3317`", "\[VeryThinSpace]"}], "-",
  847. FractionBox[
  848. RowBox[{"3.74`", " ", "a1"}],
  849. RowBox[{
  850. RowBox[{"3.74`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  851. ")"}], "2"]}], "\[Equal]",
  852. FractionBox["1", "5"]}]],
  853. Annotation[#, (0.05 - 0.038 $CellContext`a1/(
  854. 0.038 + $CellContext`a2))^2 + (0.127 - 0.194 $CellContext`a1/(
  855. 0.194 + $CellContext`a2))^2 + (0.094 - 0.425 $CellContext`a1/(
  856. 0.425 + $CellContext`a2))^2 + (0.2122 - 0.626 $CellContext`a1/(
  857. 0.626 + $CellContext`a2))^2 + (0.2729 - 1.253 $CellContext`a1/(
  858. 1.253 + $CellContext`a2))^2 + (0.2665 - 2.5 $CellContext`a1/(
  859. 2.5 + $CellContext`a2))^2 + (0.3317 - 3.74 $CellContext`a1/(
  860. 3.74 + $CellContext`a2))^2 == Rational[1, 5], "Tooltip"]& ],
  861. TagBox[
  862. TooltipBox[
  863. {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6],
  864. LineBox[CompressedData["
  865. 1:eJwN09NiHQgAANHbpFpbdWrbtpnadpvatm3btm3btm3veTjzBxNSq1loWLhA
  866. IPBMogQFAlGJRnRiEJNYhBCbOMQlHvFJQEISkZgkJCUZyUlBSlKRmjSkJR3p
  867. yUBGMpGZLGQlG9nJQU5ykZs85CUf+SlAQQpRmCIUpRjFKUFJShFKacpQlnKU
  868. pwIVqURlqlCValSnBjWpRW3qUJd61KcBDWlEY5rQlDCa0ZwWtKQVrWlDW9rR
  869. ng50pBOd6UJXutGdHvSkF73pQ1/60Z8BDGQQgxnCUIYxnBGMZBSjGcNYxjGe
  870. CUxkEpOZwlSmMZ0ZzGQWs5nDXOYxnwUsZBGLWcJSlrGcFaxkFatZw1rWsZ4N
  871. bGQTm9nCVraxnR3sZBe72cNe9rGfAxzkEIc5wlGOcZwTnOQUpznDWc5xngtc
  872. 5BKXucJVrnGdG9zkFre5w13ucZ8HPOQRj3nCU57xnBe85BWvecNb3vGeD3zk
  873. E5/5wle+EQgOBMIRRDDhiUBEIhGZ7/ieH/iRn/iZX/iV3/idP/iTv/ibf/iX
  874. /4hCVKIRnRjEJBYhxCYOcYlHfBKQkEQkJglJSUZyUpCSVKQmDWlJR3oykJFM
  875. ZCYLWclGdnKQk1zkJg95yUd+ClCQQhSmCEUpRnFKUJJShFKaMpSlHOWpQEUq
  876. UZkqVKUa1alBTWpRmzrUpR71aUBDGtGYJjQljGY0pwUtaUVr2tCWdrSnAx3p
  877. RGe60JVudKcHPelFb/rQl370ZwADGcRghjCUYQxnBCMZxWjGMJZxjGcCE5nE
  878. ZKYwlWlMZwYzmcVs5jCXecxnAQtZxGKWsJRlLGcFK1nFatawlnWsZwMb2cRm
  879. trCVbWxnBzvZxW72sJd97OcABznEYY5wlGMc5wQnOcVpznCWc5znAhe5xGWu
  880. cJVrXOcGN7nFbe5wl3vc5wEPecRjnvCUZzznBS95xWve8JZ3vOcDH/nEZ77w
  881. lW8EwvufIIIJTwQiEonI/A8JNQWC
  882. "]]},
  883. RowBox[{
  884. RowBox[{
  885. SuperscriptBox[
  886. RowBox[{"(",
  887. RowBox[{
  888. RowBox[{"0.05`", "\[VeryThinSpace]"}], "-",
  889. FractionBox[
  890. RowBox[{"0.038`", " ", "a1"}],
  891. RowBox[{
  892. RowBox[{"0.038`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  893. ")"}], "2"], "+",
  894. SuperscriptBox[
  895. RowBox[{"(",
  896. RowBox[{
  897. RowBox[{"0.127`", "\[VeryThinSpace]"}], "-",
  898. FractionBox[
  899. RowBox[{"0.194`", " ", "a1"}],
  900. RowBox[{
  901. RowBox[{"0.194`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  902. ")"}], "2"], "+",
