ext/hyperframes
2
0
Fork 0
mirror of https://github.com/heygen-com/hyperframes.git synced 2026-09-09 20:07:39 +00:00
Code Issues Packages Projects Releases Wiki Activity
Files
c94de6034e3438090892e21eebf4c09be1ea3780
hyperframes/packages/producer/tests/spanish-empire-cdn-inline/output/compiled.html
T
Miguel Ángel 100d355e71 test(producer): regenerate 8 stale regression baselines in Docker (#1135) 
* test(producer): regenerate gsap-letters-render-compat baseline

b2828e48 deferred __renderReady until the root timeline is bound (May 24).
The baseline was generated May 18 under the old premature-ready behavior,
so the renderer now captures frames at slightly different animation states
for the back.out(1.8) letter stagger.  85/100 checkpoints were below the
30 dB PSNR threshold.

Regenerated in Docker with the pinned chrome-headless-shell@148.0.7778.167.

* test(producer): regenerate 7 stale regression baselines in Docker

Runtime changes since last baseline generation caused visual drift in 7 suites.
All regenerated with chrome-headless-shell@148.0.7778.167 inside Dockerfile.test.

Failures before regen:
- many-cuts: 1 frame
- overlay-montage-prod: 1 frame
- pip-video-late-host: 29 frames
- spanish-empire-cdn-inline: 74 frames
- style-18-prod: 24 frames
- style-7-prod: 50 frames
- typegpu-adapter: 75 frames

All 51 suites pass locally after this commit.
2026-05-30 11:26:22 -04:00

1645 lines
1.9 MiB
Plaintext
Raw Blame History

This file contains ambiguous Unicode characters
This file contains Unicode characters that might be confused with other characters. If you think that this is intentional, you can safely ignore this warning. Use the Escape button to reveal them.
<!DOCTYPE html>
<html lang="en">
<head><style data-hyperframes-deterministic-fonts="true">@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 300;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,d09GMgABAAAAAEnsABMAAAAAuSQAAEl9AAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGoFMG8AmHIJMP0hWQVKEJwZgP1NUQVRYJx4AiQovRBEICv847AgLhlwAMOQEATYCJAONNAQgBYRuB54YG9CqR9BjuwSpdCeE+r7+mYKMRsQeBxK6Q46KGspJxZH9//+ftVTG2Dey/QAAqlplIh4RLJs7Fg9Vea1uYVI1uVrPHpCjW7MIZ22YJDrkAoFk00tgtgCJFCrI7ilrLRTsNqBiE/PkMDGBiPzQu8jWTpRdtjPZLhjLLZNxJ2kmHAktZdSrFlzbu9l6eu99DiillBKQP1SiEpX4Q9q0G5rdYX0W/HzpKf573cNi2KWKSvH2DRIiQk108NesQh4TOap58iV6hpMBIo6BnvSPmO2GssGcemxZ/EeltZEjNDlFzM7z/1/3fT/XPpGR+SAWAN1RLeuL6knI+IGf2/+52xhj3DsGLAAnNWowxsAx1qwYUaPGiJpEOwOMQloeCkqaT9Fnf58fo1CxMaqwMB9Gz39u1q/RTkbcmJWuWd7bs4idxo5zQlbsJOadWXN8aJAGTyBEBUIIlpIf2/z/ThISINCW6hV9z7+J7JazbNr7Z3yxHV+6f5VnesVLCy2WQgCi/MG72X3vp17UthW+SSv8VSPwhASr0BhPCDfoVkp1GRlffKzjkhPPQR6CBcu7jN3aaWz9Uve5K9kH+6wgUZcZyf7sQ2gTtlr/NkgltYzlQQAQYLu3GdNeeS/8CF6iiqZ0QlVCvqHcykESQgQiE7GJEsSCXJBlvWb6VzY1e/bZ+3xrYnfeM2G9ASAi/rl8H5fPPZQDao3a6FQHR2EbrDFh5dDBuZ3KIyU/pKSG6B2VCe5LdDKNEFjazJVfdyFA2OP4uVyMrK0Qot0ctt2foCSXMWWTtsbjcZg05/BSYKUGKHyNeUgZYGNs/PxiBRCQAQACbXCgIPHvTdXa/7jAABQdAMWF49JxaV+AU69dury0F2PRpsVfLD4WC9BLiJAQpOESEscg6QCAkg1lLrmkwBV5B4XzkHSEnBKlSwmkOGPQEXS8kGIVUupydUV91VXllVc1V115uajL4/nvlzW7bw6xl/QJUSG3RnXhzYY4F7LqGkmKQyt2lMHZrVFIColESP5vpkln9Oe/KFKcZ6/XT3HPg91cWVjkBC5C1oy+f+TRzy3vYafHeaunvEgtShel7EAFfAuXlsAiVnjMX6aeRM6BrohCbocY43XP+a+fo772X7HX0aYde00HSUsIsixiyZZsyZC/PYfef/upB3ZuYq0XcRNEeCBLzcff7NoCz87y6XYkcC0cK/364YMhGODjEw58eOHBRxY5fFRRwycmMZCkxgifjnTCQyDABASqP1gUDsbPcAh+Jnnh+PcvmE4BBHxNSVdolhdlRdV0ozGeBGGcyGmaqbwoESYaZfqXpI+7w/FQlGRF05Fle0GlVm/3UQkIBOxLCQJM5SMO7sCDjzwR5crzbrwaBQEw/AHyha77iouuv9p9JDqnz/4xhnaIbyjktkHLKzeREFEhyMa9SfFHbxoUUSI1ER8OKPDuHuOqVXNb4F1t+cpEIgO7D2guH/WqGmRgKzun1avMUwrt6HNHP3clted0p7owsrm1EETeCF8Ibc32AZvCYjSz3n/gN/Aj+AZ8BT4FHxj529gHgpoGff6MYMFxh0IQgWZahuccXDGLEEhiYMCHgHcArwCegWgF7gWuBy4FzgZOBA4H9gV2hne3Ays7geZqhlfo5nMrFufUDHTZs9I83wH1NszphV63aT4BrahHTrE1H8HNWc8KAus3HWaw3DBnvhaqEJ1KIi+vW902UCnLUqVUEbwLNmkPjAtr3nMF1zO4BT8j/6iYVUML5r1MFoAXJ8sVc+kUjxxPXA3rvuxa7nPl+lKi9hV3+SH+KGfz1mbWNxm2ju6IjXIGXTrVHCRdZWndSyxyGSaPhzKNtcMD4ch0DXvUcFPsaudcs/V86DJ3pqaegHEfVPv4z2S5ROflUBueKpbjl0EP5cMAqfztHpEa2dV+ym24/MXnTWe4XPS0bIiLPa3ty4kcn15zO4Ss/2r0+g/LUz1u+piLNYQofdJqU/521fGwSL3lsj1oDJh6V6z+JaGP3k2A6N02XJ6ev13SvnZcD2PuLxy0z2D2eeQfDUhhqNs1jXhumiXrMr79HOR+4t965gjYJVfI+21+9H2nvKw/81ybZuj7buARVx963zVui7S/qHREKBzgfx2vj/jrmhekSVy9DUIsRBYplJoba6Zj3OwoNEijjay/RrQ37fQVuVwb+NqVT0fn2eda6+r4s9JzjkLr46eLTjyybNT3t4ioGQP02LbH7jH7bvA6XqLhL6WPPqu+IRTtmblhN1wnrVxvEauNfUOUkg5cPmnTNuZiPo15KgJ/LWbD7hU0NFvOrbfeuvr7HSM22wuya24Z07Jrvtv9vDlXJN/qq7NX22frP9OXI2YK+9n1MWbuYq7UFX8qmXHHupe1S4Ic44tXdQTEXy7xtaRNS23XTmsv6atBaE2gB3rlW4mfbrLdtpLf4OpEleWYMNYS6mSrxxmuJBSvxpGbx/vLvGmIvSxLLHHbRDhMmpggpujWMB/Dn0knhxA3YsuD2Na3DInPfIwVm2Mkau8SQ8ofQpMy3DfjS62XZsWWNbMrcUcy7N/I1hrzM7thbhz8WB/6eWk3yVppWn+MeragLvONsqG7MYxmR+yeDQ9HOnGNID6CCyLsNV0iwlvzk2HWH6JrhIZ4boTUV6dHV4xa5+Tzb226ZrYeGa/tpJUveub83aHnKe626x91jDCFgy8I2FEIPDEdS5GS0RlM4GaimaTmaqHTapFEHZYwWma5HGuskecfG5hsskmh7Y4pciJkmB4UQeFgKAjVodjF3pE4xtGxjM1Yx+MdbyfiG18nw0+woYRG6XzCE+liohPtSmIT62rio3ctyUlxI+lJdyvZKXQ7xTF7kimpNpLZmeNd5qXJh7Sl3dcszmLf05UuP7I8y/1MX9b6lS3ZEgBmjQBTRoAaAYwAEyNAGwEyAswcAcZHgH4E2G4Amw1g7QB2HcD8Aew1gKkjQDcCbDmA2QNYNICdBrDjAJYMYIcB7DyA1QOYM4ClA9gwgFUDSvolOcTClfhkJTWcMDoUkWOjiGr2Yo8ow+8mw0mTCZUlm50c+QgKOKLxu0VsFCtFV2ECCxPNgZhLs1LTdzBPLaq6vrV6Daga+yRN5rPS0nfUagGShX0rbRZBdPw5Sacu1rotgVlqObIV+uCFMzCspY/3j/WYNjSSjcFLqSze70a0l/8TZ58DLB11DM4JJ+CcchbFbcNwRryBeustnHc+WuQ/thW+BKALguCBFgJiBTYhI2SgB0VQsBDmmsUmt9nG/gULeXKAQCBjJOJIISJlhRrqyWxIUmXFilWRjkzTx/EphAi2kHdTkFI13mad6ttImX2bdeZsPb+dl1pY6liCpD5NMDkjI0+T052/4d8xsi6bdVvUI0w4ZdJAKPqyBEIqlIVAxkwaWpYygcFWO4gWj0ovgaVYxggDI1vJsOYIxwVlYCgbm6XyOMhnIKqiuaseyObCig0Sm2Jv0siam7v5IUupPLdFtGnzLvbCCao4nOIqFrRYyaTwR9upHQPBnjFukin6Jn2G/QYgDoxpDjrCQkSYY6aThlhKacCc0+bhfN/BBRdRXWoklxvVlWbpat/BNTdYutlIbvUt3XYP4v7qMR4YhnjuNVthsoZYuLZ+gWPUL8ab/A5AiZQLCkYRjyhTo4a6LVV2IcoTucg/89GEySY2ksQu8vtkpKSAXFaLuaySlzy7b4qJVSs2dlNjr6qxF2NQGUI5cYqTtnKeuPbQIL6D39365DBOHe/0r/q7Z88bfNffoppDEnbcqBjW5b4/uBvXaVWTVTKGVVi6ICjrXz2fVemdjseplM2/P8NYZ2mBjbBw5oJ3OS8he/oacAG1MhyldWL1gzILDh0+0IE/IsS0CMIZU0VJZttRY5Ys5Vx6YwiwTMPXuX8ZaJ8BQgcdI3bCEKVzLtK47IZwt9wT64HXEi+rc/zH8aDfIUOpJH49FY4W/aEQt0jfDLmukpGAsRGIaOaT0HS9WrdV/F0dpprdjpPmG/MtTKdn1oVjseNvRhwjnieUXkRJYsXTS5aSqrjZbGwAFg4r7FaLtwtuODUDiTKveYsd/GA+tmQbdKefXOLk+PJj/cC0UrXWfaxshE45WFZR02uiiWPTmkXHPaLuf9+7v3Su1m2KIpQ/X2pJhCCizB5YQcDmZdQ2c2a8rbmzMPnyOrFKdtxL4X5IpOhmPQQWiCyRJlZb1MZZIr/vXiAJs3QH6w7THaX7ou5Lui/rvmL5YQK2Z6lgQyhktRihtZKgHzPphYycQmiUoVGBOhrQihYjPnpISCKSBMkxQCrjOItFM8lGcgpKLuQxGS+/Ch7MVAjayYrWiu91b1CiNGV4NPdW2aJl06uDkCYn99243yN5ypMuWGqZ5dmTKHtLz7782W8MOJCD/hyCQYftlFDCcYlALHEjIZU0ZGTNQeXkFRSVlFWCpQ4OVTWEOhKFxmBx+AggkiKDEh1ptS0WabPTga5e+jDgmDecuOsICxRyLTM4+GkCQDs5FogskVjNyI3vYvc8ji1fSigg+5KjHONYJzppdhNeZDa0abd40rUB2GNYb9PHu/T4jkY+WmfBn94C4fT2bGvNrNen13FSJ8ArwF4hDdj5bjtggWUX/nWuCnwmaDptXdiVLkPmdNaKHspeLNguVWHtHFOE2n5NtcNOu+zOSHTewDvvffAx/yXNKHyafH4eJM+L4AA/I2R7EQsgskSaWG0AVg4LLNvEYbn/EQKLlEx2X28a5KhjjlwN5PrhTwrU9wyCIMj7pqBdcMFV13IynR/DF1z5yIEwMXhajaUWZmZBJNFbDYIEh4LgXeqNph2CINMS/6VN3B8rCxkewgNiJRBgDB6IVgg7CNBBEIMhnMijjjGdqS1Mh3JKuwLs7LrrKjgW19mQfEsG5di2hwyScLudmgrvd398IosqqemAAPJZYL7lQzaWePdPRHKQXV66Mi6qrTaKHSXh6tJmPdOAbMzOaNYDofft0fXq+/7CFcR1S+TOFwmctdWYW1EUIwfUAhGJXpel7YoKrv/g/FYDwvnMhr0zd/M8M2g0AB2yRfRwTpGp+UpSL8pWo0gGSpzdoDIiHz/SP3XWeaaz2ikydV9CqP/W/8lIz8P8MvA8dCpLdKqcziYWZj5ceeFVqHBiXGzOsVwULst6zUUnVnV76CXCTWFZqKK2u0SXPA5dV86yAhxexKpu6lklCUCfjodBi6qipsy6dm+/iKDS1mddnzIO4U8p/6yVKeJp+u3ht63Sr6DbCAyVCjeABCH5ew43UTEaj8hR5HZ5gV7EkF4E/s8Qvp3e9oPZfYWH04PeMrki/NRRlz8o5/a7CgiXBagHyggcsU2eswWFbWFeAe5x4FRfdgc/A5+ArZmHvzlZBd3d8VgNyJOA/KIGgNXwEAgSBJiPACyHu+WSS28MABNoPPAhgAThAg2o4JB2UB8BAkhDRvei7ihLWHzCCLDBbHbfVwPnR0XktzrO2ILP/DelqwbupmRBAeNqVfhJSE3asjirsy138zwZHyzUO71Fd/gf4KM4ajMyZ3b+nll0R9/IRA4qoCpqoil0pr5Y4oVPiqqa5vxn21ur5BcWV6tdr3Ew/NQmeH40lcd1ifi85ca1vPhLvvq4FSHgnxth0wjaefSWE6joCxnIRj6qoAaK0IKGI3NPvVVQuVC/ReU8aC0YBUQ/UWR8yzjg+CFnt5JdNn2yqhiWB+ZNnpz6/1fhcZucBlP+5C+9CcCPvj2cB3Bt/EeOHq5W3621XskHIKjJrW6G4Y5zecpTmZVZlb48zSuXaH61YvudnL9kNJ+B/CNf87sEHBFHwpFxKI6CcyivElRiGSu7iqsUcJWeua6vKRKFrl1FGsB/brZVIVClIBMITBRskhBTCE0mVkWiTVwtM01uusLMUDOkpipnqWar5xwjoZmrrRE2j65WZL2IOuHlG0U1OCdWo+gmF8SLaRb/l7gW+lbXZEtYYKGyDRLbJC+S1M7Q4bkpUjuldUvvkblERq//tJW1TPZyOSvkrpT3N9Mq41fL71OwRuFaRcX/KF2vZJ2lHd1X7Jfl7XMg3/nmJLtaWZ4dUV8U7rbxvujup2V909t3S/phaUeJPVZud3vb2/ipCjtTvC/VoUEGjXNahLOi3ZHvgRIvVHlltq96+m3F761/z91VYJjZPYU/500m3/vQC1uvJvyMkK+S6d8h9fp5e4+1v7eBvo4IdpjAwYFOkBqidFKoMyJdpBc732Uprkh3XY4bct1i8lSlZyZ4pMxDpV6qZuzy2hzvNfRBYyPm9UZtHzX1yeI+6wJ5eX+shM9rIHkVXF6NkNch5y2IeQOLvJ5l3sgqbyZ64cl688fHJB6+gWA2nJiPYEL30DY2kob1FgmuUgqPQYO/RTr/SSPDE0Fv/QNPOx34UmDqK4MZrw1mF5hyK0AHKE2UvIEawA7XpgxODvuLxFAH8/hVA4kY+qjA80dIMESF7g77CZVy0CXFknnbLwTbhjsSKW+ljdwaVEbE1FST4Ja/I0G1OXP6G/dnOYRugLdc6xqplV7chrRy175ZS7Nlo40YRTNYr1HQgVCfBjuJGwfVotgvIVWqJoUTQmjNZ15EkbovfedDanREXUTpoqTIgjFksrde6JTooZoD6nCZ6HJhAdgehBohhWtbEPipUuDAuUtY1hAvz6sgCPaVUxgRwTXOmiCOcS+6Q1sQ5nwayp5VP3O6FKJ7J6L09mC2naoK9LIET5FT/feYMn9z6AlM/UU3e0rbXiFvjW+J8uccX0kesY9RD2mCmH1jp5lgXvIVMoT9okns3tgvJGu+X9ZrFkGKqsSRTUxJwAiFzSKM5k3/LyP3VE97jiA2RAn3sUI4xUIA+7rlpP9l2atKQQNhNI5knXshNBSpT4WGfq6N177GuShhuQVGEEIZjUB0pJ5qwDeCJqBXk6jsZiN0o6NTuuS61dCUqCL9Vm4oFalJkLp7EQb7nmTwknBqfEN4R0IV9Dy3UQ+KdS0kkdKS9919jp+P7TixnkU9YWUYSdbMRrcfX71jCDcwofBEkqDloayh8MaXj6ImpPSJUW0Vo0soooyCAvdzxIZ6CMU1SQYMQ8zORWfyRPjeNEhyxFCpR1SHOWuv1ur0BiFRS+ddPA6J+htrwARSVWr+sRySrvF1fOnxzIuhPPlB1Zq4yCzPWaRI1Lb3xtOZ60jJsIskrzOuByPIgERs6sNV5HsWDn6DuKsqulC62SBBS6u0CZlRhwbV4Ksx8/GqIdz7bqQGlq96IoM1oxSpQ8/DA0A9+NauiU8+vpl7rfeJHbveX61npTv2xNDx0/HtHXxJmhxZZRAjoqgo3fSjc8QSeCpM7DfztaQkBacOQ1NJWSlw90SADrGqDpl8zH5ynxSSLGkcK2dCP0gKEbZ+UDa0YTxj+/621wnKgPgShUhXqgz+CwNoFFWL2qYYOrtz9lMyaz2sk3urwmXDYyCJ3nqSDeMZo+4wQMs8hndX1IXsCrSxoaTv8IvRIpTWxsXGfiXkq0qnCexoQ7iZ/sH+vGPPeM5+sTaRw28vCjluSPZaQBMuf4dAsZPgWWUouiUBlYSPgHuQyd2i/HEAJ8H8tZRrFDNPovUFKQu/XVWQXEwVF8q5Z8TpEMEwDsCjTrf6Bt8g6hDoTmM4CIc/5WxQob6SbUSDy/crNuq9eU7MPhJpyK5Dmurr9H62k1gsGRybrpaLOIfYjgNHr0pK6UqNzG+4GGtXEtAXAaL21yfVJDNFG3xk67JsqBbFaStDtrSTFrg6CsWN5WENaqmzAyvSVytBKBaZ7rSDf4iOXtj4iObT5pUTGLrOo5Q3aDba/G0+bIQA6YaGsn6hhrHEuFyGSz5jpfXis7Y2/uwE14mGphiREEGJ26kN7LFT8bOlcH2zUvvHd/F0kGYkpbQas0gE9LqHVL3oyzvz5CanSYig/PcZAlRXiSfSUOzX5Yh9emZH22tan30W57EjIrPyRbQ8kS73hGFI2/zOg0S32PWAMrGrj/Qi/YWZ0pLlfL80pE9SDpxNK/MOu9d3yj9eNNPfCYOFocXcikBCwomwqtnnCPNSo8qeQzu9ea1JlK63SFmrutMyQTJTHMkycca2DHI6RzJu2WSMc7o2Dnk9zHFifu+Uj/t2b5pinbQKtLfuHxQAnWhf3brrSUGswRCIcZGSE/3uq3QVIrYwgwJqkTErI4+Ut0kbA9IyU5HKaYHjhEqxVkPWijVKppRotGSNRHulx77XvtdozYd3drN/A3es0MaSv9abq/YL4Ol441gC54BDMW58/2jXMxwLj4vvByyv99txgfV0/yRojXSv4p0c+59T42oU+JL8iHxJhizLTxAnIAXmJPWgXfnxgWSxMCHbV7ZdvDU6JkxKku4qRG+V9IfFaUVkkVQK64dYbObi9taVrVLDzBk1zdUWSktDenluXnlVWV+ZaHm5LxmDjRKr/iwzf++S5/e2dMzr6J0/v0BcWDm5pLpp6uTiykIwDKyXFBGjJdGkMglEYvqpStWcrD7ds5omni/EM1nPV97WnJNWkUV7LvLUSOLR3ft0jmAYUCrzlcopqc5X/3nzBoCA5U+ZVBGoDIyMzozTyzMjt82SECVR2yoKJ5XuX4ZqpOklaVV5GXEqtH6i1iy56LOvdKGnjtkDim6USS9K94fWuWOvitJEzeuBGGzmInnRosAmPUNsKn0Qz0lTXhkW8TV8UtupTH6iRCk5XKO/i277xnurfO7qxiZzxp+NS47QWmgTI/RnQYJFVwk05cn2Svu8ykxDapY+1Lc2wvnHn4VD7rgIsViSVMQNC6sMUGbqApQBIQGaBJdxkdnqFa483dh3WfnrGxIll8vSKvhArH0loUle1UI0Fm0WhJYl3lDeyDalp6WZ0rMfVRMVZRMFsGbGftWELrS9q/oURPug6nXe1PZCoNB/rYs5k4VqMEanoYPA2ONCbpUM3Xyy90lghLkw0T1Aww/84y5B/d5SjUqljFIca983TpviI8vMzzGMOLMCBEoXgasl+fh8leO12OzMFPT/Ai03IEAXBBmY3qgIR9MkAzI/dGgkihWsLpHJzbForMJMQVxwUmFJFimrTyYlFiGRyhCMhVfKQifGkuNCzdQYrssVCJMrN+u8leFewcFJfL5RTpIjogXr6zPLNi8UJS/mAwdTlcgUDH++5OZSmUoYyRoZQg/KBiRpaLhRoeLwUQzBoisV8olRaLTcXK7QaYtF0tIo15W49GKTXhsll6U+jEvy+eGdi4/LSo6KzEmG0PfouYqKEqlKlppFJo9U7xih0sX5Ehp/E8kSqkql8sovU6RJUQYps7Bwg8JMUkZRERilvru7N2mdBMGpfoJUjY/MQx+v1USPz8v/r+RW1qFfL/y4jHh/TUVuo/jW78YAGIclSvSViieXRgR/QrHwYFVQpA8nIjBWFi54K5bERkV4p7hhXjrKSJDF9W4zQhiYKryxqEqFzByNRp/F27CoPwWRwYbx5emkdE0aUvKxCO7nc16OXqwIFIuUISq5mg8OmHFWEpa7aQqqc/SRRfD9uFq3+TduRLqu9w01hScm5UehuplLogJEISoOx2eH6AYz3vk5L6woCkjeRR75y4XLd8l2bRJuynR2niQEOyuBcXgL4+N1EZnglWBDxTNFzgF01oHCUxC9BRWv80pmbQKdJ4UsZ+chBeLWTKqGI/NUw9AbMyozeRR5gzJRl0SWC2ckhieR9UKInOzr4OppzIHicPuWg0NSTDS0DMyVhBLZEjZJI/kQuF/mZb199SHJzfi90BgB9snqy0y0vczl30mPTgrLxzpPUczxqmNDMaVkepUZU2Ix+pykFHVOzCaj5L3EuMm8ScVPYWV/WrBgBRZZppVUR0ZIJharNZp8kagkyqOdYDCNj1fpFL4SO26sx72g2NzsFPKukEgujxcrqE2uiI6MLA3T7/aTRqlU6nj5FfPeYI3RR65NC+HR6W2UhY6DTL17PzsJl2BMjojINoJxWHbRbjYIPGPE2o3/Zk6fn+zCbWahucWjyHuKsNjZuRiI7EZ2oS5ey2MnC4se8Gv5ljO3nSeFZpbzFFmNe5gb/P7fKtp6XXF9qnkrSFUCrgAqhK1jnD0bBA2nXcKc+4QLX5j9rYJWwSetC0j9YutiMuqgG0spyjEoFWHyENEQL2Bh/NPFi9ls272L5pP3jYv38E8KO6YcTJFWlodE/DT+f/0b6xX2PWlPf+3OCtBlp4MGm9XUNK9gSNLsn5dVVlgYmbzTpqzSm0jGZKm0mLcQnzW7cVE7Me+M/V8tjSquOMWEiCrkqJ2R6Qq56typUeC3BeknVVVcQhVo/L3otveo9mT6aQZ9P4N+1ilUowHD0rjeuPGixSJ8nd20YvKi31nhxNfyWLWcKCKyl3M4rextXB6jzjRbnu30QW2UVogX4d33+HH3uFNJGK0FqR9REauSL0ZVitqoFS0vhL1+s+uiklLRUzDKqoPUkrRd5bgdDn2qq0qIj0YJJjBEi/X7a0nBWtlaWHXK2V3R8yOeQR+0t13N9CCXBhDDvK97OvUNgtRvdl0Mt/OA9FNdlY7LEN1Nyisg49dKP1Og+Qb+UnbZCvf3bOh59ekI6oit/e/+OcdQd3CHNr+kuvDwusSIujB5HfR8y6jS66rio6rCxVXgLmacZTDPMJj7mYyBM9lY8P2WK76Chnj5qHluF3eI+34NV8WFCWLGPQbzLoN5lsk4p9xvnP2/6VQPrJLk/tRINDFdTYIwAfSEZNTFxtTBgm8JVXGqqvXP4izRMjXBVG9EPdsywoPZZ0c7TGfE/+hRuDuzDveN8bzpPe7z6Xv92SDdyafS1Y4KkTrI0wv0bVF+HcHuIg9+bwScrIbXhSfVnZTXhUXUweCyrkqfUTUorgqPqgLjsGwYrE4Kdc7O6aH3ja4eUKpQjTK9KG1yXkacDg3v0gmOCkAhijpQUlmWmxtzLJEqxFGRyeG6qOSo/QWiF/8JrAXkCZs3AnZJUsulQSVhNgosQ1vXHL5+QDnQNTaEmbYNjbl/twPPu8iju7PeRehaX68QLQtRxGQkzSxoS3Ne4excLezgKJ20k/Kk/ir2mJUuIG0LS/7glMQfJf4U6s8YVOaqkLi4EK+FhjPKM/lFudnZpPPPrJ8cJ2cNOWE3qvIYhW1gjkuXdbfya4pu655uG0GPoHvCdk4wd7Ur34USHdofhEWTOJb2DI5g5a89vMLEE6eGoqESo8lfftQjeyDaEKkha5MjYgd6Nguaq3Me8Jv5TWV669CzL7RCG1kRvNRnsq/vZB/O9ckWMJfS6UuZjG8ksBrXoKmKiK8K6q3cvWUu1NP1+j79+8zrtDdHESVbxfPa6eOz0wuCn6Uab1WmkoLjfRpcDgsMMkO80QYLeZ6/OEWBysVJJl/Zcdkvwa8jciR0zWBUUriKrNpUjRqEvqeubmxbyQW9ITIiglvTXxB5Co6iO/hhgeGauDv7wfrr7huC+Ycezn7EHFX5jB4nS+U6CkXSI9p43SXIFzdqpI0g/RVYEAgxoUGuQSAN5qq4UODefWPRZwb9If0Bm0zeG9H/Wj/MdF9gW9cA479PHW3/6sgUBj9gka1Ppz2Q+X+/dPr6oQvJr9Nge5vgsmB223okI/2wQbhhqvMbyX4c8/F6tjaCREGwq40wZkwLuI2JAvpw+90WgyayxyEA1MVuA0K78VI4iHlN3niKcpH1JwFigsGTM33croBicUDf332wjBb81Fiq0+c9iDxAarGOosR4tph5EaWCQSEVA/rSKr+/0rjDhKneRsCDkhzSuMhErd8B66TzBYnxNRL/HpKiWRAx3+zR5H03e4BSYWRkh8kYm97YJDwHvYnx1e7mhjk5KlRO4SlQI9aVYBsZ7wDbrs4ytrpMtRwStZwidongjLHzJ+xUhLkQXCj2gTAE9i23Y0mxOKDvYg3QWqwDEC04DOhJ57Vi4+1UpprH1ugM2xKdpbax4CMMduE8MFtuR+wR5zxxKB62gUPF2hWu/bAZHFuphyJmnED5YEow5lb9LsCYluvJQCeLLtcJpWS1Oi51bvUXBinHRjSO25PUc8SMyym7Qtn0uQ6XzvBXGneYMDTYELgLLi23J6m18Ctd3+p4FdZTX1NsVAOSNXsixtvLmIzBc569DzFrABI1bPDseM1zPcO+u7nO/z+37MkjeCon3iPb+eAVp17o3viw6iaHLcY1JvrrgMA70f/Rj9NfqRSXKoj4ZIeV4NNy3WDSTpHLTSWnumEcKEpf5vTpREnqmWLGJS74wekWgzjsLmopNIJf39UOww2OEf8CoRv8K6cVxnG5sQAA156bkX6PWJcyHvLwPG8AxnUxRMN63mKdssdep7o37ziY7Lol05jyFrh7wcAMj2riHzaJi636r0wtsaGkDVh3hufcmT6GK0L669otpDTLCxXeFRQcjSQo0aRi40jIc17vuEa3K9fBYyDNGrA9ceJ07QByn26ekIuFm2DdYj25r3s99eLGcN6YvWets7QuLx5+ECyXOi2U/SVosbU/P24OWm4QcNCKm2PLiau0CYkjF2oy6EJq46HFQ06oqeE+UjnGonHnsGixLt/Xva54Y5Nw1KR4x2imzoPE3z1osdaD2mx2feCg0TUnuKOPweOaO5Db5voj9hlSbOgKzDqvowst38pRQ2U5iB0/zUsDcN3rRBh3FhWsJnBIZLjK29d7jCHDZOZ/g1tsHIc521ePaiHKApdn9o5XIOG56Dexan6gnXbRglG2vQOe3a6wxkmjtcW6bI+9Ls9lau6BRzV3e5aS7eX+7RrNAJl1VVMkbggDBw2ulcHtXY657M46r82tlx8xmDsRHRjleNqXhwbMUX8HN/NG5Rbdr9a99jt9jGfaW53HD/9Rni2J0+6w4bkrQGA+qz9TA0KHE071wHPGnuDuhtNYrYzRsOUlI05Y+eAssELD5b0eaXaO00FoxLHLy2YBV1bjmH3P4ajYODvkma5zWrs7jEzjc0T4F9qwxaSdTnu4f9hKvf1NTL+aSlfH2SROz0g8n3Ls89YynrGx4W3gUHGXsNrAb1vsif0WXg/Aw4wPvWH6Fg/t82oSz0Ry0uLJy4FL9eDUDvKNZ3ABeLWcTt5jzxPzKvRVG0mVT67fJDm/BU7rWn+JTxyuoVnqhRK4Rrt7R2T+ckoHt2eLha7ArON8ukDjxeOjopcqf05EMqLFm2Hek3j+2bLN6DhM5zfa541N9HvqrnOPeXFjnDa8uWGXpWyMrSHDn/BQO2At+jS7rISnDzYhv5Mm/K/kzF1wKSVTPWzd78PGOgvoKn3bGBxtfIMjja++aKjfybp78TiJ216mrpsqE1jla+dMxtjhkryxwZldHwVsZh2nZ9aN4qcr4C9+9TTPWH2Zl8Ad5Tp0Py8ftmiD0vVzlR7dA+4zqWfZo44zxP+wcNRteegn+m5w873J3j3u/J+hNBz/tYN13f9q8A5t3IZTX79b2b//vN/P3e+nrvgXAPsDb2rfYO+ltrSPLB9939NYoE5tkk1V/k/2/tbUAOWajWzllyea8EGdWQPjHNvaoEKEEqxUpnDvp9QQZoGV3hRS7J57lQHqDm46FEEWtkkDCTIdL6kh47Xovd+hkhY+2+MrcdesukXrpM9d9LpRH+DuSmy3yT4k++Qu0skNmnWl/tYTQvRBjHDhrFYLC376PaSmiVNLjp6rAfrSSUSbBJRgJW7QZnV/Vvu8D2gcaOrekdTLJdhubit/sknImvWoar1N3X+U0VoKl/QHEPTJUCtkDgZOta1ZbdT9nYzqvvmlxT2q0UnfkCkpIP1DDQwEyEzcstaFuGrXsl7foOzQhw354dKwXgsHvokyrmZrRYZBna2ut9t+zTUG6P3zUoRbogMbHfOOscVRVgSovuU1+cIpqVXCMLe/D2r6X2TUFpBX1Hc3rV1r3LILVuO25l37RvdXmGESUH+4+EuP/loJ8hW63EddqtLL/SOnZ9SVFbmeqeYG2zqp16lvsUCbIaW9U4FmbO794PWnt9BP9+rrfNA9S4cLIwNOZkTd+e2d7k0xA5vlo2l+hvJ06rSShOt1KaYw2daHWREO2Yf53TEP3GKcAK22KV9YT2NCu+ZVORuIAm/9S+vC7smj6hAMbt8L7WFvijGha01lbaJrlfe0nCc4NpjSUGne8KP+rO53NTa+TdHpSPjTXy8Fwqw2GDPbuhlOMtymR7xHI3KjTQgD7FkaUgwYehCGkzmw3Jh/rQMIwQfnT3Y1L1uayQzPOpLWEDBXzJrzhgl14ZY5m49kLVByZRJBjbYjDaptl0612esfPQ7PNQ6SiU6yuTbN4fKMP2neFOVkvKi6iSGsUWxMf6cpvxlDVnWKq7q3vkOr5DW9Xs24XmR4WLM0Ol9a2yRc/FYLifMNb9zAvYtxNd92tKzacLd6YZu8saetdqmTearnD4q8Dx1rJ++LvhTgTI8aFXCSTW3b0pydJJfQh/2o9DGS7XEz2ozFolC8YqY/uTzWWvqHEpsX/DXS1uBsHTE/q/phUdfIZ5uMjGEZGVUeuzmf7hOYAJ5o2XuddzqrarkZTwgOmk4BZg2t0VPhjZgPzifTSx+K/cjfFWowEa6SAU0u+nhzQ3Vl2OYjuQusni6ToEe+w5zNMAQIBLRr/ywYXK+e9s3/QOaaZL2zXvsRn4REmcxMyMy0Z3WO5GUVYhdCnI0FajwC4jsrZnpunT/TGzirKQ91lpz/c9FJzt/TPtcjcBF/WeQCNXockfKKT+SpM0uXVXYJuCTCPKtkqbLFC0hhcxpXRdvQIt9EJNe58IClSquo6gKWZqEwNJkpDbeelluldufVddljXJ+4tNrlfEtUNz1kqqC6tmhap8oU0FRIhY51rWc5KilSRzMlhQoTLVmm0sXr/Vh9va1uZ6f2wh3t8V7v8wprbG69rW9/0a43ve3NrfnTmh2X3PHQVzpy7s6XfjJvw3n7bnhg5I0zLpu2assqD2Q6p0SPn3FQyhznOs8RYiQXL/X0g7JOOsXUwsVIr7jpo1aLbXbQxZoFnRa1LO1N39rqqLOeL9pKyQrVa3dOb2AEZoexMC8sABNhaiwGS8YysXysHJuCzcLqsVasE1uOnceKGImJWAObUCBlDIVNyaVMpyymbKIcpcxSMApHaVHWbDwblY3eJtum2WatzaBNxoaw8SLeCT2WHVr2gKd92jf9wC+c8Tf/M2leXFpLp/HQmMt3LL+pu3ooX+93tnBoVFLNBlU4jL/xTz7gZ/nTZ6/d74Eth6wwYgLjQoUfoS0MhHlUXIZAMDUXPJHFpcaAGeeZY7jv2D+zf0ezpYXQFDQdLY5moFXTumlbaSdo92ijtJ90Aj2Ank7Pp1fSp9Ln0pvobfRe+gb6v/R99OP08/Rb9Mf0V/SP9B8MPMObEcMoZpgZ0xi1jFZGN2MVYwNjG2Mf4xjjAuM24zHjFeMjk8p0YLoxOcxAppipYkYqoQYBEmwAsA/VhuCNNlR/f3ETf3+OPcW6kWLP4QXRPHdHCu3o7it0+qIMzZ5C+kWLa7XtVBeQcUKLcxzf95hCudHqTgWeEE/t8o1xzdFEZ/NjPwmuoJFh6WRUyUxZpYEzR3VrUs1VWXyVrHUElibRdkW8ORtjmUxr2e1Mk1hGQSSzAshqXCxgPY+BEn0C7b6T8SdXsZ9Tu6faP3jGwMQaWyfB6ur3uWC4MdMsijiOpFVzlhPwsq7LsKko8kNiP9tUmhoOk7tIgTA6BJrokrTWj2KBGkKFyoFoRYE1QjASzSdh3Jyzto62MCnfvxHyFwLzHU6RTKCTgtbR1x5uOBfR6sZOBi2vjkFK9FBG+22VxPF0IyIMO7G6NOptZzg3tbUksCWslptoKbw2UeBQmnxZ2u0UVkAULqkwn4QpbZDLYX8JKL86wxCGztzJcLNxNuiSd7dvu3rsQxecDcqHZvRJBtuGvo9h2us4OPiGaVbwovhjIZOn5FJbcbHZrFNmSuUD9GlwaDMqxwfKTm+MwzB7h2eUa8Np1pmp6/1m1Tfex2BFoA0Pyu4HYK7qDcGi+I4DDV1mRejoYdpOXM8y+fwGDVbGQBLCJsDVwfyzkqWCd9/1owg/kwTMulx29OOuu9yvp2+3Azqih04GY0ACXcEYhFwoFZBYgqyw8smZxyPBQdysj2Yn/un22/fK7LW/XNRogNlD7v3dGH0Q9Yf/NaiIyX/yRxzfbG4NsJttn816YZA0qfpl7FC0OuueHB3mPdqEGaVMwFs97Rqimag8PjKW9W321kwuL44ahU5dD7iuClFct45anZMs+BWuMuF1J7fCNdOjIUCiz4u8zKlBchUkojZg6uIES2dmhuYl+cG9mSgNRyroCM2kewg7T1DQ6khhaVYKzEAfMiWjr9/Bdlhyo21Uq3EEJ4ToUE1RqpZHUrNDl/4+j1dJQW+rHs4jz9/wyFREZsZM7Eiq72gCyzAGEBlNk5ZvSm442tHUu+BdlqGWEbWppxu6gFbS/gW0oZqSB0IIzJvcmFVuG8neqozAdYFszRwu2g/TjV9vzE3bfeDMP1Yyz4MtiQejcVwmRpfKqJHaF7tPZSrnN9VqoCW6cE2ge9vjLz/ArMak6b/+JbucvxyRVLBRnom8ffB7xE9+9+xo9BzuyHSCse853Yiyb6aV+tbpxrEwkgrXLoxhhCM6p0IbbTosxcdgi4oQaELMY2rwWkNcGQ9j6SMyT3O3ge6vslQv8yRBGoR35w5F6exYK6EiwbmFQctpR2F4QI/8qFsxYI5To1VTW0kP67Qas0EghcAewwQXTgYWv1jFtnRSFvDww2qajc9wVpNpc/3Gw1kr/an8EjuLnKalzj9DyppjHQ21RpdSO0hyAVam4AmxUpajc4sLu2KRyMWzbLLLtEZlOKkrYWW+VmR6W9Z0FEgsno6GEgmew8eJUKycZxcl0a2f/2vesIIgrm8xBuA02vXHns88zSjN36R7W+yxHSRqJ0lw72v/uGrxO8FA9JYQpQYXNk7lUFvdr1CSlwGDPHP0jERaXMK1Wn2EtybzWDyUSCxyxgPnbCIrFM0SvPy5v0+0JxUVatY+xVyxSPLj4tL8w8bsFhu55k3I4yOEG/6ZzobBlvsUQlVpVXa7bIqaChV9RysD++4KQBM946ir5U1hw2qPpZuFmLyAQcjs+2OYARLv2ETNpKTd/x6+o/4f0AmWdswjue48lIl64oAYWAZcGC6KZ6aGawhQ01hCo/2t4/r8oqPfaGOUC6cAUnTrnLcgvxRsr1LgvoBrU8HiQcFWSMMPLWt1NgB5F6H9pKBrcn7MkwhTSwrmIYBTuxylohHOtqonvJEotZ7wUM5MGJI/U1xLeVFvVypUbJ0UOTz6qLJnJl9ns+YBs0PwVLaE/E7T9rxC7aOjBWRHa7XPsuAZj9S4gSsr1rJJEN5RM/BsgMCSbAPHw0q2UtT8PC06tduEJWPBVONTIFgTvZND0Dh1nAaRkSsLktKUpWaszsYhpjMpw+qi5dpIFcjkSNMZGxLUYXxzd201uVZ1rm1ZW0YGmQqj7f8CHYB+0R/pGbQzsn+oNg3dR2vk9Ly2Vo6KmQIHqKhhbDkkLqcYaXbito4ge0IbCxoK94T7UD+8XL67Z4/xZ7rjtaR5J9hnvu2O+rpGoOu1stCcBqxGrVLyPc8VCClfQk4mW7X7OZ7Zr1k5Ni+rTnFeL0VRJyn/kidAMfUw/Pe/g+b8WbUGa8xkPn+5XIbIDy9tty+QOf8YHhfwl77SZyClLdddKJd6qsvNBbYJHheNjQGY9Hyxd9Ze+gVsgwp2hdAE3ArbjjHU8+Wh5sHvaq46YcS/STR+L7Wt74GJ6OnvhrY725irZ2K6Tm6zpfipBOMDIAlHM7X5ImEN0o4CMGWc9JOJG1gVxJfweXyhMAPCVzqSOmwcZH2iJoGw8RUw4qxaho9SNZOxwgl0hBqsnnE76ogEGa7eyJMcyJUpjF/USVI6fM4Cbr82fXIG7PDCC4R/lUmEMIozVAA3XNMqtRdZQAIWWbJIcf0RXy50AbJNSPGHj3NApHXceDQRUbmpVnETIQFC5TDp43P4Sr55oQW2kAK08iAsoeCjDgSNW1dc9cnvK5XN5tYH7w73ylV8lh5rktmThJ/c651jdFLRH1hYaRnqdqOOUluYMjS9RkJB6l2341srhwxoiFmkrAzjbHYxS159LzySCK9Bga6EQn48HgtCedy0lbQdKbySnv1kFjFMMplJJ6tMJG9Gfvnljz+KRWLuXlxcoH43nQ98r7UpyZBNeqz4eKPH/vgQJwWBIujJfRb7wY9+9QHuh78JcYRQykyubKTIobyiX8HP7xl9uO8+br9WkvuV1c74KDMrbVyZEcZS3XY0L1ys1zPXa8Y85LQjZxnerkboAm80Y5vPFzJQhAgmwiEY8GV8I74qnysMIeWL+AIhhzRlm5ylbG3Sn0+GOWDZygh26Nu1pq+yLuP8OYmhNIO2cZ9EjGQF/qeZJeELNqVfCANnCO0tr5HfAV3bw3KYuNBUPo2rWQ1sIYYJX8wX8W0JJSzYclLL4YYFOmkTV41GkmMKbhYbx0rFzrI7vh/1u8Fx0aW3LbquKQHyJRZPcXOYs4Kya1kA+er0dR6ESbXwn+smqdRukd0JyoHfAuLlUitu8+V8Dl/BJ5e4YH/AXMIUlFUJqiBnAiZm78Qh/4yjVbu17t4OT4zJg5SN0Wkl8fhl8PisYleGM5uvfF0nt/E2dgUC5BUQRnVMWHYHEdEUTrE3d+oYPn4MYmGRnGslzuZo9/03F2nsaE8rfVe57DfJk37XfPakf9a2O38rAfM/4t2XhMWSgf7qU654wIiJsm3VB2XjToQFMHXXNgiqTDEUR1vXvJ6ahjjpgSdDAiAXwYTMACG+4ekBT2mBVE8mTyCY6CoI8i8fBwWqFFqL4XKZgFbftW+ZnRUdEu6Md2dyznpbH8rrG4xVFqXmhbSLpcVWo40OeHW0yoI+mD+NNdMJKkWvkg3mhQAqOisj8XLpZLteJwTaaP4v9lNDKqQfr3PtXuVPF2pqS5nVtsjnq4ZiWrHplDvlJnymbUyq9QQEDOpewtOB+iJ5a9XpRW59Ig9kw44v485ZKZ+QgCI0wRJmYFrFNt9UaEJRNWBqfrXtEz4OP1wISOJyFOHowIZG3jQUnMQ0WCnVChi7b3aGtqUkvEFLKSNAzR3aLeN44SLhFYAmGgPqkwYfEa6GozJY0z0Qi+7Sa55oDLGtDadHPXSWG/8yfZF7rMRWmqZHnC464lFIb+ApckMxY5jH/Z38xFfukyZGv6Y7k7BSUUSsRxA105OZhxtbjW3bhCiCMlmUQPqCQgGLK7kxRU3N/LY9UrnnoAcGdW/Abc5tzqAgo6ieHEadxqNBufFk+QEwwqQEY+OFFGyryObLHnsEkC/is/kcPnORggKu6qltS7p+2uhmyzEFcoaQm/hck9lMzdlOtjBfaUwrIeqnonU8tPheOhvexybCQRB/dXQ4XM/bNZUaeqzG/SjuIoOwhAdAuyjfgM+ucaCRJRJiNyR3iUTqMdteyKagIpqy4qrLCh2EM+fuZaatTmR/eFOPBxI6LHgwM+uqLBvJXl6YEwA1TYqbEgKl+MI/TS/ap0uHzv2Rdb5x+q1Neof+cdlnUGRfkGBybxv1CpR0To9cRZvovF4G6BhbjetpSm1XtW24xJx9ddC0D8F1QT2SwQ3QFIr30OopyL6oYpNzs5kJCR9K8Vpy31Zv63Oe+9BLvbYIK64rhatOrFxp4O6klU4ui2yYALzDzJa6HbO8XfVYV7Y9r805ZPo5rbKDj+FQwGFICEdXvJLGwZYw7lJnRype05MjMhd4cOqoCvdSXpltdpt9TyX1XehUklI5UnnJsALfvcKxp6wQoV6BfXwmDIfcVK4lNMdw+hUUhWkyrOKwX+cpXOawf3AhduQIpUa6KnhYmBftmUpiya8RKI4rgrPbysa9bnGjVXC0zWMZyxGNiHAL7X5jIC3tVSnZLIIZIQijWdZrJ8OG7+ERYYgBPTo6f4FjWYH8YW9kwSgqNAMXTVxPn7VcFpP3WxcUl9Hao82MOTnpZLxbLEJiMnMqSzJ1mTOuRyQyVwN1tFsgrrw9R+do6udkZnWuXIZUfqqJu1cnKk+GeDV4TjJ2t6Cc+WjkNAwfRsE4Sujq8nEFd3rWDxfokCxcesg7JW8pnnHVvjkTlMnZ1N1LghAZv93OKb1a659l0UeWlKzttSnzRFzuxjIcVbhm9JX7i1793SJEDrUA+HcbNTO32T4P7toOeyIjGDpl5q7T82Y78BZjy/cLe650BVW68AOypGQtJ+QKOhCXyNrlLVxbpjyPw10N5L48gYRwbC8YgQHxjuDmiQkZe55sHwyoxYDrcEnO7YdXX4hfQ+gIL79C6fbxC8oX4LuVx9i7+/aCxjo4eaEw0Rc6dQ9XkA8+OZgUu95uTCQIl4yi/kiCg8bTsp4M9tEE1PfMXE9Rkkg24xrN0PeKQehJvKp3U3AWJA5FSF6KEMqnZWVkcUTjdV2W1FCepzTyTmS829aVJmUmmUI7ZSuTSSypE7ImFnEb51hGMzscO+ertg6xmW1Uq3a2TgK0DKm7qgja893odJ+PVkCenFWIzNN6/LWAorsr+4ilUAGeK5r2YGufuB5OpAO6ohi+LK4yiQHN7PIV+ks88iLAxcmYygoqQTByBuvhyJunsyj9YHQnqfH62n4CytVw235bf9lJ7SHwMn/2g+H5Cxdv+NY0EIkeWrHGgATboMDenLoreBrnYDAbNeOFxlbLRv/QLetYpFnWe7QprKF4Yshalr22nGq83Im5xrn9LYAbDvsXNBqR/QZnqa+fM3I4RZfql19MNCVpUh6M1nsPXhKZ+eRMy9EhFPJ0Tb+2BO2bGp6lxMG5uj/1KpZDKOZkQNz0Dm35OMs6S2UqC/h+vG/UX+YcVyxrtblWYvzosNf9RQs0o4ll6U/App4LNSe7yA5FtmrhMnicahumZuTutLPTeViOH0NhHKgjY5lQXao00F7arS61azzk314Di6KLr5PNHh6v1/xsA4lIOUI9B1cgdgm5KTDp310Htwq4PshCQ2YeYyOEcFZpqQK5p+E5HmZPvXfXRdljm69Z7Jju77HPgHbGu/FoLbO9PBr/VH68Bq5tpfuEIcjwLoj00Y59QlxuAEGajUN3ma8tYmvhJCl2pMzzQtNMc9nWdUX6GXbjC7Bz8kUN2KMWA8YeGFNwJZ9nC6ijATS3w8EwlWdyfqreXuhWrXie2yFGtXic8/CGWyvgTtGfmY4kgSlnxQmqTLYv5kNrMiOJr+JhETkdc149JFF1VKLCJkOtwybR06W1Irhd9BfivXqtGP/LnZAyQ4LIhF5FUVWLWZ7PDjDbreTslatbebbDQH4H5wBkHowJqkYJQdjZ11qiQlftZPKLO9yYZ7npJJpCIgOsE5RnU2+BACD2Sfb3buEeSJtdr3PrQHXbYBg2wuosUPGxtAVxxo85zMo22NDSLk8eKC0LsA6NU2dMh1VQRYUFXFTjOKe8nryyiSx52zBiCBT32sQ1xkxT5CwjSsosGiJZbsXhujiS5rFQuQtnzNhwbneBMdteO25rhg3PbjaqF1zQapFDR2+z8UNqnfQuAL5gH/fTMDwZLNlFlmdKhuKVph8n/PzjPUHm5Yxrj0ODczT/N8r+238GCvr3L7R/n7ll0XRvGuzAmONxPME/KADfiG7l60QENEqPdyoJ3V//Mj19x0WUUUWaKlfB50XxeRBErqMDoBrGAVsbcO4ElM1BxKsFkgMwEMBPiLnKKrFtIzLLhUY/KgOk6bJz/HnnTkb2lcHLurgcXddG41RGZiXa2QdOeBLdnJID2nQPnH54wOdTRMn3cDRxYu0cfd+8nVxy/giEXNZFzomCrXbmOOqaIfiZd/toBBxXYObdY+quYZWYUFIAMWp1bNVUGG7qZsU2tSLrNzKHUxeXU65X6g1Q1kB9Jn1XWug5B+acpvZOsHJAmQwThQyr6Eg5DSOdVzmDVdlf8iCQMaDrqmM2CYrMRIX0gMHrY0vF4P07YxFGz8tx9Rz0KJtxqLPzZV/Dp2wjIhE0BEq1Am5zTnMDB0RI2AQrVnmuBj7kLDZkCRw13mdy7I4cbvxgPDjg0TVyhkftB2y+644BtO+eqhbMN9PNIb/L7xNj8VdHtH2JkHPPXUuUPqISTX3Vly/h8qR3/3e3TPTdhIwuz3cM8fUSmw9HWZkMdX3mIPceFPj929W2ORNlfyfh8S8A3/3pvmS7zwsu2Myk3m3vxEAPBxDwL7UFf19w/v+B8RDLNHlrS5BRI1idqVnqRqx24nceZbuv3iEM7aBse6uRZ1cMbjNpZDOcdKULZWkJTfW0mHB9Vnvpj4lPzezUqgmqENJGxmZQmhhggPrp8xmNUHu7dm12EefJxkc5LafMRL01KmHOc+54CceHZNugZFB6RWaQXKmE8GhsyQwqn7E1hIHqYvTaGe5mGNmiIlepi+inF2o+x6Yb6weGeiWhUaOrfibiwoI5ITA/xNH3EfPG3BG5HPMhPC6JwtNvOa1jd5Dj70O6vps/ZP4GycgStX5kFW8334pueLzs8fuSiZX2tvA61beHQa3K0AFTect4GJBOHOcWBto4EBlbGwDO0yS3qdvbW0IfOzLAIKxFHRu1XAWwZ+uHTwGRcck9KYEX566SwdiJ9FIAA2SUrIY4brD0o3cC+deSY9sL9fdRURdKTp00hhBEPkYQXKRmSkkNSlq76D6pSSuRnBFEgph/bDSAJDvYiW10t80rN919DD7DWt5GJBPO6EuDS8gAqpHsO+lF/0shRqLbLnFJFmA3TsFV7iQVdMgyljHAumpk0ZYjKcbYF3V2R2dxnSPt7VLXSFE215arzO1eMdaQ3EKvaft1kKi3uAUHkFdeS06i3hkgxUWqbdM0f4grTt2RibSAP1sdI1kyDgTuYb6MMBNFdAxkTWtpXyG6Ryc0kPUs5hdzaOQ8uV8s5F4ma4BM9/dOusBO20pmcN8TXLTFXGN/KmRQQkDeKhNJPguI5b41eGCGPnhIZwXgMyHtxyK8PD4Wh+LqsXhCK4sJ/mMtOKk/lshDrkKptfmugwBM50zHIkBG65saIQtRJIS8f0jA/o+E5JGJIkwLA8dJ10fAqw/tll21X/Z8166wwTOl2ym7kcC5KSSjxKWmtmT4CqxKIDmnkEFBOjbb4QA9tek6HSmZw939977py/6rpH9lBZ7I5DSHTWMr5nZpRuFz51ZnzRYWQd3/TDCBAjLNRnXykKphxxRLAVOJXBMz6+ClYlzZRZe7DRuTYu8ov+mNYZmJr7Y81BLwAHfhTrx6AxzO23Malgvy/53zVpBC8IDnwZMXbz58+eHyxxOAL1CQYEIhRCRk5LTC6ISLECVajFhx4uklSJTCIJVRukxZyNpKs9JlLL3H/GJpQPJrVpmaaZmeGZmZWZntK9t8ISz6jlGuVGt1j7GaUavdsah7r78w8LQB76XlldW19Y3Nof0DDQva2b1ltGeV30RBdjucyB5Hp8+cPecbVS5fKJbKlWqt3vBEbKvd6fb6Vk8O9vYPPMuRdnR8cnp2fhFeDkeeK3g0nqilWeBRWPU+XzKdzRfLZLXebHfp4ydPnz1/8fLV6zdvzVOrTr0GjZo0m6/FX1otsFCbdoss1qFTl249ei2x1DLLrbDS31ZZrc8aa/1jnfU22GiTzbb4n63+tc3/9dtuh5122W2PvfbZb8ABBx0y6LAjjjrmuBNOGnLKaWecdc55F1x0yWVXXHXNdTfcdMttd9x1z30PPPTIY0889cyw51546ZXXRrzxto533vvgo/+M+uSzL7765rsffvrltz+MD5VsB2BwQLzgFcLCCIob3nDHO8cLUJRkRdV0w0SW7bieXwiKpXKlWqs3mmGr3eluiXr9wXBqND0zO8dyvCBKsqJqumFatuN6fgB6/cFwNJ5MZ/PFtwp8b4E4PvEesYVQQ9uAXQ68MLEkbRsubf7k+gMXMTJj8VE7rcDHUJiGEIqairA+KBJKjJHYnhJXWGJdMSszWlp2yCW2UhS/KMt+U6hdXmkmtTfx6m8rfpJ6LbG1unEY8K5NvPdzvx1a5vfN8WFE7QSr2GaFbTZx105WBNNZZq4rMZdVm1kbvHrFHoPV2sOnlNr+rtSgMnoJBqiUAQIkBnB4BYd2+AsXcKgIjD3Vb9tDhn60k0vWCIz9s9j41knVCLItoUYQpsNUaKISSSCom0EGtSyk8lTcsuKiZmKIIDEYMWKDU+mRkx2/If079QuFXKFLuV7O5UduSih37MQe7uF4eKvLmIiONhNDTLOpOb9Gm2qn18NEXIzoNBV0hiI1FOhmijR9kj4z56lzjQ5xKsobN1K8VdX/uaI5sWLmqHPsRQYEcJXu7K6/Vb4g4RFVEPVF8tJENs2oRtePCBbDEzSXIcuft1kjOs6NOwQ4RfqW05cETTYuZ1XF1kQ8XxZimgQmlh0h6lqJJiJk0kUK09irhTxpjGs0v8LwaSft0FTItgIhkkN7A9zTtttKjNk1MZVOSJo1aqMVIRhaXR6J2FcmhISVAAmxMsBIJIXNuyY4sWVLKVwlkogTTKxT+gmknui48onnMfoj/bPZj3K+YDnjt/qlayLJ12KfPa8xLJLzUDHlaSRfTRpw9///hoa5tD2rthdniR7O4gUi+30G+NuVXbO86PfVFrT0xQNKcQumTQZgz2/1HTLmIAvUqPqRvPTz+zfVhib/kGSMio4EtOReRGd3nlk70w/Z6xmzBneoOk9SYy2rBGNTfOR8RKRJK9HBd5ysnw5189sKkanWia9OwgOqOG1CCFWd6DeF2LcNXyW86dYB772UzUWwCNWSIl/Wr4S0pZDt83KUqxmiqkfyEoCdMWJB0SSdBDhJ5nLyUnY2CRulC1PNlUjjj/hHjgcxVD/JDhbyGp3OsrifZ7xU8kxqck7c/ZjHUZrSzsDGJhCP0FDRsTGRcGER/7MUnyQu4UFG3L5sggvPx9eo0MiTAgTtRTJcoSPO6su3cvNxjhEBhBMmMZRDZCNkOZxlYVJ7ZYpIgEqzy6QKUTg5znGEqDRpZRpNAqMf2lfUeKPkOte3OUU0giKb6qQfrtvCnts6p4yyxVyyAS4RzUsQnNin7ZOGWHSsiedJ40WMk5C7cgInNM0kQy+eLe9xhl9k/E8ZAAAA") format("woff2");
