14_keta180_ROIs.svg 62 KB

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899100101102103104105106107108109110111112113114115116117118119120121122123124125126127128129130131132133134135136137138139140141142143144145146147148149150151152153154155156157158159160161162163164165166167168169170171172173174175176177178179180181182183184185186187188189190191192193194195196197198199200201202203204205206207208209210211212213214215216217218219220221222223224225226227228229230231232233234235236237238239240241242243244245246247248249250251252253254255256257258259260261262263264265266267268269270271272273274275276277278279280281282283284285286287288289290291292293294295296297298299300301302303304305306307308309310311312313314315316317318319320321322323324325326327328329330331332333334335336337338339340341342343344345346347348349350351352353354355356357358359360361362363364365366367368369370371372373374375376377378379380381382383384385386387388389390391392393394395396397398399400401402403404405
  1. <?xml version="1.0" encoding="utf-8" standalone="no"?>
  2. <!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN"
  3. "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
  4. <!-- Created with matplotlib (https://matplotlib.org/) -->
  5. <svg height="345.6pt" version="1.1" viewBox="0 0 460.8 345.6" width="460.8pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
  6. <metadata>
  7. <rdf:RDF xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
  8. <cc:Work>
  9. <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
  10. <dc:date>2021-05-05T23:43:15.037501</dc:date>
  11. <dc:format>image/svg+xml</dc:format>
  12. <dc:creator>
  13. <cc:Agent>
  14. <dc:title>Matplotlib v3.3.4, https://matplotlib.org/</dc:title>
  15. </cc:Agent>
  16. </dc:creator>
  17. </cc:Work>
  18. </rdf:RDF>
  19. </metadata>
  20. <defs>
  21. <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;}</style>
  22. </defs>
  23. <g id="figure_1">
  24. <g id="patch_1">
  25. <path d="M 0 345.6
  26. L 460.8 345.6
  27. L 460.8 0
  28. L 0 0
  29. z
  30. " style="fill:#ffffff;"/>
  31. </g>
  32. <g id="axes_1">
  33. <g id="patch_2">
  34. <path d="M 103.104 307.584
  35. L 369.216 307.584
  36. L 369.216 41.472
  37. L 103.104 41.472
  38. z
  39. " style="fill:#ffffff;"/>
  40. </g>
  41. <g clip-path="url(#pfae72decb7)">
  42. <image height="266.4" id="image2ce94de681" transform="scale(1 -1)translate(0 -266.4)" width="266.4" x="103" xlink:href="data:image/png;base64,
  43. 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" y="-41.2"/>
  44. </g>
  45. <g id="matplotlib.axis_1">
  46. <g id="xtick_1">
  47. <g id="line2d_1">
  48. <defs>
  49. <path d="M 0 0
  50. L 0 3.5
  51. " id="m0ffbad4e74" style="stroke:#000000;stroke-width:0.8;"/>
  52. </defs>
  53. <g>
  54. <use style="stroke:#000000;stroke-width:0.8;" x="103.363875" xlink:href="#m0ffbad4e74" y="307.584"/>
  55. </g>
  56. </g>
  57. <g id="text_1">
  58. <!-- 0 -->
  59. <g transform="translate(100.182625 322.182437)scale(0.1 -0.1)">
  60. <defs>
  61. <path d="M 31.78125 66.40625
  62. Q 24.171875 66.40625 20.328125 58.90625
  63. Q 16.5 51.421875 16.5 36.375
  64. Q 16.5 21.390625 20.328125 13.890625
  65. Q 24.171875 6.390625 31.78125 6.390625
  66. Q 39.453125 6.390625 43.28125 13.890625
  67. Q 47.125 21.390625 47.125 36.375
  68. Q 47.125 51.421875 43.28125 58.90625
  69. Q 39.453125 66.40625 31.78125 66.40625
  70. z
  71. M 31.78125 74.21875
  72. Q 44.046875 74.21875 50.515625 64.515625
  73. Q 56.984375 54.828125 56.984375 36.375
  74. Q 56.984375 17.96875 50.515625 8.265625
