sub-001_ses-024_task-bht_dir-AP_desc-brainmask_bold.svg 238 KB

1234567891011121314151617181920212223242526272829303132333435363738394041424344454647484950515253545556575859606162636465666768697071727374757677787980818283848586878889909192939495969798991001011021031041051061071081091101111121131141151161171181191201211221231241251261271281291301311321331341351361371381391401411421431441451461471481491501511521531541551561571581591601611621631641651661671681691701711721731741751761771781791801811821831841851861871881891901911921931941951961971981992002012022032042052062072082092102112122132142152162172182192202212222232242252262272282292302312322332342352362372382392402412422432442452462472482492502512522532542552562572582592602612622632642652662672682692702712722732742752762772782792802812822832842852862872882892902912922932942952962972982993003013023033043053063073083093103113123133143153163173183193203213223233243253263273283293303313323333343353363373383393403413423433443453463473483493503513523533543553563573583593603613623633643653663673683693703713723733743753763773783793803813823833843853863873883893903913923933943953963973983994004014024034044054064074084094104114124134144154164174184194204214224234244254264274284294304314324334344354364374384394404414424434444454464474484494504514524534544554564574584594604614624634644654664674684694704714724734744754764774784794804814824834844854864874884894904914924934944954964974984995005015025035045055065075085095105115125135145155165175185195205215225235245255265275285295305315325335345355365375385395405415425435445455465475485495505515525535545555565575585595605615625635645655665675685695705715725735745755765775785795805815825835845855865875885895905915925935945955965975985996006016026036046056066076086096106116126136146156166176186196206216226236246256266276286296306316326336346356366376386396406416426436446456466476486496506516526536546556566576586596606616626636646656666676686696706716726736746756766776786796806816826836846856866876886896906916926936946956966976986997007017027037047057067077087097107117127137147157167177187197207217227237247257267277287297307317327337347357367377387397407417427437447457467477487497507517527537547557567577587597607617627637647657667677687697707717727737747757767777787797807817827837847857867877887897907917927937947957967977987998008018028038048058068078088098108118128138148158168178188198208218228238248258268278288298308318328338348358368378388398408418428438448458468478488498508518528538548558568578588598608618628638648658668678688698708718728738748758768778788798808818828838848858868878888898908918928938948958968978988999009019029039049059069079089099109119129139149159169179189199209219229239249259269279289299309319329339349359369379389399409419429439449459469479489499509519529539549559569579589599609619629639649659669679689699709719729739749759769779789799809819829839849859869879889899909919929939949959969979989991000100110021003100410051006100710081009101010111012101310141015101610171018101910201021102210231024102510261027102810291030103110321033103410351036103710381039104010411042104310441045104610471048104910501051105210531054105510561057105810591060106110621063106410651066106710681069107010711072107310741075107610771078107910801081108210831084108510861087108810891090109110921093109410951096109710981099110011011102110311041105110611071108110911101111111211131114111511161117111811191120112111221123112411251126112711281129113011311132113311341135113611371138113911401141114211431144114511461147114811491150115111521153115411551156115711581159116011611162116311641165116611671168116911701171117211731174117511761177117811791180118111821183118411851186118711881189119011911192119311941195119611971198119912001201120212031204120512061207120812091210121112121213121412151216121712181219122012211222122312241225122612271228122912301231123212331234123512361237123812391240124112421243124412451246124712481249125012511252125312541255125612571258125912601261126212631264126512661267126812691270127112721273127412751276127712781279128012811282128312841285128612871288128912901291129212931294129512961297129812991300130113021303130413051306130713081309131013111312131313141315131613171318131913201321132213231324132513261327132813291330133113321333133413351336133713381339134013411342134313441345134613471348134913501351135213531354135513561357135813591360136113621363136413651366136713681369137013711372137313741375137613771378137913801381138213831384138513861387138813891390139113921393139413951396139713981399140014011402140314041405140614071408140914101411141214131414141514161417141814191420142114221423142414251426142714281429143014311432143314341435143614371438143914401441144214431444144514461447144814491450145114521453145414551456145714581459146014611462146314641465146614671468146914701471147214731474147514761477147814791480148114821483148414851486148714881489149014911492149314941495149614971498149915001501150215031504150515061507150815091510151115121513151415151516151715181519152015211522152315241525152615271528152915301531153215331534153515361537153815391540154115421543154415451546154715481549155015511552155315541555155615571558155915601561156215631564156515661567156815691570157115721573157415751576157715781579158015811582158315841585158615871588158915901591159215931594159515961597159815991600160116021603160416051606160716081609161016111612161316141615161616171618161916201621162216231624162516261627162816291630163116321633163416351636163716381639164016411642164316441645164616471648164916501651165216531654165516561657165816591660166116621663166416651666166716681669167016711672167316741675167616771678167916801681168216831684168516861687168816891690169116921693169416951696169716981699170017011702170317041705170617071708170917101711171217131714171517161717171817191720172117221723172417251726172717281729173017311732173317341735173617371738173917401741174217431744174517461747174817491750175117521753175417551756175717581759176017611762176317641765176617671768176917701771177217731774177517761777177817791780178117821783178417851786178717881789179017911792179317941795179617971798179918001801180218031804180518061807180818091810181118121813181418151816181718181819182018211822182318241825182618271828182918301831183218331834183518361837183818391840184118421843184418451846184718481849185018511852185318541855185618571858185918601861186218631864186518661867186818691870187118721873187418751876187718781879188018811882188318841885188618871888188918901891189218931894189518961897189818991900190119021903190419051906190719081909191019111912191319141915191619171918191919201921192219231924192519261927192819291930193119321933193419351936193719381939194019411942194319441945194619471948194919501951195219531954195519561957195819591960196119621963196419651966196719681969197019711972197319741975197619771978197919801981198219831984198519861987198819891990199119921993199419951996199719981999200020012002200320042005200620072008200920102011201220132014201520162017201820192020202120222023202420252026202720282029203020312032203320342035203620372038203920402041204220432044204520462047204820492050205120522053205420552056205720582059206020612062206320642065206620672068206920702071207220732074207520762077207820792080208120822083208420852086208720882089209020912092209320942095209620972098209921002101210221032104210521062107210821092110211121122113211421152116211721182119212021212122212321242125212621272128212921302131213221332134213521362137213821392140214121422143214421452146214721482149215021512152215321542155215621572158215921602161216221632164216521662167216821692170217121722173217421752176217721782179218021812182218321842185218621872188218921902191219221932194219521962197219821992200220122022203220422052206220722082209221022112212221322142215221622172218221922202221222222232224222522262227222822292230223122322233223422352236223722382239224022412242224322442245224622472248224922502251225222532254225522562257225822592260226122622263226422652266226722682269227022712272227322742275227622772278227922802281228222832284228522862287228822892290229122922293229422952296229722982299230023012302230323042305230623072308230923102311231223132314231523162317231823192320232123222323232423252326232723282329233023312332233323342335233623372338233923402341234223432344234523462347234823492350235123522353235423552356235723582359236023612362236323642365236623672368236923702371237223732374237523762377237823792380238123822383238423852386238723882389239023912392239323942395239623972398239924002401240224032404240524062407240824092410241124122413241424152416241724182419242024212422242324242425242624272428242924302431243224332434243524362437243824392440244124422443244424452446244724482449245024512452245324542455245624572458245924602461246224632464246524662467246824692470247124722473247424752476247724782479248024812482248324842485248624872488248924902491249224932494249524962497249824992500250125022503250425052506250725082509251025112512251325142515251625172518251925202521252225232524252525262527252825292530253125322533253425352536253725382539254025412542254325442545254625472548254925502551255225532554255525562557255825592560256125622563256425652566256725682569257025712572257325742575257625772578257925802581258225832584258525862587258825892590259125922593259425952596259725982599260026012602260326042605260626072608260926102611261226132614261526162617261826192620262126222623262426252626262726282629263026312632263326342635263626372638263926402641264226432644264526462647264826492650265126522653265426552656265726582659266026612662266326642665266626672668266926702671267226732674267526762677267826792680268126822683268426852686268726882689269026912692269326942695269626972698269927002701270227032704270527062707270827092710271127122713271427152716271727182719272027212722272327242725272627272728272927302731273227332734273527362737273827392740274127422743274427452746274727482749275027512752275327542755275627572758275927602761276227632764276527662767276827692770277127722773277427752776277727782779278027812782278327842785278627872788278927902791279227932794279527962797279827992800280128022803280428052806280728082809281028112812281328142815281628172818281928202821282228232824282528262827282828292830283128322833283428352836283728382839284028412842284328442845284628472848284928502851285228532854285528562857285828592860286128622863286428652866286728682869287028712872287328742875287628772878287928802881288228832884288528862887288828892890289128922893289428952896289728982899290029012902290329042905290629072908290929102911291229132914291529162917291829192920292129222923292429252926292729282929293029312932293329342935293629372938293929402941294229432944294529462947294829492950295129522953295429552956295729582959296029612962296329642965296629672968296929702971297229732974297529762977297829792980298129822983298429852986298729882989299029912992299329942995299629972998299930003001300230033004300530063007300830093010301130123013301430153016301730183019302030213022302330243025302630273028302930303031303230333034303530363037303830393040304130423043304430453046304730483049305030513052305330543055305630573058305930603061306230633064306530663067306830693070307130723073307430753076307730783079308030813082308330843085308630873088308930903091309230933094309530963097309830993100310131023103310431053106310731083109311031113112311331143115311631173118311931203121312231233124312531263127312831293130313131323133313431353136313731383139314031413142314331443145314631473148314931503151315231533154315531563157315831593160316131623163316431653166316731683169317031713172317331743175317631773178317931803181318231833184318531863187318831893190319131923193319431953196319731983199320032013202320332043205320632073208320932103211321232133214321532163217321832193220322132223223322432253226322732283229323032313232323332343235323632373238323932403241324232433244324532463247324832493250325132523253325432553256325732583259326032613262326332643265326632673268326932703271327232733274327532763277327832793280328132823283328432853286328732883289329032913292329332943295329632973298329933003301330233033304330533063307330833093310331133123313331433153316331733183319332033213322332333243325
  1. <svg xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1584 230.4" xmlns="http://www.w3.org/2000/svg" version="1.1">