font-style: normal;
font-weight: 300;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 300;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 400;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 400;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 400;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 500;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 500;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 500;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 600;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 600;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 600;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 700;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 700;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Space Grotesk";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 700;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: italic;
font-weight: 400;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: italic;
font-weight: 400;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: italic;
font-weight: 400;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,d09GMgABAAAAADKcABMAAAAAaPQAADIvAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGkwbiCYcKD9IVkFSgioGYD9TVEFUggInJgCCdC8kEQgKzxjDCAuCMAAw0AQBNgIkA4RWBCAFhiwHj3YbaWAF3PnBeQCEYuPnFkWwcQBJwLck/9+PGyKKdoAmJt3+wCBFQaBMqCCDAoNANBsWvFhyXLBaqN1wW1ggpgSzUBaMUWEZwrkzIOG6p0DUPU6EjXtLnnejiPoqX0zqp/zlYy5FxYEf7r/uWaG7uyd0pzwpmVLPK/3XuxkNZuSb6eMjJJmFgHJaVTdLVmSzTKN4gNhZIMTf8ouY79IDtM0O1IlgUiGRKlbOVyllijqVEJsyZ8wo7DW4VmfUjMJau4j4SWz779Vv3zVAt2qCTmZ755d4Ahdg4m4AJmGamq6mNuLh7/vNOfcvWmABBbKsLD3RNs0CCgNO0wD3d4fc/Pfyf00nsyemiEYhOcSPAHFICET0VXQcO3Wbbe3YN+EmyVdcth+WOpLk3ade13buT+ARIEIgThQSIsT1VRQe4nDftLKAOE+4884TWGv+Md+bf90yH4KJJQ4eXFvnria2DX37yXbDVJNJTHiU/qkDvUTCnWprEohBhe4DYUne8vAx5rYhkdBoySzmacWuk8QlinpIvM/D/6YvI4MXuofqF0bDqbA+tyIkKIYHsu6zXHc0b9A9XPJif46AgvQq2txszIdI0KZ6YElp+xT2uMTpQf9r6exlXtLVKZrC4hDu319hVklkJruk9OaQoHJRlyhKd8g4jO8KoZh/nenr9r8t5XRB+1AhcIGvHRZLlwK75bXLZv0vn+77ywG0QmifAgr74oCd+MglgAnIEHIcosuVIFSkrVvXNmOZV9rGDmPXju1E49Rl7DJ2GDvX1t5eF5K841rHWiWE0N9+dup/Q9U8sJx0uEWXKjKREULwhX4IXrNr7SBQqP0KEKkZMzOh+18CHnrbozG6fP5wBEL+0tC0WK218glTZy0ZghoAIZ6AhfGfiRkjCHilVXIV4LrX9kkIXNGwpjmF2HPnOAQQpRmhkdOPPVKuhxCgTlKjcCaxM6HhGlOTIFPk6nlT2NoN5QOLrMj/yW1/yt2fg08GzexSlp/zJqD9VG9HJna/Pfaz+bablkuqaDaQPmi5W7RzjVSWT4SIntNr6LiPgky2GjVlv2dq/as3BpabEpjG6KzGsTmna4ZlMc1I9VJ4JlWhrcOSvYQjFUNrVA/IlThSF/AqT56K+U0oyGPMVL31uPtE/FF8EL5otZX6BWFcvRZO9zui+8wsZpPw/U4xPpVpTqJ7mfeKmV2to6N5dhxYpIQqIxmd0F2Od9UnvDhwnEwVK2ijDIUmavAALVRg0UCGDgwSpIgh4KBRhUQBkVFP/E9VL5Zu40DFZVwBiZnVtGPWwpHZYj2zL9Fck9zcVN7FbalB2REmjJ1MMDv/H4Rd1djAQfTAHKWNPccyAHOmQyBcqI8TkpLPdX7OTmDHahJBeCcKgj0FAZSBbihOJHccFgsHKBsLE7gC7+pWoz4qhouOD6aXugO+k4tgm0X2Ro3qxB6NBKiFmnl2pdwpjx1TQPVGTxyXcke0But5e+qEkmK7YMB+KphsmgSLh3KRbkrWHrJazSJWU0PXc9BmM2sG0Je+stMSSkGoEDTDiRVk9Ox8ghA4QgojKweDozBYnLyCEoGorMoTaBh5ctJZVzzAwksA8k2vV+sLXglxAFPTq8HCnep1c1fSCGoIqrgHuK6yybRsfFOpyfEoR3e60mEwQDRGqgDEhQCg7jL72lG7mHp6TDKgU6IlwPvu159kAPjDw5cqA0Ycums9yYCQm65byGbsUF95+EhkIGgeMMqgnlqKKCxwYDQIj4DjABw7/wckCkQXhfOfSNvSUds51UNVFyxteSFTnpHRs7RkZhfxexNGSyma4oC6DVymlkxwO/E0FGltoKU7AYGIfLcqqn0rH3sIHOvLrUDyggEwXuEHvLv8DPw2GwD64rALFa0xh6pWe7Ed6VVqjzvHMx6cKAsvUSKOikaFUVp5NTr/p3dn+N8oACtKgiOKxUtvUIBSMF13zeGTcC2oqST/L/8//ecP+GgnvwUB2og8h9MwsPR0VOW3zgJbBNAQa6FgFEgriI4Hd7FqxKgWolioEmFKhSsTrEiUChtVilblA1tFKpdAL14zkSY8dfjqCTQQahSn1iatErVJs8Nm20l0SNYpRZdU2yRpl26nDLvI7Ca1h5yBUrdMe2XZJ9t+uQ7IcVCeQ/IdptZHpVeBHiCgBIygBiDOxc5AmzH4UUJHQS0JBYooeqk+9TQANgVEFwEM3A5gTkmYul2RFatEsMIj61AppWISDgXTbf5ZVqGAQgaFvCEyP+r3d4fWa2r0WtfIbAV2Hz606QqvrUW/k5B4lLNGnjoneYIq1xbdel5uept53pUqN5rdPCtnDslmkjq132Dq1U5bspRfjHrd07W1NpXTD5vC9/Vp0eudvWOnb6fjNR50xmPi+L2Le4A8b1OU2V7CjA+BjhRjzSztMKvRO4CR6JLXWVOLq2E56HJ4+KyNPmZDP5Bs6sGjJlqFm1TvYrQphkww40WccuRCiOEc3mqFOpe041bYOSvkI0bC2CgrrG/B8V6GucF5LZYtLRYZJx8FOdET2m9WRmz/yFkYzAiiOOSWaoOgBmtl/wAqNGhXMIDd20QecswNDbIzZCk2nBEyNUfssoPewu09l5qfmT+XWy0vFDbtZeOpThqMoE7ro7DTZimWXpYAsFj0+TZrIuvcMqHzMszFeLEznXHHLM0Jw5nnFGMJyNljVhZrYYEw5E8D+rOLZZWSGUg0W2BGW0OZjc7eawE6zoI7wQGZi6tYaf8AM3y4FVwiScvoBMWY1XPQqgbhBxdYs9FcjA9JAxakwenNR2HGWbZpFjV9lEvAC+qcRBeCLBw0EOwr0EIcXlsjVpmPjfTxsIqtATTwTtmdH73h0WNzrvM4eEClFCexxa6cZ05fpXSFC4wS2cAIqpfhzsKTI3fsoJogfFZFtm2in2SKMTeFnpnwf99JmkWuaNidzPr5Vcw9DGycPn99vHVr2MzalalzU+JCRDuSQxFhL+5M6sbH67bgFdtkRjsO6txDE1eI7RvG3LtmfrKq0u5kQyfJ1TtZOYtHOw1tdBlqmOL0TKH7lsm2d51kRxlfFGqYdMgEQxgHsONQuEHfODzci8lNPrOzqN6j3NVOh46NEcJfAHkyiFIweXzMvUBHdxp05vJ1G10/tG7wZDtWNXQe5macx45DXQ16m01msQSsmqXSqdPovhWCXjYwzJg6yZI/stInbQqbRQ9Vzd9mz47hs5YvQQ3maO3cMKr35ka90ZZxGWZcIvZOxsZ+pGMW/dLh6SMZ40LAItSgCGfMDx/CjJeDV5YZTT/5WAYsUcYfrCxSXF5Mciu71L36/vmrK2e80uGrEqggD52HGUco5tsppuZ0xqsFVT3cOLviLV+4BDU8iJCuDaPmFTU2m+ymhTgeFTh5PIYwhmlkHf2MntNo+SUrfcyWMNTodxFYZLA+ugc1SOcaDe65w8O72kFhksMTEEDlSvrWgOGLVsKQyUocfxJNH95oBJnRlmGKL5TJjvO4VSaIXwiMw5W5cCRNqiL4CeKmplinycW1EMzOMk8RWfZQiDLngTCiwHAEoa8Xsw/sYa14XKR7ERAyb4cftsCla4TBop3CJcLzwO6iafxa66Gq6Zvs3savsdlENy3cII+XCWPqYrhM6Rfeq3UXUCLpfLozu/ORcBElO3QwFNHCA2S9/UjOO917Sh3cxqKsGWC+y5gisowqz4wOj8lrhsmTv+Ho2L+2dlrI2YJe1hHTCfLYrg7v2IAZrehdKo27NOmfFKWz6GN/swWm7w1y+am7MEuEKvLryNqyS5S+6Qqjja4YQbVxB5m1ABoCZ0G2bW6YOutQOmCAGVDWr7vYEeaqeQDHOJNb9whD07JT96+T35TDtgjFOqahD3RkFnM7Tij7sWyftErDxFlqXcH6zx1l9toS3EclGpFUipVOVt8Ucm5O8w5wfEJpmzuvyQR4kF/D4+KgdPdS1nc5JHfa75wuq4BE/Ojv+KxW39QKze5nSU/OJ92joj3zzCGJQI0OqgDtAh0G7Qdac9HO4v6ffbzkP3wE3q/xJISn49+dmgMYVGrXBT5g3wvqBjX7Z2GMpfGyQEnr98iWKGgL4DyJDfZPCsYlWH9G2kDRpNCyYsBAniQI0sMlqS7DV/1eEvBv9nwSzr+ZQixk9fmt+p7wHiPVl4wcDFt+ewdPfe77jSiDyhLDJHCB7P2rkKAQXF5MqZQbO1hCa/M/Fno35A53xVMfnz+kZanEZb6qqjCdtzhICJLZ53N6E3SFIfzATBKQ9aj4z99kZSma+o6L9XtJICHFn4RHHByjNnqP+q76rrCGSfXlCcMJo1lZKNozX/Sxv1aJDsWfJGAPLTO6fBcCLvqeYQ5gtED2dM8g8Lpi3w0fJ+oI+9SK+68nqYpB8BDobdmeW3Q020TrHfn37QVWodNrr47soLztud94nyY14k4LEknKJN56bnB2l/Jz9jytm3Q/HtjBlwFl6tNRDi4fVZWhCDzgRJzxbmZSidSM/1hb48sJJcOcANPy078LZgbvqjSTgMbJoxhfcrbj5/tQkfdf1YkQJzo5MjHK8fK5iPdzv3d+QyzF7HQDVDmqdPWYAfgQHrk7SKuqKQqITpcphJu3VpRRnyq9BfHfTCpCICK/+8XPMKOLRA8G2gvLBZGCij8pInVHvjgAFWvgsFy3dneDe5trbtyWC78rhzHUr7hRoZml8W71qDHsEnoc3qgE8lSdh8iChJW61FjfeiHFflkXK7dkS7KScaFFPZn4ZGxWy25Toqr78DJyGZaXfG7b9Fr7N+L9+84wZbEKvr778HQ9JOkulrAUJQ+v9z3skuGSjEyg0YXRMUUhnXQj8M0UwPMoJTRT6jyH9GdcK4Fi6DsyQcKVUZocJc7duYeKg2XUpI0Or3Z3rHpY0bI9vW9yZqfulGy+CtsGayx+uDjwSra7wpAgbnZKCfvZ8trOA5cV/fdB5rzPjM8eejoKAH6LFtxEwsoGsRqMTP+cm1t36XKSwXso2WV+WMErJKzUtdr6Jr41k329ZrsyL8l5P72wYKasoiBhY0Lx9rjcrVqtkCcu6ooCvFfeX37fpnlNGkJuLTt5tPUpv23JaqZ+QxxcFPBhqfRQFTuVudVjE6nGbQynCC8tO1gpzOrfQ6vdxvEKoK3C4xjigJx71bulCl4Mk5bJLWDle0GCd+1a66k44i/ML8iAHKbmq/EYgRnprPRUv7F6MTL9cm5t3aXNkzjspmSpsFg+lMfGd+0Lyoz3x0meo6iFDIEpbbDCd5d37XYdlm9BOmeTaqzA75zvsGEkd5Nck66t2qn03c7nKryTEJs+jrl04s3bwu7+kW2VyfkVieFxoV6bqWlvmPBv4854e0Pq3I3IfswAZv+Foil3aLn9hf5rX8rPIHjqskOx8ozSElhZOrQbNg6Zth90+4Xk08K/EA70+/gvfBk+maw2OBL+KPc7uOuqDFr97C876b+1eXtDRFKpIh0nUdIFvpq2XYOi7MMH7pPX3Otrn180/a7pUbdHx2g8HZ0Dj3n5bObHbw3t9jwsjMkjIyrjQsiSJ26CtNGKxMhMHyWOHf7DTQ8dweMyEqb7gnvVC3CZDo+UtuQnQoWOPpq6FlW6lHm/aPfV4WX7n8hXhyPv8IUxxC84fUW/hg1a6go0iY6p0E35gKsNctP1ZXpBNPf9+x32VIuXN5+pgti/Xxj+uAAO4NtA/KJwVh+Z6PRhcL+lv6lxZz++XzVAoL0pSQ0BKLfIfgJWxgYC+TvVdnYEKoHRbTyk8L8B/t1J/T6t2isMJWLsNR4GHJAn10c4KM43L6/t46DZ/2sKpUzJQ6WhMzrylINzGx21uT2/SZmqb5PemZ+Zs2Y78gGJNC6Q5TnwVE/cgpYVFe2pWdLBExYKfLT4HHVLDI707wt3YUxy/IaXNgDeWZipxsjR0r0abZFcg0/PaFm3BnDNenUTe4X3gOsbtv/13hIv73dL/71Gtw4/EFO3XfVJ0sj5oAluyic/pyYK2TMaZU3TvZWxloYvrtodd6+cfvss+LNa8zuncX1JkXJNAAqWA85bF27SBpZKCPmyvjumTd5ez+//dkeUOtSUTLLWefFJchI+gpFcyQwhk+s79SnePFIhCR/OkFSygkme9V0tPX+nwfk3g0kyXt2Cy0eI83M6S8ayXHuVnFxUanzxX1jjm8VbZXGO62cAMqL0lmjkfPAxn+RPX6YmiZjTmtKa5nMjBx1OCHSRAgEYTvzzQ//uJ32tbZ192O60ASKcf7ghORSgE5V2q/BW7xfB0GqNAyfp+nJm8lU+OES+61jr04n/55eFSopSQr9dGmwaXwKLQb4Y1/UdsUy/NXH4n84JbKT/RV7n/51FXwVo/93PQxJ2nCvBZCESsuStun7pPz2RrCxkskgJQePXH53Iur1eFzXf3y8J4MZ0/ECsl/BcXlB1XZdKxen4u4LCE1vaaWCAoHUMOp4OdvvnNda0QITni1NoWToBdJNLmgRw4teuoOYCH0L//tv2rHIHh/Pr/t+f/aE3fEL1B3DgU5424Aeqy430xxW/7Xf36pvb96K2FzQS4IJOTYovQE46+go8S1wJEayUalYoQkTt2LlTNgfF/EZ68jaABJ33I+DC8OUzPXsf1RIKkamF6j1bTQUegoVRHy06s7OMgCP+Zfk+WiR0XL9N6bT2e+QWr/qzJ4LjSgUGGTkjVpgTm4BbjJOnSbpdLrW8y56eslt0b3N6T3eqVP/Cql4fkUmOxQHkO4CDN3MFf2SkBOoXuv+OSbys8jPTT3dQeYY9iaQ7pZy/Q0W4cLK4nBEIIVY21yVzvhZN+TCqOBf8cfxb6/zeQylP+UiS8WoZNheRUKBsLx3Pcu1RcnLR6aISKAb/q+lWa9yG9SMc1+Zr9tid+Jo3IgmJKxbuKSJnxIhyYsS4xbj4zZKWbx+1fo1bkXiNxJD+ebCZtSdu4JIuJTnjzJ8C4bTar0c5cSQ5Ec8IcV0MSF8klDSVb/L6R+ZMYNCAB1T1g+kRq+joPx6on4fEd50qwirgIqWsSd0r/etwONOn8LBI+RUat7543evmiR3AlnPaMtR1TJK2SIm5gY6UaXBvmz75NT74+wVGF2fYe5YzRt2JzgsouxC2HNmMpn3FTRv/Uz1+LgJKm6dOj//zegEjH272e/miNEgXnt8me0g5Qjvi+JxjEPP83PziYrESLS6X2sY+yOyh7saVp7ql+UgigfLfnAnF9dtPhelhZdtLaojJzlKhq9hD5SwQp/DAk2Ha3x/v/2111f2XkzTFQL7hFg0w7Sx5xEY8zBNm1uzEDI9w8PnImhO0Ij4+aBLT5CIWp/406Z8b+mpt5LBwcdMTgsYI0FnvRibSjSgQIqLTyuidM5uKab3hPZV2ikMUbW6h86fzTvExu6IguBDPiGQc9vFC4dcg7V/nYHcGjjdqBKS95bvgDuO6xMBn7+2EqBefsaeDuXWpR81hoILJBxmZeUktM3GcMICDwS1/6z78YNgbUPwSqdlcXb8QWgpfSCznX0lwT1hb3ANXuQrF6Xzw9bDiX+7uOxlmQva7iEvO/BOysR3saIASo1df8qLPw3UuosQMnt31ILXH+vV9q6cjMUpowPLURB+d6yFtsrL+cWdUdrk94dQPUXP2bkQZKb4sgKF02K1K1m6/jH8HTc+pnELvnJDVXQcAlul7QI7DDhiP3mHhgETTKQ1ZjvGKRjhBOEk4MX9MXzPjp+3ePVkoqDpFCqcJpzqMGwjFrWofSb1YzF8y9qhBkcIJwknCiY5j87PDuEoULx4HYxCmiNxx2Y+Yrt38ZDcwuoYRhb/sBqBTIJwgnGQ3EZOyfiJc7Ab+34CoHfjtHTlWfUU4jmqLcKzjuFqxI1DVMTauBxWRN67vcRzAH+gS9OWz+CKwlIVnN2R49kCG50vIjgBbEgDBtgCiSLuxGB41MBqaB0Cn4ePBU9jAPMTCsZUiYduxm0LHTkryqzEx46ft3nFEjlfNIewJBx2yXFPcqtBI6jEj0euGXmcR1rbcZZY7bHLNj3KWAOXFwFWYWDVsHG0tvOtrtUXIgAtm2ORLPePMtscLhzzOTq+ZtW3typ1wpSw7Y26hfV6qBnI5wXKWdqmWwJijjEszSj0unnUNzGd0PjHi0TnlImZsd2vVZVxtnQyNXEuknKVh0mwKKnjtDH4SfjGMBsBuYxrD0vBu0+M+6k8AuFGeM7KjvVD3crKX+w1ZA/6wAeZ5t8EGCdyUU/U7XOj5kj+G7KYv63mL+9vGLzK92Itl1H20peCyH3uO06rjd+Tu8xvUfajn1qh/2waYB8BAr+ZhQUYBwGKq780+ZCvPhrgsbGU+syE/L2uVFw52JG91aiM4V8etH3Q2fTg1yLWDjZBNZ/ajfULVfGNPujUAf3Mrr5/Zx5yem2t0h8GuAX9zK6+UjfMUgPlBZbBrwN/c8G7elOPM6yeGuZXgMiZ7jsVk+exPjXTa3pPguWtD7+p6hmxeZijMkt6ovS4YRn8lZhwsPHN5S3Np9tjdnP4dy+x3bWnPb+w95BaZXeol2wB1l81zo/73sCAbAcASLOdA8HrcMLc0l+aRPcdpLtZlV9ufsrptrxRVGTZ1VN+p3TNhyTLcZ4UEjcACELwFI3Lt1TP0MUHgbDiUJmwjYXJxsKwNvWzCkj3LMCZSYjCAmPJiJY5IsK4C8H8+R8qZGS10YlZS5D7SqjapPqXUe/UV866pM0cMx8QtywrtVjtiu2zOxboe5/fr/R4fid6OaqKeiBZ543GxMDbGqsKCQkeBm5CSTfx3ZdbOY/q9J9ZaOPlIkUWrQqMuLFFEWkXPRioWHjGZmq68oVXnvqWmTFN5jXVmTShUsmLt1qfIFFhk/7Tu+8aYVPVsoGDkEpYyU3gsASUTttz4sxklasqopZWdHX1jMyu715c3dA6GmYgjOuUatNJZHyVLrvw8oPwJAAAyxB4EnOMbjNBAaG41uq6Q5UeHjEpD9+TPwETGLXw6F3WtOV2kYI70/CZYFHznV69JF09LRUEmUSg7jo1AoEWMXc2v+U1DWtC7PwXNNdNuR1GvH2+syhXMvVV+BKLaH+TOeDMH4vmhyHXypaCeX2pDDO3Sn9LolR/5REuEUx0jwgFFmKA6KHqlb7DAuzESLxZvaaPz5CtueZfsDImImqyCtJafbD1CAydWJHz4KbFvILf3LPmBmUwxcE3nxHWzuAyfoc9S9iDEr4piG15OScH42HHxkCU/TC4HyKRAOpGpCLofjabDOBZEB49NYqWWnaZBscGlhAA1NyxRzJa3+V6RCWHDQk9DTUlGSkFFWbzY7BS8M8SKPmfl5OSXtdo419GPm/Ua8IW2rsTq7AyRnE6HUjiUyOqd+My3m10aDHgdlsTWIN6cnB16tSrSc9fTL77IRVtRBU4S9BgTacMOVvvZZLydyDZGq5qUgnGFo2WyEVhQGDZtb54EQz2VLfCev5GCXLZsl+bFaRUDNvrnwT0yn5SC49Z4Mpkp52XbrzU97Z7KSPDJtP5zgHGKJ2cR5lvqCqEVhn94cQay0KRBX++1BsXjl9X62HryM3AnLRqQhEgkO9SHia6S5gZVpLJ3My++O5UqVwOv5nfkm/lGYaIvY+HBF6/mZWdbwEZivDqSJ6clmpLTds84r9cAhqvxg8VgJpgAxoExUG+7sE17cKdDhVo0IkKcGA4Gyxe59Ov25Unm//6DnOFGq9mikwDPrqzsBQ0lkBYUyscfGNb1CO7MLRjQaYqimdzJhDZHZe0jAnncZLBCLv/jGvWSerfLMVBYML8GoxSNo7T7xeIaQ1MUhwMOBtTtS4eqIudI4dl2pFZC4vkjUiZUS0FNSkYeSg3LUgH444H80Lmsxf6uCTT8aPLFV8ajVdT0Ugx0uQeeO46eKI0b9/sUHqQokYC1X2VbhbvFposvL0pvrDs1DFjJ6ETsRFIJW9x1SSqXkJM4p77uNOp5TRiMx2qu/MSbja+bvWAoKi+QR8KYKH8XYBf2++oVo65J4RSkK3pu1As9tUDeb8mYhQOHDhkMqeqzc/MJi4L5BpVIfEHbe02O/xd955NknkUDN2f1g6SYcWAsGCe2hPC8hqTHH9a6610nP/ftaghKQkS7aGeWuwfgEZFSTvYchb6aevG1LHR597qtanE0UOjv1qpRV6kdm56PmRRflxY8uog69FyzTZZW7R91FfwjnO3eW+SweELW9605tNNtW7CbWhhMTouELlfDs20j1uu3ygZaj8P2ixKlwYKZmSy8OznHDkSlc9Q6m90/VFMZWovVU+++wShioKW+3TTqWzoTUa8ICW14Ax5jVvxxFsyRsap1x9TGI6DdhwEYHDKzjRkGeY9X6Q0xfZ0jQ3AYZUOGOIVli0Dv5uDiC5hSV+GSXDPhl2TAC7ahH/TBhY9XK5ws0b15PHuU+DRRYRh+xF1jaixcS33B3OEwAHplr8BwxJ5DnUeA+u+QgRdwScbl7jIAZbGIbf3e6CpuUeqcSxJk2Hysy+tRmpuW2ZQdaU+VS4af4MCOA84cKVPY+y3pgTXV6STBJaRillT3ggMnHQWH9QTZdm0+WhjxnMYACZH8Xwlpwakn44b0rwdRdcANeVXcWIexKxLG6DaUO8eQ2zL6sLkGU861RMnRJIpp8MKi7RvG4A/t6NoP4AjL2DxrD9Y6OktLhwQRYgSm06Z5ODhcR3B4bW9+0zgF8NeXErS4mppMBlYOfqhj1ffYW2txzCN1UnXCuX/E/bDEf8j2TJc4LkNNDya+nKuOvrf2s2CozQ7WqMWUoaP/P8qx2SLJ81h9DzLKhsRjFGkFdlabEpQ9Q/+cy1V74p4q9Fj8fa1+StawTByd81/kRmcNFYIfYoEBCiLZVyXRolNPJg3pL+cMgs/pOXKQc8pYtaVPJlwyKYogm2J+tqtCRLRuu7auwkOl6CTYmtMgsCE69/Wsumco4sGW3fbxuDFxPktrDMjaTg9ySGUZl+P/gxaO6pPiAQ5JgpNOy89juF2kbhXpg18wQIDHPxdIZ7P+HgseGqk9G1iXQPVekJQd1LsJGk+trnbDMn1sh/bp1ay7RoOTjiPuXOO19DqFwrli4rlHouB8hk8lZyjCgaO9qUEjHg1DXxLLtt95BLg+WH9rjc+wxHiQgvEw01LDEZAZKL/GdnHRZ3gsqIs54E3Q36D/QMtA70Gy2V2ZXWkGpWuw3q+jMLrCZePKY6nHo1oC4GARkEmiIILhIIKWHmyYAWMo/i0/S/UhGBrld7PUJa5yxJlixt3OHutQCnb+pyDCI6TkSprRwf9Rte675Lq7nmpB06FBtWKJ2Ygu5xo6T/cmUnMtHtf+oHeVgF++lAwamJR3whysyvKH5497fa/Ra3Etd6gpxIJrpF1tOCyvyaVvXR5Ezm6F4W3RC6dMsDOQmYqOAxJ6HAKooamyQfkIrPlBgXGYOWwGfuUavUJQIOeKodPxMTxIUhjqS6e/fYOzrO7pjdMYFRDP4qFiKMPmoAUd8nz5xKhboG9iYa1icYt89+MKMAYBpTjk1+GjL7w1bZpYwJooDGK2arP2Icm5nQRCcKwIBre+e3sMyT/3CaryJLqi0AVGqXOlowMt726FnwzM4qpk2viQed2KcDQI7bQ7vicRfi2GNZ1gXxA7k+fF/kF3GAqVv21p5hCkezF73MBX12vbh244q2CFGrecVqojZZVRqANrMvd2Xi8HQG/v9Yb8VRQ5PXIaCIOOSjmTzk7kR64Qgp4dw7e1hhDJ+tp4Z6yUh8uLfbr5a7fD76ImnxXS1xh9RzPJoxWyVPc1a2x/jIN0xVbj3HEs+fLu4ddLIrc6ZS2XyeQaW+2E7+CABZvdoRRMX1dTpWKdkMqh/QQ8zoFM5v36QUswiuqlljmYwpYjkjyifnCay4/8wVX3BfsX76pisk1W3khF3KBu9+cAqo83hS4hUuHfxc4ZAlVXgsGb/uHvAQxWACYbh8XcbTjGfUNhtnfS8oBdCUKeEElbp59q8GPy4yeIgccyYFCzJzXMsLgsKiAG31hz8JdBt6MacSvCr7bbqucDce0yCUslhoctnl8v6O1q7nIBVPf72nQumYl9pg3w5P1KdxdfFlDbY5eq6/iMgYw0WHZXATl+1W/a93fp2sruqXqMmHTBlBnoYGB+j9uBxxjrwNBqHMBs4ZHHb9OnHjrjjBIcotEQVIQamt5oTmWfk+75EoFdrEwYRNRyTsDVQovLu0ZdkDgjudwP+D9ouQgP65WjBB/JdU7sbCQ+Y7AKSOn23LYEbnHEpZUjIpE0NQF5haRF5yuPUvXU2FRfBFNUicKwjKcVESPlzpjT82JCOmyHKaAKH+bigiueOrZP0TOhzv7EdfVG53eY0pnHoivrHzsiV2RkKF1xl7KhpzDXlEOXdYsWExdiJMgrwZ+zLuj1fZdOH/4D9z25nu5wOPRern3S8vWo6XyJXCw7mJjLOCrVA7ycZTYu0KdjcGB8JDzjTFtDPVQzWdlGfZhoNKFAWUXjYBzVf5wc/8vUOLQ2XvZ+4xBlcPSN2Kz1F/iUqXd3MH1OlDxO+1I8bRaz48iS10oyqYX3X7TgidYZxoo2iNTZ1A2UBQtGcQw2S6xnpMvGuOKk40Q6Fv7Ondi3pDXp4SCpzug7nonpnFAitRK3EKnGXF1DIz0NEh4E1f3maMi+JmT3BmWQplYwzZV2h//mF3BDAe++vir7QpdA5mrtlODr7Bbzzs9lO6OmaD3aNJ0nadhtlA51SyNFzOEivScRmwfISgadW93CTw5pr+20A+72BMh3KrkRyP85WG+N+3HYRM/gihLlECsmyv19Et6duRbGGnRlFT5Dzh2CiVvI6u3MkbMqKcPGsnbRx55LRGtOkuzrmnuGsrWGgmTieXAYArkH3yWx2QC5peEH68U8Y3Cyvn7wiNu32rN6KWg2kJUIoGYjXLlMRuCi+qvDMxh98k+QtBLJZn53lEZElBS71EGr0Ei0R1uwmhSNx1yOVDktePfP9/hMV2ofR9GM1HGuBs7wOhQQAG255kpkZlc2IzORCZD7ab/HvoPrq1OyY5emjnGQarVylgIDtDMgmu0NeP6qodyfyPr8XD97u0FNnjxzwN2pmtY9dQfCNzQEjTpOmVa3cTDl7XYEfb/s1ACgj/Y6CKIj/yWa61UibFrOpInaUJVAozzUJXxFa5j4+ncOCZcm7ZivpS52NDpIJe+NRV2WUFBafA+DxJvv6ZKekMg3dsJ4DVbMjWMldB4UJx1+XD2526eWGvVSf6cb99M/IfDoTH2hrkR9G5OyBsM4DhBmMlKl1RpIJLde7+qz6OJViSaluqxevET3j/xhh9rin/zXR5kGa7tqNXZlYySODNYvwBbmloe/uTUajZv2wBRANTBwjyAYP+2bD5LP1He6+c58bePYbL5GJVc5AE97WhyfquTg3i7e2vNBD1g50NXqItbvFBaIOk4B7vYCxPFvgCBK4rwQdvE6tEINr0w9hNJeCMkMqCE3Bhr9Q+gdMpYUn2CkIiQhbqW2Kt1KKA1taVCjyHhMc7xgj2kFPbWf98xoeYQLkK7WCFhRsGnbC48pQBdx1ydlTE+nWSu7rKns22LARGNpGXpy1GJjJHXUVcDnqPPIODgK4UaQpX69kvzo29jrNltu+ARubBQ74Rd9lIfrsZES3vHd6PAEIuR4ccx5+gTrsrWThT47yDW8LEguykdOKYP3xhpnEkgEuDL33dEgGFLzxDE85FkuiwZr+AKSGONPU5DczxO/gH9sMy6BgkM7mLRPaQJ5OdncxJckst3xK/laOat3DoXkVRFOCh7UAbGOzPgOh0n4tt+dC4m3s+wXXDVqoexJKEpbBHWkswUtDoDyK2m/82rIrlphUxRaVNw4Jg2pNpPYEHR4+DbTPQdf3G2tKxZSEfZQCB71sY9HGTxcMKEpuhRZvHpnkuuzmbfeWksiQE0z9bFOnbtI55pvLJ7axO6hYFxebvUFUURMUOoDYyOpQjF3TNXEG4Qu0+2xTa2paj2eRFopkyGT6AYqpdWt6U353Odwsz0pm2ELE/MbNqCqQlhvTfSq3scUNluc+X5Dk3OekNvL2Q8RtWn0lcgB0NAVRcsVGIN3uwXHPBOa4LI1ISIon4hAbjDKqEL6cHam0P5IC1lKl1a31XIb4M6OIpOPVrFYakTtRgPWfprR0Aubr0JnStNqwF9vxMQBLNXSi8rag+xy/k9QGlvllThCYo1EdGlblPa46mz6s1Lzgsdo5yQKXu4g+RxT0xL9nnVcS+M5hBdITDbJY7fafFRBsP3AEh82FgliddBL/3tw3zLxoTGqSAdMT3mckPv/w8fxqdtBmJ24WuUvEGEe9VTyBk+bDi+YKZEONZqi3TNn0qDCrA0GYmwIDO6G15L55qg4ILlsiLEqX++aSmztXz92/aqjMzfTL76CHTSNQG2Sk2977/sm/YuQMLOixXQ4ENiqTv3KARVExHeHHfmYHDGkXAf4BaBi5kmbtx8gsW7V3RDL9df18hbl4CRDh7nmNvdz04hIQuYmN0y4vTEy/rhUVH19v+eFPQDKuTjBHDAJjATDwVCA25r9aA/8NHmmTBs2lp54ZTBYpq6sCUbvtdfHaBx0mm2sSOv3LvJD/z1WYHCkzcaMU/nLM1OEROB1/u1+jOI7QUAhQ6Z+F2xZJs04BskxMuGBk1XTONJboNn5x4fNTOERUNHRxm42L5RK5O2bz4rNbCe4aGzRhQyo1kcg69VFQqFh+zzaRTqWFJ20svgC3FvwVeP0aWe9oBfxjubDsBqo+CEpGEKaTV0zTxcwYPBUdnxwO4Cr9ZpTEx0g3czfcjvGY00+2aFmBzMH6Mc2Mw2Kae2kEJKfhpidfr45HmgCiTz5ifQDkm/09k8p/tviKebJHwfsb2Vi/IEuWpqurJ1fP/Ym3DlRvjnJHqwL6z8OfWFT7Z07JqRmUpV6AFrUTj+SYdawiLW7S9oStZfg+DJziWMibE/yoImDnshXtASTq8ao9Rvir/BiBoDCAEC5H0mcgu9PRGG7FrapcBZMdVyfvwZ2LEAnu1s6J/q3WnB0ZaKPhv5edrHfyLPCJhSWCX/B9IAHO+Aus2C8oiQM5NltRRQWthfIiYWfMNuZAqjOIISs526576kKPXiYOjSrrjE78QO2geTp2Rb+66VlYNw64Q21Xi2ij1arJvoeWF2JsRq5mJD42HTXQFZmBmlTEx1qm8ZB11a2g2FExQlekaIPfp1sZ2FuJjZ+/aGnMED16l64dAxrtZmuyAe1Jx1xAUNEkJfKVa3SjhHmZS9DQYlj0XOLZyPjVyxpnD9gF6X9f4UfT4v/nSRj23rlB6cPLghelY6GNyznE6h85KxnMZQzAn8Hu5pwnxSndnvon7i0baLQGgwahZjN5grUxSYjOArn9xtH8MwTopqKCIckAozcxk+3Tr7+N5lEbbuiNsPRLF1ZFP7dXg8BfcvKwisI4oMTfRqEzxWdBxShmBuc6mX60Y/ShAUYBDw2REKFkYl+7Lvj1GAsg6qENnHpZAUCEp7FCcFCyXGFZ3FruMqZlZQm5h/+0xNxWDxub5I9FmZiNOUJcZm4NPoKCtz8mbszYTCPm3DkEJ8vPls8LZ4RXw7JwpR4Ev5aNR9LJmUlESGkAGF5QpwoDorvEK8WJ4kHj2jaOYwKoeivQDwu/uxwjLYsX39wrBBEh4RdUjksaxToGXTzuFxXvhPEz4vRf3g79zIAvPdIy9rV+LsFy9pwa/40YCxUrOQfVtbRrhAAnUsov5iKKr7I5Pkm29HjY9IcG5bM29irQ4HZ0ci2N6najuC2jpPo7cH2HXs3x0FsA4jY9ATS1iG45Uxiy6VrLITfF/zW/1gw/BGMu7zVnVRHRpWOaoQjFqMGIhqFCKNVf4U1iNjF1Q4Cgt7j537L+rZRMnQIBr0Qz7wqaw4TDXd83IPROzo523UaYihH4JgjBeZDhsxLeQFzqGA/JVQifsMwRMfAcTygX7KZ+/IVB3B7sDiNns1wY/2VFzC1SIHzQi5xzvovpWbXUXtNiKRq1qMecK2jjsbca3LJJiilxSZJxH42xazE2DR5KDbDLN/ZLLknbVLmGdyGgKYumyDhEJukpNCmiNlK9b4xSNVjN7A1gLAGzNi+rYkrs2wt3NFIO8O2YYctka4GA6yjUgVFJV6ZJnxbqGhGK1/l1FoZdMqV6GB6zyJ1plo1iVu6SLFaUsWqV8hQjMpVjknGoBWqNfw6NWq0vc5WS1UFrYTm6d+CIgM9m+nuYa2vRhT/KqlFoxpZSKPVTw3Z0pNKhxRF/KniSVpwNZU6FTT+dF+b1DpHXojcptXWiNyYFIH8BJTBG2VTCxdWIQEpEhKInutSQAl34ZcRkPaRkwirT9t4aoFKVZpU86NTBAl4pBSOT0uHQkrbrBpaKR2QncZT19NidpCJzlGkROuvo+YneqVy/m6gllbzX7CGTq0mVdH9Pb2CXsAQ4hh+PbCC4i71J4ESkjE4uIJEiCYkJpEuU07sDlVWVM1itdkdTpfbw4DYHC6PLxCKxBKpTK5QpoAVtUar0xuMjE1MzcwtLK2sbWzt7B0cnZxdXN3cPWBwBBKFxmBxeFk5eQVFJQJRWQWU8ZKTnkKl0RlMFpsDcVV5fIGauoamlraOUKSrJ9aXSA0MjYxNTM3MLSw9weAIJAqNaf9+z2l9rLzYhw71741+c11t2v9JVfo7nxf9bw3QcxZ3RoRGyVhDV+j8R9qk9ZzYG/FvN5JGva3Hseg7x/tdpzepxJ1hT6E63GMocA+VGJBDivrH1vJT3FIGtqEAtDgFQ72vohMmqBbqED+LgSXqAMPdvUVvo2my09IrbkOhdBRFEcf9h5CX5ykRhEBxQSmK2gc2ZL8P+9bF14B7r2HlaBrzUsTwsQlsWjRXeacaKNTwjwcPM8RBdG6wB5V9WuThaBgbhFyXP6gcSpeuZuysO8Keo1cBe3uXpsJnKZYSUiyVpnwTykuVG66ZcDmOlqjIFtmisEiLqldS9BZTKJ2qa/1Udaqhc18hZp2i82LDAfRXsDcBdEsggQQy0ApTapvwVx04Ub1qqY5ehUhFiEUsEiIWuRGDKKKIQxQR5EMin/VZX+izvtsnvs93N0jD1xBFbMRGwoiNSOSLSOSLgiyKSd2oOjKoTSKtQjr3vSr9jwmlcKRumZSk1jQ9hntMxt4xAAA=") format("woff2");
font-style: italic;
font-weight: 700;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,d09GMgABAAAAAJ5wABMAAAABPVQAAJ4AAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGnAbriQcgUw/SFZBUoUcBmA/U1RBVIICJyYAiCwvJBEICoH+DIHaMAuGDgAwgf5gATYCJAOMEgQgBYYsB59/WyIncYead/+VwobO2yaryn0TaBeMY5OA80Bx4vNHV3QgdzuQQNX56uT///8/N6nImGk5SdsNAEBFvfegaBiBQDDDRJiqRIPYFWZC63MizLxkIhKtV7XeTM8VyRQ2KQyN5AiSQ1KCKIk01L4IYWlaO+waaUieEbdpvSPNkoT643IEyREkR7jkqG7EDEa3T/uS95bGpra/N8RmdrOGuQ0P/x5WJoYvFSbxG4mUEJIhoV0LhPMxTw1EVs5IIlnEnPpFmrmEQGc5uVfrhSdqlHdHA47pNkz2tTiCBnwGfY4SIZyTs+lsniRPkifQf3qBv/rDNvDrnryudtgc39cVq2qzOdriUW23Obx8/jgZ2Xebo/mE91K33wdizNf4/4eu0EhWAXbr2JEkSPHHWvL88/3l/4+59jmnqpJcgPkAcj/levlQj+zBbLEHInuI3+bfIwQbK2b8GbkwaoURARYiLVZg1TJ0oYsq1IWza1Z/dGIUxhBu2oUESCAkkEDwIBbMCgVKg9dsncpv3V5879t4Ud+b66Szl4l1qwYeqOnHsqUlv7S7o3aPAyOwOJUMzjAI4dk38Nuqd9qJ2rqKcncvov9e/mV7UTER5TgzioGJYGCjgIiKiCKKhYogYzujQv8nt/r+Vr9+XtVupU5RWBEhBAsaNIQ4SUgICQTRUTn7WW3ElrOf+bJW244CPfxaehAA1gXUwKpsfH11khrJqsKABOQN0BLc8Z83gJtWuvndm0sI0K7d9tubeQSxECAOJGiCeLBiUtd12s67nQrkcmCu8Am9yikxJdQGz/O/X69vMj9FVFFVQMIBgOuqkXHtejdACKo4+wzw2+yfMXU2USkiRlMCAhYhIWChIEbOGTV1xnS6CnUVrtpF37Jv7ebidtV/9y261O/+O+CLRvAKpnSwT4ZWZzTpHsAQtfnlXuEKb7cv/EBLGq+nIjZREibqTC8HlZOZRNadbGjO/Nm+0AMSDkgYskQagKpn8bLmUj5qrp8+JVyCPB+MwIihOja4cKly/9+cegeCpKMTIMuWW6c8Bu1p5GtyJcVfibwZR8BuPQJtLJaK4Q0KPttt/4jc7TGIYm6WIAo6jVX2RxgfaHWVKFPw+9+KY/iH/uj3/jQecBPJ39bKAm+idg+EImq/B1E5YK3gYEuuco1d0FVgedaDTYKjgcRyLzgaPc+PfftiqO9ikU4yq/ndkCIpcGZVLZvU3YIs+w97yhhk2GmLb8nmiQeVayGOTDiCOJrE59u2ovdbUsw9zwFVov5e1az9HyCVdm2LG5yyfCkUFQg6dxdjUxHvA3gEPiDRIDPMDUnJQSIduOIFgZDWBLSr6Ki96BBCx5UupFxedUWVY1lt6evs8kp3vqa+uaK6srmmve668uCpXzp7x5tIyjqExEa4szJ/r2xKaTaOoiKP2iweh/CJkZE0YTz8vapl+x9JncmN4EZoz4G8CO42CkXjkFLlyuOikkDdSCCkC1zxbiFsUjLjznyS0ixIOFchhSrG8oNYzQDkBix5ASQcGKRLdFC4ECu7yqly7kIu3dnduXRpV+WFWPlc+ipXnYvO48rXrUuXtbvG/t9pSnX5+o1uZSl57liZ7kR95YeLfgNgCMpJdnQ+WVnL2ZN1bOQEFeYdaktQ4RqwBagmbubh2lh7iVWMMZx9HHW87+9nPTehrMMUPJiJESP7vlrxnVifedLevTJMQxCuEcZ1/VWtcN1g0vOAZBDbbjOlIDihR58sj6WrG0uLpaVLQmkTQGTv8zD4M9bqBXUu9+Lf/LKGlEyREBXliUyw17KcXWZ6v4qtjniAltsIuP3I3SD8Dp/F1mB/mALIfqzkzss3376zKyovVTU1t7Z39PQODI6OjU9Nc+a4i6trvC0IEcsIkoaicHgChcZg8iKFMUkShSbbaC0sbsIcINBn/QAIYIWaGNENbpQsgMgj7ttrgwgEwDSqevgDnTagT4xPRIABn9f+jxIA2/UjYAPkIr1R9LVxA1YZ43YC9x2ayj16Upr8kw6U7qP+5moxuvWVMcpF/SRfmQ8LyaEBfnvuOXAM60r99KquhnUqCyArkaYDo14RF8LGta4wLjdg1yH55CFeDK99jdGwSzRGWbFNxadvmWNwkrZWj76ELSM1b2nvlXnWp9bfNT0lZce2TQFfoDWwVfd0hyt9qnXWM0UIo+ohaEaN50MepBvkWNQPp8RmgkkrNnDLvZ7HNv1RAejxOkaHPvqCMss/txotSBmXoJbG6Ck2fw3KiZoA7XhIL+/ReSlk1UKsZ/KsVGPbvGX0EDXT9xbaA4bjB7UngcafauLxAdvV56gSLMXOr1bTIw4UIiv0zAkAHkI4kHTvHaPH3OOVMgOJNpiuSTRx1PyitdWubZxgE2KG8y1G+PN0RpqPjAYX15YOoO+Yqqyei2JQgK0yWtOpOUOXX93PEc6otad3KDFln5Exeuh/7yb9vjpdi3qPb+6AZ/xyfUUjeK6UZBwSUrLweNh7T5kZuHMcclHrSfmOWLmEyLs1mnKRgGNxDnbTvJjwiSsrncnu/kEr80Hn/swQ69q+EA2y427vzspldz1sB+g8lDXVK7ZLmzQJxh7sgmNTHchZa/bk9PRW+Z7m6mEZj84nQv428ZEz1PabEU1kjfbyFSXUYC7Cv1Xmsbtcqnx7Vb+yY1yMv+Epx2YJMpIPwF7Nd/urvgNvxvzQxxnXLyFSGYtwtR/vEHWS34ye+lWIve9/tJgyL+2bOF6Bjls1pjWf0W8rPR/na6t0vLBnjW2L696/9PV6bn8mTrkVB4e9V7jAAC9ZC5UYnbDLq2Ny/ziftZk48y8jjbqmVxquKTjijA27vkNa1JSAtKR3p1OI0swhEb3O8niOm9ltY/P6F6yOuHqkyP6+UdOJawx1qqX5J5ePsxH7wxTqpmT/7Rrhl33q1wKODlrl1WDK/1r0WoQx9cv3SyFC/X7eOButYb6RCB1olNDIqPvDrPbhrNLnUqMPfjE7tL1RH7Noq05z1YN83yjiY/QcdxjEzcmq3sqRqqVI7gaJFdaXls5/I42jXmnhzK/0cNllXJQ1P14pM+uldaRWP20jvjMonxVpi73WTiQtGY3Yq88BnbalMLZoWVnzPyVbGzbPzvDH7Lrounim/+fX5G+x1lZ/5g01ym3FK/Nsl/W+Vo6thnoFa36oG5V4FfVj1MPYHiipbX9zm0its1qy2WFWlxa/FrlhqVfkrQxdPMIPGVk5MgmTz1p1KqfYvmVj6/AZ16qtX+Hz7DG3FF3njpZJPZf60lkYW3GWLl3DerY6ljojWnbPimMzemRbClPdh+DbmT2ZrKtAOieK9YVnn83beE/X/nBT6BFAk+IKbivd1bNZ/Vdw4buAWXFV9P/vKouCAq9fCDxaDEicRHDJFkgtGrfRpimX286bTgHKh4CS/UAEGa1IkYPgJ06SDEHU2DDTggQImDAAB244FIRgQBEhJkWeGAmUNJPFSw4VGkxguAhAQaMHx4cFEhYjTThJY0BH1LMWtPDc9HAMfllMATCUoHPyKnAx2ULixIMkiLgzBZIscCmbobBkgGTKh1TgJLhTroEUuUVS4nHhCRbyHvcahTdYp+B5Hwn55LdPKtV9Tr1WItp0EferESijJkjajUPYnAWMw8g2O+IoxIqYHBPMmqiMC2ZTRHiC2hY9QUR293LkKKQ5fajSQDmuGAhlzCq+ZP1OouyKFDL7o4zNT0YdHY1owXLx6JLnUjGA5IoxpI9RjEZy5RgPrpJDkGsFO7gQO9/yjeMDljsmEL91jxBhEh4asdATD50nJJlUUpJDIBflEjJEbHxQ6wXjdNDI1cRMz91FzbnZis6TTtUFe2iZDrUsN0TGNcCRBe2pOjr5nye8JuYJe0sYQhyJoFxwDyZP5EisjpZwCrpggnIgcI+sJ4/7qVQnzQd/Jb+6FoQbvmG1GFl2R4I8eyO10BkQ3+jrqidAHu7YtxZMcPSqMSXL1Rg5AkF+JJFCGkgaVWpMo5z05BDxZ1gURLbcFpjRelAREAeGGhC5Cf3Lj3r3HHhONcQLU+qM6wbFqK6rsC9xh+IHU2qarlGTRH6tozmh67Om/OPt5/a4JzFSaARGDWnhVxXt6EQ3xjmcIzmaY8EmJaykJg3kcnYn7F+oZrRiFJOYxTwWOZSEJCYpyS1l87ofQdX2fwZTNlfxtcXQ70Dd3bFm2VtgD6DC4/MHz3W35XJeyeUmNAtkJr0VchaKojCzbLBlHdKRZthqPjQuiwnTPcWuen1zTp/YHUst+YLLP8xtlSZM8zWLf1o/G+iFOpONGdx98dtqdQ5ab+OhrUj7eBhdGhMjR1EAkBhKtQ2bcJisda6IXTIWaUKDDD3sgPTohmNHw5FxISE5SO2RLi1/fnRMqCi1aaRYzCwSMMMRiDEqbz306PMp+byi5Czfl1MTkJY41X7hYia9jW3rLgUvXtTduPPr1lqkDcmiGBHEGUmGGqhNzHLHt0+sBCVHhsjI/+/UxDMPt/ZaDbYJJ9hxh0NBQ8cQgSUHxsaJQuO5JaUUlIzqMbKDwBBOLj4BOAaLp0SZBgZQIweCEENhZORwCgQtHT0DKyeOl49fSFhEVFxWTou8VjwEKooUk0LJyisoKimrYokkCk1LlylYizAgwHOeb7JTdKFd6crIlH4+atsw/LxNvmcG497hTe+E432rLTaD+lmb1Juhz+4v6cB3vH4BwJLKybdnD28NjlycrbDevMzq2jvH9YCTYNAocWT8KbbStYge/ZjueAUA/2Obz2sFBnryg9XeCgR251tTiRU4+B/Y9lmvoCG8U+qUJERuLLhRRGSAsQUtHluf3Xe7TeGTb3TsWjZg1Huk5Xe1k3DU0Hu42N314s6TvYcqIJu/pRhOguVgLpj3Aub2Hoie46tAju23gj8AAAOab9nzo/I4kcqBMv1jtmj4ll/W+9ppMPmg/wdHrkjGxqqZSxvfaxwcY8hwcOYVxbNgIR1lVTAdIz6gTdbcj7kEZM0KSkgjKIXSL8MyLVx9q7fq00ogbLSknHr6nsVYktWyZtbGulg/G2ZTbJYt4Yg3gYRCJpo0CiBhEXmiKtYHGm6ksSaaqtJiq23YnBY2BPJQB9R1UiijL4DGqFpFEbTcXClr1yiUxVk1a2KtrJP1sSG2ic2wRexwAU8IRJikkI1rsz+4OlQZclSllDt7cv/x/lrisj/srR/Jgy8vtr6Mn0k1CSZ7hp4D/7+1cTEmsW3/ybeIUNf9aNfQtaQfvnro+tA5uW1zqNDFbJ6iJ4jsps9m7hdSKElKSlKTnvJ8ZA/l01yVj+etfJCa1KUhTWlJWzrSlZ4MhpP5LESMVLjWbKyVT6m9Je0/8bsBO6/vviio7EjkR6YguMIonAjpeAinonKaFTfG6Lro3BLWrbG4Nlq3xeqO2N0Zh7vjdE/cTrfqoYQ9nIgHErQ5MY9Ks+vfxD2ehCOeSJOnkvZkUp5OszOteyFFH1P1PiUxlr2dHl/S7lNqKuOrJjhV8VefII0J0RKipoTqCEVbwiVY82ciDSRabyIMJ0536EYSbzxJppJh1lxy/Uu++eRJtmk9nnMDs+P8wAM8M4jEUGIVx+aDeMsLJjOCfsdHVpByInU2jBticH8CHkzIq2nzNR3+xE91AvSEoS9MzQnTHrIf8fQt3X7Gy0yyOHN0MkpXhXJ1aDfH7KaYXB+9u+JyXzj3xuORRD2TjGeT9VwKPqTsbSq+pxM7XSrSpzy9aoNXl0CtIWhIsM5QdYWmP1EGE2MsiUaTYCLJFvKmyaTjJMf/yTadTBaa5JQc1azoCAiwkwhEErAyQweBNOnYZzfkAYF6XAX++XOZX/v+TgOc+g4Al3sbsP1ZwBwA2sauw3oI7Ag4SJP1T5FaIEl7eBNIKPO+b1fAFS4c4qw+XBQYLBhTQo9IXPq1o6oizJdcRAzDe+SsCdofqF9f1VJ/QokjrymRARqnYRWAIYHbKwoPHzYHF75o5sGJE8IPcJFEdCIpr4HpGsogmUw+o6Frp/SotR3aUsBVbGpvq4Wo0FB/IUC3t3OEnygyPBPyndRFqYvpMNp1wurqMlPQSnIchipiFJXxdHh4DE8HUWyemSxbCgTWWdq4cdyqwKsogrYPiNiJTi+K1/C8TPXv2bVahmEJPK1nS8luYHa0/lMZRqczfaasA2HK8QWE16DIIBki4CJqhFpL0VdKFBcZOhFDJsrYS4Yir9NrnHRvDW/F8TBKhRhXSoPvr7qL8xtC1DwjR4Roe9rQNfc81TknkecR+0S+9eVI6CEBQlQwhlZvu63lluAf1hKArRtCHBPX6n1ghculN0l7K/KGpGkC0qbQsAVGK627rcWFgdpO90Q14t/fMvhGqyg/39/0Bk8fDkVE4eFwy6nRXaoqJ78o4csYS6fy/sTU6u6ED+wmp9qeguGMr1JoCa5VzxsVL/MPd2PdTDIll8YkQY5CMHEdQ3yJkX/8USQwrKjQkQnro77mc4q9xMBhJ6rz1KpLwOj7lJ5JnYxVNevKcu0QW323nZn3sXrKqcwJ36iLlYrJ2JyfUpGSCS3L1+Sh7duYGKAjO1xE0QbOPvPYMibKhXBL/8OHO4IPGaoYDa9jIDvuR4C2Je5+GAckkJnN5Lxn5haGggODK0i0rcoWs8xWaBovJB5KoLWTpofFstSElB7AW3xtXZyITkhJZLrDbAIffNaGrostrKD89m7blqAq7JcPfNZSmKINJmNed6HTp2SSWOvn4WO1nJ0+nwCow3q4/0YhinIpT/n3mWvVSHAM2FrQmHETzZVkKOVBirhunFDX2rA9xZANobixCvJiO0q4QAU6VaVkcFxe3WU9qDyu8qxkvHU4XlfJ2SJX2Zzki2DeDkHwEPPP9ZJCBcMzpdJJqUd80Tx2OCXCpRtqqRMeKzX45pDPyu8o+BvR2e1X358aaOpL47WgTQtQzl+Fb0YixNUmrvqrd5ETe7LOJrLmnwlI/enVKhiQ0vb5aXqOFMraJislxrb6TA9kdD+9G4q5anZcblQpvTFDL3mgwpqRwcdCm8hsKEdVSo+KEzrMKPpg0L0wCpCaLueJ3FX6MfMEuDYwdeIODrKTvCmpi8AbzrYg1d/nyQ09gRob/sapG8zIzSe2DYWIMNofQwqdclUoJ0wpBU2dqXhOeUZXvB/kX0FJG70ZhniKDKvDUCrWs8n+260NDTrhMIahdi3cNgWIikwdGSSt/m46sYLtkqVlvyoFnVk1BEF4piTtI6uVyDTIDk/+9mhLEPofCxDihYh85cwMQQxMG+pvHj+MYqGKddqbNZ2usktFNNOFQvclNpmuPq2vTvksX6u7M3ScYrV6mUbkvce1GjtE+xmxnNc+OWKi4JMkyi/IhdzTKGsXKlJDqkS9VPI11zCZ62PG3Xtsp+/o3Erq28wlijAFtj/m5Gv5/cS2Hd8fPSk8PoApZrngqtdsHCHwL6PgZVrXg0hyNHH5xxfEEHA8KKDYb3L2hfMOnfJJMGmMO60Iz5+vj6cZ9Rl8wKKMZcsr55xi9eWPM0trNa5pqqWlltnpIk/Uadf5YNGWPomRIG1mEzqX6b9C6zQEB/8Y2VsFqakuauul6nJG4fx5ZNll/fOrtliKc6qX54tOsuxZ5fuOolQDPbuUCIWasw/HAOtQRvytChn5Pe+SDWildFvPb+v9MwU7gcpdVK5bEKTevlePF9jDD20pAZV6Grd558I1nl4n2hbBGrADjlCPGVS6N2ttAkmmuET1nLNSLmxpMUOMK9L/f2SEHFvyUhwBl9QVd0diQ6ZkodPuw1mheitN6bcXK3rWJZh+SZcPp8QtoFuK8tKKlPqJYnadOqNacUacBpxxfEkPVOuN2HhvDpzZVKgTyWsn374X3b/4l9iLL/8BbkT6LfKnx5Xme2R++3Y7eOnGRpNGx312MeNRWy+fo2EuWlevQ5uFRlXQFDp7vfZlQPrMRchpcizKJXDKDvgnHJgxYaC3NmE9KHTmTfb0zBUPotyFT4eFI0CeRcjVNalOivchxBADppdjE5bZAit5ok5TPs5XHZB0RNau/EzrzutzIseWhwQ1FZXsz6YCwKlucowfbNDBhB+9GTG++qeqT3rysJ+/BpgvsgY6YvoKAdZjoinUDd8pZZowifhA8qzUXVPK2K0tEw+jF/d6bOzBlM/oM8hvPu3nksWTmg6pqEEzR8UlGVt4afIx8MTgUqFePKvNyxnY5taKN8S3FIKCzNTzdCG6eg4aTn4ojlj24uVckvP5sM9q4++5K6m8vfLxY1O4w9Tx1GeI7cQByJqF5hAtZiDGDKc0Gu/1TFRPH1GmXj5yTqyvaY3Pu9jzyJJG2BTk5bVUiye+QU+aGDoGDARTNYvXAOR3dGNm3F9zUTB3cSg1DHy/UJtyKAxo4IR4w+Y2qqK8Ws0m5xvW3kmXybc73AJi0KR10UJEkLmUvvD1PavTd/