  75. Q 44.046875 -1.421875 31.78125 -1.421875
  76. Q 19.53125 -1.421875 13.0625 8.265625
  77. Q 6.59375 17.96875 6.59375 36.375
  78. Q 6.59375 54.828125 13.0625 64.515625
  79. Q 19.53125 74.21875 31.78125 74.21875
  80. z
  81. " id="DejaVuSans-48"/>
  82. </defs>
  83. <use xlink:href="#DejaVuSans-48"/>
  84. </g>
  85. </g>
  86. </g>
  87. <g id="xtick_2">
  88. <g id="line2d_2">
  89. <g>
  90. <use style="stroke:#000000;stroke-width:0.8;" x="155.338875" xlink:href="#m0ffbad4e74" y="307.584"/>
  91. </g>
  92. </g>
  93. <g id="text_2">
  94. <!-- 100 -->
  95. <g transform="translate(145.795125 322.182437)scale(0.1 -0.1)">
  96. <defs>
  97. <path d="M 12.40625 8.296875
  98. L 28.515625 8.296875
  99. L 28.515625 63.921875
  100. L 10.984375 60.40625
  101. L 10.984375 69.390625
  102. L 28.421875 72.90625
  103. L 38.28125 72.90625
  104. L 38.28125 8.296875
  105. L 54.390625 8.296875
  106. L 54.390625 0
  107. L 12.40625 0
  108. z
  109. " id="DejaVuSans-49"/>
  110. </defs>
  111. <use xlink:href="#DejaVuSans-49"/>
  112. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  113. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  114. </g>
  115. </g>
  116. </g>
  117. <g id="xtick_3">
  118. <g id="line2d_3">
  119. <g>
  120. <use style="stroke:#000000;stroke-width:0.8;" x="207.313875" xlink:href="#m0ffbad4e74" y="307.584"/>
  121. </g>
  122. </g>
  123. <g id="text_3">
  124. <!-- 200 -->
  125. <g transform="translate(197.770125 322.182437)scale(0.1 -0.1)">
  126. <defs>
  127. <path d="M 19.1875 8.296875
  128. L 53.609375 8.296875
  129. L 53.609375 0
  130. L 7.328125 0
  131. L 7.328125 8.296875
  132. Q 12.9375 14.109375 22.625 23.890625
  133. Q 32.328125 33.6875 34.8125 36.53125
  134. Q 39.546875 41.84375 41.421875 45.53125
  135. Q 43.3125 49.21875 43.3125 52.78125
  136. Q 43.3125 58.59375 39.234375 62.25
  137. Q 35.15625 65.921875 28.609375 65.921875
  138. Q 23.96875 65.921875 18.8125 64.3125
  139. Q 13.671875 62.703125 7.8125 59.421875
  140. L 7.8125 69.390625
  141. Q 13.765625 71.78125 18.9375 73
  142. Q 24.125 74.21875 28.421875 74.21875
  143. Q 39.75 74.21875 46.484375 68.546875
  144. Q 53.21875 62.890625 53.21875 53.421875
  145. Q 53.21875 48.921875 51.53125 44.890625
  146. Q 49.859375 40.875 45.40625 35.40625
  147. Q 44.1875 33.984375 37.640625 27.21875
  148. Q 31.109375 20.453125 19.1875 8.296875
  149. z
  150. " id="DejaVuSans-50"/>
  151. </defs>
  152. <use xlink:href="#DejaVuSans-50"/>
  153. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  154. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  155. </g>
  156. </g>
  157. </g>
  158. <g id="xtick_4">
  159. <g id="line2d_4">
  160. <g>
  161. <use style="stroke:#000000;stroke-width:0.8;" x="259.288875" xlink:href="#m0ffbad4e74" y="307.584"/>
  162. </g>
  163. </g>
  164. <g id="text_4">
  165. <!-- 300 -->
  166. <g transform="translate(249.745125 322.182437)scale(0.1 -0.1)">
  167. <defs>
  168. <path d="M 40.578125 39.3125
  169. Q 47.65625 37.796875 51.625 33
  170. Q 55.609375 28.21875 55.609375 21.1875
  171. Q 55.609375 10.40625 48.1875 4.484375
  172. Q 40.765625 -1.421875 27.09375 -1.421875
  173. Q 22.515625 -1.421875 17.65625 -0.515625
  174. Q 12.796875 0.390625 7.625 2.203125
  175. L 7.625 11.71875
  176. Q 11.71875 9.328125 16.59375 8.109375
  177. Q 21.484375 6.890625 26.8125 6.890625
  178. Q 36.078125 6.890625 40.9375 10.546875
  179. Q 45.796875 14.203125 45.796875 21.1875
  180. Q 45.796875 27.640625 41.28125 31.265625
  181. Q 36.765625 34.90625 28.71875 34.90625
  182. L 20.21875 34.90625
  183. L 20.21875 43.015625