  2. <metadata>
  3. <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
  4. <cc:Work>
  5. <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
  6. <dc:date>2024-04-22T08:27:44.110596</dc:date>
  7. <dc:format>image/svg+xml</dc:format>
  8. <dc:creator>
  9. <cc:Agent>
  10. <dc:title>Matplotlib v3.8.2, https://matplotlib.org/</dc:title>
  11. </cc:Agent>
  12. </dc:creator>
  13. </cc:Work>
  14. </rdf:RDF>
  15. </metadata>
  16. <defs>
  17. <style type="text/css">*{stroke-linejoin: round; stroke-linecap: butt}</style>
  18. </defs>
  19. <g id="figure_1">
  20. <g id="patch_1">
  21. <path d="M 0 230.4
  22. L 1584 230.4
  23. L 1584 0
  24. L 0 0
  25. z
  26. "/>
  27. </g>
  28. <g id="axes_1">
  29. <g clip-path="url(#p285da5236b)">
  30. <image xlink:href="data:image/png;base64,
  31. 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" id="imagedc992888ee" transform="scale(1 -1) translate(0 -230.4)" x="0" y="-0" width="1584" height="230.4"/>
  32. </g>
  33. </g>
  34. <g id="axes_2">
  35. <g clip-path="url(#pb109653588)">
  36. <image xlink:href="data:image/png;base64,
  37. 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" id="image1325524bdf" transform="scale(1 -1) translate(0 -159.12)" x="0" y="-35.28" width="158.4" height="159.12"/>
  38. </g>
  39. <g id="QuadContourSet_1">
  40. <path d="M 68.475 52.5
  41. L 70.125 52.5
  42. L 71.775 52.5
  43. L 72.6 53.325
  44. L 73.425 54.15
  45. L 75.075 54.15
  46. L 75.9 54.975
  47. L 76.725 55.8
  48. L 78.375 55.8
  49. L 80.025 55.8
  50. L 81.675 55.8
  51. L 83.325 55.8
  52. L 84.975 55.8
  53. L 86.625 55.8
  54. L 87.45 56.625
  55. L 88.275 57.45
  56. L 89.925 57.45
  57. L 91.575 57.45
  58. L 93.225 57.45
  59. L 94.875 57.45
  60. L 96.525 57.45
  61. L 98.175 57.45
  62. L 99 58.275
  63. L 99.825 59.1
  64. L 101.475 59.1
  65. L 103.125 59.1
  66. L 104.775 59.1
  67. L 105.6 59.925
  68. L 106.425 60.75
  69. L 107.25 61.575
  70. L 108.075 62.4
  71. L 108.9 63.225
  72. L 109.725 64.05
  73. L 110.55 64.875
  74. L 111.375 65.7
  75. L 112.2 66.525
  76. L 112.2 68.175
  77. L 112.2 69.825
  78. L 113.025 70.65
  79. L 113.85 71.475
  80. L 113.85 73.125
  81. L 114.675 73.95
  82. L 115.5 74.775
  83. L 115.5 76.425
  84. L 115.5 78.075
  85. L 115.5 79.725
  86. L 114.675 80.55
  87. L 113.85 81.375
  88. L 113.85 83.025
  89. L 113.025 83.85
  90. L 112.2 84.675
  91. L 113.025 85.5
  92. L 113.85 86.325
  93. L 113.85 87.975
  94. L 114.675 88.8
  95. L 115.5 89.625
  96. L 116.325 90.45
  97. L 117.15 91.275
  98. L 117.975 92.1
  99. L 118.8 92.925
  100. L 118.8 94.575
  101. L 119.625 95.4
  102. L 120.45 96.225
  103. L 120.45 97.875
  104. L 120.45 99.525
  105. L 121.275 100.35
  106. L 122.1 101.175
  107. L 122.1 102.825
  108. L 122.1 104.475
  109. L 122.925 105.3
  110. L 123.75 106.125
  111. L 123.75 107.775
  112. L 123.75 109.425
  113. L 124.575 110.25
  114. L 125.4 111.075
  115. L 125.4 112.725
  116. L 125.4 114.375
  117. L 125.4 116.025
  118. L 125.4 117.675
  119. L 125.4 119.325
  120. L 125.4 120.975
  121. L 125.4 122.625
  122. L 125.4 124.275
  123. L 125.4 125.925
  124. L 125.4 127.575
  125. L 125.4 129.225
  126. L 124.575 130.05
  127. L 123.75 130.875
  128. L 123.75 132.525
  129. L 122.925 133.35
  130. L 122.1 134.175
  131. L 121.275 135
  132. L 120.45 135.825
  133. L 120.45 137.475
  134. L 121.275 138.3
  135. L 122.1 139.125
  136. L 121.275 139.95
  137. L 120.45 140.775
  138. L 120.45 142.425
  139. L 120.45 144.075
  140. L 120.45 145.725
  141. L 120.45 147.375
  142. L 120.45 149.025
  143. L 119.625 149.85
  144. L 118.8 150.675
  145. L 117.975 151.5
  146. L 117.15 152.325
  147. L 117.15 153.975
  148. L 117.15 155.625
  149. L 116.325 156.45
  150. L 115.5 157.275
  151. L 115.5 158.925
  152. L 115.5 160.575
  153. L 114.675 161.4
  154. L 113.85 162.225
  155. L 113.85 163.875
  156. L 113.025 164.7
  157. L 112.2 165.525
  158. L 111.375 166.35
  159. L 110.55 167.175
  160. L 109.725 168
  161. L 108.9 168.825
  162. L 108.075 169.65
  163. L 107.25 170.475
  164. L 106.425 171.3
  165. L 104.775 171.3
  166. L 103.125 171.3
  167. L 102.3 172.125
  168. L 101.475 172.95
  169. L 99.825 172.95
  170. L 99 173.775
  171. L 98.175 174.6
  172. L 96.525 174.6
  173. L 94.875 174.6
  174. L 93.225 174.6
  175. L 92.4 175.425
  176. L 91.575 176.25
  177. L 89.925 176.25
  178. L 89.1 175.425
  179. L 88.275 174.6
  180. L 86.625 174.6
  181. L 84.975 174.6
  182. L 83.325 174.6
  183. L 81.675 174.6
  184. L 80.025 174.6
  185. L 78.375 174.6
  186. L 77.55 175.425
  187. L 76.725 176.25
  188. L 75.075 176.25
  189. L 74.25 177.075
  190. L 73.425 177.9
  191. L 71.775 177.9
  192. L 70.95 177.075
  193. L 70.125 176.25
  194. L 68.475 176.25
  195. L 66.825 176.25
  196. L 65.175 176.25
  197. L 63.525 176.25
  198. L 61.875 176.25
  199. L 61.05 175.425
  200. L 60.225 174.6
  201. L 58.575 174.6
  202. L 57.75 173.775
  203. L 56.925 172.95
  204. L 55.275 172.95
  205. L 54.45 172.125
  206. L 53.625 171.3
  207. L 52.8 170.475
  208. L 51.975 169.65
  209. L 50.325 169.65
  210. L 49.5 168.825
  211. L 48.675 168
  212. L 47.85 167.175
  213. L 47.025 166.35
  214. L 46.2 165.525
  215. L 45.375 164.7
  216. L 44.55 163.875
  217. L 43.725 163.05
  218. L 42.9 162.225
  219. L 42.9 160.575
  220. L 42.075 159.75
  221. L 41.25 158.925
  222. L 41.25 157.275
  223. L 40.425 156.45
  224. L 39.6 155.625
  225. L 38.775 154.8
  226. L 37.95 153.975
  227. L 37.95 152.325
  228. L 37.125 151.5
  229. L 36.3 150.675
  230. L 36.3 149.025
  231. L 36.3 147.375
  232. L 36.3 145.725
  233. L 36.3 144.075
  234. L 35.475 143.25
  235. L 34.65 142.425
  236. L 34.65 140.775
  237. L 34.65 139.125
  238. L 34.65 137.475
  239. L 34.65 135.825
  240. L 33.825 135
  241. L 33 134.175
  242. L 33 132.525
  243. L 32.175 131.7
  244. L 31.35 130.875
  245. L 31.35 129.225
  246. L 31.35 127.575
  247. L 30.525 126.75
  248. L 29.7 125.925
  249. L 29.7 124.275
  250. L 29.7 122.625
  251. L 29.7 120.975
  252. L 29.7 119.325
  253. L 29.7 117.675
  254. L 29.7 116.025
  255. L 29.7 114.375
  256. L 30.525 113.55
  257. L 31.35 112.725
  258. L 31.35 111.075
  259. L 31.35 109.425
  260. L 31.35 107.775
  261. L 31.35 106.125
  262. L 32.175 105.3
  263. L 33 104.475
  264. L 33 102.825
  265. L 33.825 102
  266. L 34.65 101.175
  267. L 34.65 99.525
  268. L 35.475 98.7
  269. L 36.3 97.875
  270. L 36.3 96.225
  271. L 37.125 95.4
  272. L 37.95 94.575
  273. L 37.95 92.925
  274. L 38.775 92.1
  275. L 39.6 91.275
  276. L 40.425 90.45
  277. L 41.25 89.625
  278. L 42.075 88.8
  279. L 42.9 87.975
  280. L 42.9 86.325
  281. L 42.9 84.675
  282. L 42.9 83.025
  283. L 42.9 81.375
  284. L 42.075 80.55
  285. L 41.25 79.725
  286. L 41.25 78.075
  287. L 41.25 76.425
  288. L 42.075 75.6
  289. L 42.9 74.775
  290. L 42.9 73.125
  291. L 42.9 71.475
  292. L 43.725 70.65
  293. L 44.55 69.825
  294. L 45.375 69
  295. L 46.2 68.175
  296. L 46.2 66.525
  297. L 47.025 65.7
  298. L 47.85 64.875
  299. L 48.675 64.05
  300. L 49.5 63.225
  301. L 50.325 62.4
  302. L 51.15 61.575
  303. L 51.975 60.75
  304. L 53.625 60.75
  305. L 55.275 60.75
  306. L 56.1 59.925
  307. L 56.925 59.1
  308. L 58.575 59.1
  309. L 60.225 59.1
  310. L 61.875 59.1
  311. L 63.525 59.1
  312. L 64.35 58.275
  313. L 64.35 56.625
  314. L 65.175 55.8
  315. L 66 54.975
  316. L 66.825 54.15
  317. L 67.65 53.325
  318. L 68.475 52.5
  319. z
  320. " clip-path="url(#pb109653588)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  321. </g>
  322. <g id="text_1">
  323. <g id="patch_2">
  324. <path d="M 15.84 55.53375
  325. L 22.52625 55.53375
  326. L 22.52625 43.92
  327. L 15.84 43.92
  328. z
  329. " style="stroke: #000000; stroke-linejoin: miter"/>
  330. </g>
  331. <!-- L -->
  332. <g style="fill: #ffffff" transform="translate(15.84 53.038125) scale(0.12 -0.12)">
  333. <defs>
  334. <path id="DejaVuSans-4c" d="M 628 4666
  335. L 1259 4666
  336. L 1259 531
  337. L 3531 531
  338. L 3531 0
  339. L 628 0
  340. L 628 4666
  341. z
  342. " transform="scale(0.015625)"/>
  343. </defs>
  344. <use xlink:href="#DejaVuSans-4c"/>
  345. </g>
  346. </g>
  347. <g id="text_2">
  348. <g id="patch_3">
  349. <path d="M 134.221875 55.53375
  350. L 142.56 55.53375
  351. L 142.56 43.92
  352. L 134.221875 43.92
  353. z
  354. " style="stroke: #000000; stroke-linejoin: miter"/>
  355. </g>
  356. <!-- R -->
  357. <g style="fill: #ffffff" transform="translate(134.221875 53.038125) scale(0.12 -0.12)">
  358. <defs>
  359. <path id="DejaVuSans-52" d="M 2841 2188
  360. Q 3044 2119 3236 1894
  361. Q 3428 1669 3622 1275
  362. L 4263 0
  363. L 3584 0
  364. L 2988 1197
  365. Q 2756 1666 2539 1819
  366. Q 2322 1972 1947 1972
  367. L 1259 1972
  368. L 1259 0
  369. L 628 0
  370. L 628 4666
  371. L 2053 4666
  372. Q 2853 4666 3247 4331
  373. Q 3641 3997 3641 3322
  374. Q 3641 2881 3436 2590
  375. Q 3231 2300 2841 2188
  376. z
  377. M 1259 4147
  378. L 1259 2491
  379. L 2053 2491
  380. Q 2509 2491 2742 2702
  381. Q 2975 2913 2975 3322
  382. Q 2975 3731 2742 3939
  383. Q 2509 4147 2053 4147
  384. L 1259 4147
  385. z
  386. " transform="scale(0.015625)"/>
  387. </defs>
  388. <use xlink:href="#DejaVuSans-52"/>
  389. </g>
  390. </g>
  391. <g id="text_3">
  392. <g id="patch_4">
  393. <path d="M 0 194.4
  394. L 35.953125 194.4
  395. L 35.953125 182.78625
  396. L 0 182.78625
  397. z
  398. " style="stroke: #000000; stroke-linejoin: miter"/>
  399. </g>
  400. <!-- z=-43 -->
  401. <g style="fill: #ffffff" transform="translate(0 191.904375) scale(0.12 -0.12)">
  402. <defs>
  403. <path id="DejaVuSans-7a" d="M 353 3500
  404. L 3084 3500
  405. L 3084 2975
  406. L 922 459
  407. L 3084 459
  408. L 3084 0
  409. L 275 0
  410. L 275 525
  411. L 2438 3041
  412. L 353 3041
  413. L 353 3500
  414. z
  415. " transform="scale(0.015625)"/>
  416. <path id="DejaVuSans-3d" d="M 678 2906
  417. L 4684 2906
  418. L 4684 2381
  419. L 678 2381
  420. L 678 2906
  421. z
  422. M 678 1631
  423. L 4684 1631
  424. L 4684 1100
  425. L 678 1100
  426. L 678 1631
  427. z
  428. " transform="scale(0.015625)"/>
  429. <path id="DejaVuSans-2d" d="M 313 2009
  430. L 1997 2009
  431. L 1997 1497
  432. L 313 1497
  433. L 313 2009
  434. z
  435. " transform="scale(0.015625)"/>
  436. <path id="DejaVuSans-34" d="M 2419 4116
  437. L 825 1625
  438. L 2419 1625
  439. L 2419 4116
  440. z
  441. M 2253 4666
  442. L 3047 4666
  443. L 3047 1625
  444. L 3713 1625
  445. L 3713 1100
  446. L 3047 1100
  447. L 3047 0
  448. L 2419 0
  449. L 2419 1100
  450. L 313 1100
  451. L 313 1709
  452. L 2253 4666
  453. z
  454. " transform="scale(0.015625)"/>
  455. <path id="DejaVuSans-33" d="M 2597 2516
  456. Q 3050 2419 3304 2112
  457. Q 3559 1806 3559 1356
  458. Q 3559 666 3084 287
  459. Q 2609 -91 1734 -91
  460. Q 1441 -91 1130 -33
  461. Q 819 25 488 141
  462. L 488 750
  463. Q 750 597 1062 519
  464. Q 1375 441 1716 441
  465. Q 2309 441 2620 675
  466. Q 2931 909 2931 1356
  467. Q 2931 1769 2642 2001
  468. Q 2353 2234 1838 2234
  469. L 1294 2234
  470. L 1294 2753
  471. L 1863 2753
  472. Q 2328 2753 2575 2939
  473. Q 2822 3125 2822 3475
  474. Q 2822 3834 2567 4026
  475. Q 2313 4219 1838 4219
  476. Q 1578 4219 1281 4162
  477. Q 984 4106 628 3988
  478. L 628 4550
  479. Q 988 4650 1302 4700
  480. Q 1616 4750 1894 4750
  481. Q 2613 4750 3031 4423
  482. Q 3450 4097 3450 3541
  483. Q 3450 3153 3228 2886
  484. Q 3006 2619 2597 2516
  485. z
  486. " transform="scale(0.015625)"/>
  487. </defs>
  488. <use xlink:href="#DejaVuSans-7a"/>
  489. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  490. <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
  491. <use xlink:href="#DejaVuSans-34" x="172.363281"/>
  492. <use xlink:href="#DejaVuSans-33" x="235.986328"/>
  493. </g>
  494. </g>
  495. </g>
  496. <g id="axes_3">
  497. <g clip-path="url(#p070cfd4ac0)">
  498. <image xlink:href="data:image/png;base64,
  499. 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" id="image30ad173f6b" transform="scale(1 -1) translate(0 -159.12)" x="158" y="-35.28" width="158.4" height="159.12"/>
  500. </g>
  501. <g id="QuadContourSet_2">
  502. <path d="M 223.575 52.5
  503. L 225.225 52.5