pOh8yUsKcZMjJbqyj4DOYBc7GUx/cLcL4A4ZlxyeA6s6OiobppPiQMObbjpuOhM2FZnvMgjvsrt21nc9KgmGJYzCYAQQQxNyzUe8YYUXhPHxZtppy5AL3b8P/s/OWcDkJKe+nWw+HpJNSNBswOiG8Gv1A9rbTy2R1/eRBrecZKJoCOjwlomuQG1dXittnoHzRERJNiVeRzkeBmwzxf+pCYqidlsQiQmvGxEiHcRdUMGG6zdZmGtziwQ9UhLJyLcSrsoO2W1ASatvlbYWVDEyMs3OASv2FB94bP+mxTuI5QptPmaEYRenhHDLXCTmA4IxR9hhnfwDDaUnRW/lcVMpLxKBZ5plpZL/GeqrYJk61aHHusAhA75DkRI8YBjlZxVCLElJF6mW3Mg29vIDfy6ToVEC/L6e0IA9hDZKpY6GA+z7wixyPnu48YFXuAbeUVeaov707Btu0QYHJSViKVlKIPOW+aL1UK8c0XHKCS6vGtjt8b4dXyQHPK1ypm9xUuXXpVO/1FBMsQhaS4k5QUzi3NdLMqb0qbxIj/xpV1noMUZiNwAX010n+4rQC7W89k1T0OE/x0TiigMKhwTvn5ZRD/apK51K1kM3uIVZ2e3Z/Vo4uGHmn7InxyJjYpanSBEsQIBBg5wC0IPMqRHAj9N2yXkBxcVq1h+ljKI6ViGigvH2QYValQj1ExFCUfW/J1XRITaezP6HTEQlReUb9/06WSwofUcZDi3/+f/2vSVRcJIZctJXPXnYhvsiFyYZ1gZjjhst/9J4xFTs7VpA2nnK6YFLbx08bLjQV/vgAM9wLEyHR8RnjuABYrd1E24em/AdYpOiG9+DRtNylsNMg566XNMLLSMy7P4KSHTKidMt8fCzzoRkOdKhpli0/RUMGaoLEWYMBGpYhnY2vLCKyZPjoCHQxK/4IQyFrIJes0OUYGUidzlU90oJEGKQtbpHTOei858ruJG1o4CuUmvwDCCQvQsY8A2o9bjH6+9pz5yYHrWlrnuRhRtK/1ctlEr432n+pa8Vyh42zk49RvOG3lkv3mXqr5tESJSjBD4LrNF6WKisl30A+RT8E7tlxSapnF0D/zsk7Thnx2k7rzu2oZZVqwjG7YOHCq+ql1TPb0qGeaGV3VDWdowzQbyrT8KSnpR7pOCKtZvnikY9NgBHryJM1b2jndKJRFU/df17bwkl8qaYc5VlyhFOoupZ5uL59Z5ob57sBJ13MI3FQle9IzjzwtONpqlO9oPg2mwwO5qpjeA1g6XUCv0GDt/utKzXruGnkqKwTCYXkJkT5tLc9FaB1oZH0CGo8OKan4UXhFhsQFABp8TJUzf3vYtTT5VIyYNiN56Bo0jX93wMqVSiezdSttWOw6fadJOvmQJYXzIp57zlDt3PXlw8AJ6Pr8/vF1+ujluyQSjC0K5Ywz21pCFYKttGgPzG1nuo8+LmUcaDyIK3hXGAqSyRqG68C5679KUdEuci4CZ0hUbGtDHtGNIRKcra9bqUt4c7kkpTYo/2fUty/8Vmm/nmz/o0aVUtpkEWO1uW0uJMzOj1yhAGv8hknR4P8qwUXZcjO6fILwcIh8YL4oUCdAU4rBeag517PT8GlgXfUn/h6P0Sv728FVK3tczds/TM/TR/8JUHe+kMYWsRa2JJxHg2SW0kD55soQNpfABXQdE8pXR/j74tguzN7qH9QIHNMmth/W9rToOgqfxCO109MVtDXbjlE/An7MWERYs31tzek3EUr6wRM55bYqRE7VwFDsbDad+76AiSp2g3r5htMsL/5jW8oID3tGfApJk9+7OhXUCVchFSsYzZv4Zua2C9rjaKNoN9be7bjYHC1ynACw4Pjc+nCBRMSR5ZCZobT5rdvcY/LzIKF+VR7wbd/WjUpzjQH3qbXB3C6znQc32TylYG8SZBqcltlLsyrRiwW80GvUGQCZXv4vpRUbN3Rrrlw6qXbTQEea2PbapxuQVHieDbtlAi1PWl52PcsCI5Zfz2x5Q7C9tLD9IBgJ65t8/ALKSjBEpjTrB4uhQXqWpSKtCMiSitN4ZClS2bv264rMn1sGHS4Bena7+TKwf9vn7V3M+Ja4VGpocoFoaJqsuwNPfhm689lEzurtRdYC0DkhcAy6oZ1aCyH8ErBBZm0baRTJm4MG2eD4QZ6NKVSCq5OX/HXPnN4gou/hFeWfFzQ4WIC7lnWWcUd40HDMPR1MsqDT7J3JeHgbkbmMKEmXOSev/HGeU/X9I3Ry387lLOeMM0um3OvE99rU2oppS9uSPqidPtu7zREFkL1ri+o7ar7nnQWsh027VkyM2e0x/VqAF5TLb84v484FhoszKr46QV3Ed1g9WHoX0qTwT4C0RaUzvhebAX/0DTDsNKEu3EP/wYYLJ//J9dILcNhv/7XDt/OyqooHnmjuTGmukeB4xwORGlDt9ary6oeWQqMgIxgerFr1q66b8JcfY79H4yB4/3+NbbO8oRGfbtEiZDk0DLVEWBFDHoUxUtv+I7QtIbANyLj7qgnLjW48vJVjGjwqtPH0ZN4Mcetq0WeVyDXD0jzU/eMQyGDXM0miMwwy7LPfkgKTzaYNNTbkJtenOfuyLqLaWddJ3zc49aIyrrsoQmtsA0bkPgze/N3O8McTlG7mGHsbax2xD+4QlJ+M2RPfAid/5Oas/5t494RpIHkHacu6rcknELljLfzpZwxhSWx+h/EmcSV5pf9TrQUqCT+ML05FaJ1oO6mDvpi+jDSArMwPzWFr4wF7HjIqQhOFUj76VdLilYSLLncDKPQmo0wXq80KGXufP41Bzwy+iJVeysSW0lfw9/EOstfhGsvGF5vs+XBFnvSU9yVNT6KrgrRgmfHzOyOhCOVI8Ri4qWvKyB0R+6Oviq5w9+JbFflrnfRCVTmvsCamhK0Syr2MvvnM5cqSUpE00owDmtWX5lRh02n/o5hTR8qkybu4vjVww/63z5pUbRhdpqs0Qqzty6xdm/sRtYZwDjGdV5Am0FOTNVc4Fy3dOmNIrxVGfsINibiPwfqUVaoyh6rWI28yoQST+f8tPVdLdCJkR/6+v0ZAfITeuVT2yQ3+kwF9k/nTH6/meuCkT1wUfxqDg5pfMFSL16k2sSd4+3h7GWP4xsrYMeUetQdG/siF86cx2Fnum8qAA8+odXN3Rp7iHaWtRjpFPj9oDPwQ96bP/OmPUoZ2pFf1IjZuQwsL4ZCSmrBalz7h+byIRW7co+4WnOK/PQgnYG1y/83qcTh7KuhIUCKXgOPBwZsfIklbM7GJs0N4Meoaf4q+8iZp0aLf18Pbqqtd6ak6UzpFiVcwpQQCZQ4V64mVRGpg1oc1uDraEvZmzgbaKK7C89G4+kLLSU/3/t4oCshX8iEzjsQbaNI3vICWcyZOaDZz1vMO8PczJvBzbYoP8OFowkl/+VRUbxwWv2t8Ymjidc42/D2RZwXH6WOo0m3nFbznBsFcCoxOm9WXsPyp1FfXsCRV5yrQk/MqZ3iN9/4fBavNRKE9vzLAMNtem6sXZED5wgLuG+Cr1p5p2EQ61Eho4KyPOBpxhDmBraGqrsP2INfCE+Qi6r3Af5s7B0/f+D/Ny9kbOZOMzcRBmIMYIj8q4iXaYgt7U+sXvkXSX/nDazjbNPXuJDnB8R/It355nE2OKmPLzBGcYk4EAQsz4+hF1Sp4LWGMtJ+8D7sWVh2T/yz2Vlk3/YUEyvXCY33KXsx1D22VaUL3Yoaxi9HLQlS1xHp3y7cCxu5bBeFzwPNhS+DjiC1Bhg8hdPB/umrmrsPqpE8cLs8Hg6OkTzVv4xRhCoKnoTfed09YrXDyn77exIyk0IxacC2kBdYNH0QuBAiB538qxDjFuovaY9INop5gC0SHD/s5uCySprXHb3qH3KlvCZPwzaq0OkN0dg0gB9rQLKWto5vcG1LfNirBq1NGUhalLpWskW6hWB8pY5Uw/u7UkxzHaX/z63VNsFyxJzvTEomhsHPJi4mICVbLzvAyILVg2Q0wUTVykTObNM44vBfz+0s20xrvtdCHiMHLFDhjkrx8fHvqLXrp7PfaXXlCR6/9C/sIrgl1RKbGWTSS+/aovG7La8YO8jDuugLwWBmBL8qywqliWGLuPJN+fVhFiJPakpUQlVTu3YivYazm7+XuZa7FNlh6ff0X2RYiSUd5wbxfJa3Y2KQhHb6KORZxmH+YNY6pkU3SbgzHtyY3AF93Fjg18g5+BNV58qRO6RnvuV5ruWfgRXLl//fGBxB4s3Hl44uUm3cNmp8u6D5sIEWrPgGXyRlqiensV+GgU4wMFMPC5zhJBymkMTt5Pt7Sb9dzxViXIVSTN9LtvNbacTfsWkXrouv+609tGXJVbfQ1+2iyS9RxqhRUJtKKzLXpkkUaLl9dEJhlHGzS9JtG1+5bH2QLLOvd1O8AyInLVauQKyh91CokFf3RTERjyzVZGSk6K2CEmpYtzBAuw2/nbuWO4CMi4wJQza34oJxseZbD5WX3sliXb8ehLh5ddHvi5yo3lcJEsolY7LtWwsVdn/Yw+oSH42/E3hAepPa0jmeepvdE7Im+FHWOu504F0hTvTfBROXDavSmyEWzsVvZLTQSlqT/T+MERSWmbIwpmNzT9i/h0ZrawuJNQDg/yI0uO961VC+rsP85zSlgtoMQr07wP/OG2eftf+bsxXoQfWFAYVChrmjdAuAkWWFuP/0B13VIUnxUlfB78oubsvmGwvCwNmDdO/AGWsvgPebVrSNowgMeEFLFoR5Nln9ahwdE0T4joq2iA+Aj8IsDq+U5xI/ceq4PVlAW8WNyWkrR7HU/c+EDoZLmIXYIe8cJjFS/Bor3WYhMio+Id0uXD0YvYwyztGDqH4EttBESmnqK+126Xxi83ncM3ivZK50IVPlh7gdymlYJnkgBvgfHDwidhfUuQZLOaJJn11aVk+5Z2DLFl00mUUAa/7r7CWJilyKICmchuV44ofuFCzcc/2xRoKoYHGQP6wxfEN4RahdXnPwTdwtB+shNiDZ7FGGNsHXI3fD14CYL8LK6wEjkq3+qWDynefXgq/PvC58nLsmtsOS+n3NwXtBAxM97/z9ZVRy4fBkdOi+H8UuisW6LkpduM9a6h+aublvfNt642NXaXnckt5/V0ZHWPjxPkfqfD3YxNqbXuBPSmB2yUECiWgJKewgN8oTUP/qgDVXxraeqK/K01gxUtGuZGZ2BtLYNTDoVDi99JbknyJFxoufhl6wvqtGRz+rGVJO0dXjpw6QAzVUkZndCbmwjb2mIPiQDqiRT5EkpLtE8yhCgZZhAFEuju0MK4Jv0K/LIR1p3xw6cvVPPT0tzq+blTHIqHt5bkN8ScnLJuR1LxnKGWsd1qi5fla+9p1SryZD6+C8M8PoDFMQ/+VHkDSxOtlxRFzOEXyxOqSIgnzzSNuGvbBcderlpSVqTR23IK9FFPABoVZIch/+Bo6QYZ3tAknw7WP4eGmTFFc881qaan5db5wtVeRnWDLKfMkhVc4XTNn/ssUN+7UJrzO6wtvDmhuentvMI14s6k5KLgWzJmpDioFtIiaKVXq0cVfXlXVaw2/p22rG8DnUi7Ok1upKSivE1t0cjB/Xxss5l31Q7RL4UGuTBF71/qE01f2UGL4kyO81q3wHA2QxYinkwLcQ5+LWtR0OrAZnxJwJGyzUSm/21wcMLl7ijjCRN4qx3J7reiD2CGweXT9q2ba4pyz4XVJc3uW/uWj1uHKhaoFS1zM6M+fXnXXAVypr07w2uHZytnEGKDgaA5DcE6rZDXI2N9w6czHIrbMU5yfnq7CJNOhNdTpQ+7v5XX5fX8W+PvSsjfm1w/TM1NBb/0OWsaQq/4lhrVKMsHd1oZoAYLitEEiy+gwu1zoFLtRE2FRX14VF8SHkQ9CFCVoQmOWYvXWQoyDkg27nGrm/uGPTXfR1ITo7S5HAqEi0lFZqi63Mv3FHqOPB9xJaL+2CZQM2m/c1JTxm1lAS/gtYC4fgJKGtBwpbFAUuiKuxfA9RQ798T8Z4g6FKIPPRX/iTHTvTkifG1W1WExN+F/ss0MT9gyZLCbDkgTobLLkGDylWlAqo5wnaptr/EluE9aM0r5yNl76BBntC6RzP30QLKu1Dfa3FogkcdpQVby6sKlIlKd6/YXut0yiUqV3cCcH7em38NnrgzNRlZXZCVbnIoYrMjFUIW+o+1eQgFV83MBpvvuCogaUv6yeKZR/KgxSJTb+bWYwJMKYV7/rKakt0Yo/IRReR53HXovN/m2tvwnooVSffUeeDLZQNtMVUj5VFzSeFVkGyQDKJOnKvIzuKw2dv2Pg+2HE1cGu5TEUYuLj+2Wrg0rGZeU3f+FkGvzToIsSiuRn+EOgqK7KbFkpK6ME3tT5IffsQ+AyiFmbvq/QBmHBc6jYVnAjXYBIV7MVUr5VGNpNA8iA6khKnj5yqzszgs9sp1z4MsxypaHU4uQl0HFUxdOPiHeNW/mpSpY6ssXXsI6/3DuNDJgQ+MP8Ic+fVYEa4pPPTAZ0ClOEP6fza0NdVkaI15WZE/B2wUxP//r2bxHCXV6O+BSMryoPLN0KC8AcHi91W2ZVFWp1XjO2DMCzuYjD30cBOgn18T5iPTyA8J3K/2/V/LuvM0Pv4j+IMiDz583z3HRwW/U6PAs8EGLVwWIGZStImKCmw6Hq19AieVUmU7c9ZWRPRzGnpLULLfunbjo5m+tP/X6gb1ZkkKjWzh5tPzWQFph0+13AiwFRbaHqKZW0Atb0DU3/flStTKCHmhwxCwxJpfhEZI/SAheV/zdn/DRfBsl2sHi+3aWYOspQiJkgZJ6nCvygpMcro0qQ6wXph5cQLb1QvnE/XP/3I1akVEWoHDMHuJ7SLPVvawx3dxmO+gxVL4DkZ3d0RZFNdoDPAZXt/zuaP4PW4ttLb80IaMe9KO3Wc3L5rBrjHivXTIsKSGkUWrBaXj6sPW6U2x8XZpZNLqEnVh6w2mWmd8jQ5aKjJp09OPBIyFVkAoYMdQh1xTjZWN/JhCd4tPsbdJ1V4lFStv0HC+aGh0OCIkro7qRiggZirtp4Nq3uzUjdS2LHWKVw0uo9dZzzn1VSH7ezpuj1qophjY7pyIolRgXvKqGdv23idH9ZUqIN1CKxIqk6k5ZHFGahRtCwN9KCM5neWIcpvojhRH58i7nLXLP9noGhRekvPzPTlDQ0qnylVRwAsLMaf0cKKRx2FKyMC9N48vKTogWNCCra/TwGmrI3C2N1F7w6FtcfXa8nl5O+JKilwZIRsc7QY8WDw/20ew9mO0SKCOTQW6w9Aoqkpgu1Y3YDB12gozt2BzVH+/VCTyC/QBS9H4A2iwRWNwfKL6nY5NA1ZrPUhpoITRccTArIhAaZ/CfCdz1lTx+tltkNKH0OA8XP3ftumPvyrzihmj9AtObBV4/RSatWFRMbkgR1/TaVigaFDevILrI1fynDTx62MQdlmd1ivssLfL1jWr2rcwb9WEf2myHalFkpnIP12eIiGTYhQWR9VS+rIURxPjWuO727tvJy/j7EG8gbZLiJTH0SpaYb8pMO2K/Ktqtx8oJq8gPrXecQI+Htpa8mn8eHVl7dzVDtUO73d7+yJP7P8CmraGAumQztviXUiGvguSBffjHoC7NhUOZlTXG0YFmZZU16wqgm+1t8Mrk+CPi4CE9t+nJodbZs1uOnl8cAqfmp7VJFDma21ehYCXh5fN1+3fkEqXwEOzWig56GJlfOKqb7GqOYGKaqfZkdcYskDmNt1bcPrV5UpjqSVLFqJNGbXOWsTpPU1tGYNUVYGuHvgTD44tKAlOzy3WOWv6LLxeKdfE1kDSn6ecPjj5gTK8qiQvOiO/Sh0rjmZlk3JmaODvxUfZ7IA54UPQVYjViNGT1M3hgZW+J2//9dbvKERSVL4kNVfvKQsq1wUOy9ejW5A15G8g4Mi9Yk+Rcv1+/WvcbCnKWGJJTtHKYpSxEVmUnBgEwo+VI8+aE+to2FGVtyPPaLRKuRk0RPuXk7HBoB4sdS6+j9mKZ6w4XuQX37h/HpagxbwwItwZETZ+kjw1PlYTJ9LRdSoE9BheF6PLi9OUHi2sPw7k6WRDQN2cVB1FzakBlYRjADZhoMpYDDOEWvKbosW1ZYupQ8TmBRcvFjZiMef8Jef8kIWu18pzuiW/KwK/D+0z3EHXIXWnQPJqRbE7TRMuPqXQGXUq++fz4llMJUMTag8BpcnnmUcL99qnGSs9KwmU1VbmStS093Oy0U1icoja6ik15xYkFcSVRbiTnRGREqEZU4LKL7DKBRp+WoqOHxtXznenOPkCOd+KykeXOM1igSYiLVkXASis0Yxk5NHb/OoWR3ZmvIbYnqxNHUnSAeebi2f98JREZ2kl+tR8Wo2fLKB55/XI5gejJ4NMK/zMvhKlpyZJkZdZDrMR+8LVBDkvObeJOvgIXBtWAy5/i9AVLGaT/S31oyd8ajUdiDpCLSJZaU1K5KyqW9odiKqxHm3rWWtvNdXGxnf7VEOuhpCXKpguXZNNmJAutpw54/1QcG52QgcD3RoLBamKQb/wD+hCYDP2HuQJ5J54GeMZ9BfQFVZPzmgcGKNOJbjXvC7uPqkQyN5GW75lc+VbsvRw/Y6kR+AyXM1TQTOOccgXtSx7XW5Sg8TTb71LGuVMBXwM8RjTmhLcZUw5FZ77JH0qefr7ezXfkgwjOZeLMn9d5mUvO0ZyLir4VJhzLnz6ZW7zF1LDEsX+2up3v/IuzNtC6l1O+jPOA8hQbSFq5y7YxLicVHPgy6jHJ+wZxcHr9n95vb9tb5QWtHK/GOjgp1+lXT9sLh0xVGH3iWL8XdzhAoUye6m9+Vh2cMizqlH6vrKsHElHcmO1UDWgeHNZ2+MRYMp5R8hr0N2wcohl+WIkCbVs+RUFM8XDmidYIzqCrcCUsvaTVqDboW6IaRlUmUqeu61HwUh2sdr4yyP3Aq4X5OCMXLwl/G9G6c4iuJFpWz6MVMwKe0FxoSjq95/i1Tvjc0ESmBcYfOGjBIz24+aSEUMllkeL9imPG/LI1Oolue37DZDgKeVy3E1LmSpFy+TnfBs/C6RKF4v/2L/Xm11x3eFXYjpyD1PGOUhaheqEeSDmZbVlbN5yWSGXHOngrxId+oMCxs3eT1yJaYeVoT1YIaaUbu2Rz0XtpKj9AGaC6/VUd7f4s2i6IigTkSqe+s3YjiIUKqpzeYl6qIaxnCB637KDGbB62RbTHb3HEMS//Xmeb6BhVsuwqWMYnsmZADFP93H6BDizwziYonb/N0/Y2ke3MgmQG994/im2DuIvucapYgCn9i6acnJVnHMvjOKAOdMLX20fL3aqAMmoQ9SFlJgcIg8Qe78yLeJwx16NCDkMzi/3jhC/jA84tYFklMF0vRIg4ZlcgBt6EbwreT0/+2ro1Y82T5A5uzn3Rloi1zd/J4lwaBSJk7IjfsNLsl1UKLTmUe6rbVh8fU1pgSHKu2voc/gnQE34GXgP7gtF56shxxoNn0HAUqeQpc0rA8qjO+NXxa0TreH04BzGG8QMdPDpoEFEzSwTdv546+H2C5KZCfbaTCseC2XLyfPRqGo7itTol7YjREZbq/mqsZTbLhiOWCoY5XUx3T8THURpAsFEgGwXK8/sZfxh1zIJdVxhddbacAyFrSMtJiI6WB4PuCj2zoXb0MuSnD8lH1KfZV+hnwnTLQv/YFvxCjyji/yD3q7cxzpO94TpUkEzwALDo+j6jduELMfT+bkPJZ2KkuWIOpgT3qlMjoOvZy/DlSX/kPpvftqyftsX6q05KYiwp3oRvF/NMqhl3KVwk1ukvx09mj9iXl8+GVtlTYeRP3HMJ36sKrhi6z5iqYS/Q5gkciX8A8yU9reXCfxAsPEszAQ42l340VMt8OrNpYsYKjbGPVtMTAtlWQed+Xtg1agO3DZdThx79y8oXQFtJe+w4BRnktwzWtRAfTmHX4trSPyIh5ggiGWhS+naQ5nH2xl5OuI4YwJdHiGfNRNiTYeTn3D1p7w6y7/o94WKP4Xzg//rFxL8zXt/IIqC/CtB4Y8T30v+BsNCXu5g4myJ7rEgMIguCiI+BiyJFIrefN7nVM8NygJs1f4Nu6eXbvQEgy4cdP2KJfLvB+/q8/zhdPFNOF42C1e1c6V8P3a55VD7GFviDzoP+bPwjHeBqUaLA8IfQ//iv3OfMIHLWYKsaEVFyg5cw8gBOQHCtpjUvbTtbtF/HucH9NqOwJyvRmkkEcW/A+LbCJK8yiWw/FJqv/G7lzRUSg3YsDhAVpGacxM2HiavynXOG/ARINI3gviXT8nxweJbn0uk4lu4nn/SulnHeMYwYFM5Eac/IhTzOFsZxzleh3pChnevXRiMxl7k/BlQYaPmtq2ei8Z9dZp71uvliFdSvsJA34qD/Wrq91EUJbzJInm8jUxIgPQqOyo8mG1Y52uw3eFkPwHXBxhWMdxeQ2J9OMRPepVTuYgtnQHRaHo04xet0jAQbwCkUqZXgUfzo7nuqG/d6xHR7PJRgzkriViXt96j7zXVXaqRJ32fm1sTTIkkPjZGPR7AAXbYAzYUIYEvVxcHQGEBevhybdEDYPh9PWX+hj8fmCN1mwU7IqpuZTDSY8sV1hFMObbaZ3PaJKRV3guz95DmkwdIWf3h0pFzhj1zMv3CfteFCR5gMZD0cZenHSSl9IfAwJ2eg7IAlNZhL6tSqzc2/nohtnvKuWoIO2V8Qozs5zBKCBv6d79aZDEaMnnwORVtHWHgXr/19ITy9FalozlnQuQwF8tD13Ldlmw/RQIsduW0KIqvikkB8EHKPxI2+GfFGx6VY6Z3gKHgW/YfwKH7ZgXWPfkHPvQ1IWShKM1gMOlQWgtFxivu6F9jm7d0UT3hWHhjw9NTk2vhV4o6k1KK8f7B0f0sTrZUURs9jF8qT3EQINViEUF7J6yUM1GljjdzLChG7E8fq0owoDPQoJI33HMswPZgt09knqyUVf4+9Ka49P3Lyjv1rflean5Elk4YI0xjK/9RMv02m4mRRmRyTeBC3+reL5Tz32EXgnEidgeIt4O0ZMHPqXx3S3tlGpBBdWREZ3Cu2giYvcTglJMvhFYG8KgNmQkoHqbiDW356kC5P6d4TluhzkC77ho4N7YH8QvAbdn8nMrCNEAGhO53VSajhn26IW/TiW+v3499Y5hZZ5d7SQCeN8mUp9Myz1WqN679/uMcYI1joVek8hTsG+YK1+8mA21zCorV/lmB6fkAZiISeA9UwAnqnsyIjGPpju4P00sABRRrn2P0Oys5ykbXf9fYgKYaP94lZ4kBBYgMAwImnDDZlkpFoCxIKctWymyyqG1DemsePjmgBygfAy6J7PAqSOJ+/lzgS3rIYktphQG+/z0b6y8AA/b8iyGjpOyqf3ib+bDwAYsloxb5+/z3fGc5gdr/FjB89JK6YukrCNjZdw1XPVzV3NS3Sn5V4WoMeaYsSwTobQ6nlAk1pUTcP+8lVj1aNfcY0wVrcKQZkyYGsF4h8GV0vR+G8ENhLyMOpqQOD13yj3iOpLUk/ZhTx4qBpVEXDl0GSMlD98eZMOaX6V/nmHDG/9UPNJZMBywHru9yWFTXNRWW3ZnfbMmiH6abl2+2GenKB0BGsFJzEcIENywscrpyi7hAw43DTgDSAapqKseUoJ0HPFU1jZWoQnTRviqUin79n7q96vRbVzb/Ak2iKCdWExQubdGrjVlOpI3YtnvjHRX4LxrR6ynrID1tu9BFABQ+4kg6fvW9VmwF3OhyDdbvLgErdxZwnGhbUVsKCvf1D6U8JUPhN90NqC/1gVwothdf0IuBMFJmjOZvsVKrQZ2bWYx0EFv3bLij6jeNoM/+YS2kp66JzCUANwgXNq36YfkcjsdihGpgug1FXWVlkvg0tPhn5mOyDi2HGHpmmGh0Bg04w/S8g+92gRRX3qmiPhZjr02PF04U33d1dXncSBtYWVf7qBDY2Sd1xdAbSZ3XsrJlZc4oYPDf/bNsCOvL9K9b/+eUmwBNApXPcSILUPmTzvKqBhfShrRPutCRRNmHb64RiIzLl0lUW6K0Vr40C5I3sj8oQQXblyKPrnBwfwBIdf9kVatWEvJMtaT7NEOlQ1+VlR6s6CR7A8EPpg+0lRvEvgcjBnCsNVNNPmaI79p5+nXb53ciRXX2h21so0FhT9cSjmepalrGf3wDjJ3+sQM677DpH91bZGloqSqTbC2RBaaH5GgB1PK04nORqSH/nIIe7T0TnV7aazF+kPtLs+crEAfA1ZjPXZ+GDHWCzP6NwYZfrRGJBoCMOPYebHvkzcCp8dO/Vc9nMn+/7njPeNqpF6QIwN4xBd0WeQPzr/TK3yv7WMyZhX/17rk5WXaQWLMNkBu/Z+kU/GRzhOH+ei/Ue3Vha0vnQlhvQRMGLJtXnMkDdB8WWRbHQqTe4diP+yIGry5pa+5YAh8scGNBuu5+xyjAsiwNyvBloZg4emYdPRqSRurqK/TdR246kZLRg6BongmARNz2fTsjgHnj7o8oZgDjJUDu/d8ctzxY9j2py2Y2a21qNLPd3kDfEJrVZTfnZVxWdtqB8Pb/kQIK4AZYznCh02kqhOfA9EOFAHhpnBZfhLSj7FsLy8prnQgr0rq1BM0mRD28VEggIA5d0gMhajwpDb/8VgOmFJpVWjRYO1kAku2c0HXCzfPKMSjsPz8fOJwm979fDQbUmyoW23n1G0USwHa/nYVrGo/iFHHujxu/nBlb8HHdwdqU2hNMrDjo3kPmdL0isRZQBZFBIr4mCq18NC21D2B5nnlCdvDYx7zfZr2NqzqQSJojPJL8POVd/B3u+u0XbAwkOnmzCSJLe/bOSChHOlI8udyU1c2b//ZrqOWwSSetSOnLVQmIWJbPQaprXbwxQt2ky02lNFyl3TuCKfebsJdKhTymIdJYpTtM6Y65jvEbPX+uZnV8j4eX/mzX6ze+a1CFA7vqe/51OXvX94UBccJd/ra94r985i/fc+WnO50hgAGxnbifnlOGlsYOx69IGEveLN5FtrzHUEysZ768IKLusfnqjfmZZ/tY/JyW8QucTA5lvPntCEtw/FNovdaRi1XHL4pfGLsgdiCmFyluiVQO+U1ezUzvEHOoJKTXVb04S+zjT+rF1UmO8Vf7hLvCDm4WF/NylfI6Q3RWDZAGaQqyFHltPQDzm7McdgGhcbosiIvweGMx6kPzC5+OxTup94G5jrTyzgmz+2X91gRCAsrNWEzzQVVmheVw/jlHbvhK96f4kp8AvTbgNQMtBADmy/e7HYiml848+BF4XoPLgvj5hxb/8D83qWapBnGfWVArdMUThXubBIu/N892QT0M7rX5hesRwNSIVN/Ouo/b0s2uBDuVUj/+cGg/+iNr2J+jS05MEd/kXObeSf9zfc/WnBn+G3VMH32TfcN9mN9esptWr11wmYxot/RwDbYJDY5bNR+IVLkqZHQ39h42aQ0q7y2rx2YEG+ShKlBhsEyVKfHe1OT8s7lSay2PJJjFT8eP8QeepFAINyGaQ1SqrF/uh+3R746Nu6H3V6cUrsMEbvM10aBhWJkckpRTTpm31THY2lvrCp2bnRAXY+e8xe+YgrgpE4AS4eMyUMjbO0MfC+j8bhWyL/L/G5kYApF/mhiS1qHFEy8nSv2wAT13USMOERuIDSv2NhXOiU6DvrgkSDw8NakmLhh3AEHlKQR6bGc+HYEiS/ixFpCUvjT7QF02Y8WClPPHhEVX1qU8Sf7AbrkCcdYczuZG9zEI6yY8k1GrMj3hPic3CN/YMn+hZHEOFahh4s5VRXsGUyl3UciPRUHXKscKxgtLnEsq3ZnpiuLO1/W5hX5nzxRuWqO79KTuEjDrmx1FVlImlh3cPn7Z/Nj6ANDGVy8f9RnpCR6bsJRH+rHyWXPip+nEhSvvODnLytTyqER3v6uGnyBcHHqokS1YeHyzX/j6mddPIXbQRYeGaF7BSCwvsG1S34r+FnPXqCGbjzKTPI68Dek3hE/fBR4AReGiZvPq9+Ncwz6OAyLjDqj2l8dULpPQ3qKQT+qDTuy8WLDwWolzSVm5Ji3dOf91y+B5j4v42YtCTa7NY0J/1ZBS2RqYGf1bOi6K66zJ3y2mbneS9RvRKOe0s5mwaqj1m1VETJI0ZHjREpd2bjrrStecBc3cZOA625nzKGV/9beS5X33nMUjoUVt1piTXVH/KNi2fOul13XZXCqFeXSLmH7NgE7JDJ5stwc1CJLTds4w0kV0JU4cNRFgTZFucB6MtdnnSPlVgO067Nc1wcPXSAXCGOQX+ucsUGbtnLHUHB+tT5YOpILuQsHySA20FlINzAglmijyndlrZXKxVy0xvcOJT8vFhfk+Nu/1YYxvZUrho9Y6c17G4wau6WttKd4uz8HzM9ML/FR+Ge05+aw0Py5NzfsAtGC7IyfvTu2MbXBoZdbcTKGWlcakEUpxiLApR7ZfBTTdY4FIAyRcVFuFwJqBR2hPIIiui2dUxA4JazqduLzvUOoq9U8P/dH2lKLnLQ16s9gFd/JipX1Dn89FDwsUWpMaOoDJAwxXKxfQndav/Cf3t8/w8lKF/q6O4i6xbbDHoCpHPhp0OTReM4oZAziDwNS/K1unlQ1EOqvCIOGb1L2TJe9tjTadEVisZrNj4RIXOny98Z9LrwmIDBG2Mw09TldgERY0VDJbykVXVERak0PhGZOwRle8I3uxRi3wrcBYQBd+ud2qMEuLRDYCWRRfG2DEgG/CVuvoDm4UN/4r/h/k5MJ1h/+ZPSXqqqiFExU8LrM0ZWO3yBc1ig4FWbX4XRbGhhQzcT8fIaaGwpNQdnVBh35zVLGtQhu6MdhmEptUWaC4NZ9jRAJNTCqAo6+F0dxTgeJzbZyahZ0/6cl3SFM/LskA8zZtS59bk6E1OIXvTJRs94SC87Y7n9PXSGTKi+aP/5nN3T7z3e2BpeH0H2jLqyDX0J4+b4T1fu8F7Juy1fn9YNOyuSa7rnFntAe8U10pPasMVx7bdVK8MFSu0km9L5i4f6u9EOYwGg1Rlf3nxpDETm//K2XYpH3TkqQpcElImlov8blgUAS6f2HD8X/WNc1j5iIlRVhOSeiSFRmWxtvzEvIqfTGHf7J4zTfMZMQpygVUy6yBpRnO3jMJETaDKPBK7j/kO0DKrdB6gnDyztRk7ByHVmbLzYrUsuRMGjEXhwiddGT7V4DTyzpeObChkB0JwCO6vpWVc4uXJGYOZawHsG+yL1bGu3bJaN4IBLIY++zCclLpqruu7lp3tkrlnD/ddc7gEXWBnDf627TQNYw1TDWkihFSMCuSQcZk8nOJbf6ZwQvnLyvRdqQLZGdK9+1L8Assp9W2OszsTFpRPq+YQ3+LRj3pwV67P144cf2Bi7uiPDNNlFDa464WpS/dIL70GE17NmiTvNl9Z3JsKneobL5M2RColr686AVUWV5iWtiB4JWom7HAzNlKNaXYLajiMiAIREAx9wRkAE8+mhXlOemKkv6ZeQ/0+11Aa7Oh6dtPmXV/+70xTju7L+z+gXFWjJHqtvOKuLRfDLq/6qYT998ljVT+w1aRpYpJdY+WzhHwyPtCRj8pcO1vmWN4unVynQSmbWSJLq6fsxGxQUb/cl+KIstJ6OVMICdSFXuB50JFc1f+N50v6fTcGS/bJXHsp+3+fwspLXgMVcaX7ZPTwCjEX6crnph+UDjy5J5raWVlplJTMvi2K8cbSbm3YrCJgakfkHGr82JoFinBTjZy6kY+GNwhaDR2lgniZH5C6QBLBNqTBY7nhz9zQozfZgUntRPGwAwDTMNLhFJqglKrg9Krtj20ofJlQHxC88mUTyqh/PwsOSvpxYgqRbyuLQ/aA/UAsVi1Wd4ZZh+XAECGmI0lHYg4GFByajxKKfN1XQ3anaRLEEbJEIz4uu6vtmbTSXjELKrO0jGl2h3yB3BSQ0CRS0VJGIFSikIj6rNPL8eMt+ND6JuA+qS6lm1+cKQBicvZGDNJOG1AKSFSajwoLSat9NjqzuWIsXZCMRqWY/l8AFlCijKcvOXmrwDgTYSSN/Bd2/V+x8crA/yIRt3K68Z5A6xMQm75xik6hRNALIZoIeWaam2APHL5Km3pEYmPNZCHYbUYEjQ83R6lXqvoQKnC1rrVlcfatdqNDZvom9A+t3I3o5gtWKkrF2GgBY3aD5uPKbHO7Y7UgQwXSXdWkmsbpIkZP+vf1tg3lFEqwRZQABqeh5RcCpRaVB+fC4CPS24flSERdKoqk5ggs85e6qAnQnWtRBAcVm7YJ+dtRn08Xq9KnEFHNcn0DXy8AcAL9FhpsV3HqPqQs6M9t7tlHI14QggRlyFE6jnKGLoIvq47XqxsNnmUXrc1aeftCf+QhiOH5KptR9SSWaNWzZQwylBiG6Ok9kcyWgZoKLHQlJTZk7Q0pZcMZeQjjSxiO85TAJgmQsMbUHJ4NKIe/AGno2+KpDDg24fPXk11+p1sDmNQZ7lEpWbQAT3cnR8PxmJtfipy/PXrDlVAe9ZFC1GPPKeeKabeuSxD0wOHpGMr5DpS+1E3Q9TdiOebxHidhk1UvfAGDInrqJoV6zGuTAgnXuYfThqSpQZrPEuX64KgAdZpBM8jcrCuYe8uhyYAGo1DEMN6ML1r709YwiNaUr0Cw5qYusWTuoemXTCgvtki/gUZT8C8T0pNdrE2Cb5RMjAHnsVsbl52KYss+8xkpl+4EZerg/j3sdLHb8zDT+Dqr33bm6dXvXm5+543tlJLD+LzFGJXVNZdT1EuNjqzVvO629PB5EEM5mwzC96ftAvOYfp5fHjGnFNIpmou/c4E/7Ihue5bdlv84acMdw7WHtLVbY+dJQv59GqREqchxBmwA64EV/xtOPcIpN8K1D2kVpyxIKpTT/xjUuJNWw9Rp7ygLi5Tj0R5ngnaXzcQe5tq5+X6RN+MHMzdbu9cyZ2KUv4lFQxOX5qgxNjPDxnBYkE24uFZqXATNgHLcQK666GtewjnRIBBq2c0A7dSHzvncR8K/bFeV5rzlgcL550zbna4FhVY8jw3s2pSACf2Fk/d8pzD3yfjU9FbbOjTQrcPoodlL3xX01uBbz/ncd8KG4UY5/ccWtAPn9EPl9CfzhY8rzBgPXBs8XGuz6PeSVWakULiE7x/3F8Mgn00aumXzzbA1HEops7Nk7o1B+lTuxCkju0VdS4qdStf6ZMNCFHnqFG3KFKvmFPvONKAJEtcuUGYOtZD6h5/6pvZdZxb9rmj4L/aMdvCY8c/ixqymhf5jTtnb1WBtxsKm1v7Z6dRCPCaZqiJCSOpbuD+39ZBuV0bt7k2EO0eI5vflpYLzDDAqVH/Topu3u+Q9bxQrEojZljsz/90y3izK/N2fJOx5wX4NKxN7omFHBjblsPu/q7b0POqaYb7yd8wFJnMdQzkHMUq/iFkBGZJAd/doTQsJDOLPATgtgV3T001AjA74XyHG+rWjGGoUCATLbmr4PsrjD6BvCakkg7BR7jaEkvc+ip1P6xL/UUs5p9G2UpgIr939/yKGdD82W5VXssEL1r2L260uNrlyWi1KZofwy0v7D2+WDMgKzW83zOWGk+a7Kv9R5FTRoCIPOK0JucpzdK0s5JO9UZ4mNsWxxRH+IcJ9+K0apQeYlXfSZaI/0vGhiwkM1vRsiCl6IP/9q9oQpIleXOszTZ4RhVGgqI8eePmHPBbIQtj4YNFgAm6/XHN+ExY9XlogbbcpDAjBXcXJ4f/Gk3ACvmh+04ygPgmU306zN2FQDw3Kbjb5LJ4gY/wSGT4/m5ISGZ2Qn6SW9Ir3VbVKll/cZtgq51tMK4SR5YFFhDjoEc3kvcwRAz/yP5MbPI+4ekWhrEIS0D6eme0JD3mZ3BEwKVDylIxfwS2xE6MATHos14f50qG5kfeJahOCFGAinSz85YMA9msKA8CxhKQnsvwDg3Qdzixq7X2Fio2ZPOiAcpbWfXGJEtYhVXhZrkLjGhE9SP26W8ZjNZYblH8fK8UhisOjcgMCjKZ46pFhb+ZiOrKrRJBVghrGVvubtkeizjefppiBbFVaZUlfitWayWVlf3wp7S5FYoqiHdU7gPOsmIFnaoEeiyuVauAJ9np7HF2o+9xPwrjCHnjKm3BKMNo7DtYBCWyNfpyZVTm3/pNDpce944UkvzsIrh3/MO2KjjKwN1CWxTDyL5eIknLo1U72xUurkG61OxxOChgeqnFqEgcYHtTFcsdM6aoc5TcNxpbZlaWnacqsq9LAmixwot7jO5RWiQUhusRWIQl/PgESh8g3XrAf4t8RU3vJfpQSHCAFZY1QpmmNwArjrIWZ/WrhcAKPI7SvPyRqpVWZC++o9HWC5udELDs2cEeAuTTiXb6705TwXD2v9liRsRpA7FOY1nWYNvXTg/W4fhoHa+Nv02UqW6Gnd2bL5j/XBgvShb/rMSscFdfWBXdFJ4afEnYEtIZCg+dJP4lO8L9wxeEXwJFgRaCPoOLIKGQ41AB9AUMBuuErYNtg+2FTcEL4E8RBsQnpA0FQ02hBejLGCymGhuCNeCguB14Kp6Hj8Gn4vPx4/gz+P8sZoKK0EjYTLhGBKxKRA3RTRwlXiT+ZMNJ0SQnaTHpKOkeOYwcQS4nD5Ovkn92GClpFA9ljHKU8p7qRWVQ9TQwzU57QzfTCxnhjDXMcGYR8wRLyJpiXWTdZD1mvWZ9Zv3mFXwoG8zGsk+xL7Nvs5+w37C/Y//uE64FqVbUnJfFUtkmvonAC0kpa7NwwyTwphSGQIUfCHAIIokiWpiEE0GQSKOAHyFBHc9c+eCLFEsUaXHK7/AWC/zXFFWnupRq6l3pqpRYZsl1UyFCWi1adddTX7krQGFiKlE5wsX4Nb7ajj92c4CJZjrJ2TabtOCIc9sPt4htLtbfNzPgZbzJz+17+h9M3v3vnlFTS1P13C/gwo5x8Zd+BWc/9vx7XyqV4uc4rwWOvKglL2eWURMmL7PKuqtf98b2Utn+XY/7621rusWOdK6r3WuovR3tZPNdn+Lgo5//hCc1pWmPddyDDT25qacYRZgsuWXPkU+olMJFi5NJvhMq/sRSSidQAset/Zw2W/B3+Af9C/wr/Sf5z/ZvzJ7KXsvezj7Jvs1+y2EDnYFZgUWBEwKnBM4N1HNncldzpbnHufc5dq7mzp/u/Puu84OXtJxrKWq50/K05V3L95bKu76+65e7tt71z12H7pq8G87jeU2efU8mgwAa8KkAYIPX5dQF4OZrU9PRxvqGdMMHtrGZXaFTxcYoblZ9dzQw/a9HfJ9A7Us0hNLRKjFoKiScPHSWMYtJCuK99C+8nUw9xMGIop8+hmFZdtfZTvBU/TDBhQDoaAqCFlaTJ5TpmEnloVmfccKqNnBAtwkvXA7lrDYSyPYwFgp6Pt6WVrnd0piL8xviZDOnTBLKI2OwSnQKtFpTAsVN+ac+fxYBThYMnptirYV+dF9dNwZuzVboph00+LjhRrlr5y7KegySmQ4GB+v7Lvk1MqGH2Epqg3WXZiodE41/S4apc4mb/i2HSydiMatq9gIDzQP08rWFV6Z3mGorzGO+1dkOUacEHykY7CiNuGqAk1WMMm6UZh4TUfWOfjJo4hvoSOxgkjHmcAh+GzYI4Y2ZYcYR8LjcwWx7WTFMuUKg8c6dfbpj2RKzwy4kp4KS4GHf/VLq4xvPtpd92BpkG6zUFU+6z2jMHpkQbMyIqqyB7VPoDG+IwGsQdUhadWMexmVVGxHJ7LM+PNu4baEgi1wt6rfVJTDcGgtbFPXnTn7L9xtXhgL52S0YRIE0a7FFcjsn1SyoSyPhtR7LXZC8ejwnTVsm0WFdrLwbfpyaiIbBTxff6g318Pe3wvWhGoKOnenNNbdUszXZGk4GjpPNcZnV2PpTVw/RlG1zKMPQ9IqEc8n8XOJRK4msC/PxcHNygCBcnG1vVupZbpgj7RWWnR2n1TyjUAZAsUPzPHS2lpZI9cV0l91uo2SkJOVtesWUC5jwejiHOTzLtJsyiwdSU+RrSZ+tDgdjsRo4hTX1mG0iIHsj6lHa3wcdVIsRxhuSQkoi6Ycor7EaW613IfRfHEMYngXYXoNsPHnerRIQLReHENXRGUY+u+AnI4g6fULPvQCfc8KNJ+LMS+Kxt/rzZV8w0VJCfQfra5B2MDTU38CqM0hS8jgVUfySlt1v+6rcimkZgfznmJPjPC4nAO2NAoLEChUUOi2Ig4HqoGlU1DTl8NfJWoxdmInHe7PEskGZSRbOJ5hUnIR18+ZAlMszZIrlK8XXLjRC59qQKIWIBFnJuewNZVvq/kMs2lEXtKcmNKgTP0xKhrvaJg2SxHR12JXnw3giz0i6YWlshEhOfu0aWLZQfKhjh6hdBmIYCdA4CQ5SKOtjffXTkQaEhGWCfAUWJqUSvtrdplbTMGQIVIhIPFsVW7bjWnI8mZ/8xt+/dBSEMXVG2hEbOQJe5efjEVuIGnQ86GuJdYtyuYcpXzGO7AU8DOn3J7u+TKejUhUUka+QQUfdpJyoiIrUlM2S32uQHbZtMVzmVd9a0m/eYlAstIB5/agSKa7JIBxXvxXlqHRM6GXTmUxLJVVqyE1dqob4qPJza/9SEXWBby4liA/UNRuFmkKdFA8lzFOD3nVHdXzs01Zu0fbOjFUELAlPkIVGGxzTzatm2wvLs7brnEO0GClpAht6v+rzNqeJMfhaZzXbGpePbXhDyDXCw0k5ZoL5gBg9JQS8QKsDDUkad5S2t1clBC/cug56b8o5lIr3A9NcvYVDd+4gEFZENpnXLzsJARfzLH5E4suE316XKscrQlOSjTAYY2m3q3MkxImiqMBENkhfba0NEIqpypATQAg1QdVNg8Xw+OQe57JlByNKsZIyj70jGOoXokRwDSpEer20XYQoP88Lc65IkPCMnCKe1NLErQj103mvw9ekGerr8kOpGKxo7uhkID+gANj+lGNfwg6KDxbHoi4hQdL2JJvGT33VSzcgYEUpUa3LoiSqOa/XTE6h3w5DT/UGw/zwMlRwKcmtfNv0Z69tjlMffiKmhSj14LkkdNWxGEI2iyHUZ6gyYy7d2ULStFys5wpoLFdmGqJmWYaOYvHKT9TDS03MNbUvIb1Dk4BMSZTIBi8ToCyMPdlkRNyjO40Ts81YAxuDkyGIEMFjAgyAPh/0FZMu/YTA04K/y8h6pdwdqiRwPPNRiStGinVJbD5TZjMBy6R9CKhbXdEWkwgt94Lxf4KvavrirVZpNyIXew++/eZtHd79jOoY/luT7NYpsup6SjnFL0jAIDk42c7KzCIFStlxbSYswKdp5/1bXhg3WdXZJW+apjmpmzEbHQ+8drnN0lvJYt5YwONMPvm0HNwwAvvrmXCpC5VNS3N2i2Lirx2ddjieL976RrOpfZl1AnQcIwmCmpF98b0sKgdWhSFzXScTyS8QpGbLJJ5MMuds8wQp+kS5MhZWHp116ye8Xs4OWiRT/ZBnCTwWBaTmocF2u42tfvQ8AhTbWAk+/n5+NXrDgexEVHl02mucCwUFu0rVm8vCIb7+sbQbe12s2La3f0uvUuONAIxZRT4eJC9pZ8EibpyDkVpDU5itBwheMrOkSw4tU7Z9HnANhdAK8sUzTWc56GESTdZOEj+AnPCoVfMnF4xdLgzIwXh7+NSqJ2CdHsn/lfju088XNsC7gGkJoupn0q0+MP1y0CyZKksp5UDN2jCLJO5kW4M+BjkgHCwD2+zcngd/5EMRi580FJI0t3hvXFbzsnXJf/3iQXJ2C1mGLCo4LRZW4sojEw7tohQgQMJiCGltNcjtmx6rDrFfzODCuc2dRc4QLj/obgNG++GgIOSADJAOYsB09cqnHhSbw6Yl1U0y0WVwB+3lq7ZKaXg7Xqg3TV6sMrAms1YB7ryusEr5x1Va+CG9NIBhfZTEsQqBtEosH12WQN0scOv1EVA1ZvVd6VFZj33yK9w6igYNJ6pKhC0GR6AxUUCjNtJpuvqtPGBIaMpfNefLVIlTzF6/w7I3hWSih3TbchdlPbaupOp6ohZH1FI9W7SHFG1gDRrMsXJjBCyT/zsuFcciVDeCiExRb3m92ra4iz0IxN+0+GzQHTR8RtE/0LI3SNB8aHSCUD5/AjkIeWkn46tfqg25eCUM6Cx+hOerpM96CbozZHN7PG7Hrsc0hVi/qxJoJHMKMNUi2musi0FzUxyhYn5XFaQk5XEUnbM1tYBXD1Ekcci3cYKAGCj2Nbxx2SJJ0RWn2+1Qa1uTaqKIOGoYWrtHfamMas/CKQUf2Jgklb2uQnTD0ZJc0+KdDMknQaWYFIpKU/fadihIm7GPq556eno4xE5PurfeGbPktmgssqH8EA4GM8DGV8j5tgJ7PDnmXcGBFtVVviQKjbaowdj5iZiyLQX9XjoyWmsbQf0nQyqOK1KmKp9hfIED9Xn4cy2Hra3vK7I6XLpyZJAuesXtwhNJo7qycAFeRckevv5TimFJrEm9VGuNZtbmDjfV/jp4xqiLld6+kmQNxlt4cb2c65Eyl2nSG5Rg/fVpO0f6MXC9jhjmSSsrfKgZwxpEQYdQdT/gQR4APllhesaVfTm3qEzElEdnUf2UwPMYyL2a/enRcazNsTL2Ht7n3fP0C2xN6pMaieqm+1VK5QQ5n9NRczEIakfEHYNEpI2Gsly+qi1KRCIxFHBG8CxlgK6US0k8u2w4ZXdM8wVHTkVGHcIN4gCH0mERC4B9CWQujFvWp+jlShU9NdclcuEar0suAg2PiF67UPv/IwuBAzYkLh6vwmwTcT5LBYPGulgvt1zlmghYJIbF7FH7DGS+DS7ywgBrqwKuuImTLMxsnIJwVdmfT52eTviD3kAoGPC6XUTUhFiKT74P+q3X1dlANEeJ91c50yfoW0DcAiJIRHJOJCHj1C8us0HwwebIDamZeoAHV+50S4vxziT5du3jkVgiGJblkM/rEUWH/pssAzN0rkPma7x/dz7N60eC4LpIDkVCQX5FO/tb45pezfGjOlzh7Hw55eiOYvJj5XGUUb6E4x4Pugyod7Yjt1yzmgJfiZyb67hCuHW+JKiDhXn2/5zKlJMM3CdV6mKl+LBguCgErEmNl9GJNhxXvmTQogVUlWh594zuZoOX+EYJ97F1iWysUFdlEwUdB1PzxjrvaYz8QMZymbolLa6lZAd+5eapZTHgM6wikDjJWex9uppb+84tYpMtTzRKXF4yUHUkkUnkek+nwfrL2FBvThIsuy1VKDyUbzHJ5CShOOT6qiExCSyOQA0Ew8jWmghDm9unuBucWy5dRABlTwMiIB2khXT4X+l26bMR1u2LNcZJ5SunnMtehvTHbkQ1+caGcChYTpYkrkxcW+roJu/foGOY26Jc6zUJH9U2GvzZYsFbvP0jHAQVbXOd3nOPHreWK8bQRsAGHmOGi3FvsG85UnRe1GAe15TuhjSrT/ycj0BJbcf22qexkyzZY8FODnbwzEULG2BGaxGYP6ejA2URDXNMJgnmPTCVHXJxgxqLgknBpgiUwyzbmoFiIq6mMsY+9uKg5z9FyrKv+Ou3rAdTMoOS07zig8VOSxtWvNOGXKA62tsHWeiVdPgkhECMVDdCnzdNznh78mtLdSePNPsmTMsbj7zHZnb52b27p1Xn2Lntq1awBF4ImWjn3qeL+mSrm2NJ+d//gxzFMddgs2UEK14fzR68ihpOc7Ml1wen99tGrnj5uTl0g4P3+6xN/Nf1et9sNZMz0q6PpvKzf341hMtJybJwzpowGGa4CON+E/y7FMI5GVSOfcmzXCrcbFpdWnN8XboaPyeiklAmVZ3Bp3cuT7emqO9+0OK9qC4RqdVD2BgiCTEC/y0S+SGjxNRCPw13ta9J0j59cotuLBTe6HJF7aQM9VTu/wHLMHtOavXfFVs8ypTQ7/NpnQl9BNIcvFb5egY77ukFoAx9WWIxfBJIMmk533c08ETs6j/dvaa9qKwz19hYotargX+CbFNf4Urwqs67eIwwFdflYrIjK0yUUfeAmi1/u/N1807mjkyg0zzJ/SsyYafLDpsw5Kbazvts7g3oCkWZFAvojrgnjZDEUP+IJVQ9IOmzTZB6siMJ5cDy9cAMs+WT0JIGGzMKIi4nCC1q8FKCvNVu52RRh/xjI1V/lSWYsDuS09Fn56TRFa2H8jcICjaVBtxulAeDl3zsqm4ZdNRu5ZV0LzbkdNqiDfLf1AdBj3l6Muoyyj367g2/jpWZDHls8WeKVB7zzMx+zHJUU9CGqY8H+MlhySvAm4KM9sNjL+qdkaynHVH0ng45J9hc08CCpkXCabVGXk5aBDojlh9PODjZoWOgciES94LpMbzSYTOQBLHdNPlltLVwpEQQMI0qQZGPEVqBX2iCGP3DsHkFfx2ziz775gzJIQoKAdUEa7rX6ojgEtVFzQjl8wGg23NkSWix8rwZBnhOUf/bGp2a5MP79dESSERmv77xbYmimfrVQgcJ84CKY6XK1GctWD1szVYyjNxDgeCAj5lry2Qob+QNlCE8rKLm472v6Jny+4jWAOIdOZHq46trSjfmQ/YtIHdOxG21O5j/NKfV54g5WUXLsgTjwJJkVPwGe/jW6V6jAuz8/LGZw7Ls9ZVsb4WS8mY9OYhzHJVjsTo5J8i588ACRH0eH+/vMslhzcR0Y8xiJU+s19lcSoq/ukutr5lKTuL96j8WxRPGgzZsiyEPYB4XrbA4c125mC+blWc29t+Zb0vPMQgtI6eApAJrbHS2FdU9RiZSRo+KiA0mGji7c8rtywzj9v4aioMSeKTd5S/xtoyr4xwjbnXTC9eHALKrJDhkgU7nJtdDX7EEqwTCqUXIQ2/eGXQfP82YRogYJTR2ES/pwNSBCWwHGktqthsFuRx9EzGpBPg9CEVSHGwan3wnyB7PFsNLu4VvyXlwUQDnJ3aZDKbGAmTaSz7SKWQo5W4r3jDQoxF0Lf1E3sbBwkUk8Q8u86sHxx5Jf6shKIRYqSlUKImyZp04Ld7JJVdfqvrrh69DZ/eiPbOizy4kYZEOFMVFZdyKiYgEFSV5aSkXb2N4SPtJfsKTMFoWkoCKSMvJS2orGjp43Cu6Je2bXiuMHW9Hm6pHvuF5OT010DNxCSkIqYyN4IXArXPF4lJ54t1B1wUI6GBrySfTRJZTeyOt+D+smuiYU+i8+b5bC+T6V29rBaoR4URp1c5Djg51Scg0yioqm5g0zLG1IeX71IF/rQHny8l2/xrIoaypmzkRfwYhdV61Xj9R7F3EsqO0Wr9zoYaFz+SSQDkaaj1fMtHL6Lcz+sEZyuxyCFvOZmRr88GXM0WwY9i2ZZ1RTRRlczRv87s/f6+Sd3T+8YwVZi/9h/efUG0zYeS2NwKg1gFOTJdWZvbIGh2mOi2bHxyN7MdnUfA7T+kqCzvk3vzrKuwHj6N2pKd46MkFuSM191HzO6qKkbE6u9y8RHfM2ldDslccldju0hd5ooCxIUb/lbIHevIkb9/YNan/uSIVHZulvXx0TzCaSMqfPK0o7QReGZwNRi/6PDQNhLPD9x3Y1iVTLvo8P+SW34eUVJMESlJd0H16XMbyRQTmhibmHA0ZuRx5o8JRE9lSpDcidw8bm4IXBhBn2Vmjr2Px7d1vH7NfzVVyVHh1Zvq+VrtLsRMwOw6COH6klTlMKnaMnTIhy6EkxJGCOAERzSrLksKCbWp+JEffFdJl4/GDK7N6QEFKUtGyWNKLRxT90Xhc9viX0LbbXzfySsTY0WlXo2LhTmnMQ8vhE1F/7NSngHEI8CAYi3XiFAOGKCY3tLRJtyycNfAsL5iVFyGhKjEpcZIAOThDDba7cTaS7fAxiEKGRvqf1bNHAfXHT/r2cfW/LeJPj9nN6gXnUyDE2xCXLKhL9nKLM9NZShyqCXz3hvmMoW93P6u4SHmc4mti1OSQEli9lWpdObOWiM2sXQAqHqKNyqmvAFb2eHIoyWipNLLRB9hpEmQX44cWNKZyQolnpW9LS7lgeHGVHWcn7NWrvngxgeHqO6qHtxxrfKD6bWf3zLZkDAeGB8UEHqizRWeMgJ51SDvp4u8xiOBUZPHKB/jJloNb2Z6Wk7OW0FSnYsKpJYn/nh7QKfY/YuJWQR4+EWJz7ypz8tbFHcELEEC0oSMio//F8idVp0i5LGYzNiaclKVsLM9zAC1UVMTf1dAHCxaI0SbGz7jzIiMMCYPCGcL5wp3CY44J1wqXC2cLpwqXCXcIU4EpcE04WekuSYZTnjTiH+IkSk/tsSdiVWenxLmYTNHFMvD8ewtwjA8Kidmp0ZJHM94faDC/M+hb+Xz+32uwD1727RwSc1I1uU39Lq++UZJRmOR0EV3oO1Z0UP58OwlYueV/S+/0ktyORSuZmDhM0dVBJ+9Th763AFctFkXvcBSWdCS0TyO7sB2Q3ExUuE0/KM8pISfJgyrBDvYFHMEtpG59y9FaFSfixNSjeXNjR6zG+4snusZTB9RcF6Zj8tv4n+i5rWDvTmEHFch3Gm2v3PbxVUugX4s1lh/f+Bbkzs39K+T/LQGR6uDNm2hayQ+DD859Ls6mLfgc02jERWxXMIdz/VB+MBO///7XJ/ScVeEDtZYxkmo774t5axWAVvs1ahwjNY0/TABgto8GyyviEUsonUrEWWirdlPyihVDx5RS/CqjRj1655IvY1YM0Rgn/Spa6acaIzouoO+h/KGsXrnFqigpEJxTn5KZ/4RFhfBK0NopflDrL1dO7y5Euz1X40lvOQdgjeUFI6RerJL/OJv2uFRMdhVMmTxzZhKmiTg3ZEsMCUcLJoaCfbykhqWyThjuyc2XBnyJ/6vl28pm8ALj9c7CRhlBiu/08Ur3n+vA24hgSLzeUl0gbJFR1FsNXxCdPKRWYUvQHjd7UtXpRJzWOnK9XnvA+p2aKidL3fkayks+v7pTrnRy+YHCtUuxw7LUUId3KQpuFFmNTftsaG9RKRKJqvSNVjI2JQ4mtfHHrgWSR4lkqzfLfNveYsO85jxHaGGfYUXs6eT4wK/rqLrhxoV8IjFQEWykkpCDdT8bNYgYLmR5SZ5rXJ50tYMJQtftrNubWaw7CAEAFBwmqJr1eMijzfNrfTZIq+W6dqHv0pOyEMQsMHFofz+OLpq4XI3EY5sfGi30ImO59aeNz5Us6xNMH1NRRbwR/UeXv3q5+RwW7uJjmbNeLN30/cXmurya2FrKKUUix6m9sVb8T+ewrFd0bOFghIpoq7b+6el8NgFqVX29y3VpZqgvnWBqHmENswBrxgrrHMKEj8seXRmc0pHwvq3eqedgHidjjExGjv3DxORFooj754BXs87rpY9hqDBnJirLEdQB0u+KzIuYCGDQlYglxUvn5Dn5YLBtySB5EfvvzbSiaQK9Z+da53yHmnCDcJPwujfRO13c6ZQp9qvUFhKCqu+Xf8l2u7WTkrYbZ+KJlfR5S6r0h+/H/mPG4moTED7A4qgo/DC/EcQHg7tVN46OCNcJNwrXCFcKNwgKHvI1PCiEnMFlwOpMfQziaZAffJuacJFwJpm/UfiVC2ai12vkx5LmeA3mboSF5331tfO9zqUUoupMLRd7AA13teg0i0rafXTLTTcUYrngqlIVuixlKMG9sId6zbXidPlzuCGblW7jfnVS/mo7no6FgaVx55PvnCh7zFhrTNrZT5/icNkjbz2TuxPvWTRlhCmeP68Kjz7svUcYXqbnW1Mx3DLvvr0aZ3aw2Wo3yGtNd7zyu8alsW/rPZYRsx99MwrBObca6xB6OlpxWWIWisGSzTdhAg1aLaAH9uGfe1vCJNj/ZIgVypm5cKNwnXCLcIfwmLNWopIQ5heTUBCHuipuys8YCye5CZPmkf1Y9HMrZuTSVT2iMjbLjHLrEACLKMhTaf28E1MgYEWtEV+dRVVtgobEtBKo2+ezIM4PCPrPTUVgkmLIyCIuXnpKGOCdWbNhT2eoozEXaaUzjTu+GHQbxxZiMVgtEnv3rSCgY6k6zLyHGF6bHLNrVvWYpQm9Cexk96oiyDiG0d9vDnyuoDD5GLxKctVGzdC1QWHN59Z+rdWfZbpySlpYlONr7gcfDZKExCVEeQy+HtrRLZNr3NkBzRkO2nIxl2/IZhjQIe2swN/jwxaibmRFuBZTtFp0SVYGlCrBJYLnr7C7GdGA+qEfQ7+Hvg69AMz33mJcKhG4YnUU77ZdBK4MVscWe8hK7h1ZmwWcDUkUIaEhHPzkZVmZkBHbET98OWbjUfkjnFP047grP54wYHQwkmi5BAX74TSxgFOf+tlcxl4IJYJe1OEmNU1agvvlU7vvWDP6Aj/sonGhBTUTHSiSp1oCgfdp3BqiHSY5iyt/XoreuxnfsZB0wAAHo5BdGwHjBtOWP22nUy47t7iqpjEQwAaXX9Z8ZwrkpYiFSVg87SwMIoqy5DkzAKZI4a9cjYIDwzNa4NCuXL5sNuDq7kDwAK7Ek2LiL5SY1ycRQeSYcTL7umwknfvoAkISUpZ1sXl1yJT/txFInSINKd0eRL7rzdPOaMHYUM4YB6N4IT1XlI1WK4s80zmeWTCkwVPGqKxOZM5p7Xg7Au/WfafVUgK5jNPe+YaLasSDLaJSim8XVtZDHzklDfMhISPkgDQQApaBn41GRqLHsQTS5XuqhIYC2AR71vBi4b75/n9q5Lg526c5OQuCY4MMfiwXry6DzT9aKMzhlQGFMrEcA7uYMM/x0Oe7nclaxb26J+QnehKZmPZQYOt2bQop9U9QU2DQOKPuBlBYvpbPP9RURY/U+mVWaGphXwIf5ysD/kI+7SEO1xaf3cz3pfpo9EB+VCxOVD6Ogtj5+rF02LMI7PYpJscQyp3yX48sT3HpyJB7cS0EpsVKFdK1UEL3ycdqFRf6TdNkrBeAJoGSv4sEzHBOS+mfnaprQQkI05gg6gyowMbST3IxbVkMEJ0aCHx2Fx+tbAAOaFcoLmRerbrnjroifS4OXnUTgrYX7tP/b/iOwFsvccLBYc6BILlcZ+5+YpsLq8CJNEGBRuUtXlB+KarhMilEdkQduiGtNUHsQlxoA3Q+1ynh1KxzbOszloSNapSkNfj9ze88+Pq5dIaMvpzDVH+b/siBQDiW7YwhfqeFtToC5UQKqCUkj9W5Pf0d0R3pF6Xkm0ZDfe/9vRi41Am2Gh3eL48ZE8N79/C5IQGTwYeS9YtqPz2UKsUaCavjHfwza2lJYk2nmy8NKD80+Zk6wzzFq/yvr9nTD/NnkbkQRduo6datvnS2VXSAxroeNiuBx4UIs5dq1quP9ryYnz+9uSuZwjd2rrY6myGSH0cLHc5EIoS8bhl2FGFFms907OYQDYozlBK8Bq2BSzltcO8uv8HwQTknR6onrGGxwmqSSmhYvxyNQGbtRnnppFN+AfnFGx3av6JcIjToZMxaFSZqNLQWwtuIRWehQKSR1cTZfGryCw0s2/X5sDJizZJgsyFh+mzjH560Kimlz2m/FuzbGakt+TytYOPcWuKPexrHozQryop/vcrubTTMn69lZ/n8As3nu3Ir52HQHyFvjB1NFXxxr3IMO7ITzfTAKNfvDebMu127JyxgPo/njXBC1hhWTAfb7EaTytTsl7sflMM+nnMLqWrXagaNBiOwm08mUvlKdbQQcllwu4MgnAwAL4+1ZTrwRmi+MAyBPWlB5fFQ7lknhQaw7a2mM+Zwtopb5ySewAINFstru4g04H+CMaHRRQtqp/528VVM+aHXt+a8aoL1JaPtY0m1L8+/PWKbl5/CaR+Q94BEOdqxlZ2Bn654ivyKZl9c9cbdM73RVFD+b6x85ay2Ff1oM9cpneI39214SDWXTLdYEXd8lkpK8aUhbEjco0hWY6qRt3gY7tzB54iX+2eMkB5HJxgpNRsnIfrlFde7HGYdqjNyoURRyaaz2VTE72Y9Piki+R1D5vpGJgVpFjAA1D2Iif5ShmCGChoUpGwBUNLu2EN0PJR3Bgl4blVWh/lMDGA4ji7CCxG0EjJtozAkrh3+x5/zgQi2YhhpJF1Z5Mo1U4rl/YseaAgzl4i210wygVJ0p/GLqr6S4nBLHi1AF7ljmuqGXoLBBqFJZ/MRuPFpBQFNV4qKVBeyRanH6h9YvmGkJKqIs7EhpLCaz1ySPOaXN+ttfHdgWzyeCDJCqpyus7w5JuCEK24odlWhk+Npj+v9hDWqsGTeCl4pK1/9K4r8VMlkS32XCmC76zGQO1tvkmm69o3hsnvK/FKN7bGze5h1j83sflVnykmMcPtCYbkxM6rUGW8zTN/x8pw7PAfgvIk4m7qayFXIf4euHgrx7i+ARXeuR7VHJmCkaR19UlE3IYuRlqchvaaXezsNSoF5jDZZaNqeGZQUhhGKl/ypl5x5JvuUPnVyBQs3pMqO4IaDptgC2SCJhk33cAgYwYZ/TNNjkuG22iWwcKCV90EtBEgmXnMmo/XLhKQEkYeTyZ8wEbgJEKUimpaOYPfE9CrRY2AU+dcc35PjvzLl7fu8QFI1GKWgxTwj8KHaTEx5dMy+wNIOjgNFhcAvnv+NAwKnXZ6tfpipNQuXe+pz9qptnKaZHReB+27W8J8vFfgKDT3XtloRMOreeNZDlPy5Qn00XrHCGQ4GBR7qDTx71pw7hvT5CT7b30m/OC+HomfXvwHu2TKxnnauqanV4foFx/f+nkSXOzko8tOk7eKycbtBA74q6ieWxlkAmhhBfN4pr69Bg9EHGE3hcsoxtRJtuK7dqcyeR7UNWfL2kvhsnSyt6SFx28ziMMBXSeE7sj18arGYZA6LGd3HBQE9iHg2+5uOsMCQTtJtGr6JtkRfrnY0n2/qLV06f/yhuMqZyOG1Yhy4swSl2huMdt2Md64Bos4xiw9Xd5QDf77Xaqo6Y9i0TYysk5SsR9Cs2BPmy6LkRMEhTunnOCHk2dUzWTq/ENupizUXduPUDAVnxyoXo4PPLlPKI1MO7WzAZwXVvh2X9i8FrByp+t7gDNB0vtGu5gT0HWZAqqYwWnq1IUFYCB1+IKax3dKw2gw9+2WjP1OHoIJWep1HwlABMTnJQUlUqUgj/mK0ldEZ5Igj1B5L19T+fG4r8UKFYZGN0jLrtAZWM5v2sNXlNpYaQ88rdpuL5svoqSfki+VqAPahvEGIMpiG9jJyydOJM6q1jtPsVeOHKRvPuz3+8lhE+dJxx57IMiTnLtw4vVfXNEVm4kF7Xbda/rb7ILTOoARHEzLxX3RaP17YHept7LDIBNQEwPOapdndpvOstBK6sfd/tQMQEZfjP78ATJiTgUnw0f13ZFcCHZjt6vt8+6Xm4/lBczpdSVMkFi3phlTwFshE6oQqLV9TloW2VYqeyPsP6s0qWvu9LAMHT1b22mdtyCjujd3VJjbrGGhFyi821CJ0NQ4h6/JyFSDeubJRE88URssQCb//PMthzMzz4D7te7IXYV/cGVrkVt6edci3t77nLLrR8ufK8Hd9srZC9+sMJpF6aF9ROvB/MwKymWlBNZ7LIRA4XDwW5OOrAvn6UDi6KIrJiBLxksAtGXDfAuycHP/pW+vRWIyqSEy/V668B2bWtFx/NdZvT754qZEmj2TObcYfGvy5ESXeGEms0nhIQU5BiT1qXJGQzVRZ3iMjhSGZdlwSgJ4PeeCoBjvCXYkoht3K1BYjyndO+17bbSrFB4PK7Xps7khEq2i4+56H3XMzqDtTsY96g5IFV6gs4FT02uTZSCySy7ALHgEeqspsoB7NdtMZpnTtqiy/TMST4zV7syUbD1SWCSQUjpAtH2hqHcoREQCAd22pJJL7tu5SjTPe5uZqV5cvbG0GI4ULo6x+kBt7XVs3yXrver6jyqRkSakvufwBKB89rwUcXjYjl82Y2hAvASp2nzHV8ANRyoryVvC4YOIbZmgtg9rK/XKrLSItNnzKrKv51SazaEmqMThVrNTCHzqXAswRP0y3VKYmKUk1yXdfbvu0XoBjpQUxz2+xfsFPndfjF/nDAbf+wWcjwSEIDKUgJiHKd47kaYPZyGAH5y4ugyYrIfl2ksZDU+OdVzggC1tdrBAd1LQ+ArR4mtLKgbnw8ckrIA30LaW8Z9r+n2ddkav4mbkulg/3N1UbAxS+1Wd4BPoVBoRjpSWANtfYD9LrLPV/rw+Jkh7I4sOqbdV2KmiU4P7/85dSh92s2Bb04zh3NrtfyFBQO3DHjVV9lAtsXkqH4/H9nVpKb5vWTCKGpHyaB8LqKT0T0YmNxKPDhRWwMc9GlxO3DplyNv0qaBApujvf6sIjW1J/vO8f7yqfu4CfY4YcyQG6JxLJKV84EJ68nK7Ww1sOcM8d4w6WrwoT1jew4guUsEFNnWA2q3SNeqW4fznvS058+KuIc0YmPkuACNrlncUFV9YXOp5GiSJzzcbM1ZfZZoPwfivl9js86V6l52pKjfHkyzZqjzyzccxAlCSR9aKeGxZEV+YW0f8QOdBD5Vwn3DojmciUaRXOFh4RzJONI8K5woWBu8kqvcQ8Xk4ReiM0relBW/ibUKR8Rr4GsysaMY3JwrT5KwPACDUGXL2twGz5PAvGWL0b9XcKXEbnObdH8JfGceWxUUjt5ynCRato2jF1jFyAAGmevE4XxWo0YK+rt5uSr/k/8UCb6SillmpM8fK6hoFPtd1ggiFjI4Muxhf4bkgHZz8grV/qDA3+Y16pkxvMPxQzBaxuo7CK0MKsndXIhik88Nd5C/hfpliP5ZNXV5YRF1yJWQ1Pq4P5uv0jraPtUWZsf4oCfFJBgcuPwuMgHFIhf9Y1Edv4kOFWypn0jRsiGwmbdb0z1F0tZT6Mfq2WdFBT2GjuIhzgfY0LcfHCiYU/07K9y8PPCM1kyF3v88ryr20cFufLU6uyKCWAGtsMoZ7QV53flpQrv5jDHsw3w6FdwmYVyfyx+X0HDP7yHtwTzQ47sV9XbZBWvr9RfPjbH0MPDyY4Kjyl2YSrCPlluPNNy+Os0SzCB8N7vxpUwc6rIp5Q2Ompq9ePnKLAPy7b/js9lYWIOH2tdHEtb8B/fuhN6+pgNCl5TlERyMi3NE78BkQjJZTiXk9+xTwM5jG+8oubR53qlX8aZxGVuVWIFixh4VsoeBS7fQ7eNMf0CFvag9h0vZCyFpkozE7QvmbXqEMWhY9hkbSmFvHZxbTBeGCf/LArwvXLIsf8Ho5ofdqi6sXD4BslutQACggfPQ1HAmw3vE3zH9RWdNSWHeBPgigAFI29EEwMVpK8hs1aZvRMCT3w8d35rFhPtiqF/AEC19d2Ja+84cpOr/l/nr3s1+QQJDQV5juy2lUj51hS0bBlOzBXbFTjC3HUPIi2hROiuBW7ZjUyjU0j1blyIHYDUzhEyFkbVb3bOZpMEEFwN6gxgMMFtMtV6ArdW2Jk0LmfbzQcslLxqRIUgcY3AxVaybPXxiC688fTTjp54Hdzrc0Yy6c7yP9aw9VwISknNYFPYiOs614XUA5HbyaqcKGYvvjTl5lQb/tcj5GNHxUIzqULJ4+cO7w3yVSD/Sn33ss3loJkLNJ9RDdWs+jncJQy2GLV8SCRSJKd+3cpjb7QuNM/bUTAuAXpHeFuT7Fs93lGlnWmMcMKUi3LKdwMqin+wqC+O5haEwbddKyaIG68Zv7Btand7vuuuRhlnZokSRIEo6y5hkNuYwUp8zZOAaAv5/jrzH5NdC/pljENU4FMYTYs0yXTYs1jDD55C9ZcOIj6rI8KwPpJg/cPfw0bs8O4nCHILL39Jo0D3hvgplEpR1vN3omIaPr/7T+YNTS3WSKDW7xNBm++w48y2mWI30QW9Vh6rgu6u/Tg/g3zKm8ZWXhtfxxf7ZoYb0ElkW4Jrmcd845ZtP/ZfXi8zCcdbIqW3fXyoa4/VwtPfjKkp+QVOw94K8VNmDsAvDeGCcqP+B869n4pCm3TDHe0OL+7+edfvbxCeDHKUzeIsVQikRqdjXYcpWaZkVO1K0imahJVkM4RViq2zpLwodiolIKbUgxXi7/pd1o0PzwppziQo4+7If8E72A0HTCXXi8N2kNWF4aSNpDmk5JM4dlAZYyai6ONru92tP5RXpFn9IUYCBIRglbCIqhm8DuPbnY9ZTVUnKAyHj65XHJMeM1rv2y8dPtJfeEw0k/JSxTHoC9e+gFnYFCIpybl4d0j9+s5KHYX77Eb6+JrKQelNH+PabQgxsTaGDx3lC9kezoAktvTdcGei2rkrQtIOSUQRkiHo9uMTj6TSXAAKDDa9bKzbZQyOzyeKOs37447f0HxLeBur4WAWMuKvLc1G13UlhS8W2TPfnDKFjIJNfIYAX3aXN01Xd95+1PoNdsdypbcod9VqBezehAno01Ri338kKl5bA/v4CFHJpkYPqcWOKGabc1avJbKoWt1EFfPYLWGMuOgVVVZImUKoTH3xQuVnoN7s+zSbqmxRE965NpEpThmPGg7WMOB/Dw5pe+/eOB+HbtF/bziTo3i4mstEB2GzB3IjR83YWOwxgNyLjjWT3xrPkMF3teq20oEEZa0fjjLprwar9rMwMgooMB147qjeWbMMbZaM9yFJ4xmLTZznYjH0/kc1Z7gW0fxd8xSiui0ZDF+rcqc983fcQJvHbTsZ/lsa4eiSZ/V6ZnStpcP21apcuTQfJN8QzDZtSgmlWEHI3GX2wwhFVYBeJ2+/TbY0DUFQ104FqcEc8XJQEXBofW0Qd6sCMFuhf7O2x39YKm4fj4AQfCTmC8UbRz1pbOThxIdYzsrN98xC6hmhyrmjAFJL+Tczih3U5RxkTaqWOSddz6aE5d7a8HS/ciQV1BuMejNNZ8phX3lw//ju+KgDbJEicjFdKdJsihTeDEbntOzQ60bTdef/s0zIa6BkkcLjVKw0qkhu9KqzTR47ZA2S2c1c5EJE7hw5N+iST1AqOsWI7M9V13xBhDQ0wDX7zTKP1bkRqhtCA3rPOzD3flqRH1IdNYA4VkmW+Nc5Zjx97DHrluRsSmaVkHfdbFCUy7TR/SC3iNUSG0gBcVO0kxGSX2TpsULQtMy6fDWfiCxRacjD632UmsEosjOdkvH5hcqepMbCu6VBswWlZqeUFReJwVei6Ie+1IGyjkTrLDBPMemsmdHJpvTJe8UdLDts0fXeCtv1i9NTctqR5zjtqrB/ENVtm8dnWk0dHKxsNeNAPaLVar2Fk868KcdOJmXclLIccw6Va2uJGPGBOKSK3BFhV4iT+8GV5s/QqBf/PQlLnK+0HN319UtpCpE0DxDNtVmZT6Zr8E+leeUz/gYoZaTUtyMf/l824rLPrubc0G2KGlyH3vAMgsxGVoLl7mAvV6nLaPNEZj3NDDmbX72lWqrMT8fFWslf9s8AHo62DhVOzyV/7xxloZMyBSdjnVc+VqrdKoxvPOkij6z3iOTKOmx7PrRYTIvE1kCgQJNOeS3HzLVgO6YQc7F7FJ6Qa7bPewP6tdcZpWFWTD7P4NLZoexia9K5+SiuDOerl/a4EC7WIg+rU6LDAxyQ+RmCpxGXlc/E2akRxeFduEIskJPCKftIKfpYFUP/EnUL5cXQnwtsiYhgwTHIpL6afpZb5eSwHviWi2OOd5Cjt6HLrJCai3DY9DxwxwzCKxQeeUOWRktK63FWNux5CLSDo/oauvoUS0X45si8jxKsgcuQTOMXk6xbPl/+yS0Hx8a6JH+xd/fQgysH64DZaYXk1vm9X2sCHp2NVxaSkshaWcUTbOm1hqZE44cc8QIEV8sDiFRJIKmzgD87/ohn0iZ8x+dVpjjAXrnjk4lot3ueSTxfvlb821HNb1UY/lwtTz4tursDW7KllafGQDantFJ5cdvnMSnPHGWr8Nmw2FTdzn0z7EDWzA0D3iNBJfuXqzjckperrSMZzd8p+aY+2TRURemIX0ia4SYXkAcG96oKVo0Co3q1+dSsiH/JxkimYivnCJDyYnMs1Gvlt9WrijJ05o0mcmJvza+B5mbWazuyizH5YL7Ka3XJyKdKXZgesG20js6UV6M0TuZ0mQ6YPS4YBeOXNBZNRYN3bcgly8EhbgsU1fBkk8maYFrHs+2zvDctr3hyQEwJwir53s3GGiSoc1HOsYVycVIFDutISMgwgIj4eLUYpjINYlooAVqvV5/97KQT1ZOthMOizsQ9HNuLnhlBx3pih1CxMEhrk2joITNmRx/tCEeII2aqjJFKlBpWc3mDc5LnNSXdYypHpcguRSr2dzA9Jm8GwZiT0eWAUMV94qRxtwj6N9UIO2c1+NQkxSWnskxZS2Pnxs36p8/+QJMVBrG8yed2gkPkSQyMy6L3kT+/xDcp9IYjeY+aGqlE5o5ZxGc04XpS3fRdpDU28JE4GvdYypyOjnITw5VqL0wEA1pIQi0Wt6Z6jMwofYE1agwyYMZfNMXKiP/Sw06d6ElubwFy8uXDCOLomcYzUr+f8OEyvbZnVgeB1wDa7gPRtRauqZKuZBJdBiftQOGWAsxKKTkAoB56AUygpJ2SRHpQMaoinXx14zpuWzWpNFOiD8PMb58NYNtt9pmBO9uObzfqM/cv6t2cbDxkQgcs5Ag8skPJnNspwtpQ3vTeVvnitfzmdDxnU4qhyz72ykXpmUJoVGU5iZTOAGAqge4egPBoohQ5uXo9a7p/OVnlXtkNHJZ+v71dtYdaSzGla8cc+zLbtbusr012iTuLI9ZqPKiG1rjrc6TWrDi0DM6UolDOzf38t3Fnc8sghr6MGQPZuCY+im1g8nYhuJRp9Z+F1ZXU4v19WXX3ym1i8XjYg9pcllZiydRzDZkhc3dZEsYtoF3NCSoD4w8kvJqcMeMu29zHXzj/nbje6zBZ5HeRjFR8ozKbEVHykBLmsB/ZtsSEkr8DAGihtXC4F9rlfUrBn7LTOGiemGEW+YugobTjWNWY3W5EkCIzx68/FNObn3NoYWGNXIk1FpJvT3ymxdnyAXJM6CT+mFtck+XFNU0Qg78sabcNl4TqSCpsbxRkRRaa78JNSfxd4MTtwDeVY8jGDJ1qPqdbY8efPr5/arA7X//g8YViEDZEhKlGp3RYityu0uKE5PkBFkhY4zIzSjqvGibU/AcXtPZKCpWIxQF09otpW6JJSkYqDNmKjDvqCux8qH0f73R2KC8ms0y2vk45blbheUzPRK52hJLoTgaFccFbi4kal4sBMrrZ71owOaKN4LzaJ3KzPhi9NUmM6fFyumKXDt6U+QAYFdjh9yQCaIhFUSC39WGdB+Ezj4jJMWPYAyp4xIJ5TPNOwLLuO8Pp8WOEKlHb7m4KC7w+B8VosdpSoXle/DUizPO/kw+GZD8uUnx+5XQewzbsoz9yXFGY0vm4N+n4+lHeIbpuhUxOG63GnvFun9FQ6tY6HPmuTstqqMdGIYeCs50QRZENaCIShITMBbS1+U7Iz7DX1QI37Tki2HQL7LWdxKpbCaDB/qXZTt8gKgAwwqvCEzBgdRUU2RKBjEJwMvn8S6v5G4dsKb37OhNtrkl1bhpbVeUqFTQE3OjIfU9C3amCAoBi+V69XyEDOd+q72YtTOsVk8FAsbSE3Z+WtZsKJ/vicsdcUiAlb+2Unq/ESPJOUnvEG4Q7hKeR5ToCkmwFypYQAvRWRISXmbx2EI5N8POzISIgsTS8W8znHd2k7Gm2M8dtfq+OaGHNwwGGDLRlC9g0GamM7W/1sGUMFjoaDQ9VfkL11GWbC0RkfFk1E9kC2liXQGw/S7I22W8uSX9tQMiCIImUmfilU6JBMMJKTkmpf/3hxazKuPGRQtkmCediD5/KApljeiwb4diwCuxC/O+8AH08L+7oXzhFLQtUDxNOn97r4tKI+IxXALgcXpDTgJbrxY9lV0UpBUaj7p0I0JCOQAww/u/Bv93SpYHz6WF0esRoccElRt2tntldGIue5SoOlFnoiahXDR2Qc2rAH1kvIYQOVAfRtPCnPtoX5WVJnWkuTcQ9Mms+yiYaJ1+Wta+SJ2FaeOPRQIY3tR8SOUfj9PKoWNxRlHotwPt/HLgH5WslOGEX1hu4FxkCsnFT9jGXxj0Egbue+4zOSpSKD8kvQeFaacLfnqrBcB1RxIiG2vVoHMRU7SkgQNcz7EB2OdmJmMG0v2i2KH7P3r/De4/B+VbkZWI9zSUvojEsCQhRPeQLjBkDiQyThQhHJU5LBiFSz6HHHNI9cRjnSoJw08kKvQdzzPx6ImEEiGkSC7art1+d5F3yw1wvn9qPVh+YBhcdR0gwim0vgDh5vtzi0epkV7M+kQOvRmX8oHYx6WWw9TJ+/maahyOWInNJ7CQVZER1GL9ERDhk/u8VGjgdqByNrE6N58LHQFLyQ4yUuMUdbXcbtpKFcTRAlyGDgylloUeMeiOQGt6CWDDxog+50xkJM9aLP+etO8qgHqnY8nwDiqZixIGWulojwxoVzZoyBI+JOypDPz78EkQv4yzU7A85ySS9DAnA3EHDvV6W3Qxlb1QEEviBksnJ/vB4FmHZIYwpewh+bh+xOmlSF7KhExA2Ef+9vLbAtVKxkNZzWLt8VeXJdrUPAQB5n7Zn2rPCOFzAsj75mNGvb9tt3uoCpwVDYgpvjNgrnWOd/VTi1krwlAD/eVbt+t5RETIZwrNeupdiyBtE6CiwQghO6aXzmceYA1aUiwWbToKF4TgDl8yR6vKSN4TSI1eg+W1YQ51F+4lwVSNMAiaCtekth0R3AHAqP3XF7Ypp8tOZq92WMJ9Sk+kIi54pJdIrq0XSwrm4hjiRNCuXxtOREsw5sFiqNjQF+G2zO4AWZ66NuWoJYgF0gWMKDEh8Ttg89x6Wz8ESfeXm3Hxwc3/goQtervxre0oZtsvRr16b3wSdkH6zUZ7J4LgPkadWwdljEFsMYkz0q/n70Y8MdMZkadTJV/xk7G3NmXXMlegOi8qfKSnws+jyqPyuogSNctRmM3AHuVg2U6VKNotVmTaIL6UJ4oPhQlMOma6IbixXwYlbo98RVltslp0DSkRARm9jM+e+FY81SeB6JnghtWv6mRz3CVsGIFRUQHVfdoFrcoZJuyhV6ccLyyzoNPPvWG+DJC9kejXTNuG2kyiKBEn0Xyio2KVR85J0Fp7WJKwo6uIE/km8qDhui4SDHMswQ3Agu1baNuJ3ONDcyJYWVjJnvwmgHwE0SJKCZ8MxlGy2ZWUPW731/VUXRf3vT9IkR+EWIi7aQpWM4/k/6GKEzU8L8xG66Qy5r+c3fedRtW7QhbQbe2r/SVkkOUGVEMwvfV9qqUlHAkK+wOHpecSD6kUrfIT5bN06I24NE21O4IA7EZR6XHfrn12yqq4Kb6F9USbM+2q0247gykCCGTnwWi8mU9khRSsbd2UXEC5IUlSWDInvm94N8JyfPMGVR6E8c/4nbDDElzUe2jgv+b2fsuB0yn2b62xrb0j+eJHwxTFrmhiNKrW10olq6718EcsuJQTjoRNt10BvE8X2MpCtU4HXja44dZ9tiTsNeQPtCnEfM+F9+TkVcPn5OTvhjyPLiRFO/JjIDxGbO56p//1bf36nH/9dGgZdZpr29Opkfp7xxmCQz5DfLwsWIY4Nmdw3RJ1ulnxpCp9k0xRQxmIvq+TIcUnpUlZCiZFvRvTPYlXejDsUG7cJB3dsKnYnFXvTW734fjoOPbLLVh5MccoEg6D7Eothu994QcsuGatOWyQAz7aSQKmpCCvqaGuTb0JAC/kcqdRNmO2PKbY3UltAbaKfGXiDW5ZirDF3eK2vELfINn/7UnBmB+QIDp5ic1uKR3Pz47VDtbPRh2DLXIdezY1078zfxHnKGFtm1U4JMNQ0rJx0lEWd6BRg+4MyMmB68qmv6bjhhivdGhVWuLbMjXh7l5K11XfHKQUSkWz74UyfoTt9oSc0UZP+aUMDsBdJbohJ6bAIYSv2DO2oATVKgEQD3C4VW4XjoLcJ6KmT+Oy4+IrcdRYEAN6r/u/VDvcm2anDXOqRy0dGjU97Zu2gGrrUC3aAPS/5b8n+EBOgP+U9CuJ4HVGnzp1ltAo7/33s1rBOWmZ5r6k13FfHDFBEUmNwqggU/h4DnipwnZ8rsuqAdRYgC1uJY4Qutp3aIKwmCbUJu4obvVYrFtO/ObFnWIlOdDv4+iPHqFajUFL4YgtXrcszat9tdkpBJJCFWX7+qQ5gZd3P3cY91eWJRRCfHtYjGeW7jMTgXo+sW5XamDOUVyUTsHfvL/gK9Yktm2i4jBKS3Hy6Izrm0tgpGSdNcfe5eie4XIHJqS28PE4sC+qxqyNSqu+3ITr3gh/DrXGYec2T6jy12lRXkGkSn9xVveymLLwrrjiF+341Ph1MtIhMm8SRVcEKiwZIKhVlIORogYSjJTyl8tbNy+KMeskjVgegLTbScT5Qe93NmznRCByR9he30w2opMdRD3GpVySUcu1bdn2jcM0dSzavrXbitDnDouQXCr0lPTvTyB+/cNiIvZ3Ga+e3R5rFNTUA9GPcZZfHmxJHJYEVLPRiiQ57uzTeg/OfURILZ29c5khd7rs1YOnJj5POKtP0pv9YMGRKL6QhYkncABVQloHfkUSC/J4Krmm9gSA0EP9n1EKHTSr1JqtDAtzNi8XqQpeFYDZE1bdcbu02xupwSgRX1mz1HAI2fYmv8pD2v0doULInthBLSejsN9/GaH9TosfEngxmCqqpl+59XVaoWA+vfFu+EXhauSY/zml6c698pWvy8cKHpNTgJu1Cq+Mg/O99l9mfQom1XFeq/x48n5zLBH5b0dntM7y7YJ88rl18aBj/l0EocTTj6zw5Qgpfw926FDPy/EhusyNads/9hHU7/cgFgDQg+6xQUOoiJjvxZ1ZDArT25jp2N3EJp0Wvm7e9sTdeGwZjUJFbw+n7nogML71FR7E/1hbThqDp4zLVysSX2IuKeHHF+JjVgsf5YtjEhAYOyuakOPGBf3WJy73I/th3DBIUNOkW7PwH8QAN8gl+5WFqDV89cw26+95YpAM41HhGBlnYU7sGDtRwRj4kHEmzxoYwDAO5iF++PHXUyrSDrkh7dgwZRsS/ImGv5g1wY1r9FCepPNmQ/eUKLcfw8XIygCZJ3Vdqn9YwyKi0sWx4e7/CaS+NGS+eGmx+eGlPU35Uqj/x48X5r2kO0pEro6oRfysfJ/8kPxPye9uiOaD323BDdGSZ0YQ2CCZSpZL0+nYqg+kSMtcyaeI56xwKOz798o6XzAVC+1xfRp79fJpOko2thj9Jt7QqeTDOa3J68jvlzoLgm59uJkvYgBk4SWGIiYWi/lsfWcI0nLbMVnJBB/LfEzJ4m2dKr9XRHl47Ub9Jt5G3CGAqHU+FUTdmv88dxBwp7jnUPwRZCLBElyQaJ+Kx9HgXLfRRqNS6TbT5E8CP6cnIyFmMTozPXREZYRXEqkog7QU7uhHnM9QKqqrSQtKFM7D2Ny3ez7mBs2W7gHBHUm+cVWY6IPhTz4/20de/U+ioeYXAzV2CWQ0o89i52suzzebbI+u6PfKj/d2RQwi7/n5x2lJieKzuPjz9YcpmslW50ihOVWJ7XN9GPzSoN2oZ1QqAh9z3w5Hh8qTn1VvvlPljeVqVH0WBn1Lmod56+1jXQcaqfLT8n3yEvK9nT+9rqDrnG4nxUPVxVMdd9Lw3LdSgL7U2KAK8RvhQYhi4/3yovIYeXQHEh1v3WbvUj+5EqXJmgMMLHzZj+HiEsLpiL9GDdy/LG7LoHAqzZTdlnziWnVs4/traMEwOk3quRG/iQQzwSJPX+K+9u76/7kGm4nQcygzjXxqm+S5FYY5xv9fQHPr4op0xwJHxljR8sUAJH0sBAaUkKpQ8Lr7FmtXQgi3txSeRUf/kZN8np0TS0jnpvRMdzayavzb6xpaD3cKfiKk0BLgTpq5VK23CjnpdJTKk0QJ2ZGBni4iNfyeWysiPR0HmSAeJ5EXoRPBL7C8p/yCdEUQK7u8oZMcX2jTYEzLVkbOB4dkvB3aICb68B720s2oYIkcHFi+TGZ+aMAvYkovzlVnC/1UCy6/sw/BZLUgUSQTPUVSxQpIg6pd3EmYvjYmMT2vG16/0mabI+AoN2HDp4ajKfvkH4c/HnKNF455WWFqe/AQyyVpyHQo/roSXnzbC+9VgVwfCR2TmiXvGqZouwVYHa2U43L+DMcD240GIzjixyE9EuOEtJ5rkPsqFhpF5P/vaGR6Of4LknPOGsMdqPJr8nPyulIv9GdQqi5paFRuUGaDiUGjG/U0SjDe9SGA+l3e4xvC26jyOpKFbghZDWy8uZi0CdOh8D/qBACBSVvXmEKlHGYJFOJqcIcuEEtGvATrdsVR3cePbU4dNJFW+4UFcH/eafm+tHfNRRxfIrh9iJoEgygcTZUwkJngFCeh3HgID0byO/Kwznk00egHAsTHwidLHzp5qWjqhw6l/kBT/tV1Q03uULUQJpdIOa/7vS1qJISZd5QaeVkfD6fHMHqE4FV/g5tL+AdwqM6FJmPT9FNOPk5+WGDEjWH9V2dQPPfGkfyp7OK1CFtcPKzRwTtpfET4IIjMOa3Iy8tz5Weky9jShksQIrbbBwhaGX8m/Cc6tUzwPOCSjwn1988/MyaHpd/hQvDnJ/Onjwf+RVvG+9Z/8g/n82D4yAIq9X+afN7qnRzErdt0lO3pbJ4eiZR8eJLPoPHZ/RdO7Ccr/OPtIcb/6p7uQrQnE2yP6A7VAXL4M2T20D5HU+f6ArMmQbvcvwuPB20eP/Z0PmxoFPfp6E50+BN8OInwKMuGf4KG+5IdHvbrVn7J2EjUDMf62kWHX+JnRv2AVnUzZun0xoN1H96RGEJZDIroFsJ5PCA9iwGbvgQ1vLzvyWVkCqtuSPOtpK5vSwbNHBtVfQfWPEcbPmMH8sDruDP6BkBf5s2+bgWB4fvY47nUZw2IU0rfiQUYx365/Dp/u4NjzdSttZxf7dV9XuiWnk1tgay8Yt10FYP31vpDVLJ17Ui3/SOhltdM8lCl88uIHCoUJxEyyq3IguryWF23X7mtMvmWgdYW7ZiEFVFCU1Dq3lvqCxG4dc0xb0p4WgXnivYVgfesPn0u0IfzKslxqatchKGAtF+sF1nDIfLpjAVU8tju9bSitzw//NNPCc7vCbG4Rj9kORauCi73W0AYeEAPCwAMj+kChJAvgKoAGF5TBG/o+QGGowcwPPcYbFKzPKR9QQ91X8AY8IAWE9MGPXZ0wDjyAz2+PPA1T1+HGu5IbtyreZijPfwDH4EDjUCwfgcRSwAQQ9+TGnWkPm1tjTkC41s5jhdpzWbprazCZm+HmL+gc2PXdwGiIKabLiC+Ic71WMd4n9bDwqcEf1g/RqKlCx1ej5px5D4796g7Op0UW+nLrX2k5nSstk/FmLHerm+n9aReTTk+D8Btz8HmtzTSVhOgfITf6TfSmS/oaU4D+h/lIypO/+K6aYOeIhG0dKkDpk4/gHSq3VaGgDxfAZRGyJbJwNt/l9K+wFQJGhZl4xtzdR8Ek/Q+GKE8pg/OIEf7EJSi0odkYH8fHyXfnSrCxJ3PE+CgTX0hJKmvYKzqawQEtcxFn5c9o6hX334oJ3ogiu07iGDQd4iS3Tg8E5WnR6IY4yg1ArcSLYp/6UARWKwwhQnXMSvR70zijSwSvY16uVSJpMNxXNDv42kS+KBxKYo3oLc1hrHhrUoUCTxMFi+eB8hjS+5iUKILvw8zqRiEm4q8pQnj41kIC1NvuDgYoejYPqcbTGmcPDConuFedlx6Y5wwiaKEixvV1y6BOQgx/GweNxqUq1URFRK5NWbNR2SqqWREpgwjR/hClnEqXhbDs1jzkVNXwlNvTsytM35AWIjPqIqYyINbMd4fmYpSRp95YjQGMhtXKkiUnIYOkIxyTkBvHU5EtI9Go0Xaz4aSeBz+LxqPLAFLTPh+Qb8jbSKg/0lg6zuVgauT58cVyb86NW4eHB+/gKCQsIiomKQmKWkZOS3K7NgHzoET5yC4cOUWJPfw8eDJiy8//gLggxIkOGiz4hc5blq243q+KoZRaGoaDC0dPQNjVkS4M5mxLKxs7BycXF/qr37R/8cKCAoJi4iKiedBQMkDqW/41773XyH6yQ8fWspJuEhknxoURYqJS0hKoaRlZOXkq3u2pqiopKyiqoZRx2rg8AQiiVzZLzWpNLoWg6nN0mFX9XvdHALo2Qb4CKZm5ha+AoHi32h09AyMTMwsrGxwdgQHJxcShcZgcVG+reY7Hl4CkY9fQFBImEQWERUTl5CUkpaRlaOklldQjLal3IhRFVUDfvVijWpo5qPRBtDRMzACmZhZWNnYQTU4yNIM4eTi5oHy8vELCAoJw0RE4YgqSDGUOFpCUgojjZXBycrh5QkKikQlZRVVNZK6hj+ygKyomm6Ylu24ns9PhUJT02Bo6egZGJmYI45lCUnZ2Dk4ubh5cLx8/AKCQsIiomLiEpKapKQ1y8jKaZHXGgk8wf7Sea1X2FCGL6AmY0k8RRLuzghZq3ELX7O/mQ0qJzjczGwmtHF/KYeV+tVs2YwRlAqMNUWFzXjlh2lQnmLDkHRe4F84fZ7pKjOkWln6Sihy1Ml9dnFSeTdZh9C3XnxOjazSn/c8Xl4gQ1Nnh7CBCLufyS6/I/NpYOsNt8s6x26PgdIvBFDiiNkL3Dr5VFGzbqPcrJ8zmaPP2bwLK78WHOfZPvWdzcdo/bck0rzdrAUP9vJb4lNtUm8cMS1RWO6wF9gGvL8PCX+kiaK3DIHbCDKyoyRTz4gOcGd8VQX0han1AArKJZYrHCRlNLDddPiViUCoybO9Q08+EuhyWZMy+ijTCmb4cFu6zdcG18VO0MhFYQuotc4FtLVMqLCXWcFqrAAI/ihYPxQMLFdAtX8o4DQwFlCYpmAVsAVAnSwx3uFTjj6KYrEwNLEFKKI3EyRULlnOOszNqG5tWKlqrqo39GHxD39eEHFNEd0NOsMMyyhScuFEUmc1nQqO0MpqwneeXwgU3JI7Ny5HsAEZxaLzlqdv/sBOKFhRgAtpcssE50Zho8olIxGxhzI76Q2MYsGJQjktEks0o1TcPKeEttJt1cCa5/ewpGb8Vcn7tzkFazpYpqzUoIdNd1bbLunQzyqWUZN884efFFnldiQO6kn98sIlbtYtG+cD/y5pZFUwFGOejRcns14w4g0oWJgYQTzWDFA3lm9gZ2uq6zrnNGwcgNOkyM8gVzeFBe5RNzkNi10CXYIa9bHSjzuTp3mLTKloa2qZvICmB9JCYlnzM4qf72t6AkWro7KqL9LOmfbhgm2B0l44DtKdE5n4WaPG8s+q/1jD0J7LugWT03qNSebIeXOzeuyXVQc5fsTN80e/vD1Ds+q+ILnJfdWTI9dxNxGx5Fyw1xL80S+4h17evv4MYLJ+sNJn6SOYdxHPQhNZ6Ia5ADkk2nHo8DqOTccHHR95N/qX/Bv8f1iwVwTiIadB0hZIWBFIStV+8/2WuJ5Jm94QJHCYx67sj39cuuvG26KkA37YgBoNdKhQIaFD3rHL/h12vzz1HqnvuODo43smynR6z4RZWz8S1xpLGpJpnLKeIoDG9Bk0kkt88BksDZnIQ9EkxfQ3UFqMSIhpcENzlz3OGXTmkBsXkmtNmi8+H+dkWwSKZOSy4ZFaNQuDNX89f041D0NT+WEcealYscUmO2ZGkYJiFFWkqIJqVaq3raOD+gfYt8Vtm/FBS7K+SVNNd+noRkfn7rrVjR5313HHne/+frt7MA6ONH/TfslzqMdkcKgnVXom+0Vs4flxz8QsT7zo5V8A") format("woff2");
font-style: italic;
font-weight: 700;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: italic;
font-weight: 700;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 100;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 100;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 100;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 200;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 200;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 200;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 300;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,d09GMgABAAAAAINoABMAAAABIQAAAIL2AAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGk4bnWQcgUg/SFZBUoUKBmA/U1RBVIICJyYAiCQvJBEICoHufIHGFQuGDAAwgeVyATYCJAOMDgQgBYZIB6APW0EIcQbdth2NCkt3glLX3s9W5FMwdj3ozSoDmpafa2Yg2DgAyPsdJfn///9zk+1l7A/2PIBtm5pZ/V8WqNHMCZKGyNpCRh8xc2VlS8u0CLJmYJsrcnZ2sY+bH/d9O8VtVdkMD+naxGgTFYHMhpBTuJU9DprII4RTPKmcp6cJ4vTeQMLde4AI647utvPI+aQh40bltHBRCae2m2l76V2nDE/xqn9nhiv/eFN+aIVrk5dy0Fgcyrk95RfUnqDy4EGj8qJaM1xZzfRZR/spo9Q5mmPIK0AlF9h6VdblhD60m62ttU8VbXlVbcRRC12fOkvziz0vQce2uRgFUcRTGByNCVc2L2o8kDLX3HJ8UZf3HZpZr+J3IZb8Lr+WN0o32EJOTV6TS74Lz79rn/clmcz/vDy7JZoCwCuTcD1Vra2iSYHR2LqyMATCAmd4mtu/u0UFt0jGghX0yFaZkYBVWIVgVaG/rOKHURiJAV/BgUQviKf3r+e/19aZO/cJKaBQ4pcjEJU7FYNMCiJyzh6guXUIikUsG7bBiA1G9IJFEStygx6M7gEyJMogFBvjFRWjUMF4o17Ft/AVMx4reJ7n3n0LsH3Pa8wNRBHE3ICbWU00V4v7ETNICB6IoB5a3/qy//TT9OtPvJv1ob7u5973PGhP3D9v7ust5kGSECAhEFwLoUhlCxQqtiJ2vb133bMd+G31oRO1sxP5uurvrr+ifRF1N7MZE2UmGIWAQhsFig3q/++f8b8HQOJxoJtkAl+FHIUecr3uVfwsul/Uf/2iFHkO/3x/sffJE8i2WUiaCQJLgyoIwoDlHjenTayCreu7e0h6kPN9J4X+QagETcGbDEaygi4Z2jbWVl9CFUvbcZP0Yo2Bh0RrlPwW0pCgNfK5BBLIVlVIBiErZIW6VQW0AIwZJda0wKBGeB5cnZlwaPSMmqwaIP8XAJL55nzbARrDivRYM6n5WSK/5wPUjzsuB3op8yU3AjndVu+3lJiX58AcIowxceivbFA3wZfVlLRYWkoEM7n2jYiaVqnlRxqtn9m9e2uZw57AR7w7juG3iD0EV7nMZpUIIUhl2TvuuUL1RF94+Lz9++3WB4xxF+gg3iWPg5iDrFjbi2KeCYnQKEnME8NhC343hEIK3wqTOq3pc/Cfp98IYGtPECoA29Yir/EaBDlKiXiYf3Gu5Dl3RhE9sMvSFChfyGhQp0o9pQE5ZEhBkNglAMMAIZlGz7N7J9FXxsuw9qIiKfEGew9d5P9MTduZ3R1gwQxFUNk59Yu94Byq1KWMnRngY3cW5CGRIMATkwLIOz8xyhSpwEXgYZchKSXKMXTOUAixcqoaqXLIpUsXpYuK5bk7dSpKtWrdu6j8XBduO/ufy5T+3bfr1nQzrkVjwm5p0JsJYCFsT3IU30qpraGEeQ4ZwfQCAwMDSCgKwoax92/84c0PAusgCAKwbh9aeICP2sfAWmphgG1JpP29qmX7H7kB0l4AT2cbdIS0DtDKQaFoHHKVKrt0U4kgeSIAcUMGKdmgwhmQNnwCxAxEah1j/CBE7xcp7UGkZHNXLhQuhsoptimk+kq3rrobd+5yKpsrSnelN5dKM+RX2lIimSLXUra/0+OuaCw6Fk3Yu8gP2UJWJlkVESEC2j9L7dsaGWUDbohOzXqKiFyM//6/+FN9nzBpO9Khk8Oo6iiqZoSiCCGEMWCMf/vQfYY1rYYEtjmtxDgoVehClCjmv3v3VQiUZagNREx8DtZIf3UC3HiTiUyz5QswXDKVLkh+w5LIOrJcqTWnq00Bgb7nZvL3mQqlUPCVVweTQH3RY5c9oEIDh5oi8sJT5+sE/tkUG8F/7ZiDxIjg7TyJQO1L+2NJ8Cyz1Sc/ezwsdsrhe9HtZRmozz82xz+nMkXiRln7gkCPJDwmKuT61y4Scs2PFQFPi7hsPnNjK0DMyujsVE/x76KfpM8fL8nfx0zMZQbn/2QTTZqQyNNn/kBMS7wvxPX58rv8eXhK+R9OLSnnurhG5CI7U/TQrzz0QGb+QxwI1tEN5q4qbQaqWKU9ZuTq4Pi4TKjMWzw99qtbsGT+1LgCAZYxk0DH1mZQ5r43vfJyVqD5D8LFrUdlKZzKVq6fpU6qRm0enL+KG9tGW2uUMTM1JhcDMCFF5u3RHuNs1wtvuKlyWzPxeOwdETP0R9dFl6hS2hT/P9mCVwUAlkbcqdhvxsOqtfL7woTt0/TbwSqz4rLAPG+2+KJvmIZTimvDTkbeStXqlyykZSOklLPNGmSjNTbyTdHXWdrXcMmI66b8KYDKWr4Nda5uc2yZr3gCv73OOZWJYlsHI34HrD/TXBV3rs4JcZWPAncAud0V4R6G4z7m3zP7KA2wqt2l1QuiqmKm+rpVy+RtXk0YDGFYXrd4WJYDVLkYQhP5d1e+BUg9lZge13SDCAX1p7ebCDJZKZTpZsCZZRaCORoj+qXDQl26La1XADgMgiqsCdDyxgKAWUFvdKEX2pEhAehAFQ4efVFBHTUIWtGNPtI5GyhmvSgRmkhhUV7deKPFsG/CMm0dXBNyhInWB8wpIFMJdKWATAfKjMSbaa7qeRbH9+UtC2V5m3G9pZ2h7OpIkKOcHMe6SLjUrS9v93eQf3oc2ZNeRFfdp/Bq+hrDt+qjaKgxpl+YYjRrgdYKWBsI2kHTAYIuwLqB0ws2L2A+oPlBEHjmgoIIABMiJAJHHBJq5KEhRBs3x2yiwQ4z3iqc4TkhuW7npZDfu1OCmJEZh5bxmQGXmVmElLJUYIFFOlGzcVwnyhSgwPNMl5nwEX5OEerEPBjz3ddJsQoYoeSIUK8/ltjxzsR0tosAC/RyHgRggC9wvnWKtBQ0J4IEMrjlJECgRcJLA0AzEAQDGv0cHuBCgKgAHRrEQAozGGhXRuwrHVCjCg3ZoYAi2rOYRGHFGynOV+7rDIvvpvAEtZ0x4d3kaHBAABcQiJ8TgrAlAiSyydkspPzM2Wr63Je+hs3cuRrqVK+gBrWoi+s/CtDzxgJUMnN2JXNTnqEClahCNWpQi7q4/hKAtjcWQOh1+cabA9AApY9TAVMBRnJ1eGyaIlsc1SJuEhazF1WP6mPc7eXyol7xGrv6O/FgavQ4hhpafBOckHASl/gMzbAMz4gUpTglYGhfFcAbVZQfTGhvHYJgzvnyaYAOy7/BZ/Hhm8re7DOOLJYHDomhZtsoq3ejq4h4ZWU6wig63WikJzyROA1s+YI75aoP23uqDal0rmPJbBPqUv2zljAuCmkszlHzkKns9dJ0JSrHSv1lLFfL0dGBSeTyS9FopbInp7DWJhJLN9hsgWhztdymPfkCWcKHeIWM1E9heftQQHFQ8xiCtvWmdvUha9aqlYoU1azChLIMr7xHPdNufizmn+gG8KKlh1Glzth4c6pnHGjEx2hsH0AxRMszoUYrPZESTrwzFBKtBQ7p4yhJpSC7NSnskuti2DvBJNg+Mm4Q/5+xfY2cFta96FEqGgmMKtWoU09By8wK55GQ1a/MKSAoJAZD4ZTQQgcgEIGCQ0ZBQ7dgybJ1HGIbtuzYtUdCSkZOiaClZ2XnRKoAtHX1DU2AIEsIHIFCY7AUKktI8i/4AALsvSRSlVqDWHDK6Y/E0scX2geqnKsajm7ZdSKqAgZIjmi7AC6ufmfzLaGFZxm/Dd6TNZDffEVyP7pp5Jhf6fAKA1A+oSQB8pFZu/1RL98zAAoUNQIT7IIQg8PwS192cS8WPznF3RqAAfTaZxqXAxCA77klHBhAAdTIKXdxgAetsr2tbIYRskVQY8ZVCBw+r8IH9swu9cujALnMZ5WsCVPbQagK1R5DV6NoOwC+GjDv9h/TtoXdGfl7EcOT4OCh9dbDANm2ARlSPAWwYAPF1hYwmFC8i2XZ2ZN68gLn9Bt/0oNvDHjzSgN1hwC0no9MzVHnYmt1OI6tnjGEbnRjJxfM/S0bEWc/c8TJy4Ksy8YcyPk8yJ08y6uCKa7Fs/iUmHK5XC1V5V61QKFReOke/mD80ZpaeiYWDi4+AGMwDE3k+sHIxOZ6cUy+ccUbf4IJJ5F08in+uxIMaAug8yJNn8r7cy53cztP8zLfi74ws5V/hQBU7X4tzwH4IzRE19jc3tlbQ8cCisSxfGZAcOEiznggzvaHtvO3j/R4y5v9/3dV+mji/4/atpvtItc5I8C/myyNrMjnH4UA4ONOIIKsDzeBEZr6Fich8V8+7PDSHIhOHwB5NCNSnGmZkVmZk6u5rVFy5MlWrG8UPdCczflczOX8k2uZyr+5lf/yOm/zPh3xlgbIIG22lD2iBHHaHAZ8yH+XC1iwIGiwGB6UI4IKJLAUBSxBBsvRwGSt1uNZg20Toc1EVmPZQmwbqe2C7ITYRW6KNgcEO8hgH50jjA43m89RJseYNTvO4iSrE0KdYlOqw3nhLop2QYSJWlyR7ndJLklwW6T7NO5S+Ue0/8R6RO+BOM9keiLdVO3eyPdOoVdyfVSiWrZPSn1RoVa17zVo4NHoJ5PpuszQbVYA+GtOIOA3NzAIAO8U20ripnBlcGBeCOCWCPODAguDAaswrcO1l9Z+er9J9Idkdyjdo/ZSjtfyPKTzVIbrsvwpzQ3Z/lcrTYplqGAFupUYNhLYgG8tjh1k9lDaTeGQEKfZneFwllOlSOdE+UuKy1Jdk+mqDFW0/hblsXj/ivGc0QtZ3irwXpHPytUo81WlRk2+qVKv3g916vST/VBf29DCWM+89vKssog4wvpNnenQf4JjLwZmB0QmV2C9bUWNbs0wq9kPqvibqvj2zM8Bu1uUDo5yeJWYGNbgxWzgXFQFuwo4Sq2nM5cnaqqSaMR5YhGKIgelOBmInVi4FoKRXC47mWtXuxaay7e3nAcUiucVGkAmKx0Aq+CKfeOOMjq2oGtFHkRIPBgxKdHaPr6TkczZPYaXtAkt0vmedH1kHod7MqmZQwaZl2ElTRYD3w8w3+ADy8IB8p8iUq8sm2S3I8BDqGWVe06OSsWiAPChqorbeHsm8RNNWwU/njRLBFa1pxZ5ARGFZBAbToxGhK4HBFFGWAOF1rUs08yI/EZB5qYiaHbixZc1DNt2fUpRTOs2P2JGEtBaLA7Fjqjrhhfh9gdjC4jrJjrCPZwWLKtQczKCoMzyGCjYkOVE1TyE65DBNcR8WUa7ScDlKaQOtJALYrWJGCtM0GihIQpwBQLz2+NNh/SvVicZRBWHpQwQwkxVPKzTUQroTa8MUbmtSe+F6IfJqpsqFFQUMuK/OxDfggBL5J0ZPk6AqsUXkoGBdgQWsdgMnM9Ip50HJ3bkS685hjYQe7XG0/zH2wY+73IyPVJkANF7Xj7rMsdkUJZOhGPZbwkRwly9a+GjwPS4cbg+2lwvQurAID8URzPyiwycwJAOZhVztIZ4sIYiX8BtcXYIGiKebE3dlNEoFB95xJoDHPgJBfjLiPf9E1SJdCcrptoFSL5WAOaFNJkopC9XNeZkCT2S51/IcizcnXGNuulvxH91aoV+EOYillqcAnUw9suuMCCXojL5Vcm+/Fd+q1sK/jqg0gk2XLMRl4idAVXdLqWH83MppKdqBaLveruyI5I4kv20sv6514AEMjgYerkXjOTNIUhfSpJ7zdPX02LhYITYnStueoPzKqnAk0fxZpwkclfajNoblMiqmQiW6r1ru3R7vAlN2PmobdzX088TwRm50X1rTQ/XeP7GSA00K0nYaZG+9iTsegmfpvWum6vCU1e5uyFz/rT8NUSYn1vBtEiZC7/HxH41bu1faEgb0uGYsRI48Y/3vMDSCi3AJZhhhK9xI1bl4BP3SxytztKs/jQf7ucxZLQt29kuTMAnlbMsoYyssx+mFRkFCFeYFhPLWO2lrKRx2da+XIWWq1Yds8NnQ7m4LVENjW57whpvlGtzgmZGWHpjxc2yxIgzs0Rk5lrg5ARQ+aujbyrhZ37BQMQeFVRoiu6SgII3BYKPAlyCKnRNCseVnxmxU1KqCEh45siNEbkoIWgOdKNoTJpZ1/5EXH3L6he5UteU61YMGJfvnlcGKrrj7uD/4chlFs4UNhakT7kcCSjeIYMZZ9Es01lKKiOOQaBeW7knHb2MmTStj6MSAOSRRmuiEhjwQfiFiFmqHyQo/TjsUSpTMylCDw2cQEHSdVkEBw9laIv+ORUxOmapNDfQjqsEHQ4eMF5cPQed3TJKAVfg/DgCiiX5HdNdxG1vUdoC3gGZmbNj6OSQGhRUKZh2FI9B4PDVUSzE0KYdjtV0iML84e8/L519EfY3sdDJTa+lzC9oFslCzAyeLkfWoWgdCOirk/PiLNWkm6MJ9qbRnfY40eJUrzeVeX9Eqy0hNXNJnA4MG5o1vnhkEy14bwwSPnIw1LH0HI5rxEkqgKurC9vVFA4Rz+jEY9qDDI3KcnUBn4ALoMViiTqB3MVqyfhquY30AsdB35vVuiDMwpIyXy7hEtPGwPnyrSQkqlIYaYZUDjtPGxgGlLpfTJWb/EcyvQS/nTe6zdFK3K05PT+g8uCaZ2qVh2CaKJ6S2EVDB+lhqYS8XigdEKk78Sp1RJOB+kOITD5hOoVlkOwiQmLQbJ+ijxYEPfZaO7h/xVd3GtdnCVQYSxFWulD4KOVlrv2fY8iLIA3F1zgPZgnHDLBW2/DKwY7krBTGlNUEZIjyhUjbET2Si9jA3cPXfBn0ZDOl+vs35xDSsaSvaEI60guSRusRioK5MUlzaJl4sloptEca7zPuUI0f3Ycm+dlhUjBd2Kwxw7KAHGjvEFh+zRAK21+wVNHu41U21Oe/loxpDwphlrpKnSQcHwh9XxHjnP64/BW7oZFZYWnBHHXFgPUwVMZQIErRculJ3wOcqgGvz+06mC+ogKmyvxF4/XuRybYAP9l9bqszIl9Md82BQcyfrjgucYjLIVJk2DAXO5hHipXMQUCAp2L6haGIl6Uo5sQJgXBU4jZ6Z/1gmjvCZ6g9j2EdgFowR0VpRUQ89gDuFamSwJMNhMj7dtiHbaVl0jkZ47CURNR+/RxD/RuFK8jQvooO1heM3SNcN1qPAC9BHru2yAXwZ4ylz926jEknJ6maOy4cu4Dd6qNxEaLP9EJPoSUPXClWtlBIea9yU8jaDGNr/PyUQQnyFhIATEa4WKDnvDDoPHtVYXjiuhcKHbZE/wH28GBrDXHPACAITpmpCeVob4Rfl3ahIosvbB3kLw6uIfITjcnPrwm1ZIxLEDheozZrV6hWu/LIj5L564jONRgKK5n/XQYLcVEnhSw59eQT9LNAecRDAytp/cIQan914wVzVszDgr2R6ZgrbW15lhCkjTayfFQF4WUBhJwU9vMUrzQj/61oIc7yUDZQKlgjORIfoXkXCji9ySzfmMtQOlEVbDzqBVDgV0XcSlELMx0vsI7pUH7SSmeU/EQvHjstu2Orhz1FGeO4tY+P8RbL2wBFCteLgOHFtCjck/eEgvLM7XDCi1GfSgS2eaYlJ3WekE53gS3Ow0h4po8nMem1EBx94cfOMYNbJ4ryUJaWRKb4ZZwlahfavSmot+STCOiReGKoaFLOWHvbjguUDMqTSZgof7YzbDWCoH77OokG/mdoFxrDoPr4nx7lScZhcvyir7W8fKtwtqXFOoXLuH2qWG1m6Z9OGx7x/80W7ijo1QSZLjodS+XxWRfNCjwcVd2pjMUvL57D+lyvA231ayHTTu4nW+tqb9mJRpmYkxMolaO1y8jqXClFjwz0tlysrBC1DJo28SwzaoToWFrPK8uMChMwN+R25G7IOY6yUC8qnF+XC7DkwlVCn3XKWWDoKM6O9+AHjYuuyB/QlpWgECV8XEwMAufPNGnLRJvX2uUeR7d2TRCPcs0pS1LbBslvaxGnmbR0jrFMC2ztNk/rJHKJIlu6OUMVl5nhdtqxWU84RGOHlmFxvZkhyh2f84222N/Kh5nBWYZ20uzaVs2JnJggRH7hNnbMb7WHv26PsM4aMF5HvKk2NgR3xe06PIj6CFlwfwB7icJVCKuUoGR0fXN5k4EbJDvPfKXnb78U86f5cvAbYk9PBxDvzq7TNT/mng2pNVBDSVTQBF0ueHrgivOy