  184. L 29.109375 43.015625
  185. Q 36.375 43.015625 40.234375 45.921875
  186. Q 44.09375 48.828125 44.09375 54.296875
  187. Q 44.09375 59.90625 40.109375 62.90625
  188. Q 36.140625 65.921875 28.71875 65.921875
  189. Q 24.65625 65.921875 20.015625 65.03125
  190. Q 15.375 64.15625 9.8125 62.3125
  191. L 9.8125 71.09375
  192. Q 15.4375 72.65625 20.34375 73.4375
  193. Q 25.25 74.21875 29.59375 74.21875
  194. Q 40.828125 74.21875 47.359375 69.109375
  195. Q 53.90625 64.015625 53.90625 55.328125
  196. Q 53.90625 49.265625 50.4375 45.09375
  197. Q 46.96875 40.921875 40.578125 39.3125
  198. z
  199. " id="DejaVuSans-51"/>
  200. </defs>
  201. <use xlink:href="#DejaVuSans-51"/>
  202. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  203. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  204. </g>
  205. </g>
  206. </g>
  207. <g id="xtick_5">
  208. <g id="line2d_5">
  209. <g>
  210. <use style="stroke:#000000;stroke-width:0.8;" x="311.263875" xlink:href="#m0ffbad4e74" y="307.584"/>
  211. </g>
  212. </g>
  213. <g id="text_5">
  214. <!-- 400 -->
  215. <g transform="translate(301.720125 322.182437)scale(0.1 -0.1)">
  216. <defs>
  217. <path d="M 37.796875 64.3125
  218. L 12.890625 25.390625
  219. L 37.796875 25.390625
  220. z
  221. M 35.203125 72.90625
  222. L 47.609375 72.90625
  223. L 47.609375 25.390625
  224. L 58.015625 25.390625
  225. L 58.015625 17.1875
  226. L 47.609375 17.1875
  227. L 47.609375 0
  228. L 37.796875 0
  229. L 37.796875 17.1875
  230. L 4.890625 17.1875
  231. L 4.890625 26.703125
  232. z
  233. " id="DejaVuSans-52"/>
  234. </defs>
  235. <use xlink:href="#DejaVuSans-52"/>
  236. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  237. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  238. </g>
  239. </g>
  240. </g>
  241. <g id="xtick_6">
  242. <g id="line2d_6">
  243. <g>
  244. <use style="stroke:#000000;stroke-width:0.8;" x="363.238875" xlink:href="#m0ffbad4e74" y="307.584"/>
  245. </g>
  246. </g>
  247. <g id="text_6">
  248. <!-- 500 -->
  249. <g transform="translate(353.695125 322.182437)scale(0.1 -0.1)">
  250. <defs>
  251. <path d="M 10.796875 72.90625
  252. L 49.515625 72.90625
  253. L 49.515625 64.59375
  254. L 19.828125 64.59375
  255. L 19.828125 46.734375
  256. Q 21.96875 47.46875 24.109375 47.828125
  257. Q 26.265625 48.1875 28.421875 48.1875
  258. Q 40.625 48.1875 47.75 41.5
  259. Q 54.890625 34.8125 54.890625 23.390625
  260. Q 54.890625 11.625 47.5625 5.09375
  261. Q 40.234375 -1.421875 26.90625 -1.421875
  262. Q 22.3125 -1.421875 17.546875 -0.640625
  263. Q 12.796875 0.140625 7.71875 1.703125
  264. L 7.71875 11.625
  265. Q 12.109375 9.234375 16.796875 8.0625
  266. Q 21.484375 6.890625 26.703125 6.890625
  267. Q 35.15625 6.890625 40.078125 11.328125
  268. Q 45.015625 15.765625 45.015625 23.390625
  269. Q 45.015625 31 40.078125 35.4375
  270. Q 35.15625 39.890625 26.703125 39.890625
  271. Q 22.75 39.890625 18.8125 39.015625
  272. Q 14.890625 38.140625 10.796875 36.28125
  273. z
  274. " id="DejaVuSans-53"/>
  275. </defs>
  276. <use xlink:href="#DejaVuSans-53"/>
  277. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  278. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  279. </g>
  280. </g>
  281. </g>
  282. </g>
  283. <g id="matplotlib.axis_2">
  284. <g id="ytick_1">
  285. <g id="line2d_7">
  286. <defs>
  287. <path d="M 0 0
  288. L -3.5 0
  289. " id="m0c64020078" style="stroke:#000000;stroke-width:0.8;"/>
  290. </defs>
  291. <g>
  292. <use style="stroke:#000000;stroke-width:0.8;" x="103.104" xlink:href="#m0c64020078" y="41.731875"/>