  903. SuperscriptBox[
  904. RowBox[{"(",
  905. RowBox[{
  906. RowBox[{"0.094`", "\[VeryThinSpace]"}], "-",
  907. FractionBox[
  908. RowBox[{"0.425`", " ", "a1"}],
  909. RowBox[{
  910. RowBox[{"0.425`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  911. ")"}], "2"], "+",
  912. SuperscriptBox[
  913. RowBox[{"(",
  914. RowBox[{
  915. RowBox[{"0.2122`", "\[VeryThinSpace]"}], "-",
  916. FractionBox[
  917. RowBox[{"0.626`", " ", "a1"}],
  918. RowBox[{
  919. RowBox[{"0.626`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  920. ")"}], "2"], "+",
  921. SuperscriptBox[
  922. RowBox[{"(",
  923. RowBox[{
  924. RowBox[{"0.2729`", "\[VeryThinSpace]"}], "-",
  925. FractionBox[
  926. RowBox[{"1.253`", " ", "a1"}],
  927. RowBox[{
  928. RowBox[{"1.253`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  929. ")"}], "2"], "+",
  930. SuperscriptBox[
  931. RowBox[{"(",
  932. RowBox[{
  933. RowBox[{"0.2665`", "\[VeryThinSpace]"}], "-",
  934. FractionBox[
  935. RowBox[{"2.5`", " ", "a1"}],
  936. RowBox[{
  937. RowBox[{"2.5`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  938. ")"}], "2"], "+",
  939. SuperscriptBox[
  940. RowBox[{"(",
  941. RowBox[{
  942. RowBox[{"0.3317`", "\[VeryThinSpace]"}], "-",
  943. FractionBox[
  944. RowBox[{"3.74`", " ", "a1"}],
  945. RowBox[{
  946. RowBox[{"3.74`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  947. ")"}], "2"]}], "\[Equal]",
  948. FractionBox["1", "10"]}]],
  949. Annotation[#, (0.05 - 0.038 $CellContext`a1/(
  950. 0.038 + $CellContext`a2))^2 + (0.127 - 0.194 $CellContext`a1/(
  951. 0.194 + $CellContext`a2))^2 + (0.094 - 0.425 $CellContext`a1/(
  952. 0.425 + $CellContext`a2))^2 + (0.2122 - 0.626 $CellContext`a1/(
  953. 0.626 + $CellContext`a2))^2 + (0.2729 - 1.253 $CellContext`a1/(
  954. 1.253 + $CellContext`a2))^2 + (0.2665 - 2.5 $CellContext`a1/(
  955. 2.5 + $CellContext`a2))^2 + (0.3317 - 3.74 $CellContext`a1/(
  956. 3.74 + $CellContext`a2))^2 == Rational[1, 10], "Tooltip"]& ],
  957. TagBox[
  958. TooltipBox[
  959. {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6],
  960. LineBox[CompressedData["
  961. 1:eJwNw3dTyAEAANCfu/6RKCNJVqHska1QCJVVZioNlTKKhJCZKEVkb8rOqlBW
  962. +mjeu3uxxVXZlYOCIOhzcEgQhDrEMIc6zHAjHO4IRzrKSEcb5RijHWuM4xzv
  963. BCc6yVjjnOwUpxpvgtOc7gxnOsvZznGu85xvogtc6CIXu8SlLnO5SSa7wpWu
  964. MsVUV7vGtaa5zvVuMN0MM93oJje7xa1mme02t7vDne5ytznuMdc8891rgYUW
  965. Wew+Syy1zP2WW+EBD3rIw1Za5RGPWu0xazzuCU9a6ylPe8Y6z3rO817wopes
  966. 97INXvGqjTZ5zWZbvO4NW73pLdu87R3ves/7PvChj3zsE5/6zOe+8KXtdvjK
  967. 177xre987wc7/egnP/vFr3bZbY/f/O4Pe+3zp7/87R//2u8/B/wP7O5NiA==
  968.  