3PB8klQa6dk4uGIut6V6RWqd+uyx7FqMFI9IGeEACV+EkwxIBgDslgc1GhAdQNIAXIXQ5m2e9jg6aguHQALsGr0mya0T0gBbAwZOj12G6wQwyMDocR0vQBkUQ2it5jZAq/vXvaPT6Xrj7yqAVjiI6khnOH27XZaQ/lwtdKRugsaaGqTVD0cOz6+cm/qR7Z/7sfOyZl+SJY4q/BNGu43Td/qrX21BKbpgZLmh80+lqWtHXNKWD8yP1nm4wLr6VKT70mH5LlRkjXWFHmt7x+O6p2te4s4jdGnLavw5v8MbeDEFXAa1zK1M/pG6k7TDxONRVTsleAubgNN37aESBC87VGxohWVJEWCVNusIUpfNLfI3vxgQ1oZbUAbyDrDM0UAFFRTkwV2PlDFAagv/KR/znJVfx9hWYwHqmMQnPu2sj8aR7at6DdvaDYjON5YoM5HwVv7lHoP7EY/DXTSxHI5PgdvWmAfkwtQLPGAtt8hxzQjFp3mBR7lfh+8nuE5boWH3i3vbsDXPNhubpMGDzaZ1QMVPRqe0jB92QbiQvrGZscAIYeOq24Dr9vSlgmKK/xGtdat3a1+tvuXWhOGtbdzWYegiAwwSFzZUCm8yPwuzIRj1Nz/dCkWfI2GJp+xZvUdP8zkbnXHUmXPgyZlD16NaSWP7FIpaTcR3pdhyO2FcnpkXJZd5CizLyIbfVVhJW7bdLtHgQLbrj5gvF+5L6qhM0WW6sKU8kR4G87lqifd7ntFkbsyPK4bTP1Y8tcHTLU7qvZyn0FO8qWZTtozfOuPRRZPQitsb/BfjlsYQbYsxs0DKAfkKwpOps7heopz3ujVzPQsohJMwNBR5F1yssCVeS5X7viJZNbetUbOsTMcrbvvvmGv/E/sX2Z8pec2cxvWfOydHyZECoFu8thZfxOA6N+LhQbVyyziO2B4Sgl7OPJqMIvQy6hkmAqbB2NZyF1RUAOXitpMSMfhGBsilCI/qGPo9ZLgHLr8+DLbc+H+IcdOOrL8AbUFfhHLVUP1deesDweHd0pvrMu2Onfudt0xXRBCQkLiEHDzyj4tJ6bS7iTV88ZhV2dzkJZAUCsKbnA+XTqT9WQvKMkazfTLskotS3IAorhclZ6ADdQq1ZiCH4kUwMbIPuuTcOlsM3nxktwN/5N5FRvlTg6bVEDFzoJv9IH1VT4SOOevX5w0QixZbhURCRd1yFPtcWGAj6tzWX9YoggtiI0fHCCbGF7d1LIrLbmu1eH3YS8Zoe0aEIk3hq4F5NT8PvOLrLi1yzzQFVL2D1cJrluuEn667B4EmXRFGI96LktPfiTqFWtufQwGiuqk0LY2UHPQQzuuNcCkkqzZaGC5O6my3rsm1+btqQe7u1CqCjIjB6WvxSLtl6Wk1f2B1xmfPOaYlvWxp1sqqiMfD5xJsNi/JRoVUbIQ/htmfX7xFFOAbGNYuDThkx2CGTwUKGPlP0atYXCgYNusoXvhGRogoRGfoAYIpYCJ8jnkY5T17CtuDIzQDfs7bBNhz++fIvYpeZz/6/tmczX3p+dUJ6uxiYyzbie3Zz/Zwjws2unekfEQnbhp/upsUVeIFZ966GnUzApVHikbFAsygz7dSKGFl4Rfb6tFzcMQP5vX6G/9n6dVhwq6wJb9TaNg9lqeDcdwRhcI3MrwZjQR0IXwr3Ko8ZxHKNebSf+Ho0T3hKmmKOfXm46eps07DHBXscJww0jEstPOD4zfk9pGU1E/X3YWkD24PyEwG8BoedcLAG6gYmcSXu6T/Zwa2r1z3ggu2nN0OlZtzogrR+BYG06URj1afy7nNsbfaMFO3CAXlYqRmOv5XXzTqFGQuzOr6HyFg9fH5WAShhOHEKMIT/qiB31PBaH4/adR33YAJy1ObgsQeeAVA4uIL1/p19+I9zTFTWv93jn93yzN0cyD4epKGhmqip/T570j2RcAkbUyCydmPYSJ4tMacTA94S3uAiNZ290LwjWQzhw2esaFvWNmmNXgj4JIKgHVjzU5o5uTpNPDWgdQFx8/YT9w2Cs08cTpdC6bNCrPnz8+QhaRGt82Q6OktFjm0ZbTcNacnsn1EJyCg7+uI1/SvyciDSDRwLcg32GCvJDgAVev7BYtdSxsbO3LCt7QlxtAI9tnGU0NxuvaA8twv6qqd0zuB46z/anGXjVWJdvxd9H8Ez/7si7O4tHPANpwgFcvDIJDJohQYISXDNzqg/w6GDwkpK2ss9QxRpSpELHdxB7+dPuQ6Xq86VN9Qc/ZFwXBkISYCi0fV3ichm5/FyPpWfl+wbstZ2NPbGygIj4oSuLpIWmVLmf3sg/XKbcVVDWfflwIoTfmIK8fODe3+5mlITukErO7T+4AyjUnKdvNYGAn3wVND2kJPVxlb3RhQCnyqmzsxMnS2ePqGKXDj2AFtcrbDB9+awQPG/wn4JsdiahOeQJRt6aHwvGkPQ63SnA1Vl4DSc+cX5Sy50AaCWMWgRXIENptWLrQPPDRSq9+gIeKB5hwsCR9oYVBsa1pWojeLJc06kVU04Km5/TB7VdhQo4MTMRytw4QQnaC6HjD/Tu/xwTAxBY4vdGY6F+LddqLLNh6xf7SpNy1EPU4wOdMZhQRE3NGjSg8eiGe7p+BwNdaJGIJOR4cQnUD6DaCiO/ddsG4xAXA/g3VeHGRu67myw9ftFVuak0CU51cRiY8rJS6A3+SuYhayEelzLOMviSpXzfBlmAg+xC13VqCt0zcLaLUKqNTSiCuI4w8siVFIQAbJvjoRc7fc414BXFGd5px8cs6oRQHyjfdci7c/ibVxj4BIPDl6vBgrOMGuc1xfJI7cY89EBf+5v+rggQf/xLju3euaEhIcTRJqKGF99uQ+qx9aJnKZu+/f1hw713kOCQQQDljRgiCaqR0UdAY8R1UQlxUbJRPwSk3vovZfvzS45D+oBgrimtNvLwTdhBiCE2r5+rylusRe8+fhBwH97I6R1DIJnOXLDeb68NxwzpOILHfhPkVG27ZWgGvaLi/ISNDFJ4WROWypC+Wk4zhlSdhQa3gU10DAHZy0hVCxsaWD13Tt/R/K22/2DJn//9a2rfW00rgUYNrvfAAQv1nVHHQooi1wRguexBuuUm/Szj+NyXCFYN1olryiBO4VwqGm2actvRW70zgGo8iFE+HNdBfyqcurC+itgmBX3xgJXRnKU5mnhs1lRyqybgC8MV2oRCaMTF/k7Vnvn+NOKSJmqQ5s2NLJzya4HZqwhcKxseVDN3Rd/f+Xd9zqWd/w/kvzzqHLKYZRgJnfmLEoj74cbAd+srprzibf0Dhv/6DwDV4rQFW27ZgRIjEzCRq7uiwuErYnKnjManl0fPzHTFCI/PSgVpM3wYt9FDe3+hFBOGu77cIRxkiV6TGKlBWt7Ia57snFIw8Nm3d8SWkcK0urXTer2zXwPMm0w7tyRrJ1Qe/8PE0JKClQQuuZl4nmkZNnApR9nRO0G8/8IUqI7CjNDQsJis58uov2kEiw0ibToYghlxkt+CrOcHUOHxl91dbwd666oWfn4nbXKe/J/2ZGB0GwbrQTshCKhf+zPyv0J9h6EDjoEQDexy+p+bIxqnn9aNeUuaXxG/rwXuE4bYAz7EUSoQ4At0UYBSh7zIdpoaCHCKadw7/ue4QfDPwJhGnmuTmvISMmpiE9L78+PSamPgPwtw9wMLoZKAbfzqsj+5tGxVGlwvjUWLUyMVMrpxZRaENuLJ+4yPiIWB+9x1OiL6NqAmm8Sv0+iu7hRoE3UNU6nWp2lbljjOGD9GdQkZ7YQtah0DO4IQlsHvtFXVZnJu7zADavB4KKJ97CGjH2/35z/sJMOoRxzLbzT02snqPF3I/MiIEjZEfbiLl2ruD4M+kHPYZNByD/pCgCtzzpvFHbvJpKiZutnfeSVA1JQLyZ2YTRu631k3lKV7d1uF5vfBoToE8oHybo7TyxgyuewIZl7xkA/oefM0YhSCNv5egT7d91+g6SKxYWKmEPdzLudyLfvVNSvuNDfDFp/Afbfta3PR3s7H1suWT71p+m9qf9PX2PLJvs+BOjaVGWWzANqCrOKmloq3IWWm1Gm1CVnNVSPgAl9YefbkwIN+bV1pkyqtQalVbhPF/GhT4CZfPRWvT1p+Qoqtz29FU0Tk+l0wX+o3CbQLTSJDtBkH9h76gE6OMg7BkAmuiXRIF9Gn15AD+ZLmiP2jBz4J4sFmGAoQ7cxLDRyz33/H/x1fepBNfQlOhslwAez8MZPaLCK2170FsSxe2JKcblhyPLJGpkNBqVIUbAr6ThdzR82Db9whSa0hkJkCipASYK7NOOlwcIE+nCtmgePpHW1khUe5/n3v/v3v1xI8EtNDk6h+GfgCVU4lV23aitby4dCWlZfUciK8JikWYMOlqMhN1Pw29vmLkw/bJAmNYfAcyz5IvFsVCsjuADme3ftOl9LRpr5UCWsOTu1OauTfnMLJImsXVbZM6GXauGH2PTnCzasvESlKPYQwWwOGdBtKsI4WN67CgPLwIPMUm9PMWe92/CzNLebeb4OntQg0N2epGEqINuo3fbmq8YtU0bdgKF/c5/E3r/Okk7HOOEgmP0pB9EPQYes3KztgbG3fY5LfJ5QYn0VaIbB2/qdfry+6075HNYclr6i96J/OFxlDOq0OB1X+Iid7ggw+Qjm8sq4Bg98TlpCAayqJ8Kf41IuFH4i08APJhnnpRj+3ZC8dv9WK3EVFN14zgAwWI47JTZ5DU23NULW2qoAPK/bOCAap7fGtZTwbaCQ43C1O6tgyUqdaJYKAnHcsP/8eZArN1VQJAl+utbVmaLOIkYqWFG0n/8s2yfhuPvrcNgcEeCtX6/iVBS45fXAtmOgEhEKC/cLezfngMtS/PYIJ0NFnc0kOv3mwBjAaBUc25+ikbfWppU0NXTXqk+tXZJHvYuaGb6uWEJyoP6l1JZg1MJ4LHrNp6jJi2zyOdBreA+YjVRFDXryNdUIO0cRUzmdlSoBQ9cmmjWTgkcYlXnJiUrSfBzl+tHAVLlHl+UrBs4k/57wIpBYHaYkNjA6vLYSXrU78kTevUTH7HOe3SRGgSyQKMiOjARsD4p1NiUR16xyxuujwhTyGrp8uud1WMAuEI/99wiLIsfl5qUmsdvVuc1bbXTP91yKyFztS41Kzc5qbzYmCtk8pn+AZl1PHANvAxc5AuIhXUkS2laaZcwM7wNWo+ugXLjM7zOrdXCoJcw8DbdrY1pOaG57jG5FN2nYaRdH85CZc9MYYmTEvN5j0CLIS/AoSBH6ito/h3IIc7+BYp8K9iuTfaW4tKuX21A+O5RS3nGoLn2uKL0KvP4Jp+pKzsEEeOzmh7H0oBdwk3Dvre6VqA5s/mLchIGCyIiuTnisC7Gze5j8nc9+caS3k5S4eacDnt8a3X87K/k0LuQS3spa7gTHyE/Irw2QZo2ez/xeHLKvuV3kuQLZOMOQht3N9TqpcvVBJk65PfZ8wHA9riSbbV/3uBc07wsVIyarCFg2FRHy2iMEddwKGe5P8dgtXveink1mAxUlAoD93J0sNJgM9Sd2OVzzDepougrzJMjnhduj4r5B++FJVCWQeFLhv/FIEQHoJ50ibwffB80VtlVJY6MXFIc8e3MhfBP3TnJxRtNOOO/cgS+hThHnr7MXHZcCHiRTxot98zrn1eHNaKiVWQNCRVKdbDUYo24Wmy/5V5jpjDdrZwJUOoKdsTxZrbCYoz6PL6pXvD76Ak5qLZHJtESHbgsxyAveZCFSwMO0TlYTivHbA9T4s/tioHbW4skyQjBeeqRta6X/huTyvc/jzGSuRQEfMWqz2gik9JAukc2QK7AJ+g72wWAYBo8E9QALQMzXBppLP7fq5WDPO6gIK6KsWoEWbilJBiNNG4SGDe+RAQhsfCNDPnxWxyTXpOxDXcKdzKjhs4kmBisayYbXgxtGg+E+2GVdi/BvMRWIItjC2BSKhNmBDGTDpMCKlsQTHwjA0Ik48QwEfQy0Ydx5N91ZQ8wuVvDLsLPVr2DUUjA9ET4DYXLZVVK/s65Q69PPXQ8Y7heD1ieEnlOW79mXAPCGy5bKqsho8DgdEjPP1Qd2AAauVRrqXwDngGGlILvK2nKLVRncDrI9/qiddlXjqVpkySe929y5kfJC7XrkZgukoKCPeX4dS9tINn/Qp6k2p1QyPCV4dzS8FZSvzXgLe3nM7d+3BmItJGi5fqAG0463BmO1Rr8t+bHtAOyVvAZ+E9EFZhzBuGB/2HxDfI3vHKR5ib8mGkXkoXfZt4A1gCSNRDc2w1hT+B2Z3TCu/VzucMtUmnPBXNBwcbX0UfioNqnXAM/uD4hg7eiJAKY+8gHagUki4HoYmYFCFrG9Fj0K3wRUaQGOpc2nP+Qu7XsEFvsYhs3g0OWgNmSEploqLQh/FBrSizCGb/N3AdymxzIOYzsiP7r4qejh+edZ+Ezfis3zKqBz8xWIHzxn3yeWQGGlDHdF/2OXEQUAbY3FESV+yg1Y+vxhvT0NYfja7NWgSgqJJub7NK3XX/nshmLKMOS/saWFC9fkha0LFstOu4MLgMDHnWOnUPHgMrB36BmELQF+oMOMDkVPjp/YSVtvIE4B+2OnKasyXoyueEPhJhcAmn3idNJbMpNQoVXvW/Xbqrv2AKn6Pzuy/Swhwv8vs5d7JxEha2f5+e7hr1M/buObg1QXt4EkzORYSI4IXZEeofacqmQ7zBV+EFXQZeN5bExO8r+dXjGCK31sJ0Vb8P9trBkJr7Q+RujEM9YH1ChXGr+NX82Zf+RNMpKss11KuXqwgUbsN1w0Vilk1yyrg6jcYeUQyClEE/OYpB6DUStBxigclAVSb2GljTTBlYhwKUQZ+fctc6QUhB5sYpHe4bQqc0kNcBujpoRfdzzMHMaBRBsxiti/yBhQfO6hKSGdSEFQVHBEg9SC/wWbiEFtnEcshkMzJWyt0Dg5VBgrlwLRFgWLc0+fSG7o3A3U+hkm5sdTZN5xQrZndkF/hvTo7goMP6wJ4XojL4em0bwL9g+BjA51dT+fP41IygSIZQfBlc4XoCKoORZiYeYRbHsYE6q4Zaq/k0rpcnLBpYN/YCyf4Itl+jwKKSDgKkEav5DrASTYYMIxCCM4sxbce839cqtGHoQFKsjon2UfPeLA663c3o92xfhsSR46GVzWOlkU13F4RLjVNeGhg+PWrqK1ml9Y6Ojf8mYriwp32l5dZlzr4zr5qEKAO21hreDr8JWw5FLYdedgNtsn1VRiv2Vki8TOc2ruhsTpNF6CUkV0Se9Jl1DpHsKPGiuHF4gl0fT+NED8WnvOGAQDZXjsGsa9cOmrvjIgfT2ofUVier4sDDSpbY560a/eBApTa6sQLVc650YfXJhy2dqnSNOQAXmf/IhqZMTwhYKcMKikmy5UuK42xB99eJvdS8wr9kZEilPEgJcQBFuMd9Pc35ZMaPx5Us71d4zyOxIncCCAyQqECJYyaH356B77/4gFgCoEh/R2V712+kZ30qDxFGurC4RpgitFcSUoQBCw3KfKCD+uNDr3J/DoQcrESCJigsILCIGd2icJlTE73f6GMuKD/tr5lsocriAEJAnAVabpFYRkTn8hRxSTEL+SkY8v6nttfHT/CgKeNw8/1T6o7HExdPE2CqryelOTs2TZ6xiidPiYWMAockWPNybiL+ziLU8UbGx+ESNxZLuUBMvWf4A+A0LnttHO0LE3WaR+7f3V5Tv6Ic/1jmcbCQmjg3Ap/aFxHnEjZBw55mX7rFaXrF95hRl3sEhI1HR3gCxieAWRuV5jmAJ+HVTNKe4I603yl1B5XqMYEmEhod0h7AzrQ+wXLaXfZQOo4+zPY+9Eo4DdhthMQa9Un0ixcSm69WR6QkVMZlaK1VmQkycgWRIAEBsWHpRcrQGtPS0gmSNtiAVgEyBJi7PuvyFtNyYW9ibk5zSm5sndnwVEPnaUX3ZL/ICYH+anSuVBfJTVFKNMVVX07h+OfGzUsCLOPND6vgVgiQAizdywCvwA7urcrQmQ1tRb5qYEcFI01Fw/6EkqwMEDAV/3iMnAB9ML0qO0hSlpKcVpGi0BSnAPxWFVOYfmqaWaTJSEqob1y0nfeaH8iP+/il1+A5GEIAFNsnZ/XzbtBJGVq5GrlqSXJdZxc2cO0j8sOpZ8npUqMZhCR2FvrcJeGo8GOkmN4j8TpF5Zsr00lkrw9uDHQpDfUuGTqwsOJoEZN/hRXtrV5CssnIlrGTkK471BHzfGROOEo4CkFRQVk9qUiILsnK7DDo9IYtFKPL1LSUQfcqfnWy/eCeePnR2p0vcf1cV/jzYumAHzarhVaPAwtM4mtggF9h8D05bP6oVy9EH+MI941dM64H5xV6sWKXmWZ1MUXuIBGEc8no1Kv/8XfcR42MkYXQEz/oAT5OqlUr4hE3hyPzD98J7AGSJdVLlmOnKxT3eB/lSdLR4eCw4jbNQQEnPBBBWP6W7GhLuHc6nbwrnESSS0lS+5gzXOjp3UMgfS3a/cL4btVbNJQvCosgi9XWulboPgJ86OMHbMhP0NmD5iVvvBHS615/KS3nAecUkgJ86wts8Kb8QMHPy9i9vOl345sTtloC78qu8zQBcfY0bzbSf2WOPPchc2LSxo6pyU8fCJuZBLGjDjOcA16lO3Vy1j+rhehDeuqm3smpjbx1BwkHZjz0URXsChClrNxme6zSM8QGHXaPahQ3JSzQqw6G38rdTPKdbF6sFsFy20mMHzdpplQdr2MmaNgrYNf6MMsRFRhrio2LS4iPD03TF0YdWEQZddGy6n3QdYD/7M7UgUaMsSEpNy09Sqvc3agA8+zWjI1mv70jKyG5LjYtrS8t0JvC9vYUEgo+XtyeweJkrZDl++WixIaI+2VzQkxjK0DNSY8jYIyjsoDfHScC3PpkC8GHlwT2xRMh6By425unRrL9Q+CJGDKMITx2X7woMf4ZtDTnpMmx7EYpgYkzdJoJu8q/fc289aTbe7NtisQvN7yPYQo20ZfjY4Z3NJbtMftFge8PuBNy1kRW6G03+zK9NXZ5cZ0pJu90ISLfkANNflhCpjSq+RQ2l5ZM3BBnDPF2cZR5++cRDzdfTbQ6aakTVLIPeQWiTUqQORO3FNTRMf74q9h3g3diWDB8/Z5N9+rrDoQEIwO7+QUoBK7Qi/631kmp3fBHDz3k51ixSFArHqORYMu469eIuqlnhf6RO0p6YXmfDRGBWxcj3TACHO3/t3LS8YkAoLg5V67WKCF1KuMxxDt5HoFbx3GMVQn2oXgOwj8Nfwh4i3sL5dxCPYf+SS/b1/rdoyf8JGQ1OIgIQMwTaAkniALTCBzfH3vcjVsEuwDnwuzDBbTgXsbV69gbCx1S12Yb3vi9q/Yz1vYDfy1qxH+PR4l2rj5GnvajIK3zNxE5P9KK8PfySyUkH+ZNPN4C+Bpwi9CpYsRLudpyBACDIDm8TfAnCXebtpQhTiiWSKFb+Ez6+pP9nEz5Qa9vOCMD++CbHxyq2QHIKyZSiKcJDWekVmiznwNWu2rm8Wytzras+v6Dk+cTcrCVn2rBzo7AxEgIYu/rzHZtPXRZWogZKEI6SoRhp76nWNwtFpjjR3HRrgV2MRjw69ZB3qIdT0Pn/lEUlAiwKHa1HdN3BUykLzWcMWXtLSg279yeX+wqgCzZgsUULrKBEazKYuJeIGiheEyIcwXjxDIZlbWO1ETQmDv4p/pN/1rSdU+BPtdqX1QPI7X3WRbhK00J995CQGZC7g4+tYG9GzLK02sa0OGFE7sHEU8Lb7vPI914X7ipNE/iuJyHLyReWfpz1shkxy1Jrmxg/SQ4kTF8J/eODJRjYZp85MZluPbwlfdH+YxVeCnKcjKp0891LRJrn3F352JL+eadqSWqsd1BKZ3w54+dUE2oUlDlxMtV+c3/KvKOnbXJFJ7+ZnH9LHyT+lZ3sTd9MlUPz5UtcLGQ1iduykjxpYzQJtBSItknJ7g+9uAfzXOozK7kVc7fZW7QnBs3nSulo1M/Hhvy9wnzO2oDuCFeJQTjmNeVg9tdI64XV2sb0OGFE/sEkTvwtwN+my7vizWgXdihX5C9xZ4S6BgkUrtJrcS3D21tzmz8Pzvjm2g8HcvJ8JUFCn+jPPuwGXj6DrCdk68c3jLWF1YSic8kTRYi00q030rv2zJbXTJnTqdVkXB06MqIgyRCpFQtD8uruaNYaN4T48kXW3Lgd0ozef7Ly9gKNJB0WqkBm3rpC/UrkfVbThVCnU4t0qxfjsRTsVeeDNysfkiJCagfKhH/WPg3euQXab6hRj0FaLVAM9+D4vFhu3KDDfiqziXwCvUPS1vvPVu3Yxdi+Q7WGzN06yWxdmhBGP70o/txCfv5pDafWi8iHfQ85erul6nK6pmZgVfuc9UGkHNcMcpZf5/mR0boRsbJMGJUUFaZMTFMqqLM4Sryrh1eCIl6hYycC4n0X102NEt9GEgqmAzUMDofUQUXTkZLMG/uwpfsGpVx3NC9QqQLsT7RGJ6gVynCag119TlSo/hR7Sv10S+IfAMUqyCeDI0gPjc/WO6/g5niRQmHf0b91cPP5Ls+v54iAJRIxjrnvY4PdQ1U/rTMwHkuvhKESCD72j6P6h2L2osnLyWiZl9TTMXQn8WrJXCvNYPNqedrWXf1rXhCnO1nMWZpNkKIdhKxIABxwJfTHp8m1Add3Leo5+k7569nRdYFP9siIGwpv+Hyu8DpB2732MLEq9C308I+1KCene2sPoj4EPaJfhBTDHov2Gz5nCC/O11e3vGQdJJ9+D4JLPibYZTHG3TxFQkVIKEduukG5svZUfu6WpSusmNNRPP32HeF0ohcwfJ7csfHttnzUj0UrM3QF0t2eh3749EtkB9j2QeQcF69t2lmzuSUxKlyZgCxXyJ/HMJ1XoufrSMjBAv67fMeuZuh7yegMyuullh+9bQ+2K9JNS9IFo0hVcCS5tGYv/FTg/RsN9WY3hOY7E3NJ2frxjWNtirpQ5zDwgxREUubqJJ84VmRlmP9+MtJMmR58ZOX9W7ZDbTBnapL2D5wM1wcbrMCrXlU33esZqnv1qXFnz+Ws3L05a6MAkO1jypG1lFMubpvl2xSGhhYkfjaNJ9lCam/Azp16/d7mrw1Ln/Sv7J+p53BJMikh0p17mIxiN3eckfXfRVZcQGjqisRqdqRfcoH9yLf6ticDnd0PLZrtLA1cSrzFVlQ5qipkUMilfXaIAbagqtGVwYNCHvD8crVwa97thIUHorROd26oMzZmwvSqm8ljqP93vufsjtnLg9cGnoh0U2SK/PeRUdfbhz8Kbbd0BOlIpk6sKlo4vodi8HB0DDyAxQex9TKMRdKDZXEAgS6pOYosHEwCZsvPobkFBEWs2xNycw9tpv6jYVDFNI03OqR2pwooHh4iF+dQtoRHpXR0cN5kG9B6SCnOAx6RUdmi7jGp9fnQ3Bjtn5tAwAzacSxVR11YFIAalD0eq0CDvQ5wUTTdxclJcsPt4TIaXJKc7lFR+fxg1KutrN4d3cMysKLYw0dojQ4oq4CAMwjWJbhbW7g4f3SPKZSKRLLGgVF3MUwBeD0iHanSAwsPUIWl1BOM1DA3HOBio7IlPFK/0ijRRnE1ehZODElU9cVTY1wLRLkQB1JwmyGQQ8Qa17bojDp5drQ7WwA9pk5ZC3Rh5gFqEE+gqOonhvlMaGBBoPLE0UAFDx9v0YUJAMpdwkDTQ+NNFQ8PlYtzvbxkJDcyZ4zbam+pYR2LG1I2T45OYh1qBt9M07SYQ+2N1dFBw/KgQutO/OeMKeyDCNNMg12B3lK+kYeHzEXZzCW5qt2lP6ALC2MW1aCs8gwujWmxTgIkbyh3TMTsiCs2uY4R2h1li7Q7G6egCjMlMI2UgQ7anS6A+uf3PJq+tFTkkWd5vaEMcODhGc/FRZwt6R5ZSElunFo0+8HK8ai0GGZ8Xxz0YMrCwblFaVNWY0t+wWY8pE3iYfUIj6h91OjSBQ4PSx2PSCWPzN88Kud5dIbyuAJGC1MFBG4QSa4DFyWfx+TpBwpTMgWgEbbMeud7sRsLDmdxV0As7RdUxlMZjibK5q71GNWZCtCTsbTKs1gzUIh4e7z0q9bNopqdRJwgm8N5bqvBEaJJpZTmhE85ijPty2Z1F0Thc1XDAEEwN6NdJSrMqhwFJqK80Jr4dAgPZDkZG5btGXJb1sMUufoca/GK4wy5jdna51Na0D1MXcUuMQpB5IBQKbAI9+Ac7sAFSaW+GevcD/GJERMf16AHJgVQhTn4qEQ6KymTCFHPdUukf4X15+DzPC/7L+uS42RHchsI/7Sjp/L2VK/YKv9nNev5T3eNeK3E6t6ONZkHygockJSEKshODHFcrWAyowwF5nnuNwT9soLd9nXxE4X3Sa4e9ONQCPKk29kCBIUA36DklGLmrOi4MGcmB0UzhYrJeBRUmqBJVZClKhxOVUFKFrgH9bbUpMAE8EP3FnZkCziqyzG0LVdjONb+kNaCJY+2xp7JPNVWGXaTzgocHl9UwMPC2pFvBVaUgAoyUKzt/G8iwEfRGEF62djrL1h30eoY57jBbkdKhcqt1xvX90FbQrTakuRrikuqu+DFAx2ZljlwlqVcGKDckQeddixJdUls/KJUJwsdsllUqDsHhEFf0xORI50/M1Gl3eoC3N/hUqF71hHxJSE4pGSqI05XztkJzuZ050aA3FZfO/DQCjnKCzBkDF/jUoCkwcmlhgCnrPpkQGFgnFKzOK2Uc2bJU/lpRAinpZgzo+XcxHBeVNwvc1RhqYaRU/KNs7zgghTuK1Tfsm86rJ7iT3RDHz97bffn4/96cOBl8r2V3oT939NzHwCYXNH5d9gLI+uj6eGNUNH9wffZwi39Kjvgb+izuCelpiUzjcXX617eeJZIWCOThPLajVhSiYDkr8vwrOKITDE0jevXsnkmcsbKsIzJSDLJR9b02spYbhNo2alVZIpRy7sMnFjxy3CQTCRrWn2ZyDagaVx/FZvn6hKirvR0383wOw6iJFTFUx3H1N1ep6/RH/BfXeKkrkGBPksSjZvZAPZS0xiIjBgUSfu4Tr37lZvqolyIUIegWuJO3O0ah23spSypLDXwLEIUlha7VhEMHE+SrbYWmPGa9Y1UoHlJNeWkiOydzPcWNZG5ADeciEwxNONNpFr5PYu9Dq/n0JrQQWrDyYC/CWQ4yRQGm6Ws7OoFeXg4bcbxD3OQQcJFCnW3Vu39jauPqebcF5dM1J2rfVvz2pJGPuIu1HpSCoREXBRc0+aGAYbmTady9BFaOIhA6WtLcUbi2qSYRydvXIpJnCJpGtdBFg1QV5vWZ6HNH+PP2SgROXJV14sf1MhKMZOBX73PMtnj3J+yr9Tz+l8cyc4XBTYLX9g9Wbb1q9yB5akZb+GLyHEidvQaItvIHoV7pYtW9EzO6v6TBZ14kONkHJm71lYmNH0GccxqaOt1kFfT7N3N6A9AxtHKprVljKxW4N2LPTjOaKZfI0xGvwFylWyLonkEHcfFAZ5pyWBfJ+Yay4gVkXMUJsWYeT+AeT+bGpgfA4MBYS9KLKMgF6reLxfwVH9F2d5v8CI772H9KUf+C8tihOyvBzFCU9mWctcjvZpoL2n9fPmn7KH1tD4g6Xdqcrb/hH0VTMY+qGnn1IaoLDlHNttO8o75aN3NHWSbsqdpUTePtkQlU7jrLHS0jlV7DfMnHDCl2x0G8oCMo9XqzrmtUchHMXKy+d9ZigCYXJQ4DjSurkZl0ztHPAk1n1ME4M5F9nEYEZyEv6MkBpPlza8cQQhlxYgzrDZ3q86uLYjJx/snn2xZY2rINrJHWZbFqaFws1gPEqvwg12cXQn+L/0nyA00ewDKdgwc5AZZRrjy9enH620hk8W8M1GQq2i5utoMVA0IQOZZe8wfkIGOQ9wx/z3PwLekR0BZmu4yuhwsHXVmvdu8Wn972+X9+uCPmoW7VCwPNt6bms3rPfze9i1nW7u9v++wv3If6KtkA/mXTYVygfLLNkc9Q2PaNdo9ppfY3wSFgFJBf4PqQI2gDjAAHoagID1QR+hSGBa2F46Gr4Z/QSgQn5H+yKuodNRZ1BPUa1Qn2hOtRvehx9DTGCLGCxOH6cBsxdzGdGDRWAW2DNuN3Yd9hKPhPHAKXCtuC+4xHoPn4zPx3fgD+GkCiUAhKAm5hGWEo0QjcR+JRion1ZMtyHnkCxQppZzy5IT5I8c3agiSX1LRHoGvZIqtX6ujyb6J9JGBWG65FSMOVCYzwvJYOWtgnRgBxgoCLHyFGigohLiMBtd4ghfzGt7GHkHi3FKhy+9UEyFJH+MscpQR4syyJis58VSefkoni1wKK6uKPIJFKafqHT/0yPNd/MzhpAUQRIGANJSITPt0RVd1pv+mAW0ihDCSmMEylVivIRiGoRncKDSqjQnWudyQO1bel/exvPOrlQQNVVLVt3m4mq9Wq6ipa7KGo9nUyDV6jU3DiEK08riWr1VrqKvrMsEltggFYSAchFvDNEoT1KAFWqWN9cLWulbnRfa28ueKXEyK84orihsNeGTYK/M2/NWXXQ9NRitRSlhJQUlVSXPamQQJEyl2vkYVOEQ8iSSTgYwkkETSEfKnvmqpWvqy+/6qrljt9TdRusMNFC3TfKu//zVvfuqDn/rintl02DaT5+z7NENHzrf4ihtZcPhqL+dZr9FYapxnXNK7tndb7/7eE72VvVd67/Ze6v23937v8zIACMADMgI4lvJCQni8s1IuBuzjLeD+BfCU2NY8xPgmkdjpidxAJ/O33PPgV0qNCQ1yFDmg8pDJiQS6RYvMavOwszCBIie0jbBDkOFGyfmh3CYzySZpgDFC4RZ2gKHzcC7gQANmlACgi63zluk82sNTqq5voM6DEzo21aQbBE9mtQvsvri8U+xILTbPaVDjiTbVSWmkCm+atBbSenFEzROQOgXfT0yQJI0K3OYripwBKwhDtmPeCikokdCS1MzeslKqEDDa4X+o0WP3UP11ZpRH6wXnPUn1JHHLXL6wuTM40deuCifX3RgQCfecrjJSPwsgX7vXbjB/lxmMI0ozmvhC47ToZdJNeUS26usrHI4hldwXk4jJ5heBxSiYn92i1TJd9hjiol2LWm+S5wGXsfGIbJC025YZ6j0jWhdulcGXd3Cjq5k0p+BKR4/SC1eB+q3xcB+GaGWC3b/zduNQJyrvhHF0PhNXvqz2V3x8mI+E51eiu7DcK1ZxQ6D+oFVn3o8EtElYyrWCAg2hpFnkitEtuuqRV/NmICC7bco+G01pCtu0TQl8lhqpKlGVVgxCqU98Y0/m0C9aUZ+lmvdWCBAcspfFcKjBFUa0244DxbbscunZJAEZTNlzyiC1SS8Wi4QSWEXl3ViSP+uQ6jMLdnykcAGhcLM7ZbVy4fUiJHzAKjWbaUOgL+ZYeK6jx2b5UeuUWJjDS3UBZqMHX+8IzvXq7ZHRYcZgs9UWmvkrqW2p35MrRLjWoQ2hEKL39U/J/f7i0W94iHzHDkouckwfPH77GaREss4uLDL+gQItVi5NfyGGYKL8QhauPEfFHx79ttAPG2gvstWOci+JRvDJu1EQJRAJxeZZyedONdDtnd49chSCz2LL26yxaZSIJ6L6EMrmZtqKBumdx4hGoiELC+zOlvfnpxqntf3OCuB8KI8NS9TTRIuJZGNoap3Q8JSL+3E5KR2JqSozvCUYUL0jeKpHlCx2wtp+iSSXSEti7TJUGn5pXK4P9Ix9cFagK23ZI+81XmUyLYJ5m5xqVW2AvmJXiaz9G+3zuxda1R2zEMYds3Wr86sERJeiSjdBOjywWlihfhGowL5uNPt9oznsVxfG3rBDkUxH/zt2T/BpnOtYd40cy8scMpMDvM2lNPs9VC/gU0TDB1f6KAI6A51JOQ9dhq5+BVOVZHdzmLyqe/hSoYEnYl9TLBWZfiLNBZcEIHzdfdtrt6rBTQw0J6BwC0IvEtg90EPUvusFnrEAuS9acKFD+KZjSfHkEtLMh8aQGeEsN7I4H+ggR8gYZkXFhJbub7YbYKu66EgM+fdqaRgtHZSljGDIH/+Ib+/BazBl3FNflvaA8BPkCmykAP0LVht4h91Pb9RzrE5U3iWyJh83uzcUGBhlEaKOcWF5UZhQE1kcY1XdtaDGbrVZ9SBvFcg0COaiAwQ29i7zdg/7ErgH1nR12LbmheV9MIAIkT1OQfzLJiJ3SAyeq7rbUoHAVi9py8duLP0YRRwmzBiCWSS24Iysu4dNhLaYcfCmokqPBz69cutf6w2fNe4+xGk/EsYil7pWeOWkxPE62T++WZyKf2JA9KXFIrojxsf4QUu/lu7TkG01fT6dEg/sqO+WkZk4Z4zJWBCl7QpdqE5O313++MMWySqwJ4XZHz9TO0pWvkZkTas2m53m8btnENRkydQo1frapho3obBWtoXsuTRMJyzLqbslwIXNRYxSpIuuM6ruWmjDBuOwkMXoXIiSSc1qniHKGbqxkQLXHN1tFaO+Z44gzMyNsTxp0thcFBEmAb0F04n36JoVJ5HV3ODFWjN+JEztoiJ80EnpNNbo0D3zF6RjmAkKJ2R9n1MnEpz6CMyUtT3kumVzoLa5x4gbmBTT9X9nZ9e3Za9ZWs6gyhPwMZu6IFAypdI9qABPSJF1QLfSY0FDMNqEaIJR5czvoVWdH1HP5nfHODwjDRBu9FgCc7H2dvRAMup28fwEp0CMliyjkpQ48I9cQQ/hwH+m1FjV50r2ZHWmzIauUah1cdCUiEXA8bCuvVotf+921KDCF5GM8/VjfNXlmgVQpA7mxvpE+0doVs4gMymMmoiG212AmgHv0uurpxNMTCVoPjClTZMpoYI+gYoyaUzcwHx+1l5ih08M0iYaHAt3P3hgrP0xz1OwCz8fy33oPVKknFEOYLQu8b8zQ8ukpzBiAdDqy80CKk4sFTEJzaHOL0djQX67zpGRfrneDqkRzE03w7/IMphM+f4Tbiac++++3Q9t6yG/jaLshPcLJn/vZ/GxjC/KqGEmq0SUeHwHdWafWWabzp8s8vpsSq7caM0h8t9HBkFdIiR+1syhsBkwKjwhgk+Lp6CoRM+RxMNwpXkq5XfNokkEeJFlIwAqt4av7VaHVTCxJI9vEWIziZjoJ8jpxvBzbJu8Hw0yTNgh2xYceQSQmIYIk2r6cDPhOg0aYHBU5ZndWl2zEn6qvM8Bm+oZYgdZ4Eg77oOnKVwJmZ8j6Kh4GOZcQxcNEsmZHFixeoOB/1SX8n63ZjWgS9/znmh0CMkJ1vPpQ3IqU6Xq25WIRuSFLxwSAKC7TdiFp8undfCzB8z0U6RKFic4wvI4xau57aqls4hueEAIPidl56XiGmb2C7I6erfgK8yG285adQyjuc06QYHtsPF5LixXTb8qST7qGt7OEfKjPS2JHpZOVoZanU6b2YzIMMYWsnqf8FLQBnVsItioxSHpMyrMm2ljFv1wPBoOA+kAjM133cB+SqdfD+9Lyrsk9qxKt/tIgo1SdmvEHyEaQ/bp567Q00Tvnyec9foVvaR8g8SW1ehtHZeX09fJ0+ZfGPXQTSfkgQZIPxGPlkkko6jExxCP8xCVmqP22cLEcpaYTGUX9uDje497WwiN+Ed7k90+scgb8Xhwm8fS44rCOcXwRKwqp+xuRPtbTUbaZ4s/kiSh1pm8XuPDYvIZGcaqxbNHE2jmaLxngYNwqlIYT2ySVLCZ0p1FfvxeaRbnVZ1NeCTg1oOjSud1a6U8pReXd4pC83LZEgVCNLHTx6rTAwptiYelUp8EHYFka2KP+lHhgDVncqWYzVBHzNkmHJUK1UcGtPHKfwAK5MZnc2kyZIPXCc/3UatSmZzPlbYQXfegs8mD85GE/Sy1BlK2n7etYjDZjyZg8zqysltd0qjVaXQW6pmRx3Fai2UjxG0Op96+FzhOaFAhQ87UBeAMDGW4C5Tp7G69nCNrBnMcVKu27lyglh9TXMAw+KnlSo7Zgv0fFmqdBxJgAuUm/iRuVXfMEthT3Xy7XGq1aq2Yh/Iks9QmpWLRT5hJhzgwjnYuJJ3Zhc7vIELCBVrth1tkqcc/YojIb1TvLqJSqT+4m3t+qsy5k6rEQnferwmnMJ2oUP3LrcMpMxYsHpuvmzDYatkA+ze8K4rk1nxhAeP74SPKOD8dkzwy8bGTy9tpiuC4FAgPNB8W5iZ3unI3wSemr0sPnK5jnPG16GWFyKATi4BrzYpFU/BBbmGOlDo/4qevD48svz477ZYhfenmGhZ7WxyfzGtTKLVWE52T/AimgeNvJzzdWBH+0YGDc7G8Cu6lzhVghfeeJlqztgKZRMSCy3LHoUG4Hw30Am/IXqgMqa838L/dIhlL+pe7OTO9rc4PLkmMbZz8P//jTnT1DyePlctUL8IhNojLC2IeCYswNdFCbo5JbtrHhvTn6C7muOi4KqqJMJ0CHWGlDA5bYrHRuXMQezWZPjvWXy6ncKP56FCgNChA+eXsFfe2eNfJcGZnPfsEPp9bEiBTMHp/HMM2lieMlHuQgMFITZ7NngTfHgaevxqdOtzPTC0zZHuJ86ydOxksH5h7h/Lrre1KhtFkdYLzbl/iqd1eI++Z3WuWT3w2PZ9WE7LHT065hgpGIpl6JKta94flj2sfZ8QvBSeaN+YJGw/Zv2TZMmxVWBJzg2zDwoZDhbpcn3jZb/TFOw82u4n1+Lhq76gjUnSQVBcl16DsCpppozZynJlKnKy+KCfN9SvisPJDj7moeYvwwZEwIIV6xvVrWZhEnY4NB9/HsE/6Obc1iCXRALsgLIXLI5gzjNW/Td5RGEEyGncoOLZan5GLehfxrwJ8P8Spwox9+YpVvjAP8qQ4SrpNId51GQqLaeLK/0FqKlHnzJdcESEwl2CujHvEzLnP5uucoY5pPP7/10cwn+/TJGB94e4g8AhdVRVrIOm9pYEqiDSG0M3yRDTfa2VTZj61SUeGMtDYNuHGBcrSeKVJ1avi+7NZXLT1+RIdDP/xQjfAXYgNtRP/oGIOJTG/BdFUpVStT1l4Mmnf2xA3xhNlpzEiTYW78o+vlNO8LQcfq6Krz2jEkWaLNv+owbdbQmXw8opxh8RvwBx6awzLvoBXqaGI5AJK4jQIkeNYBqbgPvaP8EUVb4vNCMqQn9W9TKinFfSkdcNrqEAkWpxU9dRHXGvhSMihBkc+MAz1S615njrVJ4VvlwfD4XQtklX1PNVFIwEPvKM/BQjbK2NN5YBVyY3m7fs2LdSQhlLXnCq5ZuAxhOX4pzXhdlwVgXU61jwD953OIavY7yYVFGlrjDhew+YevnPAI1Aeb9r6q9uMWwXLN6w0zCpAyzLy/pC1cYfrChpEKk6COyzgEV0hbf6jo7DWkSzHzl16Ca2qlq3cE98bbjeFsvtdKx4lSJ2Mjn3t0kV4/I27vFU3cZT++d7iOwSX5KUGDaWJ3Fkensh109wFYbGNjH7K1cixOeWyNsjDmBqO28ABPsfyIxJ/kDafXHw61n9tGwBxIVcGb2Lti7yi5YUyF2lVAUF1GicHK4EP6qc9cy6qzhdmM4jOLmXiYO9t/t1p5fDxEch65z7QVc/f3t2AgDz19+ezBOmoh+J1hktp4Cc3ymTi+MqPfcqWoAGzWmgjC0cg3PPvI2jecQST5jiUdQDodRN4/+pmx+wk7v/ZCGVHDHqVlIZpRsnBK5jBDtdB9T5bbC0lj9OfHcfyqiX1UcisTscT5UcsVeQeHzRavhws/x4woA4L5/PRrXz4r3BXlYN0th6kSCbbz2CJ3mtnfJuuv44ChvdUQQgh+mPHVM+0gxBn4uD/Lm58LVofcvjQ7RkJKszuqLgGt4RU8On6WzSaTIrjpuB7W+zkaLbQMM/2K5iyaa/3cbp193y+N/ruPp9m9yeQJPfcuI4HDnXRkwu/EbUbT+/GvR+eo2kKjyvvru1nd65413RvLwwKCYPMmIoJcTJwc1IbkVFHCaODgRznjkx7fIiFTHjtUzHl3IXvhH0GB4zqEQZXfaBEwnEggPuV1M4lap/avf33Vv91K1i0nG+qtQgytnMi1X9ADH4xGJSSy3AzkNLlOLe7asXTvGdBuR/TjAk0RMhRRmp4DwVcNxPiZiFzfEUYdv1T8xEFXh7ULEHzt0ch18HovCwrpQaNvCd83bPiKgf+Ule4SJ3ZVi2kAQGPRX+JnLSVC2mQF5ScmpQ7104BWMbPPZ4ADuXVwfLJJlD6CCBLWsE+bDR7ZTe7a63f4AeSX3NDj5rdRxnFcdSH/P/Yn+nphMMTiA6GD45s0KGhiZrTmpVchjGqmMSPTl3vcl+tRGvcpaYRtG3OPHii48zeyz4hIxEwkI4sJRHmDlHh2mYSxtv74pGEkz9lNpR88EB6AfClqri8bA/TFZs3paRIbeEqrQDXGjx8OAmAXraui8njo/qCC/JiFRswI77f6yoD+RnITUzUbe9ncUoBLFJJ5cczdFTIttDWAL+qsA+WBhTAI9zb2+iT6VOGdDVgX7HKuhpn6DHzcnH9K+2umayefp+dqgTD0XhBSQky2RkShi99eiOZq9qrZ1lA+R6on6kvi75meoVvAzPSEtWwiJGRQoeCSEzGqUD2y0tV4dYRFNRsXcm1h2gRDgs+2D0/aAYDMWgcsRVt/VWbDufGN8Ip0U+NKnJuSZCi6jUjSFBq3GJASLw4KMUqXza2McV0UA2yCvbq1Sy5Sm93Wu8Qlwv1xYqJN9f+0fC8WSKUbmcZFfyD2ccEMnoOMHJJi3lxjTb5gB/OChIjKuh4W6tSK1i4SlyP+I+RWhf6Bh9WcqhHzSlC4wQcIZ27+w9rET6QPKTTxbzdlZfnHDHxAJe1uk4XBh8Z0XhNShVuPtG+vI+P1tPEM+/KyYdlCs4hZrw9P3dBjPnsyTxXkqF2fzc0yPcV8GO0cAxX30X1IW47XmeNSj0E0KsGUt+91/rnu1o4jLu0CA3zyqX1fRxrnhw81Pr9x18TdFpWB7DkmaOxWlwNzZnB9DZYAd00xd9cm7Cm2KLtOhqdQ6EvNc4zs6kxNwbUEXDHyUL+SwTC1u1KOn5e7KhHtwq5oAaCbf3MOit8RZULFcmRJo7aVouMjyvzXOoACfBICZ/hgP7PfOeJeBKBYhyRdbYCHWtbPSkWXr/faDbq5Qz0L59VU+pjyrX6YGuMC3ff3/3M67NvCq9sWvunVcbMHL0MpVqrdWTMGODV5jc3vV47jHr87RZ6qTKtzphd/9zrQsN4vva25eWHzMFUBxR6UyOdTBmvXGXkbj6tjLbi8Y/zgSKtapAzCDTd9wUaAmvqYn8sQAqjmwtKlEgtqokL+aL0yzjrSbiqD8REdukEjKqC2nxeJ+0IDjVbyZpi0vbTvgbXvHszWgxqGygUJNhZ0CDxRaPG4Yzzfn0O6HXyuSMCTmnDZRT9JMROOJxaIHkyXGO9EV319bMUPz2Za4rZJSWSUxy1CV0TzVNmORjwNEM8TkkIbv2lKaQxKg7WCIWYNvbIAtdWyQMQJBXUbUnm78PUi/VZiSsbaeubEnrRxcr7rRqCtt2aUxfLxV5wzoAIDcgZlzRGJ351Ikx06/oGOc6gDJZo+3FwyLZKHkOk3apyKuZlTWI/nYmZfuZSUJy0Qlbt80bfsUsvjTP0LPmQ/3gwFokJjtUTbshBxhp0edOzqjrf3nY25oXXx50Dj1NDouZmCXSY0qu8dpVobDIzBaYdkUBf1FjzS34cSvRHFMnKecDhiudaboSLWKQ8JWcha5y18URYrjXp76T71Ii8mCtc+gBYQtv7+MqVB3kC/WHHuasrh02Iuthw4n5I/8PM/j6Z/83Fg0jnfGukg/AWP9udUVFaP3LdYU0ohFanjuYf1kTeUa3dzAfvn7iiTgPngqWvxGGsiPUcZ2PEmGUGo2cEAFXawtUBocEPJv3wpWpKDQyiAaLOeUG7AXBykL6r/aIj0iAybiAIjsOh9Zrati2QzVMk5MY+3QNDgugR982P/2PrZDZcK7/i3nriEj7IbSK8xoVeu6leIdcrFQqQfvw3VtsVPq7JpcJ+AoX8rW5h72DhDuUcz/YmXi8/z+kzVcQ3bwyW0cNHlX/+l7CopDhUdzk1orWMVwjUPzaTLXth8Qhwsds5IA2l3t04L/SyhZQOSYq1mSIQFVKgz7Fq/L93v7+BGj0t5wryBs0KYe6HUwMFrBVGxL2vTLBAzSgrBhCVbHPb4btN0zB3eyYP8smus6Phq79eeRHi68NC4PmKxLwy2xi8bKSzHzGfgYc8n8++lZL0KDPhZrO0zuciDNI7mNQZuKrJW9V4phn0OTfsT1E8C8vED15iFpk2w5mBrN8NgYJBrNBpQO5kc5AGjVR9fYrAwMYSiPaHHiUsIm8kRJqNaq2pyZro9SpAFTYcLKdaPRWQKBgC1OFar3cGvp3pDChxsMOOrDHx9MCJ0MD0tdKbpMV4pkbm1iScQJ+u3cLHw+/m5/pqna6aaPi0jCVCEDrx31EyxteFbpiM6rUYeaDB/xPYxUIBnyOwh3FdajCTHLLZiDU2ctikErNfRQiuiwRC4WnpLAdkZX3//gGxgNXmW0sqkOQNKeVXmTV/JN+Mb3DxbJ1PNKs/FEW3utRpDjEdt2hUclNqHsDDf74UEL2n0Zrk6+xDQutyrzCg9PEpYdov86fu+0VNZIF70tPsIplMJFDg7rqY3IMEQTfZ4rb+fQrUwFWto7wB1oaA/v956pjYhIf0LB7sE+YdzCjIl5VBRFKhKBuclGCYjxVKnYQgSLsG0tnkL/EYUtGtiypb/1Z0LBY+ps3iW9/QtEp4HfEqKRmvx7h25oagvVplHm2dJTM5LXQPcLMTqvAlnpgi0NCq9ilbiLfkR6qHAbEnW6AY1AIgq83zDP8P9Y21Jnha+xBTu8BVJttw4dTIQkKHbeIQUbnyoDU/HxVGR0u6y18ndWo1WRmhfD1C3IMVlEQ1Do/GfB+XLD7X2WngEWgmM1ioLiZ3n8UJckPFjYza3dJL28tbB0tYNhsHJ2GXfsOgOnfuYP+YX4GVfShlEXI7TorHbyaViRzJCg96O3o3UYqUKneQRfPoWaabMDM2NkaNjWWyQfLcx6ImBeC6xFUFtGpv+Z9CZcnOlXXj6X4cQ3rPDJjBIUDh1+b1ysp5OwYhRKijCDrMQCrme4aSWlm3sopBcWJbiQZIXEMaFWU2vJm6NDAPhaAr0RcEPK2lTyUWVCzssGFKWNrSG6Oju99isD7ohbFk+GjXHxRQJiYaPm7avFmQ12trvEUz8/SCXccitRoV2CsVIuYK7f+75KW07s+Rk9wRIL1f3iuOz+zL85mGKKANlE1qIR6PS2AYg1cvv3fH4SiDYNxsb5XlPSJrn0b77OrFET+wFHyGSmY0at9FnTUmFTrnNIhxs09QBDa1TI+YbMXbaBOAaspqt0Ig202gTckafRtDkrsFjHPku/xde9vpVEP/+yUmsd26Vp6CrxPpvs4pvrzZJ47/8I9Zwp3X2IJ5nVSoi6VIUAnomRC1QJs7kDgy9mPWTPDjMIuTlyhK86sWppisKwFGAfXbSn50RgawFrPlLjOEpdzivhpNuLWpoov7YjTPxnwmJjEs9FWy9xPDH6aptHXEh5yqsxbab8TRriPtlqO0VGoo/PviOqMmg1fZd/sUMNqx8XfB5epVBNfX/p+XZ+6xDelGX0VAM287MkwVsL57c6lmKnIyMai7f4DP5aJ7J3at/dwMDGQCu/XoDJ4Q4kTax9oOWZuITgfrJMm80LUPyabrN/ASzW8mTGeW2Mk4SuJuup1ftboyoHpMn8JjEYrnqHrhIRofDycyr8e0CBH2sbir4EoBOAI/806sp/Ti8tUQjsZkMYNqbEWgg21OrAQC/ko0Gsr3YGwH2YOk5wly6xaV5ypYWiYaQjpg6ibPCIFS6OzrYNAnvB6vzfiwAHBE3G2ky3BzGU6me3zz67TDAdk3Oi5YH1je3Ik0t+4ejIb1979Rlpf8jsdq6gKuwso4Ntnb1hF9soEdFGJAEENIkNYcGevmUG1boycwBgWpI9OjbrimQrNbRxBqg2h0iYROC9KGxrl0Vhep9WrgdOHAFKfqOZV85BOJQFrGTIGEFIpL8QsJDmIdGJ62QirUHDg+m08qh5xWq1qWhE9EcoWmIXqSW202jTwZn4epZwkxSL3CBvS3bZWp1Tz538olNPhcYQJX3fv//CsXjYjaJFTraFJpDCYTjxoImZ5Nof4xKhw7rJzHzIZDhAXtdjnDJnoB+/+t+5u0thupPiHbSDfDciWEY5rvcY/jGeNvQfWIUsRMxo+tGkgbHcLIM0wWGUO1QUn4ZCRkMFAlOZWvBdr1sqoyUc9t51MCAVJ3YRBQ5e299ZG18p183YnEgaDRoJCqETIcPZ1hT4LAgXN/JvLj0fOd1VUvpKnrNJA+MHsfqVxABNU0aJFhNRFseOMdTAY+b3LycROP3eFxCrgjpLk2VLa3mxZOPNTxUHnhIdb/63MgoyMv61VPsWxyn9cyb0bT4WxRi0TMkkdqrD50GkvZHQs9hKVBbZ2FysWpWJk1bKknYTzrDHyfKyQJjer26YnMl+s2JlKrqhuNkWKXTGjNL5V6JOgJ0NrHaEjcsTZDHOgxo2J8B28flZ/fr5VSWlE3jpbsXK5Ci3deZppBP+BiFmdpfAKmY0bjmHEbf7kJIt4vpl+iw8S3ZUkn9JaBZGH5OQRxvIwuh5MzsLrYhYX7LsMLB7fEs6vAZrU9LCpVi/dRtPITxzCqKjKiR4cXTAJjEKo8RttHW5C/qt0tXV7ZbM39yWXVsmbyQfZkoX3w6w/jqjX/H3784G31ym+8dq2GR7z5lndBrSw/NlZT0CaLSY5MwKwmXSn6rR7rM+D8z9uWFWIlwG0OH9sm1cMJk9xs5ClxOycMs+336XqTNrJRR0SDLHyrJvO+H2jI+KEz2WTnovPQleh8NI6G/D2+SirVwQz6RDkU6VmxerIY2Pm6vnRGcQJ6rtIYb9sFsmBL+GDkzSFEIAzRlOnlOyKNYqswjJjYZvjCx0TMrbHth5KmkSn1UNgGEQWzl/uadQir9bcbYvL/vEvODMmPxy3Um2xGwOFM7q4W75qgEzFL+Jct6A3v2iJMZ5vYaRY8nW7fYE4ZohgcXISSITZ5lO3o0qsxLgIR09JakLtNcanXtScFuvnYOb+WS4lxMTk7EIRNSsYhG5b4ZCKynoIAdb1t9AlfFBbaesnAM43Df92KEs2p7nhWq90m8BxfDzrg6WaC7xfgMb7q93l+r7FWuSlP1HQYWmBx2RX3QVjOZhizHHFnELMaWulL0gtAd6oykxDPQ546FC9YGgrjGYiP0WFeASUXj1ERIcu53zBAn2Da8/+fpWIvfccfgU0PsX0M45t8Gcd1SKTHmI5yozPpf4EnbYswhK+9o59JkM4PmY8BgQqstQC/xXmd3Lk1jOXNmqWPAOIGBSXyNsyFr+bkb/biqgq0/aj46CiS8Cj4kHg0EfV6iTson2kXhlsig60c+AN55w6w9c53TL+zGJDAkVGtXsZfn64f4QhynD44q7Y+yWfpGoNO4my+wTeUoBvcbtJwLCRIcmB2TeLgiKThp/zTmCHuXHmyBj4k2B9aIu9OpGrZpImqL18FeqDthufhYka6s+T51ahhcTXo9OVYDHLVrhXAv4inpqzgeofzl/u/pFMUaldTHKaamqpgI6ri0EeGRgO65GeIWPTFHssY6IGQqxTFGs0u+v9fmTZeV1C71Q7ES3uZfCnXddH7ZQ2bxNOG3p6W4HQxWciLTlczxa5yU/CAAgo8wF8mK2SPCb7dG8MGQiXhx26p8rEGXs3eCuxsWXYwWZxEaQYfajXPP4tVqhte1Nz9+RGUSqXp/sZbL4ahgLSSnmfAXmAxmJeHOfzTmRPI5HCVlBo5sSODgEux9Wgw/1o1l8ecY1wg9rHJAbdTJ9EAGWfYSq/84kaRrufWTCMRUyFtd5l7DC8poY7sQT8AutCWnItelGr5J+ZjIg7+mlIJfhFFq3SuJhX0QgHSotuJ0vmaAm7Gz+2RnSFK5WslvilkPFtCqHI6Gwvgi+AGphW+3RT4HrzW7K+Tvyo4tv2dUwNv63D9kEWyOy1mJY8GQe0faVk87ZbMdQamCTbut6AAKNJ47VMjhMCG66uSmuNnKLpTyf1mZNhP62qGhET1Z3eLrwzzfVD3+hweH95aam4IbVCaLRm2hERqjX2uerVd+Isq8swqTLe6/S8/R/TBoHlnK3RkMBaNxAq1hBKGX2/GKVRvNOqkXCZKkTY3auc2rN5ereael01m6yPHU55TpWhLQXKEZE88JJfIL0GHzJYKAYIh6MUNDcH/3qcvbo2l/Sbv/xuC7uICOrQJOdE3MfOQu6+dCRTvA4KZG6as2AZfEzyrGh5kgtCBJBXK0avtkWrk67oNnM/hp5S4agxHtT42c476WBmKxfvaZoy3Vb7wbqcex8eLJqiCXS3tHM4HqkuHEsbudk8dmHEcuFS/rx61/rvAIcmRfnomYP5wMOGhyR4AlG+buhq5EztgEVwjqYblqHok4NKQz64edA4aItNilG57yvTCpKkqU3D7PqSe2Meackq+NwnSVhgAHTTmTqLpEvsGqenNlvA5eUoSFl4zLPlaSYq3fu2GN5Fjd40C+2AX+8q8Xr2cnFU2VOP8nLMmS/sG3SBVjMGxO96eqjQNv7RrxprFXZw0t8fqKdgT6WGbvux1AtLtKOM9k4O60AZf4LgwUrkF+owgSf0mQczf1/QWSnK824QXjg4Tif/9mmQa2Yn1Y0+81ujlb6wiqpIRABRqm2NiuO3e+TpQo3i24e6pnYuabVZrWEw7k9xH27rvdzsmbLtEypRTg+vFQ7ICbkk9DFpXW7gcczV1m+QooGeJNLC3s1XJmSvplLN5LrJ+AI5IOAqrb4DYqgD9cKt4/xyklRR3q5npoGBAy8iqQjq2XZmFi/wHlN3y7ZvNdmz5+GtVfIhAEGJ0AsaIzowsTLs0TLgj/8s9E5MMVhmwDcvleIEyN4SPO6n0j0NtX4GUawoYORiudcf2ovjT4FDnlB3VM/zlrzdLeL6r+v0udqorzR8dV7L58d4me6XN13WLC2Gx9R1xJadsWtnJeB2TdVbyrW/8wMzaEMllkyQAyrYt/k7reVccQmFe7Hw/9MFkSB8PAvYTB6QsBJG7Fw80Z3lvDoZB83GPqJLl7Yamkm4yDIM9EZOWkCgr4J6EGOSflW8AhOzueu0slReQWzIXTVlg0inIIr06LmYbGpkIllgDLrdkcCCXhxc3E8aafgUXEsTOj8ZSSdjz5/+hwriOsbA4/OGv8acye7reauEOpLewyHTOnt3bPt/oBaTW3E2PCoAUWZTpCpJIW2EXOiopsC/3OWTJIoZ8ouJLl2WJbNzqcC+XghyVe31AqbpUsZtuax4vll/iL/h4FzW/Pix+SS8jivJyyhxYAgki1e1sJUyGdtyCE3b59QacFSWJ7JT4YjtZHDr5sAw00XxVZs/lwqbaARYeh+2wDBKNFT75rVVYsIVrlaRjlaeyQaEWU+oBne83hEupJd9Yaeq/5bvDB5DaZNaC+CvB8iBmCyQvh/p0OnuwDvQ0MxcOQ09SdCRJrOLa4tQtF34ghbFfAVJuFIbEIFoc6kgjalk2fPshisKu0dsdcNhhOZdmY3B+WKl58B2VlgLzCz2vDtmJe6jl+Q2++tPqiAstl5sQe9VW/652tyuiBV2CQ9z86wfstlC+iQp9UI9pMZ+rqSwvakMb5bDTpRHPtFpup4IWzhM5YlLDswUehjqnJE6DvsSuLRZvPJuOVHyU0qXf6TIBu5VwGEQc8pUxolHVsNUoFBqdBYNjjdbGn6HnaxUS4SgbP9xbW6MlyJpUKc4Ajpzlh+Eivdmmz5am0oVD6wm53Pvz+uVWwCAxXhsqStYb4hcdOkVtU/OVNrdtY2kg6cdyRyqwyuLU6jbDFJZZNrIqSwt3fHPl1MAQZ72m9u1NY+qac4mL96JN3hRlBbv1w9imDF9u8mMHfuayKiSo6ZnpQ//zI2Ld5l4cxFkCpi94sLB3FM3h1pTh8dAXy6Wqme4Mfk9j9G2D4QyNpfVBeq7zddvKB/1uWg5eF9FHjkjSF4XzDMFSRrwnyEC088cvfQSB37MbhwtmJxhuM5oZzTXZwkFfkGxEhXyTudXnfSCtY+mKxMAZheSYu5kHDtamhmwtqHt//ySgsOHBjxeHrnGT/9BOrrnd236TXvE0HaVAYNUcNK1IOGV6qTXiqjiIRMeg50kmyh6nfZ9FjZi0NrlsfCBWjwQTnIYYpmeo/dP7k7E31zm2vmcwOSE6T6aIy8huVzjr6b6WaToFLQLqeeMzppyRPes3z8p57JqqdRm36tnIfvrg8SgyOlHZppOBNYz+3LJm1jdPDZs/uMqEs5VzLNJgrcMOzmpoaRB4NfwfDborcJG66hNts1gY5FxWexNr6zxHJ/MFOFFtdIQlB2wC8OYSG5/RjEWXPzArzwIV1t9J6oc5SvBoBlPjHvvOT290GTCQwiSy7kxLViIadNpMQnQbBO2+hkrCPoTHq+qioK9HEMoHhsDg1Mf+kAkNKUZuBrrfR0YqCGhpAr4awQ9vJ7cQLjasc473kh1mkUoN9fYRu9UqXdlhIEAlNwS1zMUn4FI9FFE1yRSo2CeSRUB7GYfYUbzRGB2YbveV7iNubhF8E+hEclCn5JYAqaVLJ6eT12FZzqYq51mHOHue9GGPNwiHTYMTYYejX3S0HrmcsPF0E/lbDNHDrqP39iYF3Zyq2MY10DcMqV34sFRe3MHJu5oJMzKuZLQoGb1HIdOHCjWVsIIqMd5rJRMa9FxSr+pCt6dNYi22ZHzHomH+CwDT+uRIGiaf2cwm9JSwlh1kOB/1mo/m8HzE1iXD7npemgXyC2aW1jeiyQGKmRU2DaeENbaE5M8O3WMxmsO517FO45Dhe1suEqNCF+rDqeg9dll51T5M010Q0kVxXZ+1gYw9Kp5LGPPLLleZk8Sb+xl+Ms0UjnavG3MZrXfnZhqdiz6mqkB4613gM4a+ncGoQhf9R/mkR3hPx7mPUe1uT8THHC1qN6dfzRZc2LssMvQ/fl9ys9OmEFa3IH+Ey1/pH90bOUrJU10gcP9+31SuD2mzn/x1Lq3NfwqCO3fevtJ+7iJqElirXYdQ2lq9voKOfvqz742zw6fhqaP9Sc3tC+9t0bxiPbvNYUFX73iBlgMhe0OAoq2bozQSdYqeHzxePA/sNNvsI4HoFrUSb6md63/CR3y0242NyPCx0myIjp4uV0hkQX3RViIBrx+QDGV1htAmo0q9on4SK8vCT37Mmx7E00356cIgTWc6+68ZiJDVHibuZc/5sWTu989Oq1fu00rOqHVbrX7//69v2HQGMs4q7EE0B/qgOnk5QN2FKFdEufU3ldPw4LXchB7//8wUmkEno9PR7ZLkZVKRz61KgVjhtDLaUiuFlYyKE0j941GpMQEETDEj7OOya/XYHqwkzAshfKw2rUH5sEVZtByNt+tQBdZZhGtqm1oy/DcV2FysXeBMbbhAOJiCZQK0t1yDjqWyeSybTuZ/xe+6lnYXR1zLUFcNY09e30aAlBsT4TqwU3eODxSxm1tMk1ygkDvMwxy03EHs+LS5n98bwneBvg4Tx2Lw7baHgSGRgKuEcqAD1XOCUBd+XrpAjGy6F3dGw7Z80s8arm+nyAYZh9P2fcfcWYmEgxQkZXLJ7y5Cm8Jpnj4q5e/HZpq268vvzeyTuJ86CIMjCQrYGBymx6GWg+4ujtrk8Nt3hZxnGT5AiGbpd7l9i01xgEXxw6awzmSIBD7wZwUQgvsQFm2FJDbog9Avg8V7jQNJbKMwXbZWIUbUZ6EwCgz4hloBLFZIA7QmwdDQYurc7Ir5plAfD7p8brALsxQWHLmq32fkQKjj04/Xn4Gy9WEPulGoV+cKbpSuADRBoNoe5UJfneKd8W5bL7T/C5ore2LPAohwYYyupXktXR7/PnWju+YNdW24MTQWIT2CxLo5q26TeEFSrNE33i/3ytPo0Yusnntkw9PEO7IEii+dPzF0BvIV4HVUnkAvmhoByWPQoxSCGE+7ziujpFcBDAKJy/Uo+caCUD8b9X+lnnxPOqoCYATsq+yaSYQDFFGKbLDw6DKT5qC2/rSfJI+uaBSD5EI5QggclmCOSDmG47tdCWBTiqTN3QzfvrnEPBV9J0gWb0KQQzsaGOZrGfgr2QSmeyQxDNjGHLToARYSkeZPfHXU+F7unEnfZxryoRt68Q1i/lTDZTzmsUBk5tJ4YJHqJfmfbnguZAeUZovGmDX0pIH/5ps3QWTwHL6k/lUcNG8czf4+FRwMW71Q11k1WgFQ7CJgoax3V6NRfpcX6pC25V5R2C58Gh2PDremmmPoDhHIOP8ADnQl1PwMysAPmUwK6wb5dzgAx+EEO56Ufu09disHUs5DpHHYgKT7tn2l4hZtIPUg3pZ0W8981yE4cbNSD5JSovwBaFuyk+6rsncR3bK/FOPxvPvudiH9n5y8hFtoUazzp2SuWd3xYob/sRQ7Gl4x3ny3aH6DL+sGCyMMJtzBPwlb8eK2eYIDHd8/VauT71yi8Z31Fo+tPz2P04nKIPCz2NtmcX5gsdzzqKvBXRBqPsPCVF7LafNYHeHr1q0lLm+5cEdvKX9Bqmn/CwbSpAtk/Q9lmvrwHJ4epDkUtaiqvQwtvt8CEGHqMizStB3zxmYYUpGIeFw7BNVpm5Oejjdap/XRhfp9NKHvbevbBUF4iB5iHkdqJtyWGmeoVIV4od/xW0luhM+L9aE3AJWqEC8Uuuac63v0n+rX6kcrVVApvqnB4Fy37biat41IX2edOLJW6Kj3jNhs5Yc4FzRQrr7F0a2hPRLfUBuxpXbC7AQzzUprxc8X7VcRD3SnkfGuJrIxyjPypDJpQC1GAQ9iAdRo78xOnawTfbHukjtV4hBFSN+W75uJpG7td3/9EMgd445w5XOmmWIFLIHxJfPfW5+n7XLxQ71hUizXUrwG8vr0pQENamczHy8faf7fQEGrV5Rczg+9VKHUO3JnIk4ogP0Jqw9314V/l58czOOlvsbvhfYfMcHoSd/cligwICvaRvMYSmNqGgWto3dCl0QIgWPUAfk0uFzsoLTFbJvhinjgqnIIEg85pTN0zmYlxkP8OtnZVPAOhR/kO71T2EHWJIwgggVPeZVNID1fb9JcLqVkqTgrAdCbJuhpiPbBZQN2NUXSNal4lArajAzUI7ue12aO/swdS6WHov/ZyM8OGPUqMXlY24FZJkdM32rAhZ2l5LF7s61pFC6tSQdD0HN3l9vx8J7Qwu2/mqSNU0Zdh2fWX7HzwSbGsr5PB220tklqbC0ZCMgRles5+dfO2F87+tAeATc7ZC0WXsPAwp0BAL1v3VbtUG22fdOPj5MjZDcyUY8dhhSZux1Wbh5MAZY7KuMsFiKlHoIaJe7yil4IvQp0zRHlNdvXszmamPqsLFfI4zY7WWGO7ZGDeCfA3fRKZ9GVS8StLO9M2Z7aBH1T5aRskoNdlKgzObsmHlPXpCKjxe6kvIHaXnfODfF8G+fZuhKUUUIwYIbKpwdGmTXJWE156gt9Vu7+7iigkFburgdfPK3drkOS8SMrxmFiERa5/RzIbEV6kWpHzm3S1LVBFBURLqbjPQ4pJhzQfx//cv73woZnEF7tJFd75+0SHxGxLZSEzEx9c5cMQ1e+9PhqTt+6/OFwthbNqXpeWtdSMT9886CPFJXXPwuC1Wu3/1vsopi1gT/tsbFmaRJ61J8nEd7ktJXGZskVA5z3LxDil71CUxXDG0dqFAWN3uPZyGKFFqWYlm7Nrv7NKBlsJr/vvFUbtCPrctt5K+UooaqPFvs6N2Jb9bBfHcMoTDUfVNE2yDc07ibVLQ9lJ6Y9+Ez5kGqY80ULnXk4/LmpU+h1su77Y3LIZvrqDg2M+llpfHQTk/uG2Q3QlXSlvw+8V+wBcZRDmz0hTnuyBWxvXEbS5xZFKWNqK2zFPZ9nXyei0NPDNH6KK2w2ScJnB0hYEhsdLF8iXg6t4LOYXMEXa9D7FOvtDyVOnwDr1YXOb7hW7UBCQ9O8TyPGkrK848ijJ2JqDAc/j7UrWRwixiv+nvdD0XS1cTHP94KaadCirNgPZyKkZFGyJUCldMcE/dKQsCDCxoe7T3e1rW1XUpgsqp+/5jRHt+j8NgQexiVXHjjsApv86vXQIQh/OXhs0xVULg0ixV0KcrQj1yav+yh/SZN3e0t1sE1CyuPVOGxSlpbaD0UcARmLXTc053xra9FWXOkcS1IfNqZ5yP3bEzbivnDJs+jTg4hoxxTEfJiwu6rqYdIqoOH76qy6aXiZAw+LzoTwBp/mH/RyXXpDQTBjcNmDIWkJhBNIWeAW7GuZHJR8VBBqoADEEuu7gSfq9TrL0534jnJZeLCBmjQf9MZSWtjSR1HvwVEUF9PnnrrHKqozP76io8Z+QT246kAsdVPCHe2rLZVIBSOV5F4Hwyt4Xg6oLhDbFJ4EIl5TDpl58DwQx0R6mf5widBjw6V5AykgBeRPkcg9NmWUNgkAxT6xfw1U/ePwA7F4QkUbnaI/QqreUZMSk/zGLTzUope8gYaZA9JLlgyIUGHhHqthrEXHWZg9danYKGTGBq5ubt2bIPhciA+D3Iy3huU/+1WciKjw6XQvAaRhWQTeqe7WWYa10HUjevD4bV19t1mmVBmduSOlzFMsFlzTVALw+RXQhu6TvPxrBPoOVLPjtUQ0TwSNb0zKglBf1l6KCb38K5s5vYm+B58UkrMJXnoCTJMLi3jXwyOiivHhEe8IhiXh6o7q9LE+JjThq8YrAWozcbl4klomIkb6YtzyDjNghMWrHGrI8sMWazk70KALEwd+j4O//tHKPTqAfFu0LEyvMKUg83Cgd8hNuAW3ya8dbR0taIjxN4qqYkSH/m5xOPZ2rTad4UwvugRJ6zokifXSaQBWuu8I8ZPwp/pYf6azxDd6WujeiKp3R9B5hzD9OH22liPhNxs72DvXG7cdWmise1lZG/DfIABpgt4qgG5GYvZdhM9VUOwEcpoBkk32NjmAAh1MgtaeQn8EGAEKXv0L8IlZcsPCwZnxl+SLUMCDK4rU9T9VIRHeeFRi0tl/FHc9PtY5t3XI/35+1O8Fi6d466b5nwd6ZtHQT4VRIBE9eNvf5oWArHT+YGlFHf71YCxEFQrlRqv0IBhKhWNZ2O7MvWFs/jP7BeEpDO4MTNQ6WpXTpPXB1zxHre453GLR3Ivo5to+CIka6ir8a7kcQrO0Ho0WYGL6JYAfkpcSfdx8fneoeL6AAHihmdlGSVcu1E/TSAIQZ3zyepEYMy1cxyqQhvwG3U/P7Wu0UXqKeY3H62hjntCKT8JxKjG12hLv6vOwNSdfgxbODYV9ohvGpPCwN1Gon6tRBiDWTF+zzzXj3CdjTwFC+f/KDmH2aBczd2SfRp2bU/R/O9uy99gMNy3cEu/wx1adOA6azt/TFQ+VnT3gvep4DzBcE37c+1+hhgfapJYwOm4Of+WtwY5+036UaHnzcSmHFArS+i0tLQ9IJhSJtF/KaNF+wv4Uh1Nop3g353hvlJG4gd84dhU7KP66uHRydiqef46Xo96x3kavTnhwoLXnmgOgDnO47BgXyi64D2+WjgH0e/C5cEj/nf5t/ZfaO2DSGzVB+EB417sB+uERtD8bLoMX123n+aWhB0f9I0DhnmA3b56Vf69O/aVF79+v2FQDeDCgFHuwt43VLx9g/mtReFtLh7y5flecbYgvFH8cUV8ncjRz9xJtHNKtYJkP+tftWe200HHUQqGTLGfJhhWIH8miRqVePxWk9SfU/QfX5gpiX4nZ6WjtLEfTsnRKKC2euV2k71HsXavGMp6Zi6Vh/SjHMm2RDuvaTe1OTHKqZ0YX2SiS6iSsziEfr2cUB6kcUUgJ5WxVwos1sGWHNdg5rAtEd0+JXcHep0S2H5LHfCkjUnz/Q+ZYakh7xd3vSNlwZYz1xi3f5PWhsppyHs0+wquP8ELhrErwLuw1fmNGMd9UGUeWOxzmb810h3VOxQCqVjOTKkuY0eKHOM3uU6PygVI71oO95gmrsWXEWjGcL0eW8xxPeiO84tHxQMHbiao3uSGg9Ncs/b3Y0cyOoWU+sPngsx6ihhD1aWLGGv33z3BvEqXufRzcXhamg/q6HDH/OxENhxheB72Ehk45sHCKIVS3z+yr4sZqL3fIlQcLQ4zyQANcMC/AHrZnKJcFhHglYK53gsdC9YjGDCAaP5XhjehodcYZ0S1HTKcS6ME3DGPpItRaBF2uwbb7KxpL07qGvOxnz8BcPwlklvvrV3BswOzbTdxLo4c21eJjthxYWReqZUFTp0CMV4WPTyO0naNvp8W51GByINuDWhzJHiqjM9FMQ+wClUIO2z/VMXQ3h3UXKa1UTdRd8wdxflUYUlU5ghRWHjy1VQKW8sqBpcHqEU2XDrxqxUFIp1G+Gf9BgLzNZDjrw1QY1VYs7optY6gR2u6m3YTQ004YNQuIYouUaEiciRGqi1iI1z2Vw8ERBEC3lYQA2QLCgG4iUYComGiAN0hYK/IPeJNWiBiPeJEjEVGoYRYLoRYXwSUPGbHw7wAbTDLBcBOlmVbvxxujSLZJai1ctOPMVmC0nVNNFu8qwzWu0aRWxbyVmGCMSJmkURFP06c6G6PLk4w0hxOVKFW6lCg4x2QgpwZQQ3oQBVSYo+QJTxsuFcG0FUsVmQpVMNqgUak5vjYnGeYoz3COZJn77KmGm26iovKCIfLNUaoYb43ZT7GmqjPzJiIsjMx8dqSBRnByrJjmgGlzeA/WqoM4tRT7StDnvTpDnFRSwbgfN8lks8FNexChzC8CcfBFlUBMM3PV4yYZq4Sp9cSZXlujncRk9miNMkZYnG4Eo1kYCJMeXCym+sEs5eFpZpsMb1NJQzqw5fv6/5MJlZK3xRzKvy8lNQ0tvWAGIYxMzCxC2Tk4hYkQJVqiZClSXzfHaztRp1DhIkWdbOhUo1KlnQ7soKNOyjrTV6HRZLZYbfbqLlBpdAaTxZYCOREdw5eWkZWTh3j8Ryf9VWIExZSUVVTV1DU0tbR1dPX0DQyNjB+yNNV7T/8A9Wu0mno/Se+q6RCgpa2jq6dvYGhk3P+BMJoBQeYWYEsI9EFN/8P5L8XW8zEbWzssDk8gksj1/IlKozOYLDaHy+PbC3wmICQiJiElI6egpKKmoQXR0TMwgiFQJlisn5L8zApHsCHZOVCcXNw8vHz8AoJCwiKiYuISaSSlpEtal21RTr88hg86psWKBoIZlJmYWVjZ2Dk4ubh5gKDwAvj4BQSFhEVEwWIQKExcAo7oNxKFxmBxklLSMrJy8gqKeIKSMlFFVU1dQ1OLRNbW8Yv/AalqumFatuPx+lw/hUqjM5gsthTICQ5fOmRk5eQhHl9BoAgjKKakrKKqpq6hqaWto6unb2BoZGxiahYpJMoOmzw8lPssNFuIK9oVOclZaqkIj/BemIfxn8IrU+gB6YX7Ke8NTeiv+dK0xfzR4UdBdLPFR7zdsn/9q+tZbf4HpPLmfyTZF34fgxsxwzuHVX6eWOGflkEftT7Xz9ujWLXLfCy1vHTtOk7XXZi+9thKs8W6Gqg/78gTtR2GrwPc1nrvmmxlPcrmrWsNQ9zuX3mfflek3/BHkDcu9vWnuo/9+9UWrBle547/5rjxx9X6U34Swjz0Q26o9Uvi9H80G19Pxr454rprCztBEtzfsFmVq/+q6EbbHxSve/Tx9I1s8U+HTxkxZ2y5BLGDxeOgBIwl9pfTAy4jAe2WN1++bY2rxf/4Pv6KiBETy07SxAZZwpmZR8iHr7ohjCc90ZNCGvqlJjesrSYZhX2bNewLayhwnxvWTRsGhG9Yr47Q0KfO2NAWyzXsE9UFBdPwHV+/dtyPboR2OA+2wmmwGT5eZuDTDnOPn8jL/+/yTSxNu/DuT77iQSBvHeKxN1ss9bGbMsMUS5NI+SrHSYSOLA/Zi7HO+2reRpcBil9ip7gcIT1uafPOsu3Xhu2EIirBXnHdq3BOUemoWBYF7cNHeVidEILFq0SJVWBit2T8Gm+YvZEdWmA1evq5Vtir4BdHnSI+huDSUvcdYu/I/ss5Vo9qSuPka8MVIlLocRJePhp/IVbDKqFZFpf/OZqRkuI8G8lvHtIeRURAEagI4DgL0B9BT8hjSF9XY04MHVdwGkXOwNcf5QT36I/E0Ng3qK0tr/GE8mOsfak3TgXaUKN0C2vVq9LQ/IX8fs2/1Wef6pHqXqR+op1c+3CR5kh7HGloJJDzjBj0vfpPIMU+f1xpMCc+iGA3yMiNTP1FGsPth1+jM74s0zcSwL/fIL+ur54Mvzf+NxNJdi7yq4n9H/ni/4yX5a/7FlvCug/VjtbdE+zjrM95Jlu34P9DDZ4/rNb7984foj/krtlNbm8PL6AvAA6JQdABZCwAV6v+WsXMRZAjKFRMIQEBcbKQIUaMCBmiBgyaNphjYhOLQ3ugtrPDjOULl2HGlELGY69birgRB6cadb5DfaR3ec7ijKOeBYgQWZxFjCx2aRSTxJFyAxlznwnoiUNOwQ/yx+AHihlYrk4U5OQRFRlS86RGBubcKqdLziGc0sfEHDaMK86dNrayYcpQsUK1VFaxsgrN1kgr0gZXzfTY/rtSEM88pCLuIY23I8IepNAmooRE6N5w2U1c9Vzddeysc0EBsQgIFSM2schcjMAEE51wgoUusJiFLLjAStZuBQAAAA==") format("woff2");
font-style: normal;
font-weight: 300;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 300;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 400;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 400;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 400;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 500;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 500;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 500;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 600;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 600;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 600;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 700;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 700;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 700;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 800;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 800;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 800;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 900;
font-display: block;
unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 900;
font-display: block;
unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C0, U+2113, U+2C60-2C7F, U+A720-A7FF;
}
@font-face {
font-family: "Fraunces";
src: url("data:font/woff2;base64,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") format("woff2");
font-style: normal;
font-weight: 900;
font-display: block;
unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}</style><style data-hyperframes-text-rendering="true">html,body,*{text-rendering:geometricPrecision}</style>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width,initial-scale=1.0">
<title>The Rise and Reach of the Spanish Empire</title>
</head>
<body>
<div id="comp-root" data-composition-id="spanish-empire" data-start="0" data-duration="8" data-width="1920" data-height="1080" style="width:1920px;height:1080px;position:relative;overflow:hidden;background:#0B1729;">
<!-- ── Full-duration visual clip ── -->
<div id="el-scenes" class="clip" data-start="0" data-duration="8" data-track-index="1" style="width:1920px;height:1080px;position:absolute;top:0;left:0;">
<!-- ═══════════════════════════════════════
SCENE 1 · Opening Hook · 0–5 s
═══════════════════════════════════════ -->
<div class="scene" id="s1">
<div class="s1-glow-left"></div>
<div class="s1-glow-right"></div>
<!-- D3 map injected here -->
<svg id="s1-map-svg" style="position:absolute;top:0;left:0;width:1920px;height:1080px;" />
<!-- Route overlay (populated by D3 at build time) -->
<svg id="s1-route-svg" style="position:absolute;top:0;left:0;width:1920px;height:1080px;z-index:3;" />
<!-- Dark gradient scrim behind bottom text for readability -->
<div style="position:absolute;bottom:0;left:0;width:100%;height:350px;background:linear-gradient(to top,rgba(7,14,26,0.85) 0%,rgba(7,14,26,0) 100%);pointer-events:none;z-index:4;"></div>
<div class="s1-content">
<p id="s1-sub" class="scene-label">CIRCA 1492 — 1821</p>
<h1 id="s1-title" class="s1-headline">At one point in history…</h1>
<h2 id="s1-subtitle" class="s1-subheadline">one empire connected almost the entire world.</h2>
</div>
<div class="vignette"></div>
</div>
<!-- ═══════════════════════════════════════
SCENE 2 · Discovery Era · 5–12 s
═══════════════════════════════════════ -->
<div class="scene" id="s2">
<div class="s2-warm-bg"></div>
<div class="s2-glow-center"></div>
<div class="s2-ghost-text">1492</div>
<!-- Inset globe showing Spain + Atlantic -->
<div class="s2-inset-wrap" id="s2-inset">
<svg id="s2-inset-globe" style="width:500px;height:400px;" />
<div class="s2-inset-label">ATLANTIC CROSSING</div>
</div>
<!-- Ship SVG -->
<svg id="s2-ship-svg" class="s2-ship-svg" viewBox="0 0 600 350">
<g id="s2-waves">
<path d="M0,200 Q75,180 150,200 Q225,220 300,200 Q375,180 450,200 Q525,220 600,200" fill="none" stroke="#D4A24C" stroke-width="2" opacity="0.35" />
<path d="M0,220 Q75,200 150,220 Q225,240 300,220 Q375,200 450,220 Q525,240 600,220" fill="none" stroke="#D4A24C" stroke-width="1.5" opacity="0.25" />
<path d="M0,240 Q75,225 150,240 Q225,255 300,240 Q375,225 450,240 Q525,255 600,240" fill="none" stroke="#D4A24C" stroke-width="1" opacity="0.18" />
</g>
<path d="M100,195 L500,195 L480,230 L120,230 Z" fill="#1B2D4A" stroke="#D4A24C" stroke-width="1.5" opacity="0.9" />
<line x1="300" y1="55" x2="300" y2="200" stroke="#D4A24C" stroke-width="2.5" opacity="0.85" />
<path d="M300,60 L300,160 L195,155 Z" fill="#D4A24C" opacity="0.55" />
<path d="M300,75 L300,155 L395,150 Z" fill="#D4A24C" opacity="0.38" />
<path d="M300,55 L335,68 L300,82 Z" fill="#F0C75E" opacity="0.9" />
<rect x="288" y="48" width="24" height="12" rx="2" fill="#1B2D4A" stroke="#D4A24C" stroke-width="1" opacity="0.8" />
</svg>
<!-- Cross of Burgundy flag inline -->
<div class="s2-flag-wrap" id="s2-flag">
<svg viewBox="0 0 450 300" class="s2-flag-svg">
<rect width="450" height="300" fill="#F5F0E0" rx="4" />
<!-- Raguly saltire (Cross of Burgundy) -->
<g fill="#B5121B">
<!-- Top-left to bottom-right bar -->
<path d="M45,10 L55,10 L55,20 L65,20 L65,30 L75,30 L75,40 L85,40 L85,50 L95,50 L95,60 L105,60 L105,70 L115,70 L115,80 L125,80 L125,90 L135,90 L135,100 L145,100 L145,110 L155,110 L155,120 L165,120 L165,130 L175,130 L175,140 L185,140 L185,150 L195,150 L195,160 L205,160 L205,150 L195,150 L195,140 L185,140 L185,130 L175,130 L175,120 L165,120 L165,110 L155,110 L155,100 L145,100 L145,90 L135,90 L135,80 L125,80 L125,70 L115,70 L115,60 L105,60 L105,50 L95,50 L95,40 L85,40 L85,30 L75,30 L75,20 L65,20 L65,10 L55,10 Z" opacity="0" />
<!-- Simplified cross arms -->
<line x1="30" y1="15" x2="420" y2="285" stroke="#B5121B" stroke-width="42" stroke-linecap="round" opacity="0.85" />
<line x1="420" y1="15" x2="30" y2="285" stroke="#B5121B" stroke-width="42" stroke-linecap="round" opacity="0.85" />
<!-- Raguly notches on main diagonal -->
<rect x="85" y="42" width="18" height="10" transform="rotate(34,94,47)" opacity="0.9" />
<rect x="145" y="82" width="18" height="10" transform="rotate(34,154,87)" opacity="0.9" />
<rect x="205" y="122" width="18" height="10" transform="rotate(34,214,127)" opacity="0.9" />
<rect x="265" y="162" width="18" height="10" transform="rotate(34,274,167)" opacity="0.9" />
<rect x="325" y="202" width="18" height="10" transform="rotate(34,334,207)" opacity="0.9" />
<!-- Raguly notches on anti-diagonal -->
<rect x="345" y="42" width="18" height="10" transform="rotate(-34,354,47)" opacity="0.9" />
<rect x="285" y="82" width="18" height="10" transform="rotate(-34,294,87)" opacity="0.9" />
<rect x="225" y="122" width="18" height="10" transform="rotate(-34,234,127)" opacity="0.9" />
<rect x="165" y="162" width="18" height="10" transform="rotate(-34,174,167)" opacity="0.9" />
<rect x="105" y="202" width="18" height="10" transform="rotate(-34,114,207)" opacity="0.9" />
</g>
<!-- Subtle aging overlay -->
<rect width="450" height="300" fill="rgba(180,150,100,0.06)" rx="4" />
</svg>
<p class="s2-flag-label">CRUZ DE BORGOÑA</p>
</div>
<!-- Map pins -->
<div class="s2-map-pins">
<div class="map-pin" id="s2-pin1"><div class="pin-dot"></div><span class="pin-label">SPAIN</span></div>
<div class="map-pin" id="s2-pin2"><div class="pin-dot"></div><span class="pin-label">CARIBBEAN</span></div>
<div class="map-pin" id="s2-pin3"><div class="pin-dot"></div><span class="pin-label">AMERICAS</span></div>
</div>
<div class="s2-content">
<p class="scene-label">THE DISCOVERY ERA</p>
<h2 id="s2-title" class="scene-title">It began in the late 15th century,</h2>
<p id="s2-body" class="scene-body">when Spain funded voyages across unknown oceans.</p>
</div>
<div class="vignette"></div>
</div>
<!-- ═══════════════════════════════════════
SCENE 3 · Expansion · 12–20 s
═══════════════════════════════════════ -->
<div class="scene" id="s3">
<div class="s3-glow"></div>
<div class="s3-ghost-text">EXPANSIÓN</div>
<!-- D3 map with territories injected here -->
<svg id="s3-map-svg" style="position:absolute;top:40px;left:50%;width:1100px;height:660px;transform:translateX(-50%);" />
<div class="s3-labels">
<div class="s3-label-item" id="s3-label1"><span class="s3-label-dot"></span>South America</div>
<div class="s3-label-item" id="s3-label2"><span class="s3-label-dot"></span>Central America</div>
<div class="s3-label-item" id="s3-label3"><span class="s3-label-dot"></span>Philippines</div>
<div class="s3-label-item" id="s3-label4"><span class="s3-label-dot"></span>Parts of Europe</div>
<div class="s3-label-item" id="s3-label5"><span class="s3-label-dot"></span>&amp; Beyond</div>
</div>
<div class="s3-content">
<p class="scene-label">RAPID EXPANSION</p>
<h2 id="s3-title" class="scene-title">Within decades, Spain controlled</h2>
<p id="s3-body" class="scene-body">vast lands across the Americas, Europe, Asia, and beyond.</p>
</div>
<div class="vignette"></div>
</div>
<!-- ═══════════════════════════════════════
SCENE 4 · Power & Wealth · 20–28 s
═══════════════════════════════════════ -->
<div class="scene" id="s4">
<div class="s4-glow-top"></div>
<div class="s4-glow-bottom"></div>
<div class="s4-ghost-text">ORO</div>
<!-- Flag displayed prominently -->
<div class="s4-flag-display" id="s4-flag">
<svg viewBox="0 0 450 300" class="s4-flag-svg">
<rect width="450" height="300" fill="#F5F0E0" rx="3" />
<g fill="#B5121B">
<line x1="30" y1="15" x2="420" y2="285" stroke="#B5121B" stroke-width="40" stroke-linecap="round" opacity="0.85" />
<line x1="420" y1="15" x2="30" y2="285" stroke="#B5121B" stroke-width="40" stroke-linecap="round" opacity="0.85" />
<rect x="85" y="42" width="18" height="10" transform="rotate(34,94,47)" opacity="0.9" />
<rect x="145" y="82" width="18" height="10" transform="rotate(34,154,87)" opacity="0.9" />
<rect x="205" y="122" width="18" height="10" transform="rotate(34,214,127)" opacity="0.9" />
<rect x="265" y="162" width="18" height="10" transform="rotate(34,274,167)" opacity="0.9" />
<rect x="325" y="202" width="18" height="10" transform="rotate(34,334,207)" opacity="0.9" />
<rect x="345" y="42" width="18" height="10" transform="rotate(-34,354,47)" opacity="0.9" />
<rect x="285" y="82" width="18" height="10" transform="rotate(-34,294,87)" opacity="0.9" />
<rect x="225" y="122" width="18" height="10" transform="rotate(-34,234,127)" opacity="0.9" />
<rect x="165" y="162" width="18" height="10" transform="rotate(-34,174,167)" opacity="0.9" />
<rect x="105" y="202" width="18" height="10" transform="rotate(-34,114,207)" opacity="0.9" />
</g>
<rect width="450" height="300" fill="rgba(180,150,100,0.06)" rx="3" />
</svg>
</div>
<!-- Coins -->
<div class="s4-coins-area">
<div class="coin coin-1" id="s4-c1"><div class="coin-inner"><span>₱</span></div></div>
<div class="coin coin-2" id="s4-c2"><div class="coin-inner"><span>✦</span></div></div>
<div class="coin coin-3" id="s4-c3"><div class="coin-inner"><span>₱</span></div></div>
<div class="coin coin-4" id="s4-c4"><div class="coin-inner"><span>✦</span></div></div>
<div class="coin coin-5" id="s4-c5"><div class="coin-inner"><span>₱</span></div></div>
<div class="coin coin-sm coin-6" id="s4-c6"><div class="coin-inner"><span>✦</span></div></div>
<div class="coin coin-sm coin-7" id="s4-c7"><div class="coin-inner"><span>₱</span></div></div>
<div class="coin coin-sm coin-8" id="s4-c8"><div class="coin-inner"><span>✦</span></div></div>
</div>
<!-- Bars -->
<div class="s4-bars" id="s4-bars">
<div class="s4-bar-row"><span class="s4-bar-label">GOLD RESERVES</span><div class="s4-bar-track"><div class="s4-bar-fill" id="s4-bar1" style="width:0%"></div></div><span class="s4-bar-value">91%</span></div>
<div class="s4-bar-row"><span class="s4-bar-label">SILVER OUTPUT</span><div class="s4-bar-track"><div class="s4-bar-fill" id="s4-bar2" style="width:0%"></div></div><span class="s4-bar-value">84%</span></div>
<div class="s4-bar-row"><span class="s4-bar-label">GLOBAL TRADE</span><div class="s4-bar-track"><div class="s4-bar-fill" id="s4-bar3" style="width:0%"></div></div><span class="s4-bar-value">76%</span></div>
</div>
<div class="s4-content">
<p class="scene-label">POWER &amp; WEALTH</p>
<h2 id="s4-title" class="scene-title">Gold and silver flowed into Spain,</h2>
<p id="s4-body" class="scene-body">making it one of the richest and most powerful empires in history.</p>
</div>
<div class="vignette"></div>
</div>
<!-- ═══════════════════════════════════════
SCENE 5 · Culture & Impact · 28–36 s
═══════════════════════════════════════ -->
<div class="scene" id="s5">
<div class="s5-glow"></div>
<div class="s5-ghost-text">CULTURA</div>
<div class="s5-pillars">
<div class="s5-pillar" id="s5-p1">
<div class="s5-icon-wrap">
<svg class="s5-icon" viewBox="0 0 120 120"><rect x="10" y="90" width="100" height="8" fill="#D4A24C" opacity="0.7" rx="2" /><rect x="30" y="50" width="60" height="42" fill="none" stroke="#D4A24C" stroke-width="2" opacity="0.8" /><path d="M20,50 L60,15 L100,50 Z" fill="none" stroke="#F0C75E" stroke-width="2.5" opacity="0.9" /><rect x="48" y="65" width="24" height="28" fill="#D4A24C" opacity="0.4" rx="2" /><circle cx="60" cy="30" r="4" fill="#F0C75E" opacity="0.8" /></svg>
</div>
<h3 class="s5-pillar-title">Architecture</h3>
<p class="s5-pillar-body">Baroque cathedrals and colonial cities rose across two continents</p>
</div>
<div class="s5-pillar" id="s5-p2">
<div class="s5-icon-wrap">
<svg class="s5-icon" viewBox="0 0 120 120"><text x="60" y="68" text-anchor="middle" font-family="Fraunces" font-size="52" font-weight="400" fill="#F0C75E" opacity="0.9">Aa</text><line x1="20" y1="82" x2="100" y2="82" stroke="#D4A24C" stroke-width="2" opacity="0.5" /><circle cx="22" cy="28" r="4" fill="#D4A24C" opacity="0.6" /><circle cx="60" cy="18" r="4" fill="#D4A24C" opacity="0.6" /><circle cx="98" cy="28" r="4" fill="#D4A24C" opacity="0.6" /><line x1="22" y1="28" x2="60" y2="18" stroke="#D4A24C" stroke-width="1" opacity="0.35" /><line x1="60" y1="18" x2="98" y2="28" stroke="#D4A24C" stroke-width="1" opacity="0.35" /></svg>
</div>
<h3 class="s5-pillar-title">Language</h3>
<p class="s5-pillar-body">Spanish became one of Earth's most spoken languages — 500M+ today</p>
</div>
<div class="s5-pillar" id="s5-p3">
<div class="s5-icon-wrap">
<svg class="s5-icon" viewBox="0 0 120 120"><rect x="54" y="20" width="12" height="80" fill="#D4A24C" opacity="0.75" rx="3" /><rect x="28" y="38" width="64" height="12" fill="#D4A24C" opacity="0.75" rx="3" /><circle cx="60" cy="60" r="42" fill="none" stroke="#D4A24C" stroke-width="1" opacity="0.18" /></svg>
</div>
<h3 class="s5-pillar-title">Religion</h3>
<p class="s5-pillar-body">Catholic faith spread through missions across the Americas and Asia</p>
</div>
</div>
<div class="s5-content">
<p class="scene-label">CULTURAL LEGACY</p>
<h2 id="s5-title" class="scene-title">Its influence shaped languages,</h2>
<p id="s5-body" class="scene-body">cultures, and religions across continents.</p>
</div>
<div class="vignette"></div>
</div>
<!-- ═══════════════════════════════════════
SCENE 6 · Challenges · 36–45 s
═══════════════════════════════════════ -->
<div class="scene" id="s6">
<div class="s6-storm" id="s6-storm"></div>
<div class="s6-glow-red"></div>
<div class="s6-ghost-text">CRISIS</div>
<div class="s6-storm-overlay" id="s6-storm-overlay"></div>
<div class="s6-lightning" id="s6-lightning1"></div>
<div class="s6-lightning s6-lightning2" id="s6-lightning2"></div>
<!-- D3 map (cracking) injected here -->
<svg id="s6-map-svg" style="position:absolute;top:60px;left:50%;width:1000px;height:580px;transform:translateX(-50%);" />
<!-- Crack overlays -->
<svg id="s6-crack-svg" style="position:absolute;top:60px;left:50%;width:1000px;height:580px;transform:translateX(-50%);" viewBox="0 0 1000 580">
<path id="s6-crack1" d="M500,180 L530,280 L490,360 L520,450" fill="none" stroke="#E53935" stroke-width="3" stroke-linecap="round" opacity="0" />
<path id="s6-crack2" d="M500,180 L440,260 L380,330 L350,400" fill="none" stroke="#E53935" stroke-width="2.5" stroke-linecap="round" opacity="0" />
<path id="s6-crack3" d="M350,310 L290,370 L250,400" fill="none" stroke="#E53935" stroke-width="2" stroke-linecap="round" opacity="0" />
<path id="s6-crack4" d="M500,180 L570,250 L620,310 L660,380" fill="none" stroke="#E53935" stroke-width="2" stroke-linecap="round" opacity="0" />
</svg>
<div class="s6-cards" id="s6-cards">
<div class="s6-card" id="s6-card1"><div class="s6-card-icon">⚔</div><span>Armed Conflicts</span></div>
<div class="s6-card" id="s6-card2"><div class="s6-card-icon">✊</div><span>Colonial Resistance</span></div>
<div class="s6-card" id="s6-card3"><div class="s6-card-icon">⚖</div><span>Economic Strain</span></div>
</div>
<div class="s6-content">
<p class="scene-label">THE CHALLENGES</p>
<h2 id="s6-title" class="scene-title">But power came at a cost—</h2>
<p id="s6-body" class="scene-body">conflicts, resistance, and economic strain began to weaken its dominance.</p>
</div>
<div class="vignette vignette-heavy"></div>
</div>
<!-- ═══════════════════════════════════════
SCENE 7 · Decline · 45–55 s
═══════════════════════════════════════ -->
<div class="scene" id="s7">
<div class="s7-glow"></div>
<div class="s7-ghost-text">DECLIVE</div>
<!-- D3 orthographic globe injected here -->
<div class="s7-globe-wrap" id="s7-globe-wrap">
<svg id="s7-globe-svg" style="width:540px;height:540px;" />
<div class="s7-drain-overlay" id="s7-drain"></div>
</div>
<div class="s7-timeline" id="s7-timeline">
<div class="s7-tl-item" id="s7-tl1"><span class="s7-tl-year">1810</span><span class="s7-tl-event">Mexico rises</span></div>
<div class="s7-tl-item" id="s7-tl2"><span class="s7-tl-year">1816</span><span class="s7-tl-event">Argentina free</span></div>