  504. L 226.875 52.5
  505. L 228.525 52.5
  506. L 230.175 52.5
  507. L 231.825 52.5
  508. L 233.475 52.5
  509. L 235.125 52.5
  510. L 235.95 53.325
  511. L 236.775 54.15
  512. L 238.425 54.15
  513. L 240.075 54.15
  514. L 240.9 53.325
  515. L 241.725 52.5
  516. L 243.375 52.5
  517. L 245.025 52.5
  518. L 246.675 52.5
  519. L 248.325 52.5
  520. L 249.15 53.325
  521. L 249.975 54.15
  522. L 251.625 54.15
  523. L 252.45 54.975
  524. L 253.275 55.8
  525. L 254.925 55.8
  526. L 256.575 55.8
  527. L 258.225 55.8
  528. L 259.875 55.8
  529. L 261.525 55.8
  530. L 262.35 56.625
  531. L 263.175 57.45
  532. L 264 58.275
  533. L 264.825 59.1
  534. L 265.65 59.925
  535. L 266.475 60.75
  536. L 267.3 61.575
  537. L 268.125 62.4
  538. L 268.95 63.225
  539. L 268.95 64.875
  540. L 268.95 66.525
  541. L 269.775 67.35
  542. L 270.6 68.175
  543. L 271.425 69
  544. L 272.25 69.825
  545. L 273.075 70.65
  546. L 273.9 71.475
  547. L 273.9 73.125
  548. L 274.725 73.95
  549. L 275.55 74.775
  550. L 275.55 76.425
  551. L 275.55 78.075
  552. L 275.55 79.725
  553. L 275.55 81.375
  554. L 275.55 83.025
  555. L 275.55 84.675
  556. L 274.725 85.5
  557. L 273.9 86.325
  558. L 273.9 87.975
  559. L 273.9 89.625
  560. L 274.725 90.45
  561. L 275.55 91.275
  562. L 276.375 92.1
  563. L 277.2 92.925
  564. L 277.2 94.575
  565. L 278.025 95.4
  566. L 278.85 96.225
  567. L 278.85 97.875
  568. L 278.85 99.525
  569. L 279.675 100.35
  570. L 280.5 101.175
  571. L 280.5 102.825
  572. L 281.325 103.65
  573. L 282.15 104.475
  574. L 282.15 106.125
  575. L 282.15 107.775
  576. L 282.15 109.425
  577. L 282.975 110.25
  578. L 283.8 111.075
  579. L 283.8 112.725
  580. L 283.8 114.375
  581. L 283.8 116.025
  582. L 283.8 117.675
  583. L 283.8 119.325
  584. L 283.8 120.975
  585. L 284.625 121.8
  586. L 285.45 122.625
  587. L 285.45 124.275
  588. L 285.45 125.925
  589. L 285.45 127.575
  590. L 285.45 129.225
  591. L 285.45 130.875
  592. L 284.625 131.7
  593. L 283.8 132.525
  594. L 283.8 134.175
  595. L 283.8 135.825
  596. L 283.8 137.475
  597. L 282.975 138.3
  598. L 282.15 139.125
  599. L 282.15 140.775
  600. L 281.325 141.6
  601. L 280.5 142.425
  602. L 280.5 144.075
  603. L 279.675 144.9
  604. L 278.85 145.725
  605. L 278.85 147.375
  606. L 278.85 149.025
  607. L 278.025 149.85
  608. L 277.2 150.675
  609. L 277.2 152.325
  610. L 277.2 153.975
  611. L 276.375 154.8
  612. L 275.55 155.625
  613. L 275.55 157.275
  614. L 274.725 158.1
  615. L 273.9 158.925
  616. L 273.075 159.75
  617. L 272.25 160.575
  618. L 271.425 161.4
  619. L 270.6 162.225
  620. L 270.6 163.875
  621. L 269.775 164.7
  622. L 268.95 165.525
  623. L 268.95 167.175
  624. L 268.125 168
  625. L 267.3 168.825
  626. L 266.475 169.65
  627. L 264.825 169.65
  628. L 264 170.475
  629. L 263.175 171.3
  630. L 262.35 172.125
  631. L 261.525 172.95
  632. L 259.875 172.95
  633. L 259.05 173.775
  634. L 258.225 174.6
  635. L 256.575 174.6
  636. L 254.925 174.6
  637. L 254.1 175.425
  638. L 253.275 176.25
  639. L 251.625 176.25
  640. L 249.975 176.25
  641. L 248.325 176.25
  642. L 247.5 177.075
  643. L 246.675 177.9
  644. L 245.025 177.9
  645. L 244.2 177.075
  646. L 243.375 176.25
  647. L 241.725 176.25
  648. L 240.075 176.25
  649. L 238.425 176.25
  650. L 237.6 177.075
  651. L 236.775 177.9
  652. L 235.95 178.725
  653. L 235.125 179.55
  654. L 234.3 180.375
  655. L 233.475 181.2
  656. L 231.825 181.2
  657. L 230.175 181.2
  658. L 228.525 181.2
  659. L 227.7 180.375
  660. L 226.875 179.55
  661. L 225.225 179.55
  662. L 223.575 179.55
  663. L 222.75 178.725
  664. L 221.925 177.9
  665. L 220.275 177.9
  666. L 218.625 177.9
  667. L 217.8 177.075
  668. L 216.975 176.25
  669. L 216.15 175.425
  670. L 215.325 174.6
  671. L 213.675 174.6
  672. L 212.85 173.775
  673. L 212.025 172.95
  674. L 210.375 172.95
  675. L 209.55 172.125
  676. L 208.725 171.3
  677. L 207.9 170.475
  678. L 207.075 169.65
  679. L 206.25 168.825
  680. L 205.425 168
  681. L 204.6 167.175
  682. L 203.775 166.35
  683. L 202.95 165.525
  684. L 202.95 163.875
  685. L 202.125 163.05
  686. L 201.3 162.225
  687. L 201.3 160.575
  688. L 200.475 159.75
  689. L 199.65 158.925
  690. L 199.65 157.275
  691. L 198.825 156.45
  692. L 198 155.625
  693. L 197.175 154.8
  694. L 196.35 153.975
  695. L 196.35 152.325
  696. L 195.525 151.5
  697. L 194.7 150.675
  698. L 194.7 149.025
  699. L 193.875 148.2
  700. L 193.05 147.375
  701. L 193.05 145.725
  702. L 193.05 144.075
  703. L 192.225 143.25
  704. L 191.4 142.425
  705. L 191.4 140.775
  706. L 190.575 139.95
  707. L 189.75 139.125
  708. L 189.75 137.475
  709. L 189.75 135.825
  710. L 189.75 134.175
  711. L 189.75 132.525
  712. L 189.75 130.875
  713. L 189.75 129.225
  714. L 189.75 127.575
  715. L 188.925 126.75
  716. L 188.1 125.925
  717. L 188.1 124.275
  718. L 188.1 122.625
  719. L 188.1 120.975
  720. L 188.1 119.325
  721. L 188.1 117.675
  722. L 188.1 116.025
  723. L 188.1 114.375
  724. L 188.1 112.725
  725. L 188.1 111.075
  726. L 188.925 110.25
  727. L 189.75 109.425
  728. L 189.75 107.775
  729. L 190.575 106.95
  730. L 191.4 106.125
  731. L 191.4 104.475
  732. L 191.4 102.825
  733. L 192.225 102
  734. L 193.05 101.175
  735. L 193.875 100.35
  736. L 194.7 99.525
  737. L 194.7 97.875
  738. L 194.7 96.225
  739. L 195.525 95.4
  740. L 196.35 94.575
  741. L 196.35 92.925
  742. L 196.35 91.275
  743. L 197.175 90.45
  744. L 198 89.625
  745. L 198 87.975
  746. L 198 86.325
  747. L 198.825 85.5
  748. L 199.65 84.675
  749. L 199.65 83.025
  750. L 198.825 82.2
  751. L 198 81.375
  752. L 198 79.725
  753. L 198 78.075
  754. L 198 76.425
  755. L 198 74.775
  756. L 198.825 73.95
  757. L 199.65 73.125
  758. L 199.65 71.475
  759. L 200.475 70.65
  760. L 201.3 69.825
  761. L 202.125 69
  762. L 202.95 68.175
  763. L 203.775 67.35
  764. L 204.6 66.525
  765. L 205.425 65.7
  766. L 206.25 64.875
  767. L 207.075 64.05
  768. L 207.9 63.225
  769. L 207.9 61.575
  770. L 208.725 60.75
  771. L 209.55 59.925
  772. L 210.375 59.1
  773. L 211.2 58.275
  774. L 212.025 57.45
  775. L 213.675 57.45
  776. L 215.325 57.45
  777. L 216.15 56.625
  778. L 216.975 55.8
  779. L 218.625 55.8
  780. L 219.45 54.975
  781. L 220.275 54.15
  782. L 221.925 54.15
  783. L 222.75 53.325
  784. L 223.575 52.5
  785. z
  786. " clip-path="url(#p070cfd4ac0)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  787. </g>
  788. <g id="text_4">
  789. <g id="patch_5">
  790. <path d="M 174.24 55.53375
  791. L 180.92625 55.53375
  792. L 180.92625 43.92
  793. L 174.24 43.92
  794. z
  795. " style="stroke: #000000; stroke-linejoin: miter"/>
  796. </g>
  797. <!-- L -->
  798. <g style="fill: #ffffff" transform="translate(174.24 53.038125) scale(0.12 -0.12)">
  799. <use xlink:href="#DejaVuSans-4c"/>
  800. </g>
  801. </g>
  802. <g id="text_5">
  803. <g id="patch_6">
  804. <path d="M 292.621875 55.53375
  805. L 300.96 55.53375
  806. L 300.96 43.92
  807. L 292.621875 43.92
  808. z
  809. " style="stroke: #000000; stroke-linejoin: miter"/>
  810. </g>
  811. <!-- R -->
  812. <g style="fill: #ffffff" transform="translate(292.621875 53.038125) scale(0.12 -0.12)">
  813. <use xlink:href="#DejaVuSans-52"/>
  814. </g>
  815. </g>
  816. <g id="text_6">
  817. <g id="patch_7">
  818. <path d="M 158.4 194.4
  819. L 194.353125 194.4
  820. L 194.353125 182.78625
  821. L 158.4 182.78625
  822. z
  823. " style="stroke: #000000; stroke-linejoin: miter"/>
  824. </g>
  825. <!-- z=-34 -->
  826. <g style="fill: #ffffff" transform="translate(158.4 191.904375) scale(0.12 -0.12)">
  827. <use xlink:href="#DejaVuSans-7a"/>
  828. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  829. <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
  830. <use xlink:href="#DejaVuSans-33" x="172.363281"/>
  831. <use xlink:href="#DejaVuSans-34" x="235.986328"/>
  832. </g>
  833. </g>
  834. </g>
  835. <g id="axes_4">
  836. <g clip-path="url(#pa23456fd11)">
  837. <image xlink:href="data:image/png;base64,
  838. 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" id="imageefa6470fbf" transform="scale(1 -1) translate(0 -159.12)" x="317" y="-35.28" width="159.12" height="159.12"/>
  839. </g>
  840. <g id="QuadContourSet_3">
  841. <path d="M 383.625 50.85
  842. L 385.275 50.85
  843. L 386.925 50.85
  844. L 387.75 51.675
  845. L 388.575 52.5
  846. L 390.225 52.5
  847. L 391.875 52.5
  848. L 393.525 52.5
  849. L 395.175 52.5
  850. L 396.825 52.5
  851. L 397.65 51.675
  852. L 398.475 50.85
  853. L 400.125 50.85
  854. L 401.775 50.85
  855. L 403.425 50.85
  856. L 404.25 51.675
  857. L 405.075 52.5
  858. L 406.725 52.5
  859. L 408.375 52.5
  860. L 410.025 52.5
  861. L 411.675 52.5
  862. L 412.5 53.325
  863. L 413.325 54.15
  864. L 414.15 54.975
  865. L 414.975 55.8
  866. L 416.625 55.8
  867. L 418.275 55.8
  868. L 419.1 56.625
  869. L 419.925 57.45
  870. L 420.75 58.275
  871. L 421.575 59.1
  872. L 423.225 59.1
  873. L 424.05 59.925
  874. L 424.875 60.75
  875. L 425.7 61.575
  876. L 426.525 62.4
  877. L 427.35 63.225
  878. L 427.35 64.875
  879. L 428.175 65.7
  880. L 429 66.525
  881. L 429.825 67.35
  882. L 430.65 68.175
  883. L 430.65 69.825
  884. L 431.475 70.65
  885. L 432.3 71.475
  886. L 432.3 73.125
  887. L 432.3 74.775
  888. L 433.125 75.6
  889. L 433.95 76.425
  890. L 433.95 78.075
  891. L 433.95 79.725
  892. L 433.95 81.375
  893. L 433.95 83.025
  894. L 433.95 84.675
  895. L 434.775 85.5
  896. L 435.6 86.325
  897. L 435.6 87.975
  898. L 435.6 89.625
  899. L 436.425 90.45
  900. L 437.25 91.275
  901. L 437.25 92.925
  902. L 437.25 94.575
  903. L 437.25 96.225
  904. L 437.25 97.875
  905. L 437.25 99.525
  906. L 438.075 100.35
  907. L 438.9 101.175
  908. L 438.9 102.825
  909. L 439.725 103.65
  910. L 440.55 104.475
  911. L 440.55 106.125
  912. L 441.375 106.95
  913. L 442.2 107.775
  914. L 442.2 109.425
  915. L 442.2 111.075
  916. L 442.2 112.725
  917. L 442.2 114.375
  918. L 442.2 116.025
  919. L 442.2 117.675
  920. L 442.2 119.325
  921. L 443.025 120.15
  922. L 443.85 120.975
  923. L 443.85 122.625
  924. L 443.85 124.275
  925. L 443.85 125.925
  926. L 443.85 127.575
  927. L 443.85 129.225
  928. L 443.85 130.875
  929. L 443.85 132.525
  930. L 443.025 133.35
  931. L 442.2 134.175
  932. L 442.2 135.825
  933. L 442.2 137.475
  934. L 441.375 138.3
  935. L 440.55 139.125
  936. L 440.55 140.775
  937. L 439.725 141.6
  938. L 438.9 142.425
  939. L 438.9 144.075
  940. L 438.9 145.725
  941. L 438.075 146.55
  942. L 437.25 147.375
  943. L 437.25 149.025
  944. L 436.425 149.85
  945. L 435.6 150.675
  946. L 434.775 151.5
  947. L 433.95 152.325
  948. L 433.95 153.975
  949. L 433.125 154.8
  950. L 432.3 155.625
  951. L 432.3 157.275
  952. L 431.475 158.1
  953. L 430.65 158.925
  954. L 429.825 159.75
  955. L 429 160.575
  956. L 429 162.225
  957. L 429 163.875
  958. L 428.175 164.7
  959. L 427.35 165.525
  960. L 427.35 167.175
  961. L 426.525 168
  962. L 425.7 168.825
  963. L 424.875 169.65
  964. L 424.05 170.475
  965. L 423.225 171.3
  966. L 422.4 172.125
  967. L 421.575 172.95
  968. L 419.925 172.95
  969. L 419.1 173.775
  970. L 418.275 174.6
  971. L 416.625 174.6
  972. L 415.8 175.425
  973. L 414.975 176.25
  974. L 413.325 176.25
  975. L 411.675 176.25
  976. L 410.025 176.25
  977. L 409.2 177.075
  978. L 408.375 177.9
  979. L 406.725 177.9
  980. L 405.9 178.725
  981. L 405.075 179.55
  982. L 403.425 179.55
  983. L 402.6 178.725
  984. L 401.775 177.9
  985. L 400.125 177.9
  986. L 399.3 178.725
  987. L 398.475 179.55
  988. L 396.825 179.55
  989. L 396 180.375
  990. L 395.175 181.2
  991. L 393.525 181.2
  992. L 392.7 182.025
  993. L 391.875 182.85
  994. L 390.225 182.85
  995. L 388.575 182.85
  996. L 386.925 182.85
  997. L 385.275 182.85
  998. L 384.45 182.025
  999. L 383.625 181.2
  1000. L 381.975 181.2
  1001. L 380.325 181.2
  1002. L 379.5 180.375
  1003. L 378.675 179.55
  1004. L 377.85 178.725
  1005. L 377.025 177.9
  1006. L 375.375 177.9
  1007. L 374.55 177.075
  1008. L 373.725 176.25
  1009. L 372.9 175.425
  1010. L 372.075 174.6
  1011. L 370.425 174.6
  1012. L 369.6 173.775