  969. "]]},
  970. RowBox[{
  971. RowBox[{
  972. SuperscriptBox[
  973. RowBox[{"(",
  974. RowBox[{
  975. RowBox[{"0.05`", "\[VeryThinSpace]"}], "-",
  976. FractionBox[
  977. RowBox[{"0.038`", " ", "a1"}],
  978. RowBox[{
  979. RowBox[{"0.038`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  980. ")"}], "2"], "+",
  981. SuperscriptBox[
  982. RowBox[{"(",
  983. RowBox[{
  984. RowBox[{"0.127`", "\[VeryThinSpace]"}], "-",
  985. FractionBox[
  986. RowBox[{"0.194`", " ", "a1"}],
  987. RowBox[{
  988. RowBox[{"0.194`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  989. ")"}], "2"], "+",
  990. SuperscriptBox[
  991. RowBox[{"(",
  992. RowBox[{
  993. RowBox[{"0.094`", "\[VeryThinSpace]"}], "-",
  994. FractionBox[
  995. RowBox[{"0.425`", " ", "a1"}],
  996. RowBox[{
  997. RowBox[{"0.425`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  998. ")"}], "2"], "+",
  999. SuperscriptBox[
  1000. RowBox[{"(",
  1001. RowBox[{
  1002. RowBox[{"0.2122`", "\[VeryThinSpace]"}], "-",
  1003. FractionBox[
  1004. RowBox[{"0.626`", " ", "a1"}],
  1005. RowBox[{
  1006. RowBox[{"0.626`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  1007. ")"}], "2"], "+",
  1008. SuperscriptBox[
  1009. RowBox[{"(",
  1010. RowBox[{
  1011. RowBox[{"0.2729`", "\[VeryThinSpace]"}], "-",
  1012. FractionBox[
  1013. RowBox[{"1.253`", " ", "a1"}],
  1014. RowBox[{
  1015. RowBox[{"1.253`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  1016. ")"}], "2"], "+",
  1017. SuperscriptBox[
  1018. RowBox[{"(",
  1019. RowBox[{
  1020. RowBox[{"0.2665`", "\[VeryThinSpace]"}], "-",
  1021. FractionBox[
  1022. RowBox[{"2.5`", " ", "a1"}],
  1023. RowBox[{
  1024. RowBox[{"2.5`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  1025. ")"}], "2"], "+",
  1026. SuperscriptBox[
  1027. RowBox[{"(",
  1028. RowBox[{
  1029. RowBox[{"0.3317`", "\[VeryThinSpace]"}], "-",
  1030. FractionBox[
  1031. RowBox[{"3.74`", " ", "a1"}],
  1032. RowBox[{
  1033. RowBox[{"3.74`", "\[VeryThinSpace]"}], "+", "a2"}]]}],
  1034. ")"}], "2"]}], "\[Equal]",
  1035. FractionBox["1", "100"]}]],
  1036. Annotation[#, (0.05 - 0.038 $CellContext`a1/(
  1037. 0.038 + $CellContext`a2))^2 + (0.127 - 0.194 $CellContext`a1/(
  1038. 0.194 + $CellContext`a2))^2 + (0.094 - 0.425 $CellContext`a1/(
  1039. 0.425 + $CellContext`a2))^2 + (0.2122 - 0.626 $CellContext`a1/(
  1040. 0.626 + $CellContext`a2))^2 + (0.2729 - 1.253 $CellContext`a1/(
  1041. 1.253 + $CellContext`a2))^2 + (0.2665 - 2.5 $CellContext`a1/(
  1042. 2.5 + $CellContext`a2))^2 + (0.3317 - 3.74 $CellContext`a1/(
  1043. 3.74 + $CellContext`a2))^2 == Rational[1, 100],
  1044. "Tooltip"]& ]}], {{}, {
  1045. {RGBColor[1, 0, 0], AbsolutePointSize[6], AbsoluteThickness[1.6],
  1046. GeometricTransformationBox[
  1047. TagBox[InsetBox["0", {0., 0.}],
  1048. "InsetString"], {{{1., 1.}}, {{1., 1.}}}]}, {}}, {}}, {{}, {
  1049. {RGBColor[1, 0, 0], AbsolutePointSize[6], AbsoluteThickness[1.6],
  1050. GeometricTransformationBox[
  1051. TagBox[InsetBox["1", {0., 0.}],
  1052. "InsetString"], {{{0.34712768041875597`, 0.7573360624524019}}, {{
  1053. 0.34712768041875597`, 0.7573360624524019}}}]}, {}}, {}}, {{}, {
  1054. {RGBColor[1, 0, 0], AbsolutePointSize[6], AbsoluteThickness[1.6],
  1055. GeometricTransformationBox[
  1056. TagBox[InsetBox["2", {0., 0.}],
  1057. "InsetString"], {{{0.359757305738592, 0.5073743002167994}}, {{
  1058. 0.359757305738592, 0.5073743002167994}}}]}, {}}, {}}, {{}, {
  1059. {RGBColor[1, 0, 0], AbsolutePointSize[6], AbsoluteThickness[1.6],
  1060. GeometricTransformationBox[
  1061. TagBox[InsetBox["3", {0., 0.}],
  1062. "InsetString"], {{{0.360901586873862, 0.5498017432081403}}, {{
  1063. 0.360901586873862, 0.5498017432081403}}}]}, {}}, {}}},
  1064. AspectRatio->1,
  1065. DisplayFunction->Identity,
  1066. Frame->True,
  1067. FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  1068. GridLinesStyle->Directive[
  1069. GrayLevel[0.5, 0.4]],
  1070. Method->{"DefaultBoundaryStyle" -> Automatic},
  1071. PlotRange->{{-0.2, 1.2}, {-0.05, 1.2}},
  1072. PlotRangeClipping->True,
  1073. PlotRangePadding->{{
  1074. Scaled[0.02],
  1075. Scaled[0.02]}, {
  1076. Scaled[0.02],
  1077. Scaled[0.02]}},
  1078. Ticks->{Automatic, Automatic}]], "Output",
  1079. CellChangeTimes->{{3.688719740254499*^9, 3.688719764552865*^9}, {
  1080. 3.6887198321677*^9, 3.688719839641364*^9}, 3.688719913829591*^9,
  1081. 3.688719966898114*^9, {3.688720013760631*^9, 3.688720092563056*^9},
  1082. 3.688720163530504*^9, 3.688720199236238*^9, {3.6887202575232477`*^9,
  1083. 3.688720360280107*^9}, 3.688720740073442*^9}],
  1084.  