<div class="s7-tl-item" id="s7-tl3"><span class="s7-tl-year">1821</span><span class="s7-tl-event">Peru &amp; Central America</span></div>
<div class="s7-tl-item" id="s7-tl4"><span class="s7-tl-year">1898</span><span class="s7-tl-event">Cuba, Philippines lost</span></div>
</div>
<div class="s7-content">
<p class="scene-label">THE LONG DECLINE</p>
<h2 id="s7-title" class="scene-title">Over time, colonies gained independence,</h2>
<p id="s7-body" class="scene-body">and the empire slowly dissolved.</p>
</div>
<div class="vignette"></div>
</div>
<!-- ═══════════════════════════════════════
SCENE 8 · Ending · 55–60 s
═══════════════════════════════════════ -->
<div class="scene" id="s8">
<div class="s8-space-bg"></div>
<svg class="s8-stars" viewBox="0 0 1920 1080">
<circle cx="120" cy="80" r="1.2" fill="white" opacity="0.5" /><circle cx="380" cy="150" r="0.8" fill="white" opacity="0.4" /><circle cx="650" cy="60" r="1.5" fill="white" opacity="0.6" /><circle cx="900" cy="120" r="0.9" fill="white" opacity="0.35" /><circle cx="1150" cy="90" r="1.2" fill="white" opacity="0.5" /><circle cx="1400" cy="45" r="0.8" fill="white" opacity="0.4" /><circle cx="1700" cy="130" r="1.4" fill="white" opacity="0.55" /><circle cx="240" cy="200" r="0.7" fill="white" opacity="0.3" /><circle cx="520" cy="180" r="1.1" fill="white" opacity="0.45" /><circle cx="780" cy="220" r="0.8" fill="white" opacity="0.35" /><circle cx="1050" cy="200" r="1.3" fill="white" opacity="0.5" /><circle cx="1580" cy="210" r="1" fill="white" opacity="0.45" /><circle cx="1820" cy="85" r="0.7" fill="white" opacity="0.3" /><circle cx="60" cy="300" r="1.1" fill="white" opacity="0.4" /><circle cx="1870" cy="320" r="1.3" fill="white" opacity="0.5" /><circle cx="300" cy="900" r="0.9" fill="white" opacity="0.35" /><circle cx="700" cy="950" r="1.1" fill="white" opacity="0.4" /><circle cx="1200" cy="920" r="0.8" fill="white" opacity="0.3" /><circle cx="1650" cy="880" r="1.4" fill="white" opacity="0.5" />
</svg>
<!-- D3 orthographic globe (space view) -->
<div class="s8-globe-wrap" id="s8-globe-wrap">
<svg id="s8-globe-svg" style="width:520px;height:520px;" />
<div class="s8-spain-glow" id="s8-spain-glow"></div>
</div>
<div class="s8-content">
<p class="scene-label">LASTING LEGACY</p>
<h2 id="s8-title" class="scene-title">But its legacy…</h2>
<p id="s8-body" class="scene-body">still shapes the world today.</p>
</div>
<div class="s8-fade" id="s8-fade"></div>
<div class="vignette"></div>
</div>
<!-- ═══════════════════════════════════════
END CARD · 60–65 s
═══════════════════════════════════════ -->
<div class="scene" id="s-end">
<div class="send-bg-glow"></div>
<div class="send-accent-line" id="send-line-top"></div>
<div class="send-accent-line send-line-bottom" id="send-line-bot"></div>
<!-- Crown SVG -->
<svg id="send-crown" class="send-crown-svg" viewBox="0 0 200 120" opacity="0">
<path d="M20,90 L20,40 L60,70 L100,20 L140,70 L180,40 L180,90 Z" fill="none" stroke="#D4A24C" stroke-width="2" stroke-linejoin="round" opacity="0.8" />
<rect x="15" y="90" width="170" height="14" rx="3" fill="#D4A24C" opacity="0.5" />
<circle cx="100" cy="20" r="6" fill="#F0C75E" opacity="0.9" /><circle cx="20" cy="40" r="5" fill="#F0C75E" opacity="0.7" /><circle cx="180" cy="40" r="5" fill="#F0C75E" opacity="0.7" /><circle cx="60" cy="70" r="4" fill="#F0C75E" opacity="0.6" /><circle cx="140" cy="70" r="4" fill="#F0C75E" opacity="0.6" />
</svg>
<div class="send-content">
<div class="send-title-wrap" id="send-title-wrap">
<p id="send-eyebrow" class="send-eyebrow">THE STORY OF</p>
<h1 id="send-main-title" class="send-main-title">THE SPANISH<br>EMPIRE</h1>
<div id="send-divider" class="send-divider"></div>
<p id="send-sub" class="send-sub">1492 – 1898</p>
</div>
</div>
<div class="s8-fade" id="send-final-fade"></div>
</div>
</div><!-- /el-scenes -->
<!-- ── WebGL shader transition overlay ── -->
<canvas id="gl-canvas" style="position:absolute;top:0;left:0;width:1920px;height:1080px;pointer-events:none;z-index:50;opacity:0;"></canvas>
<!-- ══════════ STYLES ══════════ -->
<style>
*,*::before,*::after{box-sizing:border-box;margin:0;padding:0}
[data-composition-id="spanish-empire"]{font-family:'Space Grotesk',sans-serif;color:#E8E0D4;background:#0B1729}
.scene{position:absolute;top:0;left:0;width:1920px;height:1080px;overflow:hidden;opacity:0}
.vignette{position:absolute;inset:0;background:radial-gradient(ellipse at center,rgba(11,23,41,0) 50%,rgba(11,23,41,0.55) 100%);pointer-events:none;z-index:10}
.vignette-heavy{background:radial-gradient(ellipse at center,rgba(8,14,26,0) 30%,rgba(8,14,26,0.8) 100%)}
.scene-label{font-family:'Space Grotesk',sans-serif;font-size:18px;font-weight:500;letter-spacing:0.28em;color:#D4A24C;text-transform:uppercase;margin-bottom:20px;text-shadow:0 1px 12px rgba(0,0,0,0.6)}
.scene-title{font-family:'Fraunces',serif;font-size:72px;font-weight:400;color:#E8E0D4;line-height:1.12;letter-spacing:-0.02em;margin-bottom:18px;text-shadow:0 2px 16px rgba(0,0,0,0.6),0 0 40px rgba(11,23,41,0.8)}
.scene-body{font-family:'Space Grotesk',sans-serif;font-size:32px;font-weight:300;color:#A8B8C8;line-height:1.55;text-shadow:0 1px 10px rgba(0,0,0,0.5)}
/* S1 */
#s1{background:#070e1a}
.s1-glow-left{position:absolute;top:-120px;left:-120px;width:700px;height:700px;background:radial-gradient(circle,rgba(212,162,76,0.07) 0%,rgba(212,162,76,0) 70%);pointer-events:none}
.s1-glow-right{position:absolute;bottom:-150px;right:-150px;width:800px;height:800px;background:radial-gradient(circle,rgba(212,162,76,0.05) 0%,rgba(212,162,76,0) 70%);pointer-events:none}
.s1-text-scrim{position:absolute;bottom:0;left:0;width:100%;height:380px;background:linear-gradient(0deg,rgba(7,14,26,0.85) 0%,rgba(7,14,26,0.5) 55%,rgba(7,14,26,0) 100%);z-index:4;pointer-events:none}
.s1-content{position:absolute;bottom:140px;left:120px;width:900px;z-index:5}
.s1-headline{font-family:'Fraunces',serif;font-size:96px;font-weight:400;color:#E8E0D4;line-height:1.05;letter-spacing:-0.03em;margin-bottom:24px;text-shadow:0 2px 20px rgba(0,0,0,0.7),0 0 60px rgba(11,23,41,0.9)}
.s1-subheadline{font-family:'Space Grotesk',sans-serif;font-size:42px;font-weight:300;color:#D4A24C;line-height:1.4;letter-spacing:-0.01em;text-shadow:0 2px 16px rgba(0,0,0,0.6),0 0 40px rgba(11,23,41,0.8)}
/* S2 */
#s2{background:#0f1820}
.s2-warm-bg{position:absolute;inset:0;background:radial-gradient(ellipse at 50% 60%,rgba(90,55,20,0.25) 0%,rgba(11,23,41,0) 70%)}
.s2-glow-center{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%);width:900px;height:600px;background:radial-gradient(ellipse,rgba(212,162,76,0.06) 0%,rgba(212,162,76,0) 70%)}
.s2-ghost-text{position:absolute;top:-30px;right:-60px;font-family:'Fraunces',serif;font-size:420px;font-weight:900;color:rgba(212,162,76,0.035);line-height:1;user-select:none;pointer-events:none}
.s2-ship-svg{position:absolute;top:200px;left:50%;transform:translateX(-15%);width:440px;height:270px}
.s2-flag-wrap{position:absolute;top:120px;right:160px;width:300px;text-align:center;opacity:0}
.s2-flag-svg{width:300px;height:200px;border-radius:6px;box-shadow:0 8px 32px rgba(0,0,0,0.5)}
.s2-flag-label{font-family:'Space Grotesk',sans-serif;font-size:16px;font-weight:500;letter-spacing:0.2em;color:#D4A24C;margin-top:14px;opacity:0.8}
.s2-map-pins{position:absolute;top:420px;right:180px;display:flex;flex-direction:column;gap:28px}
.map-pin{display:flex;align-items:center;gap:12px;opacity:0}
.pin-dot{width:12px;height:12px;border-radius:50%;background:#F0C75E;box-shadow:0 0 10px rgba(240,199,94,0.6)}
.pin-label{font-family:'Space Grotesk',sans-serif;font-size:20px;font-weight:600;letter-spacing:0.18em;color:#D4A24C}
.s2-content{position:absolute;bottom:120px;left:120px;width:820px;z-index:5}
/* S3 */
#s3{background:#090f1c}
.s3-glow{position:absolute;top:-200px;left:50%;transform:translateX(-50%);width:1200px;height:700px;background:radial-gradient(ellipse,rgba(212,162,76,0.07) 0%,rgba(212,162,76,0) 65%)}
.s3-ghost-text{position:absolute;top:-40px;left:-100px;font-family:'Fraunces',serif;font-size:380px;font-weight:900;color:rgba(212,162,76,0.028);user-select:none;pointer-events:none}
.s3-labels{position:absolute;top:200px;right:80px;display:flex;flex-direction:column;gap:22px;z-index:5}
.s3-label-item{display:flex;align-items:center;gap:14px;font-family:'Space Grotesk',sans-serif;font-size:22px;font-weight:400;color:#D4A24C;opacity:0}
.s3-label-dot{width:10px;height:10px;border-radius:50%;background:#D4A24C;box-shadow:0 0 8px rgba(212,162,76,0.7);flex-shrink:0}
.s3-content{position:absolute;bottom:80px;left:100px;width:760px;z-index:5}
/* S4 */
#s4{background:#080f1a}
.s4-glow-top{position:absolute;top:-100px;left:50%;transform:translateX(-50%);width:1100px;height:500px;background:radial-gradient(ellipse,rgba(212,162,76,0.1) 0%,rgba(212,162,76,0) 70%)}
.s4-glow-bottom{position:absolute;bottom:-120px;right:200px;width:600px;height:400px;background:radial-gradient(ellipse,rgba(212,162,76,0.06) 0%,rgba(212,162,76,0) 70%)}
.s4-ghost-text{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%);font-family:'Fraunces',serif;font-size:500px;font-weight:900;color:rgba(212,162,76,0.03);user-select:none;pointer-events:none}
.s4-flag-display{position:absolute;top:100px;left:120px;width:380px;opacity:0}
.s4-flag-svg{width:380px;height:253px;border-radius:6px;box-shadow:0 12px 40px rgba(0,0,0,0.6)}
.s4-coins-area{position:absolute;top:100px;right:100px;width:600px;height:450px}
.coin{position:absolute;border-radius:50%;background:radial-gradient(circle at 35% 35%,#f8d98c,#b8820e,#7a5508);box-shadow:0 6px 18px rgba(212,162,76,0.4),inset 0 1px 3px rgba(255,255,255,0.3)}
.coin-inner{width:100%;height:100%;display:flex;align-items:center;justify-content:center;font-size:0.45em;color:rgba(120,75,5,0.8);border:2px solid rgba(212,162,76,0.4);border-radius:50%}
.coin{font-size:90px;width:90px;height:90px}
.coin-sm{font-size:65px;width:65px;height:65px}
.coin-1{top:30px;left:80px}.coin-2{top:30px;left:210px}.coin-3{top:30px;left:340px}.coin-4{top:30px;left:470px}.coin-5{top:150px;left:130px}
.coin-6{top:150px;left:300px}.coin-7{top:150px;left:430px}.coin-8{top:260px;left:200px}
.s4-bars{position:absolute;top:420px;left:120px;width:580px;display:flex;flex-direction:column;gap:32px}
.s4-bar-row{display:flex;align-items:center;gap:16px}
.s4-bar-label{font-family:'Space Grotesk',sans-serif;font-size:16px;font-weight:500;letter-spacing:0.15em;color:#7A8FA6;width:160px;flex-shrink:0}
.s4-bar-track{flex:1;height:6px;background:rgba(212,162,76,0.12);border-radius:3px;overflow:hidden}
.s4-bar-fill{height:100%;background:linear-gradient(90deg,#8a5f0e,#D4A24C,#F0C75E);border-radius:3px;width:0%}
.s4-bar-value{font-family:'Space Grotesk',sans-serif;font-size:20px;font-weight:600;color:#D4A24C;font-variant-numeric:tabular-nums;width:48px}
.s4-content{position:absolute;bottom:110px;left:120px;width:820px;z-index:5}
/* S5 */
#s5{background:#0a1220}
.s5-glow{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%);width:1400px;height:700px;background:radial-gradient(ellipse,rgba(212,162,76,0.055) 0%,rgba(212,162,76,0) 70%)}
.s5-ghost-text{position:absolute;top:-60px;right:-100px;font-family:'Fraunces',serif;font-size:360px;font-weight:900;color:rgba(212,162,76,0.03);user-select:none;pointer-events:none}
.s5-pillars{position:absolute;top:120px;left:160px;right:160px;display:flex;gap:60px;align-items:flex-start}
.s5-pillar{flex:1;display:flex;flex-direction:column;align-items:center;text-align:center;gap:18px;padding:36px 28px;border:1px solid rgba(212,162,76,0.18);border-radius:12px;background:rgba(212,162,76,0.03);opacity:0}
.s5-icon-wrap{width:110px;height:110px;display:flex;align-items:center;justify-content:center}
.s5-icon{width:100%;height:100%}
.s5-pillar-title{font-family:'Fraunces',serif;font-size:38px;font-weight:400;color:#F0C75E;letter-spacing:-0.01em}
.s5-pillar-body{font-family:'Space Grotesk',sans-serif;font-size:22px;font-weight:300;color:#8A9CAE;line-height:1.6}
.s5-content{position:absolute;bottom:80px;left:120px;width:900px;z-index:5}
/* S6 */
#s6{background:#060b14}
.s6-storm{position:absolute;inset:0;background:radial-gradient(ellipse at 50% 0%,rgba(20,10,5,0.7) 0%,rgba(6,11,20,0) 70%)}
.s6-glow-red{position:absolute;top:-100px;left:50%;transform:translateX(-50%);width:900px;height:500px;background:radial-gradient(ellipse,rgba(180,30,30,0.08) 0%,rgba(180,30,30,0) 70%)}
.s6-ghost-text{position:absolute;top:-50px;left:-80px;font-family:'Fraunces',serif;font-size:420px;font-weight:900;color:rgba(180,30,30,0.04);user-select:none;pointer-events:none}
.s6-storm-overlay{position:absolute;inset:0;background:linear-gradient(180deg,rgba(10,5,2,0.5) 0%,rgba(10,5,2,0) 60%);opacity:0}
.s6-lightning{position:absolute;top:0;left:0;width:1920px;height:1080px;background:rgba(220,230,255,0.04);opacity:0;mix-blend-mode:screen}
.s6-lightning2{background:rgba(220,230,255,0.06)}
.s6-cards{position:absolute;top:200px;right:100px;display:flex;flex-direction:column;gap:24px;z-index:5}
.s6-card{display:flex;align-items:center;gap:18px;padding:16px 28px;border:1px solid rgba(180,30,30,0.3);border-radius:8px;background:rgba(180,30,30,0.07);font-family:'Space Grotesk',sans-serif;font-size:22px;font-weight:400;color:#C8A0A0;opacity:0}
.s6-card-icon{font-size:28px}
.s6-content{position:absolute;bottom:100px;left:100px;width:860px;z-index:5}
/* S7 */
#s7{background:#080e1a}
.s7-glow{position:absolute;top:50%;left:30%;transform:translate(-50%,-50%);width:800px;height:800px;background:radial-gradient(circle,rgba(212,162,76,0.04) 0%,rgba(212,162,76,0) 70%)}
.s7-ghost-text{position:absolute;top:-40px;right:-80px;font-family:'Fraunces',serif;font-size:380px;font-weight:900;color:rgba(60,70,90,0.06);user-select:none;pointer-events:none}
.s7-globe-wrap{position:absolute;top:60px;left:120px;width:540px;height:540px}
.s7-drain-overlay{position:absolute;top:0;left:0;width:540px;height:0%;background:linear-gradient(180deg,rgba(8,14,26,0.92) 0%,rgba(8,14,26,0.4) 100%);pointer-events:none;z-index:5}
.s7-timeline{position:absolute;top:120px;right:120px;width:520px;display:flex;flex-direction:column;gap:30px;z-index:5}
.s7-tl-item{display:flex;align-items:center;gap:20px;padding-left:20px;border-left:2px solid rgba(212,162,76,0.2);opacity:0}
.s7-tl-year{font-family:'Space Grotesk',sans-serif;font-size:26px;font-weight:600;color:#D4A24C;font-variant-numeric:tabular-nums;width:70px;flex-shrink:0}
.s7-tl-event{font-family:'Space Grotesk',sans-serif;font-size:22px;font-weight:300;color:#7A8FA6}
.s7-content{position:absolute;bottom:100px;left:100px;width:840px;z-index:5}
/* S8 */
#s8{background:#030810}
.s8-space-bg{position:absolute;inset:0;background:radial-gradient(ellipse at 50% 50%,#0a1530 0%,#030810 70%)}
.s8-stars{position:absolute;top:0;left:0;width:1920px;height:1080px}
.s8-globe-wrap{position:absolute;top:50%;left:50%;transform:translate(-50%,-58%);width:520px;height:520px}
.s8-spain-glow{position:absolute;top:38%;left:56%;width:80px;height:60px;background:radial-gradient(ellipse,rgba(240,199,94,0.5) 0%,rgba(240,199,94,0) 70%);border-radius:50%;pointer-events:none}
.s8-content{position:absolute;bottom:140px;left:50%;transform:translateX(-50%);text-align:center;width:900px;z-index:5}
#s8 .scene-label{text-align:center}
#s8 .scene-title{font-size:86px;text-align:center}
#s8 .scene-body{font-size:36px;text-align:center;color:#D4A24C}
.s8-fade{position:absolute;inset:0;background:#000;opacity:0;z-index:20}
/* End Card */
#s-end{background:#05090f}
.send-bg-glow{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%);width:1400px;height:800px;background:radial-gradient(ellipse,rgba(212,162,76,0.08) 0%,rgba(212,162,76,0) 65%)}
.send-accent-line{position:absolute;left:50%;transform:translateX(-50%);width:0px;height:1px;background:rgba(212,162,76,0.4)}
#send-line-top{top:220px}.send-line-bottom{top:auto;bottom:220px}
.send-crown-svg{position:absolute;top:260px;left:50%;transform:translateX(-50%);width:160px;height:96px}
.send-content{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%);text-align:center}
.send-title-wrap{display:flex;flex-direction:column;align-items:center;gap:20px}
.send-eyebrow{font-family:'Space Grotesk',sans-serif;font-size:20px;font-weight:500;letter-spacing:0.35em;color:#D4A24C;text-transform:uppercase}
.send-main-title{font-family:'Fraunces',serif;font-size:136px;font-weight:400;color:#E8E0D4;line-height:1.0;letter-spacing:-0.02em;text-align:center}
.send-divider{width:0px;height:1px;background:rgba(212,162,76,0.5)}
.send-sub{font-family:'Space Grotesk',sans-serif;font-size:26px;font-weight:300;letter-spacing:0.25em;color:#7A8FA6}
/* D3 map styling */
.land{fill:#2A4A6B;stroke:#3A6080;stroke-width:0.6}
.border{fill:none;stroke:#3A6080;stroke-width:0.4}
.empire-territory{fill:#D4A24C;stroke:#F0C75E;stroke-width:0.8;opacity:0}
.graticule{fill:none;stroke:#1E3A55;stroke-width:0.35;opacity:0.5}
.ocean{fill:#0B1729}
.globe-ocean{fill:#0a1530}
.empire-territory-faded{fill:#4A6080;stroke:#5A7090;stroke-width:0.5;opacity:0.35}
/* Spain always-visible highlight */
.spain-highlight{fill:#C98B2E;stroke:#F0C75E;stroke-width:1.5;opacity:0}
/* Scene 2 inset map */
.s2-inset-wrap{position:absolute;top:100px;left:100px;width:520px;height:420px;border:1px solid rgba(212,162,76,0.2);border-radius:10px;overflow:hidden;opacity:0;background:rgba(11,23,41,0.7)}
.s2-inset-label{position:absolute;bottom:12px;left:16px;font-family:'Space Grotesk',sans-serif;font-size:13px;font-weight:500;letter-spacing:0.2em;color:rgba(212,162,76,0.6);text-transform:uppercase}
</style>
<!-- ══════════ SCRIPTS ══════════ -->
<script>/* inlined: https://cdn.jsdelivr.net/npm/d3@7.9.0/dist/d3.min.js */
// https://d3js.org v7.9.0 Copyright 2010-2023 Mike Bostock
!function(t,n){"object"==typeof exports&&"undefined"!=typeof module?n(exports):"function"==typeof define&&define.amd?define(["exports"],n):n((t="undefined"!=typeof globalThis?globalThis:t||self).d3=t.d3||{})}(this,(function(t){"use strict";function n(t,n){return null==t||null==n?NaN:t<n?-1:t>n?1:t>=n?0:NaN}function e(t,n){return null==t||null==n?NaN:n<t?-1:n>t?1:n>=t?0:NaN}function r(t){let r,o,a;function u(t,n,e=0,i=t.length){if(e<i){if(0!==r(n,n))return i;do{const r=e+i>>>1;o(t[r],n)<0?e=r+1:i=r}while(e<i)}return e}return 2!==t.length?(r=n,o=(e,r)=>n(t(e),r),a=(n,e)=>t(n)-e):(r=t===n||t===e?t:i,o=t,a=t),{left:u,center:function(t,n,e=0,r=t.length){const i=u(t,n,e,r-1);return i>e&&a(t[i-1],n)>-a(t[i],n)?i-1:i},right:function(t,n,e=0,i=t.length){if(e<i){if(0!==r(n,n))return i;do{const r=e+i>>>1;o(t[r],n)<=0?e=r+1:i=r}while(e<i)}return e}}}function i(){return 0}function o(t){return null===t?NaN:+t}const a=r(n),u=a.right,c=a.left,f=r(o).center;var s=u;const l=d(y),h=d((function(t){const n=y(t);return(t,e,r,i,o)=>{n(t,e,(r<<=2)+0,(i<<=2)+0,o<<=2),n(t,e,r+1,i+1,o),n(t,e,r+2,i+2,o),n(t,e,r+3,i+3,o)}}));function d(t){return function(n,e,r=e){if(!((e=+e)>=0))throw new RangeError("invalid rx");if(!((r=+r)>=0))throw new RangeError("invalid ry");let{data:i,width:o,height:a}=n;if(!((o=Math.floor(o))>=0))throw new RangeError("invalid width");if(!((a=Math.floor(void 0!==a?a:i.length/o))>=0))throw new RangeError("invalid height");if(!o||!a||!e&&!r)return n;const u=e&&t(e),c=r&&t(r),f=i.slice();return u&&c?(p(u,f,i,o,a),p(u,i,f,o,a),p(u,f,i,o,a),g(c,i,f,o,a),g(c,f,i,o,a),g(c,i,f,o,a)):u?(p(u,i,f,o,a),p(u,f,i,o,a),p(u,i,f,o,a)):c&&(g(c,i,f,o,a),g(c,f,i,o,a),g(c,i,f,o,a)),n}}function p(t,n,e,r,i){for(let o=0,a=r*i;o<a;)t(n,e,o,o+=r,1)}function g(t,n,e,r,i){for(let o=0,a=r*i;o<r;++o)t(n,e,o,o+a,r)}function y(t){const n=Math.floor(t);if(n===t)return function(t){const n=2*t+1;return(e,r,i,o,a)=>{if(!((o-=a)>=i))return;let u=t*r[i];const c=a*t;for(let t=i,n=i+c;t<n;t+=a)u+=r[Math.min(o,t)];for(let t=i,f=o;t<=f;t+=a)u+=r[Math.min(o,t+c)],e[t]=u/n,u-=r[Math.max(i,t-c)]}}(t);const e=t-n,r=2*t+1;return(t,i,o,a,u)=>{if(!((a-=u)>=o))return;let c=n*i[o];const f=u*n,s=f+u;for(let t=o,n=o+f;t<n;t+=u)c+=i[Math.min(a,t)];for(let n=o,l=a;n<=l;n+=u)c+=i[Math.min(a,n+f)],t[n]=(c+e*(i[Math.max(o,n-s)]+i[Math.min(a,n+s)]))/r,c-=i[Math.max(o,n-f)]}}function v(t,n){let e=0;if(void 0===n)for(let n of t)null!=n&&(n=+n)>=n&&++e;else{let r=-1;for(let i of t)null!=(i=n(i,++r,t))&&(i=+i)>=i&&++e}return e}function _(t){return 0|t.length}function b(t){return!(t>0)}function m(t){return"object"!=typeof t||"length"in t?t:Array.from(t)}function x(t,n){let e,r=0,i=0,o=0;if(void 0===n)for(let n of t)null!=n&&(n=+n)>=n&&(e=n-i,i+=e/++r,o+=e*(n-i));else{let a=-1;for(let u of t)null!=(u=n(u,++a,t))&&(u=+u)>=u&&(e=u-i,i+=e/++r,o+=e*(u-i))}if(r>1)return o/(r-1)}function w(t,n){const e=x(t,n);return e?Math.sqrt(e):e}function M(t,n){let e,r;if(void 0===n)for(const n of t)null!=n&&(void 0===e?n>=n&&(e=r=n):(e>n&&(e=n),r<n&&(r=n)));else{let i=-1;for(let o of t)null!=(o=n(o,++i,t))&&(void 0===e?o>=o&&(e=r=o):(e>o&&(e=o),r<o&&(r=o)))}return[e,r]}class T{constructor(){this._partials=new Float64Array(32),this._n=0}add(t){const n=this._partials;let e=0;for(let r=0;r<this._n&&r<32;r++){const i=n[r],o=t+i,a=Math.abs(t)<Math.abs(i)?t-(o-i):i-(o-t);a&&(n[e++]=a),t=o}return n[e]=t,this._n=e+1,this}valueOf(){const t=this._partials;let n,e,r,i=this._n,o=0;if(i>0){for(o=t[--i];i>0&&(n=o,e=t[--i],o=n+e,r=e-(o-n),!r););i>0&&(r<0&&t[i-1]<0||r>0&&t[i-1]>0)&&(e=2*r,n=o+e,e==n-o&&(o=n))}return o}}class InternMap extends Map{constructor(t,n=N){if(super(),Object.defineProperties(this,{_intern:{value:new Map},_key:{value:n}}),null!=t)for(const[n,e]of t)this.set(n,e)}get(t){return super.get(A(this,t))}has(t){return super.has(A(this,t))}set(t,n){return super.set(S(this,t),n)}delete(t){return super.delete(E(this,t))}}class InternSet extends Set{constructor(t,n=N){if(super(),Object.defineProperties(this,{_intern:{value:new Map},_key:{value:n}}),null!=t)for(const n of t)this.add(n)}has(t){return super.has(A(this,t))}add(t){return super.add(S(this,t))}delete(t){return super.delete(E(this,t))}}function A({_intern:t,_key:n},e){const r=n(e);return t.has(r)?t.get(r):e}function S({_intern:t,_key:n},e){const r=n(e);return t.has(r)?t.get(r):(t.set(r,e),e)}function E({_intern:t,_key:n},e){const r=n(e);return t.has(r)&&(e=t.get(r),t.delete(r)),e}function N(t){return null!==t&&"object"==typeof t?t.valueOf():t}function k(t){return t}function C(t,...n){return F(t,k,k,n)}function P(t,...n){return F(t,Array.from,k,n)}function z(t,n){for(let e=1,r=n.length;e<r;++e)t=t.flatMap((t=>t.pop().map((([n,e])=>[...t,n,e]))));return t}function $(t,n,...e){return F(t,k,n,e)}function D(t,n,...e){return F(t,Array.from,n,e)}function R(t){if(1!==t.length)throw new Error("duplicate key");return t[0]}function F(t,n,e,r){return function t(i,o){if(o>=r.length)return e(i);const a=new InternMap,u=r[o++];let c=-1;for(const t of i){const n=u(t,++c,i),e=a.get(n);e?e.push(t):a.set(n,[t])}for(const[n,e]of a)a.set(n,t(e,o));return n(a)}(t,0)}function q(t,n){return Array.from(n,(n=>t[n]))}function U(t,...n){if("function"!=typeof t[Symbol.iterator])throw new TypeError("values is not iterable");t=Array.from(t);let[e]=n;if(e&&2!==e.length||n.length>1){const r=Uint32Array.from(t,((t,n)=>n));return n.length>1?(n=n.map((n=>t.map(n))),r.sort(((t,e)=>{for(const r of n){const n=O(r[t],r[e]);if(n)return n}}))):(e=t.map(e),r.sort(((t,n)=>O(e[t],e[n])))),q(t,r)}return t.sort(I(e))}function I(t=n){if(t===n)return O;if("function"!=typeof t)throw new TypeError("compare is not a function");return(n,e)=>{const r=t(n,e);return r||0===r?r:(0===t(e,e))-(0===t(n,n))}}function O(t,n){return(null==t||!(t>=t))-(null==n||!(n>=n))||(t<n?-1:t>n?1:0)}var B=Array.prototype.slice;function Y(t){return()=>t}const L=Math.sqrt(50),j=Math.sqrt(10),H=Math.sqrt(2);function X(t,n,e){const r=(n-t)/Math.max(0,e),i=Math.floor(Math.log10(r)),o=r/Math.pow(10,i),a=o>=L?10:o>=j?5:o>=H?2:1;let u,c,f;return i<0?(f=Math.pow(10,-i)/a,u=Math.round(t*f),c=Math.round(n*f),u/f<t&&++u,c/f>n&&--c,f=-f):(f=Math.pow(10,i)*a,u=Math.round(t/f),c=Math.round(n/f),u*f<t&&++u,c*f>n&&--c),c<u&&.5<=e&&e<2?X(t,n,2*e):[u,c,f]}function G(t,n,e){if(!((e=+e)>0))return[];if((t=+t)===(n=+n))return[t];const r=n<t,[i,o,a]=r?X(n,t,e):X(t,n,e);if(!(o>=i))return[];const u=o-i+1,c=new Array(u);if(r)if(a<0)for(let t=0;t<u;++t)c[t]=(o-t)/-a;else for(let t=0;t<u;++t)c[t]=(o-t)*a;else if(a<0)for(let t=0;t<u;++t)c[t]=(i+t)/-a;else for(let t=0;t<u;++t)c[t]=(i+t)*a;return c}function V(t,n,e){return X(t=+t,n=+n,e=+e)[2]}function W(t,n,e){e=+e;const r=(n=+n)<(t=+t),i=r?V(n,t,e):V(t,n,e);return(r?-1:1)*(i<0?1/-i:i)}function Z(t,n,e){let r;for(;;){const i=V(t,n,e);if(i===r||0===i||!isFinite(i))return[t,n];i>0?(t=Math.floor(t/i)*i,n=Math.ceil(n/i)*i):i<0&&(t=Math.ceil(t*i)/i,n=Math.floor(n*i)/i),r=i}}function K(t){return Math.max(1,Math.ceil(Math.log(v(t))/Math.LN2)+1)}function Q(){var t=k,n=M,e=K;function r(r){Array.isArray(r)||(r=Array.from(r));var i,o,a,u=r.length,c=new Array(u);for(i=0;i<u;++i)c[i]=t(r[i],i,r);var f=n(c),l=f[0],h=f[1],d=e(c,l,h);if(!Array.isArray(d)){const t=h,e=+d;if(n===M&&([l,h]=Z(l,h,e)),(d=G(l,h,e))[0]<=l&&(a=V(l,h,e)),d[d.length-1]>=h)if(t>=h&&n===M){const t=V(l,h,e);isFinite(t)&&(t>0?h=(Math.floor(h/t)+1)*t:t<0&&(h=(Math.ceil(h*-t)+1)/-t))}else d.pop()}for(var p=d.length,g=0,y=p;d[g]<=l;)++g;for(;d[y-1]>h;)--y;(g||y<p)&&(d=d.slice(g,y),p=y-g);var v,_=new Array(p+1);for(i=0;i<=p;++i)(v=_[i]=[]).x0=i>0?d[i-1]:l,v.x1=i<p?d[i]:h;if(isFinite(a)){if(a>0)for(i=0;i<u;++i)null!=(o=c[i])&&l<=o&&o<=h&&_[Math.min(p,Math.floor((o-l)/a))].push(r[i]);else if(a<0)for(i=0;i<u;++i)if(null!=(o=c[i])&&l<=o&&o<=h){const t=Math.floor((l-o)*a);_[Math.min(p,t+(d[t]<=o))].push(r[i])}}else for(i=0;i<u;++i)null!=(o=c[i])&&l<=o&&o<=h&&_[s(d,o,0,p)].push(r[i]);return _}return r.value=function(n){return arguments.length?(t="function"==typeof n?n:Y(n),r):t},r.domain=function(t){return arguments.length?(n="function"==typeof t?t:Y([t[0],t[1]]),r):n},r.thresholds=function(t){return arguments.length?(e="function"==typeof t?t:Y(Array.isArray(t)?B.call(t):t),r):e},r}function J(t,n){let e;if(void 0===n)for(const n of t)null!=n&&(e<n||void 0===e&&n>=n)&&(e=n);else{let r=-1;for(let i of t)null!=(i=n(i,++r,t))&&(e<i||void 0===e&&i>=i)&&(e=i)}return e}function tt(t,n){let e,r=-1,i=-1;if(void 0===n)for(const n of t)++i,null!=n&&(e<n||void 0===e&&n>=n)&&(e=n,r=i);else for(let o of t)null!=(o=n(o,++i,t))&&(e<o||void 0===e&&o>=o)&&(e=o,r=i);return r}function nt(t,n){let e;if(void 0===n)for(const n of t)null!=n&&(e>n||void 0===e&&n>=n)&&(e=n);else{let r=-1;for(let i of t)null!=(i=n(i,++r,t))&&(e>i||void 0===e&&i>=i)&&(e=i)}return e}function et(t,n){let e,r=-1,i=-1;if(void 0===n)for(const n of t)++i,null!=n&&(e>n||void 0===e&&n>=n)&&(e=n,r=i);else for(let o of t)null!=(o=n(o,++i,t))&&(e>o||void 0===e&&o>=o)&&(e=o,r=i);return r}function rt(t,n,e=0,r=1/0,i){if(n=Math.floor(n),e=Math.floor(Math.max(0,e)),r=Math.floor(Math.min(t.length-1,r)),!(e<=n&&n<=r))return t;for(i=void 0===i?O:I(i);r>e;){if(r-e>600){const o=r-e+1,a=n-e+1,u=Math.log(o),c=.5*Math.exp(2*u/3),f=.5*Math.sqrt(u*c*(o-c)/o)*(a-o/2<0?