  1013. L 368.775 172.95
  1014. L 367.95 172.125
  1015. L 367.125 171.3
  1016. L 366.3 170.475
  1017. L 365.475 169.65
  1018. L 364.65 168.825
  1019. L 363.825 168
  1020. L 363 167.175
  1021. L 362.175 166.35
  1022. L 361.35 165.525
  1023. L 360.525 164.7
  1024. L 359.7 163.875
  1025. L 359.7 162.225
  1026. L 359.7 160.575
  1027. L 358.875 159.75
  1028. L 358.05 158.925
  1029. L 358.05 157.275
  1030. L 357.225 156.45
  1031. L 356.4 155.625
  1032. L 355.575 154.8
  1033. L 354.75 153.975
  1034. L 353.925 153.15
  1035. L 353.1 152.325
  1036. L 353.1 150.675
  1037. L 352.275 149.85
  1038. L 351.45 149.025
  1039. L 351.45 147.375
  1040. L 350.625 146.55
  1041. L 349.8 145.725
  1042. L 349.8 144.075
  1043. L 348.975 143.25
  1044. L 348.15 142.425
  1045. L 348.15 140.775
  1046. L 348.15 139.125
  1047. L 347.325 138.3
  1048. L 346.5 137.475
  1049. L 346.5 135.825
  1050. L 346.5 134.175
  1051. L 346.5 132.525
  1052. L 346.5 130.875
  1053. L 346.5 129.225
  1054. L 346.5 127.575
  1055. L 346.5 125.925
  1056. L 346.5 124.275
  1057. L 347.325 123.45
  1058. L 348.15 122.625
  1059. L 348.15 120.975
  1060. L 348.15 119.325
  1061. L 348.15 117.675
  1062. L 348.15 116.025
  1063. L 348.15 114.375
  1064. L 348.15 112.725
  1065. L 348.15 111.075
  1066. L 348.975 110.25
  1067. L 349.8 109.425
  1068. L 349.8 107.775
  1069. L 349.8 106.125
  1070. L 350.625 105.3
  1071. L 351.45 104.475
  1072. L 351.45 102.825
  1073. L 351.45 101.175
  1074. L 352.275 100.35
  1075. L 353.1 99.525
  1076. L 353.1 97.875
  1077. L 353.1 96.225
  1078. L 353.1 94.575
  1079. L 353.925 93.75
  1080. L 354.75 92.925
  1081. L 354.75 91.275
  1082. L 354.75 89.625
  1083. L 354.75 87.975
  1084. L 355.575 87.15
  1085. L 356.4 86.325
  1086. L 356.4 84.675
  1087. L 356.4 83.025
  1088. L 356.4 81.375
  1089. L 356.4 79.725
  1090. L 356.4 78.075
  1091. L 357.225 77.25
  1092. L 358.05 76.425
  1093. L 358.05 74.775
  1094. L 358.875 73.95
  1095. L 359.7 73.125
  1096. L 359.7 71.475
  1097. L 360.525 70.65
  1098. L 361.35 69.825
  1099. L 361.35 68.175
  1100. L 362.175 67.35
  1101. L 363 66.525
  1102. L 363.825 65.7
  1103. L 364.65 64.875
  1104. L 365.475 64.05
  1105. L 366.3 63.225
  1106. L 367.125 62.4
  1107. L 367.95 61.575
  1108. L 367.95 59.925
  1109. L 368.775 59.1
  1110. L 370.425 59.1
  1111. L 371.25 58.275
  1112. L 372.075 57.45
  1113. L 373.725 57.45
  1114. L 374.55 56.625
  1115. L 375.375 55.8
  1116. L 377.025 55.8
  1117. L 377.85 54.975
  1118. L 378.675 54.15
  1119. L 379.5 53.325
  1120. L 380.325 52.5
  1121. L 381.975 52.5
  1122. L 382.8 51.675
  1123. L 383.625 50.85
  1124. z
  1125. " clip-path="url(#pa23456fd11)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  1126. </g>
  1127. <g id="text_7">
  1128. <g id="patch_8">
  1129. <path d="M 332.64 55.53375
  1130. L 339.32625 55.53375
  1131. L 339.32625 43.92
  1132. L 332.64 43.92
  1133. z
  1134. " style="stroke: #000000; stroke-linejoin: miter"/>
  1135. </g>
  1136. <!-- L -->
  1137. <g style="fill: #ffffff" transform="translate(332.64 53.038125) scale(0.12 -0.12)">
  1138. <use xlink:href="#DejaVuSans-4c"/>
  1139. </g>
  1140. </g>
  1141. <g id="text_8">
  1142. <g id="patch_9">
  1143. <path d="M 451.021875 55.53375
  1144. L 459.36 55.53375
  1145. L 459.36 43.92
  1146. L 451.021875 43.92
  1147. z
  1148. " style="stroke: #000000; stroke-linejoin: miter"/>
  1149. </g>
  1150. <!-- R -->
  1151. <g style="fill: #ffffff" transform="translate(451.021875 53.038125) scale(0.12 -0.12)">
  1152. <use xlink:href="#DejaVuSans-52"/>
  1153. </g>
  1154. </g>
  1155. <g id="text_9">
  1156. <g id="patch_10">
  1157. <path d="M 316.8 194.4
  1158. L 352.753125 194.4
  1159. L 352.753125 182.78625
  1160. L 316.8 182.78625
  1161. z
  1162. " style="stroke: #000000; stroke-linejoin: miter"/>
  1163. </g>
  1164. <!-- z=-27 -->
  1165. <g style="fill: #ffffff" transform="translate(316.8 191.904375) scale(0.12 -0.12)">
  1166. <defs>
  1167. <path id="DejaVuSans-32" d="M 1228 531
  1168. L 3431 531
  1169. L 3431 0
  1170. L 469 0
  1171. L 469 531
  1172. Q 828 903 1448 1529
  1173. Q 2069 2156 2228 2338
  1174. Q 2531 2678 2651 2914
  1175. Q 2772 3150 2772 3378
  1176. Q 2772 3750 2511 3984
  1177. Q 2250 4219 1831 4219
  1178. Q 1534 4219 1204 4116
  1179. Q 875 4013 500 3803
  1180. L 500 4441
  1181. Q 881 4594 1212 4672
  1182. Q 1544 4750 1819 4750
  1183. Q 2544 4750 2975 4387
  1184. Q 3406 4025 3406 3419
  1185. Q 3406 3131 3298 2873
  1186. Q 3191 2616 2906 2266
  1187. Q 2828 2175 2409 1742
  1188. Q 1991 1309 1228 531
  1189. z
  1190. " transform="scale(0.015625)"/>
  1191. <path id="DejaVuSans-37" d="M 525 4666
  1192. L 3525 4666
  1193. L 3525 4397
  1194. L 1831 0
  1195. L 1172 0
  1196. L 2766 4134
  1197. L 525 4134
  1198. L 525 4666
  1199. z
  1200. " transform="scale(0.015625)"/>
  1201. </defs>
  1202. <use xlink:href="#DejaVuSans-7a"/>
  1203. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  1204. <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
  1205. <use xlink:href="#DejaVuSans-32" x="172.363281"/>
  1206. <use xlink:href="#DejaVuSans-37" x="235.986328"/>
  1207. </g>
  1208. </g>
  1209. </g>
  1210. <g id="axes_5">
  1211. <g clip-path="url(#p33171d2c76)">
  1212. <image xlink:href="data:image/png;base64,
  1213. 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" id="imagee2403b1dbe" transform="scale(1 -1) translate(0 -157.68)" x="475" y="-36.72" width="158.4" height="157.68"/>
  1214. </g>
  1215. <g id="QuadContourSet_4">
  1216. <path d="M 560.175 50.85
  1217. L 561.825 50.85
  1218. L 562.65 51.675
  1219. L 563.475 52.5
  1220. L 565.125 52.5
  1221. L 565.95 53.325
  1222. L 566.775 54.15
  1223. L 568.425 54.15
  1224. L 570.075 54.15
  1225. L 570.9 54.975
  1226. L 571.725 55.8
  1227. L 573.375 55.8
  1228. L 574.2 56.625
  1229. L 575.025 57.45
  1230. L 575.85 58.275
  1231. L 576.675 59.1
  1232. L 577.5 59.925
  1233. L 578.325 60.75
  1234. L 579.15 61.575
  1235. L 579.975 62.4
  1236. L 581.625 62.4
  1237. L 582.45 63.225
  1238. L 583.275 64.05
  1239. L 584.1 64.875
  1240. L 584.925 65.7
  1241. L 585.75 66.525
  1242. L 586.575 67.35
  1243. L 587.4 68.175
  1244. L 587.4 69.825
  1245. L 588.225 70.65
  1246. L 589.05 71.475
  1247. L 589.05 73.125
  1248. L 589.875 73.95
  1249. L 590.7 74.775
  1250. L 590.7 76.425
  1251. L 591.525 77.25
  1252. L 592.35 78.075
  1253. L 592.35 79.725
  1254. L 593.175 80.55
  1255. L 594 81.375
  1256. L 594 83.025
  1257. L 594 84.675
  1258. L 594.825 85.5
  1259. L 595.65 86.325
  1260. L 595.65 87.975
  1261. L 595.65 89.625
  1262. L 596.475 90.45
  1263. L 597.3 91.275
  1264. L 597.3 92.925
  1265. L 597.3 94.575
  1266. L 597.3 96.225
  1267. L 597.3 97.875
  1268. L 597.3 99.525
  1269. L 597.3 101.175
  1270. L 597.3 102.825
  1271. L 597.3 104.475
  1272. L 598.125 105.3
  1273. L 598.95 106.125
  1274. L 598.95 107.775
  1275. L 598.95 109.425
  1276. L 599.775 110.25
  1277. L 600.6 111.075
  1278. L 600.6 112.725
  1279. L 600.6 114.375
  1280. L 600.6 116.025
  1281. L 600.6 117.675
  1282. L 600.6 119.325
  1283. L 600.6 120.975
  1284. L 601.425 121.8
  1285. L 602.25 122.625
  1286. L 602.25 124.275
  1287. L 602.25 125.925
  1288. L 601.425 126.75
  1289. L 600.6 127.575
  1290. L 600.6 129.225
  1291. L 601.425 130.05
  1292. L 602.25 130.875
  1293. L 601.425 131.7
  1294. L 600.6 132.525
  1295. L 600.6 134.175
  1296. L 600.6 135.825
  1297. L 600.6 137.475
  1298. L 599.775 138.3
  1299. L 598.95 139.125
  1300. L 598.95 140.775
  1301. L 598.125 141.6
  1302. L 597.3 142.425
  1303. L 597.3 144.075
  1304. L 596.475 144.9
  1305. L 595.65 145.725
  1306. L 595.65 147.375
  1307. L 594.825 148.2
  1308. L 594 149.025
  1309. L 594 150.675
  1310. L 593.175 151.5
  1311. L 592.35 152.325
  1312. L 592.35 153.975
  1313. L 591.525 154.8
  1314. L 590.7 155.625
  1315. L 589.875 156.45
  1316. L 589.05 157.275
  1317. L 589.05 158.925
  1318. L 588.225 159.75
  1319. L 587.4 160.575
  1320. L 587.4 162.225
  1321. L 587.4 163.875
  1322. L 587.4 165.525
  1323. L 586.575 166.35
  1324. L 585.75 167.175
  1325. L 584.925 168
  1326. L 584.1 168.825
  1327. L 583.275 169.65
  1328. L 582.45 170.475
  1329. L 581.625 171.3
  1330. L 580.8 172.125
  1331. L 579.975 172.95
  1332. L 579.15 173.775
  1333. L 578.325 174.6
  1334. L 576.675 174.6
  1335. L 575.85 175.425
  1336. L 575.025 176.25
  1337. L 573.375 176.25
  1338. L 572.55 177.075
  1339. L 571.725 177.9
  1340. L 570.9 178.725
  1341. L 570.075 179.55
  1342. L 568.425 179.55
  1343. L 567.6 180.375
  1344. L 566.775 181.2
  1345. L 565.125 181.2
  1346. L 563.475 181.2
  1347. L 562.65 180.375
  1348. L 561.825 179.55
  1349. L 560.175 179.55
  1350. L 558.525 179.55
  1351. L 556.875 179.55
  1352. L 556.05 180.375
  1353. L 555.225 181.2
  1354. L 553.575 181.2
  1355. L 552.75 182.025
  1356. L 551.925 182.85
  1357. L 550.275 182.85
  1358. L 548.625 182.85
  1359. L 546.975 182.85
  1360. L 545.325 182.85
  1361. L 543.675 182.85
  1362. L 542.025 182.85
  1363. L 541.2 182.025
  1364. L 540.375 181.2
  1365. L 538.725 181.2
  1366. L 537.075 181.2
  1367. L 536.25 180.375
  1368. L 535.425 179.55
  1369. L 534.6 178.725
  1370. L 533.775 177.9
  1371. L 532.125 177.9
  1372. L 531.3 177.075
  1373. L 530.475 176.25
  1374. L 529.65 175.425
  1375. L 528.825 174.6
  1376. L 528 173.775
  1377. L 527.175 172.95
  1378. L 526.35 172.125
  1379. L 525.525 171.3
  1380. L 524.7 170.475
  1381. L 523.875 169.65
  1382. L 523.05 168.825
  1383. L 522.225 168
  1384. L 521.4 167.175
  1385. L 520.575 166.35
  1386. L 519.75 165.525
  1387. L 519.75 163.875
  1388. L 518.925 163.05
  1389. L 518.1 162.225
  1390. L 518.1 160.575
  1391. L 517.275 159.75
  1392. L 516.45 158.925
  1393. L 515.625 158.1
  1394. L 514.8 157.275
  1395. L 514.8 155.625
  1396. L 513.975 154.8
  1397. L 513.15 153.975
  1398. L 512.325 153.15
  1399. L 511.5 152.325
  1400. L 511.5 150.675
  1401. L 511.5 149.025
  1402. L 510.675 148.2
  1403. L 509.85 147.375
  1404. L 509.85 145.725
  1405. L 509.025 144.9
  1406. L 508.2 144.075
  1407. L 508.2 142.425
  1408. L 507.375 141.6
  1409. L 506.55 140.775
  1410. L 506.55 139.125
  1411. L 506.55 137.475
  1412. L 506.55 135.825
  1413. L 505.725 135
  1414. L 504.9 134.175
  1415. L 504.9 132.525
  1416. L 504.9 130.875
  1417. L 504.9 129.225
  1418. L 504.9 127.575
  1419. L 504.9 125.925
  1420. L 504.9 124.275
  1421. L 504.9 122.625
  1422. L 504.9 120.975
  1423. L 505.725 120.15
  1424. L 506.55 119.325
  1425. L 506.55 117.675
  1426. L 506.55 116.025
  1427. L 507.375 115.2
  1428. L 508.2 114.375
  1429. L 508.2 112.725
  1430. L 508.2 111.075
  1431. L 508.2 109.425
  1432. L 509.025 108.6
  1433. L 509.85 107.775
  1434. L 509.85 106.125
  1435. L 509.85 104.475
  1436. L 509.85 102.825
  1437. L 509.85 101.175
  1438. L 510.675 100.35
  1439. L 511.5 99.525
  1440. L 511.5 97.875
  1441. L 511.5 96.225
  1442. L 511.5 94.575
  1443. L 511.5 92.925
  1444. L 511.5 91.275
  1445. L 512.325 90.45
  1446. L 513.15 89.625
  1447. L 513.15 87.975
  1448. L 513.15 86.325
  1449. L 513.15 84.675
  1450. L 513.975 83.85
  1451. L 514.8 83.025
  1452. L 514.8 81.375
  1453. L 515.625 80.55
  1454. L 516.45 79.725
  1455. L 516.45 78.075
  1456. L 516.45 76.425
  1457. L 517.275 75.6
  1458. L 518.1 74.775
  1459. L 518.1 73.125
  1460. L 518.925 72.3
  1461. L 519.75 71.475
  1462. L 519.75 69.825
  1463. L 520.575 69
  1464. L 521.4 68.175
  1465. L 522.225 67.35
  1466. L 523.05 66.525
  1467. L 523.875 65.7
  1468. L 524.7 64.875
  1469. L 525.525 64.05
  1470. L 526.35 63.225
  1471. L 527.175 62.4
  1472. L 528 61.575
  1473. L 528.825 60.75
  1474. L 529.65 59.925
  1475. L 530.475 59.1
  1476. L 532.125 59.1
  1477. L 532.95 58.275
  1478. L 533.775 57.45
  1479. L 534.6 56.625
  1480. L 535.425 55.8
  1481. L 537.075 55.8
  1482. L 537.9 54.975
  1483. L 538.725 54.15
  1484. L 540.375 54.15
  1485. L 541.2 53.325
  1486. L 542.025 52.5
  1487. L 543.675 52.5
  1488. L 545.325 52.5
  1489. L 546.975 52.5
  1490. L 548.625 52.5
  1491. L 549.45 53.325
  1492. L 550.275 54.15
  1493. L 551.1 53.325
  1494. L 551.925 52.5
  1495. L 553.575 52.5
  1496. L 555.225 52.5
  1497. L 556.875 52.5
  1498. L 558.525 52.5