  1085. Cell[BoxData["\<\"fig-gauss-newton.pdf\"\>"], "Output",
  1086. CellChangeTimes->{{3.688719740254499*^9, 3.688719764552865*^9}, {
  1087. 3.6887198321677*^9, 3.688719839641364*^9}, 3.688719913829591*^9,
  1088. 3.688719966898114*^9, {3.688720013760631*^9, 3.688720092563056*^9},
  1089. 3.688720163530504*^9, 3.688720199236238*^9, {3.6887202575232477`*^9,
  1090. 3.688720360280107*^9}, 3.68872074040215*^9}]
  1091. }, Open ]]
  1092. },
  1093. WindowSize->{958, 1179},
  1094. WindowMargins->{{0, Automatic}, {Automatic, 19}},
  1095. FrontEndVersion->"10.3 for Linux x86 (64-bit) (October 9, 2015)",
  1096. StyleDefinitions->"Default.nb"
  1097. ]
  1098. (* End of Notebook Content *)
  1099.  
  1100. (* Internal cache information *)
  1101. (*CellTagsOutline
  1102. CellTagsIndex->{}
  1103. *)
  1104. (*CellTagsIndex
  1105. CellTagsIndex->{}
  1106. *)
  1107. (*NotebookFileOutline
  1108. Notebook[{
  1109. Cell[558, 20, 1188, 32, 99, "Input"],
  1110. Cell[1749, 54, 1296, 29, 209, "Input"],
  1111. Cell[3048, 85, 1056, 25, 99, "Input"],
  1112. Cell[CellGroupData[{
  1113. Cell[4129, 114, 178, 4, 32, "Input"],
  1114. Cell[4310, 120, 231, 5, 32, "Output"]
  1115. }, Open ]],
  1116. Cell[CellGroupData[{
  1117. Cell[4578, 130, 177, 4, 32, "Input"],
  1118. Cell[4758, 136, 136, 2, 32, "Output"]
  1119. }, Open ]],
  1120. Cell[CellGroupData[{
  1121. Cell[4931, 143, 540, 14, 32, "Input"],
  1122. Cell[5474, 159, 277, 6, 32, "Output"]
  1123. }, Open ]],
  1124. Cell[CellGroupData[{
  1125. Cell[5788, 170, 177, 4, 32, "Input"],
  1126. Cell[5968, 176, 166, 2, 32, "Output"]
  1127. }, Open ]],
  1128. Cell[CellGroupData[{
  1129. Cell[6171, 183, 487, 13, 32, "Input"],
  1130. Cell[6661, 198, 199, 5, 32, "Output"]
  1131. }, Open ]],
  1132. Cell[CellGroupData[{
  1133. Cell[6897, 208, 179, 4, 32, "Input"],
  1134. Cell[7079, 214, 138, 2, 32, "Output"]
  1135. }, Open ]],
  1136. Cell[CellGroupData[{
  1137. Cell[7254, 221, 485, 13, 32, "Input"],
  1138. Cell[7742, 236, 198, 5, 32, "Output"]
  1139. }, Open ]],
  1140. Cell[CellGroupData[{
  1141. Cell[7977, 246, 230, 5, 32, "Input"],
  1142. Cell[8210, 253, 162, 2, 32, "Output"]
  1143. }, Open ]],
  1144. Cell[CellGroupData[{
  1145. Cell[8409, 260, 424, 12, 32, "Input"],
  1146. Cell[8836, 274, 1690, 52, 89, "Output"]
  1147. }, Open ]],
  1148. Cell[CellGroupData[{
  1149. Cell[10563, 331, 2939, 64, 715, "Input"],
  1150. Cell[13505, 397, 36559, 690, 368, "Output"],
  1151. Cell[50067, 1089, 384, 5, 32, "Output"]
  1152. }, Open ]]
  1153. }
  1154. ]
  1155. *)
  1156.  
  1157. (* End of internal cache information *)