  293. </g>
  294. </g>
  295. <g id="text_7">
  296. <!-- 0 -->
  297. <g transform="translate(89.7415 45.531094)scale(0.1 -0.1)">
  298. <use xlink:href="#DejaVuSans-48"/>
  299. </g>
  300. </g>
  301. </g>
  302. <g id="ytick_2">
  303. <g id="line2d_8">
  304. <g>
  305. <use style="stroke:#000000;stroke-width:0.8;" x="103.104" xlink:href="#m0c64020078" y="93.706875"/>
  306. </g>
  307. </g>
  308. <g id="text_8">
  309. <!-- 100 -->
  310. <g transform="translate(77.0165 97.506094)scale(0.1 -0.1)">
  311. <use xlink:href="#DejaVuSans-49"/>
  312. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  313. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  314. </g>
  315. </g>
  316. </g>
  317. <g id="ytick_3">
  318. <g id="line2d_9">
  319. <g>
  320. <use style="stroke:#000000;stroke-width:0.8;" x="103.104" xlink:href="#m0c64020078" y="145.681875"/>
  321. </g>
  322. </g>
  323. <g id="text_9">
  324. <!-- 200 -->
  325. <g transform="translate(77.0165 149.481094)scale(0.1 -0.1)">
  326. <use xlink:href="#DejaVuSans-50"/>
  327. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  328. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  329. </g>
  330. </g>
  331. </g>
  332. <g id="ytick_4">
  333. <g id="line2d_10">
  334. <g>
  335. <use style="stroke:#000000;stroke-width:0.8;" x="103.104" xlink:href="#m0c64020078" y="197.656875"/>
  336. </g>
  337. </g>
  338. <g id="text_10">
  339. <!-- 300 -->
  340. <g transform="translate(77.0165 201.456094)scale(0.1 -0.1)">
  341. <use xlink:href="#DejaVuSans-51"/>
  342. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  343. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  344. </g>
  345. </g>
  346. </g>
  347. <g id="ytick_5">
  348. <g id="line2d_11">
  349. <g>
  350. <use style="stroke:#000000;stroke-width:0.8;" x="103.104" xlink:href="#m0c64020078" y="249.631875"/>
  351. </g>
  352. </g>
  353. <g id="text_11">
  354. <!-- 400 -->
  355. <g transform="translate(77.0165 253.431094)scale(0.1 -0.1)">
  356. <use xlink:href="#DejaVuSans-52"/>
  357. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  358. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  359. </g>
  360. </g>
  361. </g>
  362. <g id="ytick_6">
  363. <g id="line2d_12">
  364. <g>
  365. <use style="stroke:#000000;stroke-width:0.8;" x="103.104" xlink:href="#m0c64020078" y="301.606875"/>
  366. </g>
  367. </g>
  368. <g id="text_12">
  369. <!-- 500 -->
  370. <g transform="translate(77.0165 305.406094)scale(0.1 -0.1)">
  371. <use xlink:href="#DejaVuSans-53"/>
  372. <use x="63.623047" xlink:href="#DejaVuSans-48"/>
  373. <use x="127.246094" xlink:href="#DejaVuSans-48"/>
  374. </g>
  375. </g>
  376. </g>
  377. </g>
  378. <g id="patch_3">
  379. <path d="M 103.104 307.584
  380. L 103.104 41.472
  381. " style="fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;"/>
  382. </g>
  383. <g id="patch_4">
  384. <path d="M 369.216 307.584
  385. L 369.216 41.472
  386. " style="fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;"/>
  387. </g>
  388. <g id="patch_5">
  389. <path d="M 103.104 307.584
  390. L 369.216 307.584
  391. " style="fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;"/>
  392. </g>
  393. <g id="patch_6">
  394. <path d="M 103.104 41.472
  395. L 369.216 41.472
  396. " style="fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;"/>
  397. </g>
  398. </g>
  399. </g>
  400. <defs>
  401. <clipPath id="pfae72decb7">
  402. <rect height="266.112" width="266.112" x="103.104" y="41.472"/>
  403. </clipPath>
  404. </defs>
  405. </svg>