  1499. L 559.35 51.675
  1500. L 560.175 50.85
  1501. z
  1502. " clip-path="url(#p33171d2c76)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  1503. </g>
  1504. <g id="text_10">
  1505. <g id="patch_11">
  1506. <path d="M 491.04 55.53375
  1507. L 497.72625 55.53375
  1508. L 497.72625 43.92
  1509. L 491.04 43.92
  1510. z
  1511. " style="stroke: #000000; stroke-linejoin: miter"/>
  1512. </g>
  1513. <!-- L -->
  1514. <g style="fill: #ffffff" transform="translate(491.04 53.038125) scale(0.12 -0.12)">
  1515. <use xlink:href="#DejaVuSans-4c"/>
  1516. </g>
  1517. </g>
  1518. <g id="text_11">
  1519. <g id="patch_12">
  1520. <path d="M 609.421875 55.53375
  1521. L 617.76 55.53375
  1522. L 617.76 43.92
  1523. L 609.421875 43.92
  1524. z
  1525. " style="stroke: #000000; stroke-linejoin: miter"/>
  1526. </g>
  1527. <!-- R -->
  1528. <g style="fill: #ffffff" transform="translate(609.421875 53.038125) scale(0.12 -0.12)">
  1529. <use xlink:href="#DejaVuSans-52"/>
  1530. </g>
  1531. </g>
  1532. <g id="text_12">
  1533. <g id="patch_13">
  1534. <path d="M 475.2 194.4
  1535. L 511.153125 194.4
  1536. L 511.153125 182.78625
  1537. L 475.2 182.78625
  1538. z
  1539. " style="stroke: #000000; stroke-linejoin: miter"/>
  1540. </g>
  1541. <!-- z=-19 -->
  1542. <g style="fill: #ffffff" transform="translate(475.2 191.904375) scale(0.12 -0.12)">
  1543. <defs>
  1544. <path id="DejaVuSans-31" d="M 794 531
  1545. L 1825 531
  1546. L 1825 4091
  1547. L 703 3866
  1548. L 703 4441
  1549. L 1819 4666
  1550. L 2450 4666
  1551. L 2450 531
  1552. L 3481 531
  1553. L 3481 0
  1554. L 794 0
  1555. L 794 531
  1556. z
  1557. " transform="scale(0.015625)"/>
  1558. <path id="DejaVuSans-39" d="M 703 97
  1559. L 703 672
  1560. Q 941 559 1184 500
  1561. Q 1428 441 1663 441
  1562. Q 2288 441 2617 861
  1563. Q 2947 1281 2994 2138
  1564. Q 2813 1869 2534 1725
  1565. Q 2256 1581 1919 1581
  1566. Q 1219 1581 811 2004
  1567. Q 403 2428 403 3163
  1568. Q 403 3881 828 4315
  1569. Q 1253 4750 1959 4750
  1570. Q 2769 4750 3195 4129
  1571. Q 3622 3509 3622 2328
  1572. Q 3622 1225 3098 567
  1573. Q 2575 -91 1691 -91
  1574. Q 1453 -91 1209 -44
  1575. Q 966 3 703 97
  1576. z
  1577. M 1959 2075
  1578. Q 2384 2075 2632 2365
  1579. Q 2881 2656 2881 3163
  1580. Q 2881 3666 2632 3958
  1581. Q 2384 4250 1959 4250
  1582. Q 1534 4250 1286 3958
  1583. Q 1038 3666 1038 3163
  1584. Q 1038 2656 1286 2365
  1585. Q 1534 2075 1959 2075
  1586. z
  1587. " transform="scale(0.015625)"/>
  1588. </defs>
  1589. <use xlink:href="#DejaVuSans-7a"/>
  1590. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  1591. <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
  1592. <use xlink:href="#DejaVuSans-31" x="172.363281"/>
  1593. <use xlink:href="#DejaVuSans-39" x="235.986328"/>
  1594. </g>
  1595. </g>
  1596. </g>
  1597. <g id="axes_6">
  1598. <g clip-path="url(#pfc3d803028)">
  1599. <image xlink:href="data:image/png;base64,
  1600. 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" id="imagec918869d2b" transform="scale(1 -1) translate(0 -157.68)" x="634" y="-36.72" width="158.4" height="157.68"/>
  1601. </g>
  1602. <g id="QuadContourSet_5">
  1603. <path d="M 707.025 54.15
  1604. L 708.675 54.15
  1605. L 710.325 54.15
  1606. L 711.975 54.15
  1607. L 713.625 54.15
  1608. L 715.275 54.15
  1609. L 716.925 54.15
  1610. L 718.575 54.15
  1611. L 720.225 54.15
  1612. L 721.875 54.15
  1613. L 723.525 54.15
  1614. L 724.35 54.975
  1615. L 725.175 55.8
  1616. L 726 56.625
  1617. L 726.825 57.45
  1618. L 728.475 57.45
  1619. L 729.3 58.275
  1620. L 730.125 59.1
  1621. L 730.95 59.925
  1622. L 731.775 60.75
  1623. L 732.6 61.575
  1624. L 733.425 62.4
  1625. L 735.075 62.4
  1626. L 735.9 63.225
  1627. L 736.725 64.05
  1628. L 737.55 64.875
  1629. L 738.375 65.7
  1630. L 739.2 66.525
  1631. L 740.025 67.35
  1632. L 740.85 68.175
  1633. L 740.85 69.825
  1634. L 741.675 70.65
  1635. L 742.5 71.475
  1636. L 743.325 72.3
  1637. L 744.15 73.125
  1638. L 744.975 73.95
  1639. L 745.8 74.775
  1640. L 746.625 75.6
  1641. L 747.45 76.425
  1642. L 747.45 78.075
  1643. L 748.275 78.9
  1644. L 749.1 79.725
  1645. L 749.925 80.55
  1646. L 750.75 81.375
  1647. L 750.75 83.025
  1648. L 751.575 83.85
  1649. L 752.4 84.675
  1650. L 752.4 86.325
  1651. L 753.225 87.15
  1652. L 754.05 87.975
  1653. L 754.05 89.625
  1654. L 754.875 90.45
  1655. L 755.7 91.275
  1656. L 755.7 92.925
  1657. L 755.7 94.575
  1658. L 755.7 96.225
  1659. L 756.525 97.05
  1660. L 757.35 97.875
  1661. L 756.525 98.7
  1662. L 755.7 99.525
  1663. L 755.7 101.175
  1664. L 756.525 102
  1665. L 757.35 102.825
  1666. L 757.35 104.475
  1667. L 757.35 106.125
  1668. L 757.35 107.775
  1669. L 758.175 108.6
  1670. L 759 109.425
  1671. L 759 111.075
  1672. L 759 112.725
  1673. L 758.175 113.55
  1674. L 757.35 114.375
  1675. L 758.175 115.2
  1676. L 759 116.025
  1677. L 758.175 116.85
  1678. L 757.35 117.675
  1679. L 758.175 118.5
  1680. L 759 119.325
  1681. L 759 120.975
  1682. L 759 122.625
  1683. L 759 124.275
  1684. L 759 125.925
  1685. L 759 127.575
  1686. L 759 129.225
  1687. L 759 130.875
  1688. L 759 132.525
  1689. L 758.175 133.35
  1690. L 757.35 134.175
  1691. L 757.35 135.825
  1692. L 756.525 136.65
  1693. L 755.7 137.475
  1694. L 755.7 139.125
  1695. L 755.7 140.775
  1696. L 755.7 142.425
  1697. L 754.875 143.25
  1698. L 754.05 144.075
  1699. L 754.05 145.725
  1700. L 753.225 146.55
  1701. L 752.4 147.375
  1702. L 752.4 149.025
  1703. L 752.4 150.675
  1704. L 751.575 151.5
  1705. L 750.75 152.325
  1706. L 750.75 153.975
  1707. L 749.925 154.8
  1708. L 749.1 155.625
  1709. L 749.1 157.275
  1710. L 748.275 158.1
  1711. L 747.45 158.925
  1712. L 747.45 160.575
  1713. L 746.625 161.4
  1714. L 745.8 162.225
  1715. L 745.8 163.875
  1716. L 744.975 164.7
  1717. L 744.15 165.525
  1718. L 743.325 166.35
  1719. L 742.5 167.175
  1720. L 741.675 168
  1721. L 740.85 168.825
  1722. L 740.025 169.65
  1723. L 739.2 170.475
  1724. L 738.375 171.3
  1725. L 737.55 172.125
  1726. L 736.725 172.95
  1727. L 735.9 173.775
  1728. L 735.075 174.6
  1729. L 733.425 174.6
  1730. L 732.6 175.425
  1731. L 731.775 176.25
  1732. L 730.95 177.075
  1733. L 730.125 177.9
  1734. L 728.475 177.9
  1735. L 727.65 178.725
  1736. L 726.825 179.55
  1737. L 725.175 179.55
  1738. L 723.525 179.55
  1739. L 722.7 180.375
  1740. L 721.875 181.2
  1741. L 720.225 181.2
  1742. L 719.4 180.375
  1743. L 718.575 179.55
  1744. L 716.925 179.55
  1745. L 715.275 179.55
  1746. L 713.625 179.55
  1747. L 712.8 180.375
  1748. L 711.975 181.2
  1749. L 711.15 182.025
  1750. L 710.325 182.85
  1751. L 708.675 182.85
  1752. L 707.025 182.85
  1753. L 706.2 182.025
  1754. L 705.375 181.2
  1755. L 703.725 181.2
  1756. L 702.075 181.2
  1757. L 700.425 181.2
  1758. L 699.6 180.375
  1759. L 698.775 179.55
  1760. L 697.125 179.55
  1761. L 695.475 179.55
  1762. L 694.65 178.725
  1763. L 693.825 177.9
  1764. L 693 177.075
  1765. L 692.175 176.25
  1766. L 690.525 176.25
  1767. L 689.7 175.425
  1768. L 688.875 174.6
  1769. L 688.05 173.775
  1770. L 687.225 172.95
  1771. L 686.4 172.125
  1772. L 685.575 171.3
  1773. L 684.75 170.475
  1774. L 683.925 169.65
  1775. L 683.1 168.825
  1776. L 682.275 168
  1777. L 681.45 167.175
  1778. L 680.625 166.35
  1779. L 679.8 165.525
  1780. L 678.975 164.7
  1781. L 678.15 163.875
  1782. L 678.15 162.225
  1783. L 677.325 161.4
  1784. L 676.5 160.575
  1785. L 675.675 159.75
  1786. L 674.85 158.925
  1787. L 674.85 157.275
  1788. L 674.025 156.45
  1789. L 673.2 155.625
  1790. L 672.375 154.8
  1791. L 671.55 153.975
  1792. L 671.55 152.325
  1793. L 670.725 151.5
  1794. L 669.9 150.675
  1795. L 669.9 149.025
  1796. L 669.9 147.375
  1797. L 669.9 145.725
  1798. L 669.075 144.9
  1799. L 668.25 144.075
  1800. L 668.25 142.425
  1801. L 667.425 141.6
  1802. L 666.6 140.775
  1803. L 666.6 139.125
  1804. L 665.775 138.3
  1805. L 664.95 137.475
  1806. L 664.95 135.825
  1807. L 664.95 134.175
  1808. L 664.95 132.525
  1809. L 664.95 130.875
  1810. L 664.95 129.225
  1811. L 664.95 127.575
  1812. L 664.95 125.925
  1813. L 664.95 124.275
  1814. L 664.95 122.625
  1815. L 664.95 120.975
  1816. L 665.775 120.15
  1817. L 666.6 119.325
  1818. L 666.6 117.675
  1819. L 666.6 116.025
  1820. L 666.6 114.375
  1821. L 666.6 112.725
  1822. L 666.6 111.075
  1823. L 666.6 109.425
  1824. L 666.6 107.775
  1825. L 666.6 106.125
  1826. L 667.425 105.3
  1827. L 668.25 104.475
  1828. L 668.25 102.825
  1829. L 668.25 101.175
  1830. L 668.25 99.525
  1831. L 668.25 97.875
  1832. L 668.25 96.225
  1833. L 669.075 95.4
  1834. L 669.9 94.575
  1835. L 669.9 92.925
  1836. L 669.9 91.275
  1837. L 669.9 89.625
  1838. L 670.725 88.8
  1839. L 671.55 87.975
  1840. L 671.55 86.325
  1841. L 671.55 84.675
  1842. L 672.375 83.85
  1843. L 673.2 83.025
  1844. L 673.2 81.375
  1845. L 674.025 80.55
  1846. L 674.85 79.725
  1847. L 675.675 78.9
  1848. L 676.5 78.075
  1849. L 677.325 77.25
  1850. L 678.15 76.425
  1851. L 678.15 74.775
  1852. L 678.975 73.95
  1853. L 679.8 73.125
  1854. L 679.8 71.475
  1855. L 680.625 70.65
  1856. L 682.275 70.65
  1857. L 683.1 69.825
  1858. L 683.1 68.175
  1859. L 683.925 67.35
  1860. L 684.75 66.525
  1861. L 685.575 65.7
  1862. L 686.4 64.875
  1863. L 687.225 64.05
  1864. L 688.875 64.05
  1865. L 689.7 63.225
  1866. L 690.525 62.4
  1867. L 692.175 62.4
  1868. L 693 61.575
  1869. L 693.825 60.75
  1870. L 694.65 59.925
  1871. L 695.475 59.1
  1872. L 697.125 59.1
  1873. L 697.95 58.275
  1874. L 698.775 57.45
  1875. L 699.6 56.625
  1876. L 700.425 55.8
  1877. L 702.075 55.8
  1878. L 703.725 55.8
  1879. L 705.375 55.8
  1880. L 706.2 54.975
  1881. L 707.025 54.15
  1882. z
  1883. " clip-path="url(#pfc3d803028)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  1884. </g>
  1885. <g id="text_13">
  1886. <g id="patch_14">
  1887. <path d="M 649.44 55.53375
  1888. L 656.12625 55.53375
  1889. L 656.12625 43.92
  1890. L 649.44 43.92
  1891. z
  1892. " style="stroke: #000000; stroke-linejoin: miter"/>
  1893. </g>
  1894. <!-- L -->
  1895. <g style="fill: #ffffff" transform="translate(649.44 53.038125) scale(0.12 -0.12)">
  1896. <use xlink:href="#DejaVuSans-4c"/>
  1897. </g>
  1898. </g>
  1899. <g id="text_14">
  1900. <g id="patch_15">
  1901. <path d="M 767.821875 55.53375
  1902. L 776.16 55.53375
  1903. L 776.16 43.92
  1904. L 767.821875 43.92
  1905. z
  1906. " style="stroke: #000000; stroke-linejoin: miter"/>
  1907. </g>
  1908. <!-- R -->
  1909. <g style="fill: #ffffff" transform="translate(767.821875 53.038125) scale(0.12 -0.12)">
  1910. <use xlink:href="#DejaVuSans-52"/>
  1911. </g>
  1912. </g>
  1913. <g id="text_15">
  1914. <g id="patch_16">
  1915. <path d="M 633.6 194.4
  1916. L 669.553125 194.4
  1917. L 669.553125 182.78625
  1918. L 633.6 182.78625
  1919. z
  1920. " style="stroke: #000000; stroke-linejoin: miter"/>
  1921. </g>
  1922. <!-- z=-10 -->
  1923. <g style="fill: #ffffff" transform="translate(633.6 191.904375) scale(0.12 -0.12)">
  1924. <defs>
  1925. <path id="DejaVuSans-30" d="M 2034 4250
  1926. Q 1547 4250 1301 3770
  1927. Q 1056 3291 1056 2328
  1928. Q 1056 1369 1301 889
  1929. Q 1547 409 2034 409
  1930. Q 2525 409 2770 889
  1931. Q 3016 1369 3016 2328
  1932. Q 3016 3291 2770 3770
  1933. Q 2525 4250 2034 4250
  1934. z
  1935. M 2034 4750
  1936. Q 2819 4750 3233 4129
  1937. Q 3647 3509 3647 2328
  1938. Q 3647 1150 3233 529
  1939. Q 2819 -91 2034 -91
  1940. Q 1250 -91 836 529
  1941. Q 422 1150 422 2328
  1942. Q 422 3509 836 4129
  1943. Q 1250 4750 2034 4750
  1944. z
  1945. " transform="scale(0.015625)"/>
  1946. </defs>
  1947. <use xlink:href="#DejaVuSans-7a"/>
  1948. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  1949. <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
  1950. <use xlink:href="#DejaVuSans-31" x="172.363281"/>
  1951. <use xlink:href="#DejaVuSans-30" x="235.986328"/>
  1952. </g>
  1953. </g>
  1954. </g>
  1955. <g id="axes_7">
  1956. <g clip-path="url(#p2d8bfbd94f)">
  1957. <image xlink:href="data:image/png;base64,
