data:image/png;base64,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
data:image/png;base64,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
5.019302987834408,9.10496134615667
4.23426364419015,-5.874481675161945
4.496049740749413,-20.872197102507812
2.668009589672238,-35.76038937712764
1.8829702460279805,-50.739832398446254
0.5756341048131617,-65.68275286982242
-3.053194329181906,-80.23718876396237
-7.936716646039258,-94.41996739795212
-14.746574142132431,-107.78506526077763
-23.134467694193745,-120.22062884910326
-31.95124647858097,-132.35588376472748
-38.761103974674256,-123.81117948533097
-46.70989293817229,-111.09045804298455
-54.65868190167032,-98.36973660063819
-62.82826742689576,-85.78967808145683
-72.47008157219386,-74.29901143467214
-83.44038709648146,-64.06903603373462
-96.02044561566277,-55.899450508509176
-109.72362748030173,-49.798400862372205
-123.0887253431273,-42.98854336627903
-137.35457308755463,-38.353288450654816
-151.8434604818907,-34.47100277411698
-166.26238592096547,-30.336442436862
-179.85700272651525,-23.99716851075152
-192.29256631484088,-15.60927495869035
-184.15506072899188,-8.337130654995292
-170.78996286616632,-1.5272731589020907
-158.35439927784068,6.86062039315911
-144.87248858335306,13.43618759499526
-132.01497907282123,21.16175871864607
-119.57941548449571,29.54965227070727
-106.9993569653144,37.719237795932656
-95.85218458315353,47.75619689131554
-86.412378717406,59.41338631317009
-76.97257285165847,71.07057573502465
-67.33075870636037,82.56124238180931
-59.38196974286234,95.2819638241557
-51.88196974286234,108.27234488092228
-43.27832319759659,120.55962554525715
-34.674676652330845,132.84690620959202
-25.234870786583315,123.79790149790318
-17.065285261357985,111.21784297872182
-7.830363131473177,99.397681674621
-0.3303631314731774,86.40730061785442
6.008910794637359,72.81268381230467
13.734481918288111,59.955174301772985
22.338128463553858,47.66789363743811
30.72602201561517,35.23233004911248
37.535879511708345,21.86723218628697
45.035879511708345,8.87685112952039
54.67769365700633,-2.6138155172642428
65.46779066208614,-13.033691074149203
77.60304557771042,-21.850469858536258
88.92368928105202,-31.691355293393826
99.5302909988502,-42.29795701119207
111.50982364955962,-51.32518235847277
122.65699603172061,-61.362141453855656
131.89191816160564,-73.1823027579565
143.03909054376663,-83.21926185333939
155.61914906294828,-91.38884737856483
168.0547126512738,-99.77674093062603
180.18996756689808,-108.5935197150132
192.47724823123303,-123.04788138835659
185.70249643327406,-129.387155314467
171.89492363148747,-135.24812224180613
157.34048773734753,-138.87695067580114
142.85160034301157,-142.75923635233903
128.03627523408454,-145.10575332794247
113.05683221276604,-145.8907926715866