  1958. 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" id="image229b2f09b8" transform="scale(1 -1) translate(0 -157.68)" x="792" y="-36.72" width="158.4" height="157.68"/>
  1959. </g>
  1960. <g id="QuadContourSet_6">
  1961. <path d="M 868.725 57.45
  1962. L 869.55 58.275
  1963. L 870.375 59.1
  1964. L 871.2 58.275
  1965. L 872.025 57.45
  1966. L 873.675 57.45
  1967. L 875.325 57.45
  1968. L 876.975 57.45
  1969. L 877.8 58.275
  1970. L 878.625 59.1
  1971. L 879.45 59.925
  1972. L 880.275 60.75
  1973. L 881.1 61.575
  1974. L 881.925 62.4
  1975. L 883.575 62.4
  1976. L 884.4 63.225
  1977. L 885.225 64.05
  1978. L 886.05 64.875
  1979. L 886.875 65.7
  1980. L 887.7 66.525
  1981. L 888.525 67.35
  1982. L 890.175 67.35
  1983. L 891 68.175
  1984. L 891.825 69
  1985. L 892.65 69.825
  1986. L 893.475 70.65
  1987. L 894.3 71.475
  1988. L 895.125 72.3
  1989. L 895.95 73.125
  1990. L 896.775 73.95
  1991. L 897.6 74.775
  1992. L 898.425 75.6
  1993. L 899.25 76.425
  1994. L 900.075 77.25
  1995. L 900.9 78.075
  1996. L 901.725 78.9
  1997. L 902.55 79.725
  1998. L 903.375 80.55
  1999. L 904.2 81.375
  2000. L 905.025 82.2
  2001. L 905.85 83.025
  2002. L 906.675 83.85
  2003. L 907.5 84.675
  2004. L 908.325 85.5
  2005. L 909.15 86.325
  2006. L 909.15 87.975
  2007. L 909.15 89.625
  2008. L 909.975 90.45
  2009. L 910.8 91.275
  2010. L 910.8 92.925
  2011. L 911.625 93.75
  2012. L 912.45 94.575
  2013. L 912.45 96.225
  2014. L 912.45 97.875
  2015. L 913.275 98.7
  2016. L 914.1 99.525
  2017. L 914.1 101.175
  2018. L 914.1 102.825
  2019. L 914.1 104.475
  2020. L 914.925 105.3
  2021. L 915.75 106.125
  2022. L 915.75 107.775
  2023. L 915.75 109.425
  2024. L 916.575 110.25
  2025. L 917.4 111.075
  2026. L 917.4 112.725
  2027. L 917.4 114.375
  2028. L 917.4 116.025
  2029. L 917.4 117.675
  2030. L 917.4 119.325
  2031. L 917.4 120.975
  2032. L 916.575 121.8
  2033. L 915.75 122.625
  2034. L 915.75 124.275
  2035. L 915.75 125.925
  2036. L 915.75 127.575
  2037. L 915.75 129.225
  2038. L 915.75 130.875
  2039. L 915.75 132.525
  2040. L 915.75 134.175
  2041. L 915.75 135.825
  2042. L 914.925 136.65
  2043. L 914.1 137.475
  2044. L 914.1 139.125
  2045. L 914.1 140.775
  2046. L 913.275 141.6
  2047. L 912.45 142.425
  2048. L 912.45 144.075
  2049. L 911.625 144.9
  2050. L 910.8 145.725
  2051. L 910.8 147.375
  2052. L 909.975 148.2
  2053. L 909.15 149.025
  2054. L 909.15 150.675
  2055. L 908.325 151.5
  2056. L 907.5 152.325
  2057. L 907.5 153.975
  2058. L 906.675 154.8
  2059. L 905.85 155.625
  2060. L 905.85 157.275
  2061. L 905.025 158.1
  2062. L 904.2 158.925
  2063. L 903.375 159.75
  2064. L 902.55 160.575
  2065. L 902.55 162.225
  2066. L 901.725 163.05
  2067. L 900.9 163.875
  2068. L 900.075 164.7
  2069. L 899.25 165.525
  2070. L 898.425 166.35
  2071. L 897.6 167.175
  2072. L 896.775 168
  2073. L 895.95 168.825
  2074. L 895.125 169.65
  2075. L 894.3 170.475
  2076. L 893.475 171.3
  2077. L 892.65 172.125
  2078. L 891.825 172.95
  2079. L 890.175 172.95
  2080. L 889.35 173.775
  2081. L 888.525 174.6
  2082. L 887.7 175.425
  2083. L 886.875 176.25
  2084. L 885.225 176.25
  2085. L 883.575 176.25
  2086. L 881.925 176.25
  2087. L 880.275 176.25
  2088. L 878.625 176.25
  2089. L 876.975 176.25
  2090. L 875.325 176.25
  2091. L 873.675 176.25
  2092. L 872.025 176.25
  2093. L 870.375 176.25
  2094. L 868.725 176.25
  2095. L 867.9 177.075
  2096. L 867.075 177.9
  2097. L 865.425 177.9
  2098. L 863.775 177.9
  2099. L 862.125 177.9
  2100. L 860.475 177.9
  2101. L 858.825 177.9
  2102. L 858 177.075
  2103. L 857.175 176.25
  2104. L 855.525 176.25
  2105. L 853.875 176.25
  2106. L 853.05 175.425
  2107. L 852.225 174.6
  2108. L 851.4 173.775
  2109. L 850.575 172.95
  2110. L 848.925 172.95
  2111. L 848.1 172.125
  2112. L 847.275 171.3
  2113. L 846.45 170.475
  2114. L 845.625 169.65
  2115. L 844.8 168.825
  2116. L 843.975 168
  2117. L 843.15 167.175
  2118. L 842.325 166.35
  2119. L 841.5 165.525
  2120. L 840.675 164.7
  2121. L 839.025 164.7
  2122. L 838.2 163.875
  2123. L 838.2 162.225
  2124. L 837.375 161.4
  2125. L 836.55 160.575
  2126. L 835.725 159.75
  2127. L 834.9 158.925
  2128. L 834.9 157.275
  2129. L 834.075 156.45
  2130. L 833.25 155.625
  2131. L 832.425 154.8
  2132. L 831.6 153.975
  2133. L 831.6 152.325
  2134. L 830.775 151.5
  2135. L 829.95 150.675
  2136. L 829.95 149.025
  2137. L 829.125 148.2
  2138. L 828.3 147.375
  2139. L 828.3 145.725
  2140. L 827.475 144.9
  2141. L 826.65 144.075
  2142. L 826.65 142.425
  2143. L 826.65 140.775
  2144. L 825.825 139.95
  2145. L 825 139.125
  2146. L 825 137.475
  2147. L 825 135.825
  2148. L 825 134.175
  2149. L 825 132.525
  2150. L 824.175 131.7
  2151. L 823.35 130.875
  2152. L 823.35 129.225
  2153. L 823.35 127.575
  2154. L 823.35 125.925
  2155. L 823.35 124.275
  2156. L 823.35 122.625
  2157. L 823.35 120.975
  2158. L 823.35 119.325
  2159. L 823.35 117.675
  2160. L 824.175 116.85
  2161. L 825 116.025
  2162. L 825 114.375
  2163. L 824.175 113.55
  2164. L 823.35 112.725
  2165. L 823.35 111.075
  2166. L 824.175 110.25
  2167. L 825 109.425
  2168. L 825 107.775
  2169. L 825.825 106.95
  2170. L 826.65 106.125
  2171. L 826.65 104.475
  2172. L 826.65 102.825
  2173. L 826.65 101.175
  2174. L 827.475 100.35
  2175. L 828.3 99.525
  2176. L 828.3 97.875
  2177. L 829.125 97.05
  2178. L 829.95 96.225
  2179. L 829.95 94.575
  2180. L 829.95 92.925
  2181. L 830.775 92.1
  2182. L 831.6 91.275
  2183. L 831.6 89.625
  2184. L 831.6 87.975
  2185. L 832.425 87.15
  2186. L 833.25 86.325
  2187. L 834.075 85.5
  2188. L 834.9 84.675
  2189. L 834.9 83.025
  2190. L 835.725 82.2
  2191. L 837.375 82.2
  2192. L 838.2 81.375
  2193. L 838.2 79.725
  2194. L 839.025 78.9
  2195. L 839.85 78.075
  2196. L 840.675 77.25
  2197. L 841.5 76.425
  2198. L 842.325 75.6
  2199. L 843.15 74.775
  2200. L 843.975 73.95
  2201. L 844.8 73.125
  2202. L 845.625 72.3
  2203. L 846.45 71.475
  2204. L 847.275 70.65
  2205. L 848.1 69.825
  2206. L 848.925 69
  2207. L 849.75 68.175
  2208. L 850.575 67.35
  2209. L 852.225 67.35
  2210. L 853.05 66.525
  2211. L 853.875 65.7
  2212. L 854.7 64.875
  2213. L 855.525 64.05
  2214. L 857.175 64.05
  2215. L 858.825 64.05
  2216. L 860.475 64.05
  2217. L 861.3 63.225
  2218. L 862.125 62.4
  2219. L 862.95 61.575
  2220. L 863.775 60.75
  2221. L 864.6 59.925
  2222. L 865.425 59.1
  2223. L 867.075 59.1
  2224. L 867.9 58.275
  2225. L 868.725 57.45
  2226. z
  2227. " clip-path="url(#p2d8bfbd94f)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  2228. </g>
  2229. <g id="text_16">
  2230. <g id="patch_17">
  2231. <path d="M 807.84 55.53375
  2232. L 814.52625 55.53375
  2233. L 814.52625 43.92
  2234. L 807.84 43.92
  2235. z
  2236. " style="stroke: #000000; stroke-linejoin: miter"/>
  2237. </g>
  2238. <!-- L -->
  2239. <g style="fill: #ffffff" transform="translate(807.84 53.038125) scale(0.12 -0.12)">
  2240. <use xlink:href="#DejaVuSans-4c"/>
  2241. </g>
  2242. </g>
  2243. <g id="text_17">
  2244. <g id="patch_18">
  2245. <path d="M 926.221875 55.53375
  2246. L 934.56 55.53375
  2247. L 934.56 43.92
  2248. L 926.221875 43.92
  2249. z
  2250. " style="stroke: #000000; stroke-linejoin: miter"/>
  2251. </g>
  2252. <!-- R -->
  2253. <g style="fill: #ffffff" transform="translate(926.221875 53.038125) scale(0.12 -0.12)">
  2254. <use xlink:href="#DejaVuSans-52"/>
  2255. </g>
  2256. </g>
  2257. <g id="text_18">
  2258. <g id="patch_19">
  2259. <path d="M 792 194.4
  2260. L 815.98875 194.4
  2261. L 815.98875 182.78625
  2262. L 792 182.78625
  2263. z
  2264. " style="stroke: #000000; stroke-linejoin: miter"/>
  2265. </g>
  2266. <!-- z=0 -->
  2267. <g style="fill: #ffffff" transform="translate(792 191.904375) scale(0.12 -0.12)">
  2268. <use xlink:href="#DejaVuSans-7a"/>
  2269. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  2270. <use xlink:href="#DejaVuSans-30" x="136.279297"/>
  2271. </g>
  2272. </g>
  2273. </g>
  2274. <g id="axes_8">
  2275. <g clip-path="url(#pa4ce2706a2)">
  2276. <image xlink:href="data:image/png;base64,
  2277. 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" id="image79ce0e8c41" transform="scale(1 -1) translate(0 -157.68)" x="950" y="-36.72" width="158.4" height="157.68"/>
  2278. </g>
  2279. <g id="QuadContourSet_7">
  2280. <path d="M 1032.075 64.05
  2281. L 1032.9 64.875
  2282. L 1033.725 65.7
  2283. L 1035.375 65.7
  2284. L 1036.2 66.525
  2285. L 1037.025 67.35
  2286. L 1037.85 68.175
  2287. L 1038.675 69
  2288. L 1039.5 69.825
  2289. L 1040.325 70.65
  2290. L 1041.15 71.475
  2291. L 1041.975 72.3
  2292. L 1042.8 73.125
  2293. L 1043.625 73.95
  2294. L 1045.275 73.95
  2295. L 1046.925 73.95
  2296. L 1047.75 74.775
  2297. L 1048.575 75.6
  2298. L 1049.4 76.425
  2299. L 1050.225 77.25
  2300. L 1051.875 77.25
  2301. L 1052.7 78.075
  2302. L 1053.525 78.9
  2303. L 1054.35 79.725
  2304. L 1055.175 80.55
  2305. L 1056 81.375
  2306. L 1056.825 82.2
  2307. L 1058.475 82.2
  2308. L 1059.3 83.025
  2309. L 1060.125 83.85
  2310. L 1060.95 84.675
  2311. L 1060.95 86.325
  2312. L 1061.775 87.15
  2313. L 1062.6 87.975
  2314. L 1062.6 89.625
  2315. L 1063.425 90.45
  2316. L 1064.25 91.275
  2317. L 1065.075 92.1
  2318. L 1065.9 92.925
  2319. L 1065.9 94.575
  2320. L 1066.725 95.4
  2321. L 1067.55 96.225
  2322. L 1067.55 97.875
  2323. L 1068.375 98.7
  2324. L 1069.2 99.525
  2325. L 1069.2 101.175
  2326. L 1069.2 102.825
  2327. L 1069.2 104.475
  2328. L 1069.2 106.125
  2329. L 1070.025 106.95
  2330. L 1070.85 107.775
  2331. L 1070.85 109.425
  2332. L 1070.85 111.075
  2333. L 1071.675 111.9
  2334. L 1072.5 112.725
  2335. L 1072.5 114.375
  2336. L 1073.325 115.2
  2337. L 1074.15 116.025
  2338. L 1074.15 117.675
  2339. L 1074.15 119.325
  2340. L 1074.15 120.975
  2341. L 1074.15 122.625
  2342. L 1074.15 124.275
  2343. L 1074.15 125.925
  2344. L 1073.325 126.75
  2345. L 1072.5 127.575
  2346. L 1072.5 129.225
  2347. L 1072.5 130.875
  2348. L 1072.5 132.525
  2349. L 1072.5 134.175
  2350. L 1071.675 135
  2351. L 1070.85 135.825
  2352. L 1070.85 137.475
  2353. L 1070.85 139.125
  2354. L 1070.025 139.95
  2355. L 1069.2 140.775
  2356. L 1069.2 142.425
  2357. L 1068.375 143.25
  2358. L 1067.55 144.075
  2359. L 1067.55 145.725
  2360. L 1066.725 146.55
  2361. L 1065.9 147.375
  2362. L 1065.9 149.025
  2363. L 1065.075 149.85
  2364. L 1064.25 150.675
  2365. L 1064.25 152.325
  2366. L 1063.425 153.15
  2367. L 1062.6 153.975
  2368. L 1061.775 154.8
  2369. L 1060.95 155.625
  2370. L 1060.125 156.45
  2371. L 1059.3 157.275
  2372. L 1058.475 158.1
  2373. L 1057.65 158.925
  2374. L 1056.825 159.75
  2375. L 1056 160.575
  2376. L 1055.175 161.4
  2377. L 1054.35 162.225
  2378. L 1053.525 163.05
  2379. L 1052.7 163.875
  2380. L 1051.875 164.7
  2381. L 1051.05 165.525
  2382. L 1050.225 166.35
  2383. L 1048.575 166.35
  2384. L 1047.75 167.175
  2385. L 1046.925 168
  2386. L 1046.1 168.825
  2387. L 1045.275 169.65
  2388. L 1043.625 169.65
  2389. L 1042.8 170.475
  2390. L 1041.975 171.3
  2391. L 1040.325 171.3
  2392. L 1038.675 171.3
  2393. L 1037.025 171.3
  2394. L 1035.375 171.3
  2395. L 1033.725 171.3
  2396. L 1032.9 170.475
  2397. L 1032.075 169.65
  2398. L 1030.425 169.65
  2399. L 1028.775 169.65
  2400. L 1027.125 169.65
  2401. L 1026.3 170.475
  2402. L 1025.475 171.3
  2403. L 1023.825 171.3
  2404. L 1022.175 171.3
  2405. L 1020.525 171.3
  2406. L 1018.875 171.3
  2407. L 1017.225 171.3
  2408. L 1015.575 171.3
  2409. L 1014.75 170.475
  2410. L 1013.925 169.65
  2411. L 1012.275 169.65
  2412. L 1011.45 168.825
  2413. L 1010.625 168
  2414. L 1009.8 167.175
  2415. L 1008.975 166.35
  2416. L 1007.325 166.35
  2417. L 1006.5 165.525
  2418. L 1005.675 164.7
  2419. L 1004.025 164.7
  2420. L 1003.2 163.875
  2421. L 1002.375 163.05
  2422. L 1001.55 162.225
  2423. L 1000.725 161.4
  2424. L 999.9 160.575
  2425. L 999.075 159.75
  2426. L 998.25 158.925
  2427. L 997.425 158.1
  2428. L 996.6 157.275
  2429. L 996.6 155.625
  2430. L 995.775 154.8
  2431. L 994.95 153.975
  2432. L 994.125 153.15
  2433. L 993.3 152.325
  2434. L 992.475 151.5
  2435. L 991.65 150.675
  2436. L 991.65 149.025
  2437. L 990.825 148.2
  2438. L 990 147.375
  2439. L 990 145.725
  2440. L 989.175 144.9
  2441. L 988.35 144.075
  2442. L 988.35 142.425
  2443. L 987.525 141.6
  2444. L 986.7 140.775
  2445. L 986.7 139.125
  2446. L 986.7 137.475
  2447. L 985.875 136.65
  2448. L 985.05 135.825
  2449. L 985.05 134.175
  2450. L 985.05 132.525
  2451. L 985.05 130.875
  2452. L 984.225 130.05
  2453. L 983.4 129.225
  2454. L 983.4 127.575
  2455. L 983.4 125.925
  2456. L 983.4 124.275
  2457. L 984.225 123.45
  2458. L 985.05 122.625
  2459. L 984.225 121.8
  2460. L 983.4 120.975
  2461. L 983.4 119.325
  2462. L 984.225 118.5
  2463. L 985.05 117.675
  2464. L 985.05 116.025
  2465. L 985.05 114.375
  2466. L 985.05 112.725
  2467. L 985.875 111.9
  2468. L 986.7 111.075
  2469. L 987.525 110.25
  2470. L 988.35 109.425
  2471. L 988.35 107.775
  2472. L 988.35 106.125
  2473. L 989.175 105.3
  2474. L 990 104.475
  2475. L 990 102.825
  2476. L 990 101.175
  2477. L 990.825 100.35
  2478. L 991.65 99.525
  2479. L 991.65 97.875
  2480. L 991.65 96.225
  2481. L 992.475 95.4
  2482. L 993.3 94.575
  2483. L 993.3 92.925
  2484. L 994.125 92.1
  2485. L 994.95 91.275
  2486. L 994.95 89.625
  2487. L 995.775 88.8
  2488. L 996.6 87.975
  2489. L 996.6 86.325
  2490. L 997.425 85.5
  2491. L 998.25 84.675
  2492. L 999.075 83.85
  2493. L 999.9 83.025
  2494. L 1000.725 82.2
  2495. L 1001.55 81.375
  2496. L 1002.375 80.55
  2497. L 1004.025 80.55
  2498. L 1004.85 79.725
  2499. L 1005.675 78.9
  2500. L 1006.5 78.075
  2501. L 1007.325 77.25
  2502. L 1008.15 76.425
  2503. L 1008.975 75.6
  2504. L 1010.625 75.6
  2505. L 1011.45 74.775
  2506. L 1012.275 73.95
  2507. L 1013.925 73.95
  2508. L 1014.75 73.125
  2509. L 1015.575 72.3
  2510. L 1017.225 72.3
  2511. L 1018.875 72.3
  2512. L 1019.7 71.475
  2513. L 1020.525 70.65
  2514. L 1021.35 69.825
  2515. L 1022.175 69
  2516. L 1023 68.175
  2517. L 1023.825 67.35
  2518. L 1024.65 66.525
  2519. L 1025.475 65.7
  2520. L 1027.125 65.7
  2521. L 1028.775 65.7
  2522. L 1030.425 65.7
  2523. L 1031.25 64.875
  2524. L 1032.075 64.05
  2525. z
  2526. " clip-path="url(#pa4ce2706a2)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  2527. </g>
  2528. <g id="text_19">
  2529. <g id="patch_20">
  2530. <path d="M 966.24 55.53375
  2531. L 972.92625 55.53375
  2532. L 972.92625 43.92
  2533. L 966.24 43.92
  2534. z
  2535. " style="stroke: #000000; stroke-linejoin: miter"/>
  2536. </g>
  2537. <!-- L -->
  2538. <g style="fill: #ffffff" transform="translate(966.24 53.038125) scale(0.12 -0.12)">
  2539. <use xlink:href="#DejaVuSans-4c"/>
  2540. </g>
  2541. </g>
  2542. <g id="text_20">
  2543. <g id="patch_21">
  2544. <path d="M 1084.621875 55.53375
  2545. L 1092.96 55.53375
  2546. L 1092.96 43.92
  2547. L 1084.621875 43.92
  2548. z
  2549. " style="stroke: #000000; stroke-linejoin: miter"/>
  2550. </g>
  2551. <!-- R -->
  2552. <g style="fill: #ffffff" transform="translate(1084.621875 53.038125) scale(0.12 -0.12)">
  2553. <use xlink:href="#DejaVuSans-52"/>
  2554. </g>
  2555. </g>
  2556. <g id="text_21">
  2557. <g id="patch_22">
  2558. <path d="M 950.4 194.4
  2559. L 982.02375 194.4
  2560. L 982.02375 182.78625
  2561. L 950.4 182.78625
  2562. z
  2563. " style="stroke: #000000; stroke-linejoin: miter"/>
  2564. </g>
  2565. <!-- z=11 -->
  2566. <g style="fill: #ffffff" transform="translate(950.4 191.904375) scale(0.12 -0.12)">
  2567. <use xlink:href="#DejaVuSans-7a"/>
  2568. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  2569. <use xlink:href="#DejaVuSans-31" x="136.279297"/>
  2570. <use xlink:href="#DejaVuSans-31" x="199.902344"/>
  2571. </g>
  2572. </g>
  2573. </g>
  2574. <g id="axes_9">
  2575. <g clip-path="url(#p71ad59257e)">
  2576. <image xlink:href="data:image/png;base64,
  2577. 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" id="image7e33eed13b" transform="scale(1 -1) translate(0 -157.68)" x="1109" y="-36.72" width="158.4" height="157.68"/>
  2578. </g>
  2579. <g id="QuadContourSet_8">
  2580. <path d="M 1183.875 69
  2581. L 1185.525 69
  2582. L 1187.175 69
  2583. L 1188.825 69
  2584. L 1190.475 69
  2585. L 1192.125 69
  2586. L 1192.95 69.825
  2587. L 1193.775 70.65
  2588. L 1195.425 70.65
  2589. L 1196.25 71.475
  2590. L 1197.075 72.3
  2591. L 1197.9 73.125
  2592. L 1198.725 73.95
  2593. L 1199.55 74.775
  2594. L 1200.375 75.6
  2595. L 1202.025 75.6
  2596. L 1202.85 76.425
  2597. L 1203.675 77.25
  2598. L 1204.5 78.075
  2599. L 1205.325 78.9
  2600. L 1206.15 79.725
  2601. L 1206.975 80.55
  2602. L 1208.625 80.55
  2603. L 1209.45 81.375
  2604. L 1210.275 82.2
  2605. L 1211.1 83.025
  2606. L 1211.925 83.85
  2607. L 1212.75 84.675
  2608. L 1213.575 85.5
  2609. L 1214.4 86.325
  2610. L 1215.225 87.15
  2611. L 1216.05 87.975
  2612. L 1216.875 88.8
  2613. L 1217.7 89.625
  2614. L 1218.525 90.45
  2615. L 1219.35 91.275
  2616. L 1219.35 92.925
  2617. L 1220.175 93.75
  2618. L 1221 94.575
  2619. L 1221 96.225
  2620. L 1221.825 97.05
  2621. L 1222.65 97.875
  2622. L 1222.65 99.525
  2623. L 1222.65 101.175
  2624. L 1222.65 102.825
  2625. L 1223.475 103.65
  2626. L 1224.3 104.475
  2627. L 1224.3 106.125
  2628. L 1225.125 106.95
  2629. L 1225.95 107.775
  2630. L 1225.95 109.425
  2631. L 1225.95 111.075
  2632. L 1226.775 111.9
  2633. L 1227.6 112.725
  2634. L 1227.6 114.375
  2635. L 1227.6 116.025
  2636. L 1228.425 116.85
  2637. L 1229.25 117.675
  2638. L 1229.25 119.325
  2639. L 1229.25 120.975
  2640. L 1229.25 122.625
  2641. L 1229.25 124.275
  2642. L 1229.25 125.925
  2643. L 1229.25 127.575
  2644. L 1229.25 129.225
  2645. L 1228.425 130.05
  2646. L 1227.6 130.875
  2647. L 1227.6 132.525
  2648. L 1227.6 134.175
  2649. L 1227.6 135.825
  2650. L 1226.775 136.65
  2651. L 1225.95 137.475
  2652. L 1225.95 139.125
  2653. L 1225.95 140.775
  2654. L 1225.125 141.6
  2655. L 1224.3 142.425
  2656. L 1223.475 143.25
  2657. L 1222.65 144.075
  2658. L 1222.65 145.725
  2659. L 1221.825 146.55
  2660. L 1221 147.375
  2661. L 1220.175 148.2
  2662. L 1219.35 149.025
  2663. L 1219.35 150.675
  2664. L 1218.525 151.5
  2665. L 1217.7 152.325
  2666. L 1216.875 153.15
  2667. L 1216.05 153.975
  2668. L 1215.225 154.8
  2669. L 1214.4 155.625
  2670. L 1213.575 156.45
  2671. L 1212.75 157.275
  2672. L 1211.925 158.1
  2673. L 1210.275 158.1
  2674. L 1209.45 158.925
  2675. L 1208.625 159.75
  2676. L 1207.8 160.575
  2677. L 1206.975 161.4
  2678. L 1206.15 162.225
  2679. L 1205.325 163.05
  2680. L 1204.5 163.875
  2681. L 1203.675 164.7
  2682. L 1202.85 165.525
  2683. L 1202.025 166.35
  2684. L 1200.375 166.35
  2685. L 1199.55 167.175
  2686. L 1198.725 168
  2687. L 1197.075 168
  2688. L 1195.425 168
  2689. L 1193.775 168
  2690. L 1192.95 167.175
  2691. L 1192.125 166.35
  2692. L 1190.475 166.35
  2693. L 1188.825 166.35
  2694. L 1187.175 166.35
  2695. L 1185.525 166.35
  2696. L 1184.7 167.175
  2697. L 1183.875 168
  2698. L 1182.225 168
  2699. L 1180.575 168
  2700. L 1178.925 168
  2701. L 1177.275 168
  2702. L 1175.625 168
  2703. L 1173.975 168
  2704. L 1173.15 167.175
  2705. L 1172.325 166.35
  2706. L 1170.675 166.35
  2707. L 1169.85 165.525
  2708. L 1169.025 164.7
  2709. L 1168.2 163.875
  2710. L 1167.375 163.05
  2711. L 1166.55 162.225
  2712. L 1165.725 161.4
  2713. L 1164.9 160.575
  2714. L 1164.075 159.75
  2715. L 1163.25 158.925
  2716. L 1162.425 158.1
  2717. L 1161.6 157.275
  2718. L 1160.775 156.45
  2719. L 1159.95 155.625
  2720. L 1159.125 154.8
  2721. L 1158.3 153.975
  2722. L 1157.475 153.15
  2723. L 1156.65 152.325
  2724. L 1155.825 151.5
  2725. L 1155 150.675
  2726. L 1154.175 149.85
  2727. L 1153.35 149.025
  2728. L 1152.525 148.2
  2729. L 1151.7 147.375
  2730. L 1151.7 145.725
  2731. L 1150.875 144.9
  2732. L 1150.05 144.075
  2733. L 1150.05 142.425
  2734. L 1149.225 141.6
  2735. L 1148.4 140.775
  2736. L 1148.4 139.125
  2737. L 1147.575 138.3
  2738. L 1146.75 137.475
  2739. L 1146.75 135.825
  2740. L 1146.75 134.175
  2741. L 1146.75 132.525
  2742. L 1146.75 130.875
  2743. L 1145.925 130.05
  2744. L 1145.1 129.225
  2745. L 1145.1 127.575
  2746. L 1145.1 125.925
  2747. L 1145.1 124.275
  2748. L 1145.1 122.625
  2749. L 1145.1 120.975
  2750. L 1145.1 119.325
  2751. L 1145.1 117.675
  2752. L 1145.925 116.85
  2753. L 1146.75 116.025
  2754. L 1146.75 114.375
  2755. L 1146.75 112.725
  2756. L 1147.575 111.9
  2757. L 1148.4 111.075
  2758. L 1148.4 109.425
  2759. L 1149.225 108.6
  2760. L 1150.05 107.775
  2761. L 1150.05 106.125
  2762. L 1150.875 105.3
  2763. L 1151.7 104.475
  2764. L 1151.7 102.825
  2765. L 1151.7 101.175
  2766. L 1152.525 100.35
  2767. L 1153.35 99.525
  2768. L 1153.35 97.875
  2769. L 1154.175 97.05
  2770. L 1155 96.225
  2771. L 1155 94.575
  2772. L 1155.825 93.75
  2773. L 1156.65 92.925
  2774. L 1156.65 91.275
  2775. L 1157.475 90.45
  2776. L 1158.3 89.625
  2777. L 1158.3 87.975
  2778. L 1159.125 87.15
  2779. L 1159.95 86.325
  2780. L 1160.775 85.5
  2781. L 1161.6 84.675
  2782. L 1162.425 83.85
  2783. L 1163.25 83.025
  2784. L 1164.075 82.2
  2785. L 1165.725 82.2
  2786. L 1166.55 81.375
  2787. L 1167.375 80.55
  2788. L 1169.025 80.55
  2789. L 1169.85 79.725
  2790. L 1170.675 78.9
  2791. L 1171.5 78.075
  2792. L 1172.325 77.25
  2793. L 1173.15 76.425
  2794. L 1173.975 75.6
  2795. L 1175.625 75.6
  2796. L 1176.45 74.775
  2797. L 1177.275 73.95
  2798. L 1178.1 73.125
  2799. L 1178.925 72.3
  2800. L 1180.575 72.3
  2801. L 1181.4 71.475
  2802. L 1182.225 70.65
  2803. L 1183.05 69.825
  2804. L 1183.875 69
  2805. z
  2806. " clip-path="url(#p71ad59257e)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  2807. </g>
  2808. <g id="text_22">
  2809. <g id="patch_23">
  2810. <path d="M 1124.64 55.53375
  2811. L 1131.32625 55.53375
  2812. L 1131.32625 43.92
  2813. L 1124.64 43.92
  2814. z
  2815. " style="stroke: #000000; stroke-linejoin: miter"/>
  2816. </g>
  2817. <!-- L -->
  2818. <g style="fill: #ffffff" transform="translate(1124.64 53.038125) scale(0.12 -0.12)">
  2819. <use xlink:href="#DejaVuSans-4c"/>
  2820. </g>
  2821. </g>
  2822. <g id="text_23">
  2823. <g id="patch_24">
  2824. <path d="M 1243.021875 55.53375
  2825. L 1251.36 55.53375
  2826. L 1251.36 43.92
  2827. L 1243.021875 43.92
  2828. z
  2829. " style="stroke: #000000; stroke-linejoin: miter"/>
  2830. </g>
  2831. <!-- R -->
  2832. <g style="fill: #ffffff" transform="translate(1243.021875 53.038125) scale(0.12 -0.12)">
  2833. <use xlink:href="#DejaVuSans-52"/>
  2834. </g>
  2835. </g>
  2836. <g id="text_24">
  2837. <g id="patch_25">
  2838. <path d="M 1108.8 194.4
  2839. L 1140.42375 194.4
  2840. L 1140.42375 182.78625
  2841. L 1108.8 182.78625
  2842. z
  2843. " style="stroke: #000000; stroke-linejoin: miter"/>
  2844. </g>
  2845. <!-- z=18 -->
  2846. <g style="fill: #ffffff" transform="translate(1108.8 191.904375) scale(0.12 -0.12)">
  2847. <defs>
  2848. <path id="DejaVuSans-38" d="M 2034 2216
  2849. Q 1584 2216 1326 1975
  2850. Q 1069 1734 1069 1313
  2851. Q 1069 891 1326 650
  2852. Q 1584 409 2034 409
  2853. Q 2484 409 2743 651
  2854. Q 3003 894 3003 1313
  2855. Q 3003 1734 2745 1975
  2856. Q 2488 2216 2034 2216
  2857. z
  2858. M 1403 2484
  2859. Q 997 2584 770 2862
  2860. Q 544 3141 544 3541
  2861. Q 544 4100 942 4425
  2862. Q 1341 4750 2034 4750
  2863. Q 2731 4750 3128 4425
  2864. Q 3525 4100 3525 3541
  2865. Q 3525 3141 3298 2862
  2866. Q 3072 2584 2669 2484
  2867. Q 3125 2378 3379 2068
  2868. Q 3634 1759 3634 1313
  2869. Q 3634 634 3220 271
  2870. Q 2806 -91 2034 -91
  2871. Q 1263 -91 848 271
  2872. Q 434 634 434 1313
  2873. Q 434 1759 690 2068
  2874. Q 947 2378 1403 2484
  2875. z
  2876. M 1172 3481
  2877. Q 1172 3119 1398 2916
  2878. Q 1625 2713 2034 2713
  2879. Q 2441 2713 2670 2916
  2880. Q 2900 3119 2900 3481
  2881. Q 2900 3844 2670 4047
  2882. Q 2441 4250 2034 4250
  2883. Q 1625 4250 1398 4047
  2884. Q 1172 3844 1172 3481
  2885. z
  2886. " transform="scale(0.015625)"/>
  2887. </defs>
  2888. <use xlink:href="#DejaVuSans-7a"/>
  2889. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  2890. <use xlink:href="#DejaVuSans-31" x="136.279297"/>
  2891. <use xlink:href="#DejaVuSans-38" x="199.902344"/>
  2892. </g>
  2893. </g>
  2894. </g>
  2895. <g id="axes_10">
  2896. <g clip-path="url(#p1a1b242f4b)">
  2897. <image xlink:href="data:image/png;base64,
  2898. 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" id="image27893edcd7" transform="scale(1 -1) translate(0 -157.68)" x="1267" y="-36.72" width="159.12" height="157.68"/>
  2899. </g>
  2900. <g id="QuadContourSet_9">
  2901. <path d="M 1343.925 73.95
  2902. L 1345.575 73.95
  2903. L 1347.225 73.95
  2904. L 1348.875 73.95
  2905. L 1349.7 74.775
  2906. L 1350.525 75.6
  2907. L 1352.175 75.6
  2908. L 1353 76.425
  2909. L 1353.825 77.25
  2910. L 1354.65 78.075
  2911. L 1355.475 78.9
  2912. L 1357.125 78.9
  2913. L 1357.95 79.725
  2914. L 1358.775 80.55
  2915. L 1360.425 80.55
  2916. L 1362.075 80.55
  2917. L 1362.9 81.375
  2918. L 1363.725 82.2
  2919. L 1364.55 83.025
  2920. L 1365.375 83.85
  2921. L 1366.2 84.675
  2922. L 1367.025 85.5
  2923. L 1367.85 86.325
  2924. L 1368.675 87.15
  2925. L 1369.5 87.975
  2926. L 1369.5 89.625
  2927. L 1370.325 90.45
  2928. L 1371.15 91.275
  2929. L 1371.15 92.925
  2930. L 1371.975 93.75
  2931. L 1372.8 94.575
  2932. L 1373.625 95.4
  2933. L 1374.45 96.225
  2934. L 1374.45 97.875
  2935. L 1374.45 99.525
  2936. L 1375.275 100.35
  2937. L 1376.1 101.175
  2938. L 1376.1 102.825
  2939. L 1376.1 104.475
  2940. L 1376.925 105.3
  2941. L 1377.75 106.125
  2942. L 1377.75 107.775
  2943. L 1378.575 108.6
  2944. L 1379.4 109.425
  2945. L 1379.4 111.075
  2946. L 1380.225 111.9
  2947. L 1381.05 112.725
  2948. L 1381.05 114.375
  2949. L 1381.05 116.025
  2950. L 1381.875 116.85
  2951. L 1382.7 117.675
  2952. L 1382.7 119.325
  2953. L 1382.7 120.975
  2954. L 1382.7 122.625
  2955. L 1382.7 124.275
  2956. L 1382.7 125.925
  2957. L 1381.875 126.75
  2958. L 1381.05 127.575
  2959. L 1381.05 129.225
  2960. L 1380.225 130.05
  2961. L 1379.4 130.875
  2962. L 1379.4 132.525
  2963. L 1379.4 134.175
  2964. L 1378.575 135
  2965. L 1377.75 135.825
  2966. L 1377.75 137.475
  2967. L 1378.575 138.3
  2968. L 1379.4 139.125
  2969. L 1378.575 139.95
  2970. L 1377.75 140.775
  2971. L 1377.75 142.425
  2972. L 1376.925 143.25
  2973. L 1376.1 144.075
  2974. L 1376.1 145.725
  2975. L 1375.275 146.55
  2976. L 1374.45 147.375
  2977. L 1373.625 148.2
  2978. L 1372.8 149.025
  2979. L 1371.975 149.85
  2980. L 1371.15 150.675
  2981. L 1370.325 151.5
  2982. L 1368.675 151.5
  2983. L 1367.85 152.325
  2984. L 1367.025 153.15
  2985. L 1366.2 153.975
  2986. L 1365.375 154.8
  2987. L 1364.55 155.625
  2988. L 1363.725 156.45
  2989. L 1362.9 157.275
  2990. L 1362.075 158.1
  2991. L 1361.25 158.925
  2992. L 1360.425 159.75
  2993. L 1359.6 160.575
  2994. L 1358.775 161.4
  2995. L 1357.125 161.4
  2996. L 1356.3 162.225
  2997. L 1355.475 163.05
  2998. L 1353.825 163.05
  2999. L 1352.175 163.05
  3000. L 1351.35 162.225
  3001. L 1350.525 161.4
  3002. L 1348.875 161.4
  3003. L 1348.05 162.225
  3004. L 1347.225 163.05
  3005. L 1345.575 163.05
  3006. L 1343.925 163.05
  3007. L 1343.1 162.225
  3008. L 1342.275 161.4
  3009. L 1340.625 161.4
  3010. L 1338.975 161.4
  3011. L 1337.325 161.4
  3012. L 1335.675 161.4
  3013. L 1334.85 160.575
  3014. L 1334.025 159.75
  3015. L 1332.375 159.75
  3016. L 1330.725 159.75
  3017. L 1329.9 158.925
  3018. L 1329.075 158.1
  3019. L 1328.25 157.275
  3020. L 1327.425 156.45
  3021. L 1325.775 156.45
  3022. L 1324.95 155.625
  3023. L 1324.125 154.8
  3024. L 1323.3 153.975
  3025. L 1322.475 153.15
  3026. L 1320.825 153.15
  3027. L 1320 152.325
  3028. L 1320 150.675
  3029. L 1319.175 149.85
  3030. L 1318.35 149.025
  3031. L 1317.525 148.2
  3032. L 1316.7 147.375
  3033. L 1316.7 145.725
  3034. L 1315.875 144.9
  3035. L 1314.225 144.9
  3036. L 1313.4 144.075
  3037. L 1313.4 142.425
  3038. L 1312.575 141.6
  3039. L 1311.75 140.775
  3040. L 1311.75 139.125
  3041. L 1310.925 138.3
  3042. L 1310.1 137.475
  3043. L 1310.1 135.825
  3044. L 1310.1 134.175
  3045. L 1310.925 133.35
  3046. L 1311.75 132.525
  3047. L 1310.925 131.7
  3048. L 1310.1 130.875
  3049. L 1310.1 129.225
  3050. L 1310.925 128.4
  3051. L 1311.75 127.575
  3052. L 1310.925 126.75
  3053. L 1310.1 125.925
  3054. L 1309.275 125.1
  3055. L 1308.45 124.275
  3056. L 1308.45 122.625
  3057. L 1308.45 120.975
  3058. L 1308.45 119.325
  3059. L 1309.275 118.5
  3060. L 1310.1 117.675
  3061. L 1310.1 116.025
  3062. L 1310.1 114.375
  3063. L 1310.1 112.725
  3064. L 1310.925 111.9
  3065. L 1311.75 111.075
  3066. L 1311.75 109.425
  3067. L 1312.575 108.6
  3068. L 1313.4 107.775
  3069. L 1313.4 106.125
  3070. L 1313.4 104.475
  3071. L 1314.225 103.65
  3072. L 1315.05 102.825
  3073. L 1315.05 101.175
  3074. L 1315.875 100.35
  3075. L 1316.7 99.525
  3076. L 1317.525 98.7
  3077. L 1318.35 97.875
  3078. L 1318.35 96.225
  3079. L 1318.35 94.575
  3080. L 1319.175 93.75
  3081. L 1320 92.925
  3082. L 1320 91.275
  3083. L 1320.825 90.45
  3084. L 1321.65 89.625
  3085. L 1322.475 88.8
  3086. L 1323.3 87.975
  3087. L 1324.125 87.15
  3088. L 1324.95 86.325
  3089. L 1325.775 85.5
  3090. L 1326.6 84.675
  3091. L 1327.425 83.85
  3092. L 1329.075 83.85
  3093. L 1329.9 83.025
  3094. L 1330.725 82.2
  3095. L 1331.55 81.375
  3096. L 1332.375 80.55
  3097. L 1334.025 80.55
  3098. L 1334.85 79.725
  3099. L 1335.675 78.9
  3100. L 1337.325 78.9
  3101. L 1338.15 78.075
  3102. L 1338.975 77.25
  3103. L 1340.625 77.25
  3104. L 1341.45 76.425
  3105. L 1342.275 75.6
  3106. L 1343.1 74.775
  3107. L 1343.925 73.95
  3108. z
  3109. " clip-path="url(#p1a1b242f4b)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  3110. </g>
  3111. <g id="text_25">
  3112. <g id="patch_26">
  3113. <path d="M 1283.04 55.53375
  3114. L 1289.72625 55.53375
  3115. L 1289.72625 43.92
  3116. L 1283.04 43.92
  3117. z
  3118. " style="stroke: #000000; stroke-linejoin: miter"/>
  3119. </g>
  3120. <!-- L -->
  3121. <g style="fill: #ffffff" transform="translate(1283.04 53.038125) scale(0.12 -0.12)">
  3122. <use xlink:href="#DejaVuSans-4c"/>
  3123. </g>
  3124. </g>
  3125. <g id="text_26">
  3126. <g id="patch_27">
  3127. <path d="M 1401.421875 55.53375
  3128. L 1409.76 55.53375
  3129. L 1409.76 43.92
  3130. L 1401.421875 43.92
  3131. z
  3132. " style="stroke: #000000; stroke-linejoin: miter"/>
  3133. </g>
  3134. <!-- R -->
  3135. <g style="fill: #ffffff" transform="translate(1401.421875 53.038125) scale(0.12 -0.12)">
  3136. <use xlink:href="#DejaVuSans-52"/>
  3137. </g>
  3138. </g>
  3139. <g id="text_27">
  3140. <g id="patch_28">
  3141. <path d="M 1267.2 194.4
  3142. L 1298.82375 194.4
  3143. L 1298.82375 182.78625
  3144. L 1267.2 182.78625
  3145. z
  3146. " style="stroke: #000000; stroke-linejoin: miter"/>
  3147. </g>
  3148. <!-- z=24 -->
  3149. <g style="fill: #ffffff" transform="translate(1267.2 191.904375) scale(0.12 -0.12)">
  3150. <use xlink:href="#DejaVuSans-7a"/>
  3151. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  3152. <use xlink:href="#DejaVuSans-32" x="136.279297"/>
  3153. <use xlink:href="#DejaVuSans-34" x="199.902344"/>
  3154. </g>
  3155. </g>
  3156. </g>
  3157. <g id="axes_11">
  3158. <g clip-path="url(#p7daa30c8ad)">
  3159. <image xlink:href="data:image/png;base64,
  3160. 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" id="image2406a66e9f" transform="scale(1 -1) translate(0 -157.68)" x="1426" y="-36.72" width="158.4" height="157.68"/>
  3161. </g>
  3162. <g id="QuadContourSet_10">
  3163. <path d="M 1500.675 102
  3164. L 1502.325 102
  3165. L 1503.975 102
  3166. L 1505.625 102
  3167. L 1507.275 102
  3168. L 1508.925 102
  3169. L 1509.75 102.825
  3170. L 1509.75 104.475
  3171. L 1510.575 105.3
  3172. L 1511.4 106.125
  3173. L 1512.225 106.95
  3174. L 1513.05 107.775
  3175. L 1513.05 109.425
  3176. L 1513.05 111.075
  3177. L 1513.875 111.9
  3178. L 1514.7 112.725
  3179. L 1515.525 113.55
  3180. L 1516.35 114.375
  3181. L 1516.35 116.025
  3182. L 1516.35 117.675
  3183. L 1516.35 119.325
  3184. L 1516.35 120.975
  3185. L 1516.35 122.625
  3186. L 1516.35 124.275
  3187. L 1516.35 125.925
  3188. L 1516.35 127.575
  3189. L 1516.35 129.225
  3190. L 1516.35 130.875
  3191. L 1515.525 131.7
  3192. L 1514.7 132.525
  3193. L 1513.875 133.35
  3194. L 1512.225 133.35
  3195. L 1510.575 133.35
  3196. L 1509.75 134.175
  3197. L 1508.925 135
  3198. L 1508.1 135.825
  3199. L 1507.275 136.65
  3200. L 1506.45 135.825
  3201. L 1505.625 135
  3202. L 1504.8 135.825
  3203. L 1504.8 137.475
  3204. L 1503.975 138.3
  3205. L 1502.325 138.3
  3206. L 1501.5 137.475
  3207. L 1500.675 136.65
  3208. L 1499.85 135.825
  3209. L 1499.025 135
  3210. L 1498.2 134.175
  3211. L 1497.375 133.35
  3212. L 1496.55 132.525
  3213. L 1495.725 131.7
  3214. L 1494.075 131.7
  3215. L 1493.25 130.875
  3216. L 1492.425 130.05
  3217. L 1491.6 129.225
  3218. L 1491.6 127.575
  3219. L 1491.6 125.925
  3220. L 1491.6 124.275
  3221. L 1491.6 122.625
  3222. L 1491.6 120.975
  3223. L 1491.6 119.325
  3224. L 1491.6 117.675
  3225. L 1491.6 116.025
  3226. L 1491.6 114.375
  3227. L 1492.425 113.55
  3228. L 1493.25 112.725
  3229. L 1493.25 111.075
  3230. L 1493.25 109.425
  3231. L 1494.075 108.6
  3232. L 1494.9 107.775
  3233. L 1495.725 106.95
  3234. L 1496.55 106.125
  3235. L 1496.55 104.475
  3236. L 1497.375 103.65
  3237. L 1499.025 103.65
  3238. L 1499.85 102.825
  3239. L 1500.675 102
  3240. z
  3241. " clip-path="url(#p7daa30c8ad)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
  3242. </g>
  3243. <g id="text_28">
  3244. <g id="patch_29">
  3245. <path d="M 1441.44 55.53375
  3246. L 1448.12625 55.53375
  3247. L 1448.12625 43.92
  3248. L 1441.44 43.92
  3249. z
  3250. " style="stroke: #000000; stroke-linejoin: miter"/>
  3251. </g>
  3252. <!-- L -->
  3253. <g style="fill: #ffffff" transform="translate(1441.44 53.038125) scale(0.12 -0.12)">
  3254. <use xlink:href="#DejaVuSans-4c"/>
  3255. </g>
  3256. </g>
  3257. <g id="text_29">
  3258. <g id="patch_30">
  3259. <path d="M 1559.821875 55.53375
  3260. L 1568.16 55.53375
  3261. L 1568.16 43.92
  3262. L 1559.821875 43.92
  3263. z
  3264. " style="stroke: #000000; stroke-linejoin: miter"/>
  3265. </g>
  3266. <!-- R -->
  3267. <g style="fill: #ffffff" transform="translate(1559.821875 53.038125) scale(0.12 -0.12)">
  3268. <use xlink:href="#DejaVuSans-52"/>
  3269. </g>
  3270. </g>
  3271. <g id="text_30">
  3272. <g id="patch_31">
  3273. <path d="M 1425.6 194.4
  3274. L 1457.22375 194.4
  3275. L 1457.22375 182.78625
  3276. L 1425.6 182.78625
  3277. z
  3278. " style="stroke: #000000; stroke-linejoin: miter"/>
  3279. </g>
  3280. <!-- z=44 -->
  3281. <g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
  3282. <use xlink:href="#DejaVuSans-7a"/>
  3283. <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
  3284. <use xlink:href="#DejaVuSans-34" x="136.279297"/>
  3285. <use xlink:href="#DejaVuSans-34" x="199.902344"/>
  3286. </g>
  3287. </g>
  3288. </g>
  3289. </g>
  3290. <defs>
  3291. <clipPath id="p285da5236b">
  3292. <rect x="0" y="0" width="1584" height="230.4"/>
  3293. </clipPath>
  3294. <clipPath id="pb109653588">
  3295. <rect x="0" y="36" width="158.4" height="158.4"/>
  3296. </clipPath>
  3297. <clipPath id="p070cfd4ac0">
  3298. <rect x="158.4" y="36" width="158.4" height="158.4"/>
  3299. </clipPath>
  3300. <clipPath id="pa23456fd11">
  3301. <rect x="316.8" y="36" width="158.4" height="158.4"/>
  3302. </clipPath>
  3303. <clipPath id="p33171d2c76">
  3304. <rect x="475.2" y="36" width="158.4" height="158.4"/>
  3305. </clipPath>
  3306. <clipPath id="pfc3d803028">
  3307. <rect x="633.6" y="36" width="158.4" height="158.4"/>
  3308. </clipPath>
  3309. <clipPath id="p2d8bfbd94f">
  3310. <rect x="792" y="36" width="158.4" height="158.4"/>
  3311. </clipPath>
  3312. <clipPath id="pa4ce2706a2">
  3313. <rect x="950.4" y="36" width="158.4" height="158.4"/>
  3314. </clipPath>
  3315. <clipPath id="p71ad59257e">
  3316. <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  3317. </clipPath>
  3318. <clipPath id="p1a1b242f4b">
  3319. <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  3320. </clipPath>
  3321. <clipPath id="p7daa30c8ad">
  3322. <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  3323. </clipPath>
  3324. </defs>
  3325. </svg>