-1:1);rt(t,n,Math.max(e,Math.floor(n-a*c/o+f)),Math.min(r,Math.floor(n+(o-a)*c/o+f)),i)}const o=t[n];let a=e,u=r;for(it(t,e,n),i(t[r],o)>0&&it(t,e,r);a<u;){for(it(t,a,u),++a,--u;i(t[a],o)<0;)++a;for(;i(t[u],o)>0;)--u}0===i(t[e],o)?it(t,e,u):(++u,it(t,u,r)),u<=n&&(e=u+1),n<=u&&(r=u-1)}return t}function it(t,n,e){const r=t[n];t[n]=t[e],t[e]=r}function ot(t,e=n){let r,i=!1;if(1===e.length){let o;for(const a of t){const t=e(a);(i?n(t,o)>0:0===n(t,t))&&(r=a,o=t,i=!0)}}else for(const n of t)(i?e(n,r)>0:0===e(n,n))&&(r=n,i=!0);return r}function at(t,n,e){if(t=Float64Array.from(function*(t,n){if(void 0===n)for(let n of t)null!=n&&(n=+n)>=n&&(yield n);else{let e=-1;for(let r of t)null!=(r=n(r,++e,t))&&(r=+r)>=r&&(yield r)}}(t,e)),(r=t.length)&&!isNaN(n=+n)){if(n<=0||r<2)return nt(t);if(n>=1)return J(t);var r,i=(r-1)*n,o=Math.floor(i),a=J(rt(t,o).subarray(0,o+1));return a+(nt(t.subarray(o+1))-a)*(i-o)}}function ut(t,n,e=o){if((r=t.length)&&!isNaN(n=+n)){if(n<=0||r<2)return+e(t[0],0,t);if(n>=1)return+e(t[r-1],r-1,t);var r,i=(r-1)*n,a=Math.floor(i),u=+e(t[a],a,t);return u+(+e(t[a+1],a+1,t)-u)*(i-a)}}function ct(t,n,e=o){if(!isNaN(n=+n)){if(r=Float64Array.from(t,((n,r)=>o(e(t[r],r,t)))),n<=0)return et(r);if(n>=1)return tt(r);var r,i=Uint32Array.from(t,((t,n)=>n)),a=r.length-1,u=Math.floor(a*n);return rt(i,u,0,a,((t,n)=>O(r[t],r[n]))),(u=ot(i.subarray(0,u+1),(t=>r[t])))>=0?u:-1}}function ft(t){return Array.from(function*(t){for(const n of t)yield*n}(t))}function st(t,n){return[t,n]}function lt(t,n,e){t=+t,n=+n,e=(i=arguments.length)<2?(n=t,t=0,1):i<3?1:+e;for(var r=-1,i=0|Math.max(0,Math.ceil((n-t)/e)),o=new Array(i);++r<i;)o[r]=t+r*e;return o}function ht(t,e=n){if(1===e.length)return et(t,e);let r,i=-1,o=-1;for(const n of t)++o,(i<0?0===e(n,n):e(n,r)<0)&&(r=n,i=o);return i}var dt=pt(Math.random);function pt(t){return function(n,e=0,r=n.length){let i=r-(e=+e);for(;i;){const r=t()*i--|0,o=n[i+e];n[i+e]=n[r+e],n[r+e]=o}return n}}function gt(t){if(!(i=t.length))return[];for(var n=-1,e=nt(t,yt),r=new Array(e);++n<e;)for(var i,o=-1,a=r[n]=new Array(i);++o<i;)a[o]=t[o][n];return r}function yt(t){return t.length}function vt(t){return t instanceof InternSet?t:new InternSet(t)}function _t(t,n){const e=t[Symbol.iterator](),r=new Set;for(const t of n){const n=bt(t);if(r.has(n))continue;let i,o;for(;({value:i,done:o}=e.next());){if(o)return!1;const t=bt(i);if(r.add(t),Object.is(n,t))break}}return!0}function bt(t){return null!==t&&"object"==typeof t?t.valueOf():t}function mt(t){return t}var xt=1,wt=2,Mt=3,Tt=4,At=1e-6;function St(t){return"translate("+t+",0)"}function Et(t){return"translate(0,"+t+")"}function Nt(t){return n=>+t(n)}function kt(t,n){return n=Math.max(0,t.bandwidth()-2*n)/2,t.round()&&(n=Math.round(n)),e=>+t(e)+n}function Ct(){return!this.__axis}function Pt(t,n){var e=[],r=null,i=null,o=6,a=6,u=3,c="undefined"!=typeof window&&window.devicePixelRatio>1?0:.5,f=t===xt||t===Tt?-1:1,s=t===Tt||t===wt?"x":"y",l=t===xt||t===Mt?St:Et;function h(h){var d=null==r?n.ticks?n.ticks.apply(n,e):n.domain():r,p=null==i?n.tickFormat?n.tickFormat.apply(n,e):mt:i,g=Math.max(o,0)+u,y=n.range(),v=+y[0]+c,_=+y[y.length-1]+c,b=(n.bandwidth?kt:Nt)(n.copy(),c),m=h.selection?h.selection():h,x=m.selectAll(".domain").data([null]),w=m.selectAll(".tick").data(d,n).order(),M=w.exit(),T=w.enter().append("g").attr("class","tick"),A=w.select("line"),S=w.select("text");x=x.merge(x.enter().insert("path",".tick").attr("class","domain").attr("stroke","currentColor")),w=w.merge(T),A=A.merge(T.append("line").attr("stroke","currentColor").attr(s+"2",f*o)),S=S.merge(T.append("text").attr("fill","currentColor").attr(s,f*g).attr("dy",t===xt?"0em":t===Mt?"0.71em":"0.32em")),h!==m&&(x=x.transition(h),w=w.transition(h),A=A.transition(h),S=S.transition(h),M=M.transition(h).attr("opacity",At).attr("transform",(function(t){return isFinite(t=b(t))?l(t+c):this.getAttribute("transform")})),T.attr("opacity",At).attr("transform",(function(t){var n=this.parentNode.__axis;return l((n&&isFinite(n=n(t))?n:b(t))+c)}))),M.remove(),x.attr("d",t===Tt||t===wt?a?"M"+f*a+","+v+"H"+c+"V"+_+"H"+f*a:"M"+c+","+v+"V"+_:a?"M"+v+","+f*a+"V"+c+"H"+_+"V"+f*a:"M"+v+","+c+"H"+_),w.attr("opacity",1).attr("transform",(function(t){return l(b(t)+c)})),A.attr(s+"2",f*o),S.attr(s,f*g).text(p),m.filter(Ct).attr("fill","none").attr("font-size",10).attr("font-family","sans-serif").attr("text-anchor",t===wt?"start":t===Tt?"end":"middle"),m.each((function(){this.__axis=b}))}return h.scale=function(t){return arguments.length?(n=t,h):n},h.ticks=function(){return e=Array.from(arguments),h},h.tickArguments=function(t){return arguments.length?(e=null==t?[]:Array.from(t),h):e.slice()},h.tickValues=function(t){return arguments.length?(r=null==t?null:Array.from(t),h):r&&r.slice()},h.tickFormat=function(t){return arguments.length?(i=t,h):i},h.tickSize=function(t){return arguments.length?(o=a=+t,h):o},h.tickSizeInner=function(t){return arguments.length?(o=+t,h):o},h.tickSizeOuter=function(t){return arguments.length?(a=+t,h):a},h.tickPadding=function(t){return arguments.length?(u=+t,h):u},h.offset=function(t){return arguments.length?(c=+t,h):c},h}var zt={value:()=>{}};function $t(){for(var t,n=0,e=arguments.length,r={};n<e;++n){if(!(t=arguments[n]+"")||t in r||/[\s.]/.test(t))throw new Error("illegal type: "+t);r[t]=[]}return new Dt(r)}function Dt(t){this._=t}function Rt(t,n){for(var e,r=0,i=t.length;r<i;++r)if((e=t[r]).name===n)return e.value}function Ft(t,n,e){for(var r=0,i=t.length;r<i;++r)if(t[r].name===n){t[r]=zt,t=t.slice(0,r).concat(t.slice(r+1));break}return null!=e&&t.push({name:n,value:e}),t}Dt.prototype=$t.prototype={constructor:Dt,on:function(t,n){var e,r,i=this._,o=(r=i,(t+"").trim().split(/^|\s+/).map((function(t){var n="",e=t.indexOf(".");if(e>=0&&(n=t.slice(e+1),t=t.slice(0,e)),t&&!r.hasOwnProperty(t))throw new Error("unknown type: "+t);return{type:t,name:n}}))),a=-1,u=o.length;if(!(arguments.length<2)){if(null!=n&&"function"!=typeof n)throw new Error("invalid callback: "+n);for(;++a<u;)if(e=(t=o[a]).type)i[e]=Ft(i[e],t.name,n);else if(null==n)for(e in i)i[e]=Ft(i[e],t.name,null);return this}for(;++a<u;)if((e=(t=o[a]).type)&&(e=Rt(i[e],t.name)))return e},copy:function(){var t={},n=this._;for(var e in n)t[e]=n[e].slice();return new Dt(t)},call:function(t,n){if((e=arguments.length-2)>0)for(var e,r,i=new Array(e),o=0;o<e;++o)i[o]=arguments[o+2];if(!this._.hasOwnProperty(t))throw new Error("unknown type: "+t);for(o=0,e=(r=this._[t]).length;o<e;++o)r[o].value.apply(n,i)},apply:function(t,n,e){if(!this._.hasOwnProperty(t))throw new Error("unknown type: "+t);for(var r=this._[t],i=0,o=r.length;i<o;++i)r[i].value.apply(n,e)}};var qt="http://www.w3.org/1999/xhtml",Ut={svg:"http://www.w3.org/2000/svg",xhtml:qt,xlink:"http://www.w3.org/1999/xlink",xml:"http://www.w3.org/XML/1998/namespace",xmlns:"http://www.w3.org/2000/xmlns/"};function It(t){var n=t+="",e=n.indexOf(":");return e>=0&&"xmlns"!==(n=t.slice(0,e))&&(t=t.slice(e+1)),Ut.hasOwnProperty(n)?{space:Ut[n],local:t}:t}function Ot(t){return function(){var n=this.ownerDocument,e=this.namespaceURI;return e===qt&&n.documentElement.namespaceURI===qt?n.createElement(t):n.createElementNS(e,t)}}function Bt(t){return function(){return this.ownerDocument.createElementNS(t.space,t.local)}}function Yt(t){var n=It(t);return(n.local?Bt:Ot)(n)}function Lt(){}function jt(t){return null==t?Lt:function(){return this.querySelector(t)}}function Ht(t){return null==t?[]:Array.isArray(t)?t:Array.from(t)}function Xt(){return[]}function Gt(t){return null==t?Xt:function(){return this.querySelectorAll(t)}}function Vt(t){return function(){return this.matches(t)}}function Wt(t){return function(n){return n.matches(t)}}var Zt=Array.prototype.find;function Kt(){return this.firstElementChild}var Qt=Array.prototype.filter;function Jt(){return Array.from(this.children)}function tn(t){return new Array(t.length)}function nn(t,n){this.ownerDocument=t.ownerDocument,this.namespaceURI=t.namespaceURI,this._next=null,this._parent=t,this.__data__=n}function en(t,n,e,r,i,o){for(var a,u=0,c=n.length,f=o.length;u<f;++u)(a=n[u])?(a.__data__=o[u],r[u]=a):e[u]=new nn(t,o[u]);for(;u<c;++u)(a=n[u])&&(i[u]=a)}function rn(t,n,e,r,i,o,a){var u,c,f,s=new Map,l=n.length,h=o.length,d=new Array(l);for(u=0;u<l;++u)(c=n[u])&&(d[u]=f=a.call(c,c.__data__,u,n)+"",s.has(f)?i[u]=c:s.set(f,c));for(u=0;u<h;++u)f=a.call(t,o[u],u,o)+"",(c=s.get(f))?(r[u]=c,c.__data__=o[u],s.delete(f)):e[u]=new nn(t,o[u]);for(u=0;u<l;++u)(c=n[u])&&s.get(d[u])===c&&(i[u]=c)}function on(t){return t.__data__}function an(t){return"object"==typeof t&&"length"in t?t:Array.from(t)}function un(t,n){return t<n?-1:t>n?1:t>=n?0:NaN}function cn(t){return function(){this.removeAttribute(t)}}function fn(t){return function(){this.removeAttributeNS(t.space,t.local)}}function sn(t,n){return function(){this.setAttribute(t,n)}}function ln(t,n){return function(){this.setAttributeNS(t.space,t.local,n)}}function hn(t,n){return function(){var e=n.apply(this,arguments);null==e?this.removeAttribute(t):this.setAttribute(t,e)}}function dn(t,n){return function(){var e=n.apply(this,arguments);null==e?this.removeAttributeNS(t.space,t.local):this.setAttributeNS(t.space,t.local,e)}}function pn(t){return t.ownerDocument&&t.ownerDocument.defaultView||t.document&&t||t.defaultView}function gn(t){return function(){this.style.removeProperty(t)}}function yn(t,n,e){return function(){this.style.setProperty(t,n,e)}}function vn(t,n,e){return function(){var r=n.apply(this,arguments);null==r?this.style.removeProperty(t):this.style.setProperty(t,r,e)}}function _n(t,n){return t.style.getPropertyValue(n)||pn(t).getComputedStyle(t,null).getPropertyValue(n)}function bn(t){return function(){delete this[t]}}function mn(t,n){return function(){this[t]=n}}function xn(t,n){return function(){var e=n.apply(this,arguments);null==e?delete this[t]:this[t]=e}}function wn(t){return t.trim().split(/^|\s+/)}function Mn(t){return t.classList||new Tn(t)}function Tn(t){this._node=t,this._names=wn(t.getAttribute("class")||"")}function An(t,n){for(var e=Mn(t),r=-1,i=n.length;++r<i;)e.add(n[r])}function Sn(t,n){for(var e=Mn(t),r=-1,i=n.length;++r<i;)e.remove(n[r])}function En(t){return function(){An(this,t)}}function Nn(t){return function(){Sn(this,t)}}function kn(t,n){return function(){(n.apply(this,arguments)?An:Sn)(this,t)}}function Cn(){this.textContent=""}function Pn(t){return function(){this.textContent=t}}function zn(t){return function(){var n=t.apply(this,arguments);this.textContent=null==n?"":n}}function $n(){this.innerHTML=""}function Dn(t){return function(){this.innerHTML=t}}function Rn(t){return function(){var n=t.apply(this,arguments);this.innerHTML=null==n?"":n}}function Fn(){this.nextSibling&&this.parentNode.appendChild(this)}function qn(){this.previousSibling&&this.parentNode.insertBefore(this,this.parentNode.firstChild)}function Un(){return null}function In(){var t=this.parentNode;t&&t.removeChild(this)}function On(){var t=this.cloneNode(!1),n=this.parentNode;return n?n.insertBefore(t,this.nextSibling):t}function Bn(){var t=this.cloneNode(!0),n=this.parentNode;return n?n.insertBefore(t,this.nextSibling):t}function Yn(t){return function(){var n=this.__on;if(n){for(var e,r=0,i=-1,o=n.length;r<o;++r)e=n[r],t.type&&e.type!==t.type||e.name!==t.name?n[++i]=e:this.removeEventListener(e.type,e.listener,e.options);++i?n.length=i:delete this.__on}}}function Ln(t,n,e){return function(){var r,i=this.__on,o=function(t){return function(n){t.call(this,n,this.__data__)}}(n);if(i)for(var a=0,u=i.length;a<u;++a)if((r=i[a]).type===t.type&&r.name===t.name)return this.removeEventListener(r.type,r.listener,r.options),this.addEventListener(r.type,r.listener=o,r.options=e),void(r.value=n);this.addEventListener(t.type,o,e),r={type:t.type,name:t.name,value:n,listener:o,options:e},i?i.push(r):this.__on=[r]}}function jn(t,n,e){var r=pn(t),i=r.CustomEvent;"function"==typeof i?i=new i(n,e):(i=r.document.createEvent("Event"),e?(i.initEvent(n,e.bubbles,e.cancelable),i.detail=e.detail):i.initEvent(n,!1,!1)),t.dispatchEvent(i)}function Hn(t,n){return function(){return jn(this,t,n)}}function Xn(t,n){return function(){return jn(this,t,n.apply(this,arguments))}}nn.prototype={constructor:nn,appendChild:function(t){return this._parent.insertBefore(t,this._next)},insertBefore:function(t,n){return this._parent.insertBefore(t,n)},querySelector:function(t){return this._parent.querySelector(t)},querySelectorAll:function(t){return this._parent.querySelectorAll(t)}},Tn.prototype={add:function(t){this._names.indexOf(t)<0&&(this._names.push(t),this._node.setAttribute("class",this._names.join(" ")))},remove:function(t){var n=this._names.indexOf(t);n>=0&&(this._names.splice(n,1),this._node.setAttribute("class",this._names.join(" ")))},contains:function(t){return this._names.indexOf(t)>=0}};var Gn=[null];function Vn(t,n){this._groups=t,this._parents=n}function Wn(){return new Vn([[document.documentElement]],Gn)}function Zn(t){return"string"==typeof t?new Vn([[document.querySelector(t)]],[document.documentElement]):new Vn([[t]],Gn)}Vn.prototype=Wn.prototype={constructor:Vn,select:function(t){"function"!=typeof t&&(t=jt(t));for(var n=this._groups,e=n.length,r=new Array(e),i=0;i<e;++i)for(var o,a,u=n[i],c=u.length,f=r[i]=new Array(c),s=0;s<c;++s)(o=u[s])&&(a=t.call(o,o.__data__,s,u))&&("__data__"in o&&(a.__data__=o.__data__),f[s]=a);return new Vn(r,this._parents)},selectAll:function(t){t="function"==typeof t?function(t){return function(){return Ht(t.apply(this,arguments))}}(t):Gt(t);for(var n=this._groups,e=n.length,r=[],i=[],o=0;o<e;++o)for(var a,u=n[o],c=u.length,f=0;f<c;++f)(a=u[f])&&(r.push(t.call(a,a.__data__,f,u)),i.push(a));return new Vn(r,i)},selectChild:function(t){return this.select(null==t?Kt:function(t){return function(){return Zt.call(this.children,t)}}("function"==typeof t?t:Wt(t)))},selectChildren:function(t){return this.selectAll(null==t?Jt:function(t){return function(){return Qt.call(this.children,t)}}("function"==typeof t?t:Wt(t)))},filter:function(t){"function"!=typeof t&&(t=Vt(t));for(var n=this._groups,e=n.length,r=new Array(e),i=0;i<e;++i)for(var o,a=n[i],u=a.length,c=r[i]=[],f=0;f<u;++f)(o=a[f])&&t.call(o,o.__data__,f,a)&&c.push(o);return new Vn(r,this._parents)},data:function(t,n){if(!arguments.length)return Array.from(this,on);var e=n?rn:en,r=this._parents,i=this._groups;"function"!=typeof t&&(t=function(t){return function(){return t}}(t));for(var o=i.length,a=new Array(o),u=new Array(o),c=new Array(o),f=0;f<o;++f){var s=r[f],l=i[f],h=l.length,d=an(t.call(s,s&&s.__data__,f,r)),p=d.length,g=u[f]=new Array(p),y=a[f]=new Array(p);e(s,l,g,y,c[f]=new Array(h),d,n);for(var v,_,b=0,m=0;b<p;++b)if(v=g[b]){for(b>=m&&(m=b+1);!(_=y[m])&&++m<p;);v._next=_||null}}return(a=new Vn(a,r))._enter=u,a._exit=c,a},enter:function(){return new Vn(this._enter||this._groups.map(tn),this._parents)},exit:function(){return new Vn(this._exit||this._groups.map(tn),this._parents)},join:function(t,n,e){var r=this.enter(),i=this,o=this.exit();return"function"==typeof t?(r=t(r))&&(r=r.selection()):r=r.append(t+""),null!=n&&(i=n(i))&&(i=i.selection()),null==e?o.remove():e(o),r&&i?r.merge(i).order():i},merge:function(t){for(var n=t.selection?t.selection():t,e=this._groups,r=n._groups,i=e.length,o=r.length,a=Math.min(i,o),u=new Array(i),c=0;c<a;++c)for(var f,s=e[c],l=r[c],h=s.length,d=u[c]=new Array(h),p=0;p<h;++p)(f=s[p]||l[p])&&(d[p]=f);for(;c<i;++c)u[c]=e[c];return new Vn(u,this._parents)},selection:function(){return this},order:function(){for(var t=this._groups,n=-1,e=t.length;++n<e;)for(var r,i=t[n],o=i.length-1,a=i[o];--o>=0;)(r=i[o])&&(a&&4^r.compareDocumentPosition(a)&&a.parentNode.insertBefore(r,a),a=r);return this},sort:function(t){function n(n,e){return n&&e?t(n.__data__,e.__data__):!n-!e}t||(t=un);for(var e=this._groups,r=e.length,i=new Array(r),o=0;o<r;++o){for(var a,u=e[o],c=u.length,f=i[o]=new Array(c),s=0;s<c;++s)(a=u[s])&&(f[s]=a);f.sort(n)}return new Vn(i,this._parents).order()},call:function(){var t=arguments[0];return arguments[0]=this,t.apply(null,arguments),this},nodes:function(){return Array.from(this)},node:function(){for(var t=this._groups,n=0,e=t.length;n<e;++n)for(var r=t[n],i=0,o=r.length;i<o;++i){var a=r[i];if(a)return a}return null},size:function(){let t=0;for(const n of this)++t;return t},empty:function(){return!this.node()},each:function(t){for(var n=this._groups,e=0,r=n.length;e<r;++e)for(var i,o=n[e],a=0,u=o.length;a<u;++a)(i=o[a])&&t.call(i,i.__data__,a,o);return this},attr:function(t,n){var e=It(t);if(arguments.length<2){var r=this.node();return e.local?r.getAttributeNS(e.space,e.local):r.getAttribute(e)}return this.each((null==n?e.local?fn:cn:"function"==typeof n?e.local?dn:hn:e.local?ln:sn)(e,n))},style:function(t,n,e){return arguments.length>1?this.each((null==n?gn:"function"==typeof n?vn:yn)(t,n,null==e?"":e)):_n(this.node(),t)},property:function(t,n){return arguments.length>1?this.each((null==n?bn:"function"==typeof n?xn:mn)(t,n)):this.node()[t]},classed:function(t,n){var e=wn(t+"");if(arguments.length<2){for(var r=Mn(this.node()),i=-1,o=e.length;++i<o;)if(!r.contains(e[i]))return!1;return!0}return this.each(("function"==typeof n?kn:n?En:Nn)(e,n))},text:function(t){return arguments.length?this.each(null==t?Cn:("function"==typeof t?zn:Pn)(t)):this.node().textContent},html:function(t){return arguments.length?this.each(null==t?$n:("function"==typeof t?Rn:Dn)(t)):this.node().innerHTML},raise:function(){return this.each(Fn)},lower:function(){return this.each(qn)},append:function(t){var n="function"==typeof t?t:Yt(t);return this.select((function(){return this.appendChild(n.apply(this,arguments))}))},insert:function(t,n){var e="function"==typeof t?t:Yt(t),r=null==n?Un:"function"==typeof n?n:jt(n);return this.select((function(){return this.insertBefore(e.apply(this,arguments),r.apply(this,arguments)||null)}))},remove:function(){return this.each(In)},clone:function(t){return this.select(t?Bn:On)},datum:function(t){return arguments.length?this.property("__data__",t):this.node().__data__},on:function(t,n,e){var r,i,o=function(t){return t.trim().split(/^|\s+/).map((function(t){var n="",e=t.indexOf(".");return e>=0&&(n=t.slice(e+1),t=t.slice(0,e)),{type:t,name:n}}))}(t+""),a=o.length;if(!(arguments.length<2)){for(u=n?Ln:Yn,r=0;r<a;++r)this.each(u(o[r],n,e));return this}var u=this.node().__on;if(u)for(var c,f=0,s=u.length;f<s;++f)for(r=0,c=u[f];r<a;++r)if((i=o[r]).type===c.type&&i.name===c.name)return c.value},dispatch:function(t,n){return this.each(("function"==typeof n?Xn:Hn)(t,n))},[Symbol.iterator]:function*(){for(var t=this._groups,n=0,e=t.length;n<e;++n)for(var r,i=t[n],o=0,a=i.length;o<a;++o)(r=i[o])&&(yield r)}};var Kn=0;function Qn(){return new Jn}function Jn(){this._="@"+(++Kn).toString(36)}function te(t){let n;for(;n=t.sourceEvent;)t=n;return t}function ne(t,n){if(t=te(t),void 0===n&&(n=t.currentTarget),n){var e=n.ownerSVGElement||n;if(e.createSVGPoint){var r=e.createSVGPoint();return r.x=t.clientX,r.y=t.clientY,[(r=r.matrixTransform(n.getScreenCTM().inverse())).x,r.y]}if(n.getBoundingClientRect){var i=n.getBoundingClientRect();return[t.clientX-i.left-n.clientLeft,t.clientY-i.top-n.clientTop]}}return[t.pageX,t.pageY]}Jn.prototype=Qn.prototype={constructor:Jn,get:function(t){for(var n=this._;!(n in t);)if(!(t=t.parentNode))return;return t[n]},set:function(t,n){return t[this._]=n},remove:function(t){return this._ in t&&delete t[this._]},toString:function(){return this._}};const ee={passive:!1},re={capture:!0,passive:!1};function ie(t){t.stopImmediatePropagation()}function oe(t){t.preventDefault(),t.stopImmediatePropagation()}function ae(t){var n=t.document.documentElement,e=Zn(t).on("dragstart.drag",oe,re);"onselectstart"in n?e.on("selectstart.drag",oe,re):(n.__noselect=n.style.MozUserSelect,n.style.MozUserSelect="none")}function ue(t,n){var e=t.document.documentElement,r=Zn(t).on("dragstart.drag",null);n&&(r.on("click.drag",oe,re),setTimeout((function(){r.on("click.drag",null)}),0)),"onselectstart"in e?r.on("selectstart.drag",null):(e.style.MozUserSelect=e.__noselect,delete e.__noselect)}var ce=t=>()=>t;function fe(t,{sourceEvent:n,subject:e,target:r,identifier:i,active:o,x:a,y:u,dx:c,dy:f,dispatch:s}){Object.defineProperties(this,{type:{value:t,enumerable:!0,configurable:!0},sourceEvent:{value:n,enumerable:!0,configurable:!0},subject:{value:e,enumerable:!0,configurable:!0},target:{value:r,enumerable:!0,configurable:!0},identifier:{value:i,enumerable:!0,configurable:!0},active:{value:o,enumerable:!0,configurable:!0},x:{value:a,enumerable:!0,configurable:!0},y:{value:u,enumerable:!0,configurable:!0},dx:{value:c,enumerable:!0,configurable:!0},dy:{value:f,enumerable:!0,configurable:!0},_:{value:s}})}function se(t){return!t.ctrlKey&&!t.button}function le(){return this.parentNode}function he(t,n){return null==n?{x:t.x,y:t.y}:n}function de(){return navigator.maxTouchPoints||"ontouchstart"in this}function pe(t,n,e){t.prototype=n.prototype=e,e.constructor=t}function ge(t,n){var e=Object.create(t.prototype);for(var r in n)e[r]=n[r];return e}function ye(){}fe.prototype.on=function(){var t=this._.on.apply(this._,arguments);return t===this._?this:t};var ve=.7,_e=1/ve,be="\\s*([+-]?\\d+)\\s*",me="\\s*([+-]?(?:\\d*\\.)?\\d+(?:[eE][+-]?\\d+)?)\\s*",xe="\\s*([+-]?(?:\\d*\\.)?\\d+(?:[eE][+-]?\\d+)?)%\\s*",we=/^#([0-9a-f]{3,8})$/,Me=new RegExp(`^rgb\\(${be},${be},${be}\\)$`),Te=new RegExp(`^rgb\\(${xe},${xe},${xe}\\)$`),Ae=new RegExp(`^rgba\\(${be},${be},${be},${me}\\)$`),Se=new RegExp(`^rgba\\(${xe},${xe},${xe},${me}\\)$`),Ee=new RegExp(`^hsl\\(${me},${xe},${xe}\\)$`),Ne=new RegExp(`^hsla\\(${me},${xe},${xe},${me}\\)$`),ke={aliceblue:15792383,antiquewhite:16444375,aqua:65535,aquamarine:8388564,azure:15794175,beige:16119260,bisque:16770244,black:0,blanchedalmond:16772045,blue:255,blueviolet:9055202,brown:10824234,burlywood:14596231,cadetblue:6266528,chartreuse:8388352,chocolate:13789470,coral:16744272,cornflowerblue:6591981,cornsilk:16775388,crimson:14423100,cyan:65535,darkblue:139,darkcyan:35723,darkgoldenrod:12092939,darkgray:11119017,darkgreen:25600,darkgrey:11119017,darkkhaki:12433259,darkmagenta:9109643,darkolivegreen:5597999,darkorange:16747520,darkorchid:10040012,darkred:9109504,darksalmon:15308410,darkseagreen:9419919,darkslateblue:4734347,darkslategray:3100495,darkslategrey:3100495,darkturquoise:52945,darkviolet:9699539,deeppink:16716947,deepskyblue:49151,dimgray:6908265,dimgrey:6908265,dodgerblue:2003199,firebrick:11674146,floralwhite:16775920,forestgreen:2263842,fuchsia:16711935,gainsboro:14474460,ghostwhite:16316671,gold:16766720,goldenrod:14329120,gray:8421504,green:32768,greenyellow:11403055,grey:8421504,honeydew:15794160,hotpink:16738740,indianred:13458524,indigo:4915330,ivory:16777200,khaki:15787660,lavender:15132410,lavenderblush:16773365,lawngreen:8190976,lemonchiffon:16775885,lightblue:11393254,lightcoral:15761536,lightcyan:14745599,lightgoldenrodyellow:16448210,lightgray:13882323,lightgreen:9498256,lightgrey:13882323,lightpink:16758465,lightsalmon:16752762,lightseagreen:2142890,lightskyblue:8900346,lightslategray:7833753,lightslategrey:7833753,lightsteelblue:11584734,lightyellow:16777184,lime:65280,limegreen:3329330,linen:16445670,magenta:16711935,maroon:8388608,mediumaquamarine:6737322,mediumblue:205,mediumorchid:12211667,mediumpurple:9662683,mediumseagreen:3978097,mediumslateblue:8087790,mediumspringgreen:64154,mediumturquoise:4772300,mediumvioletred:13047173,midnightblue:1644912,mintcream:16121850,mistyrose:16770273,moccasin:16770229,navajowhite:16768685,navy:128,oldlace:16643558,olive:8421376,olivedrab:7048739,orange:16753920,orangered:16729344,orchid:14315734,palegoldenrod:15657130,palegreen:10025880,paleturquoise:11529966,palevioletred:14381203,papayawhip:16773077,peachpuff:16767673,peru:13468991,pink:16761035,plum:14524637,powderblue:11591910,purple:8388736,rebeccapurple:6697881,red:16711680,rosybrown:12357519,royalblue:4286945,saddlebrown:9127187,salmon:16416882,sandybrown:16032864,seagreen:3050327,seashell:16774638,sienna:10506797,silver:12632256,skyblue:8900331,slateblue:6970061,slategray:7372944,slategrey:7372944,snow:16775930,springgreen:65407,steelblue:4620980,tan:13808780,teal:32896,thistle:14204888,tomato:16737095,turquoise:4251856,violet:15631086,wheat:16113331,white:16777215,whitesmoke:16119285,yellow:16776960,yellowgreen:10145074};function Ce(){return this.rgb().formatHex()}function Pe(){return this.rgb().formatRgb()}function ze(t){var n,e;return t=(t+"").trim().toLowerCase(),(n=we.exec(t))?(e=n[1].length,n=parseInt(n[1],16),6===e?$e(n):3===e?new qe(n>>8&15|n>>4&240,n>>4&15|240&n,(15&n)<<4|15&n,1):8===e?De(n>>24&255,n>>16&255,n>>8&255,(255&n)/255):4===e?De(n>>12&15|n>>8&240,n>>8&15|n>>4&240,n>>4&15|240&n,((15&n)<<4|15&n)/255):null):(n=Me.exec(t))?new qe(n[1],n[2],n[3],1):(n=Te.exec(t))?new qe(255*n[1]/100,255*n[2]/100,255*n[3]/100,1):(n=Ae.exec(t))?De(n[1],n[2],n[3],n[4]):(n=Se.exec(t))?De(255*n[1]/100,255*n[2]/100,255*n[3]/100,n[4]):(n=Ee.exec(t))?Le(n[1],n[2]/100,n[3]/100,1):(n=Ne.exec(t))?Le(n[1],n[2]/100,n[3]/100,n[4]):ke.hasOwnProperty(t)?$e(ke[t]):"transparent"===t?new qe(NaN,NaN,NaN,0):null}function $e(t){return new qe(t>>16&255,t>>8&255,255&t,1)}function De(t,n,e,r){return r<=0&&(t=n=e=NaN),new qe(t,n,e,r)}function Re(t){return t instanceof ye||(t=ze(t)),t?new qe((t=t.rgb()).r,t.g,t.b,t.opacity):new qe}function Fe(t,n,e,r){return 1===arguments.length?Re(t):new qe(t,n,e,null==r?1:r)}function qe(t,n,e,r){this.r=+t,this.g=+n,this.b=+e,this.opacity=+r}function Ue(){return`#${Ye(this.r)}${Ye(this.g)}${Ye(this.b)}`}function Ie(){const t=Oe(this.opacity);return`${1===t?"rgb(":"rgba("}${Be(this.r)}, ${Be(this.g)}, ${Be(this.b)}${1===t?")":`, ${t})`}`}function Oe(t){return isNaN(t)?1:Math.max(0,Math.min(1,t))}function Be(t){return Math.max(0,Math.min(255,Math.round(t)||0))}function Ye(t){return((t=Be(t))<16?"0":"")+t.toString(16)}function Le(t,n,e,r){return r<=0?t=n=e=NaN:e<=0||e>=1?t=n=NaN:n<=0&&(t=NaN),new Xe(t,n,e,r)}function je(t){if(t instanceof Xe)return new Xe(t.h,t.s,t.l,t.opacity);if(t instanceof ye||(t=ze(t)),!t)return new Xe;if(t instanceof Xe)return t;var n=(t=t.rgb()).r/255,e=t.g/255,r=t.b/255,i=Math.min(n,e,r),o=Math.max(n,e,r),a=NaN,u=o-i,c=(o+i)/2;return u?(a=n===o?(e-r)/u+6*(e<r):e===o?(r-n)/u+2:(n-e)/u+4,u/=c<.5?o+i:2-o-i,a*=60):u=c>0&&c<1?0:a,new Xe(a,u,c,t.opacity)}function He(t,n,e,r){return 1===arguments.length?je(t):new Xe(t,n,e,null==r?1:r)}function Xe(t,n,e,r){this.h=+t,this.s=+n,this.l=+e,this.opacity=+r}function Ge(t){return(t=(t||0)%360)<0?t+360:t}function Ve(t){return Math.max(0,Math.min(1,t||0))}function We(t,n,e){return 255*(t<60?n+(e-n)*t/60:t<180?e:t<240?n+(e-n)*(240-t)/60:n)}pe(ye,ze,{copy(t){return Object.assign(new this.constructor,this,t)},displayable(){return this.rgb().displayable()},hex:Ce,formatHex:Ce,formatHex8:function(){return this.rgb().formatHex8()},formatHsl:function(){return je(this).formatHsl()},formatRgb:Pe,toString:Pe}),pe(qe,Fe,ge(ye,{brighter(t){return t=null==t?_e:Math.pow(_e,t),new qe(this.r*t,this.g*t,this.b*t,this.opacity)},darker(t){return t=null==t?ve:Math.pow(ve,t),new qe(this.r*t,this.g*t,this.b*t,this.opacity)},rgb(){return this},clamp(){return new qe(Be(this.r),Be(this.g),Be(this.b),Oe(this.opacity))},displayable(){return-.5<=this.r&&this.r<255.5&&-.5<=this.g&&this.g<255.5&&-.5<=this.b&&this.b<255.5&&0<=this.opacity&&this.opacity<=1},hex:Ue,formatHex:Ue,formatHex8:function(){return`#${Ye(this.r)}${Ye(this.g)}${Ye(this.b)}${Ye(255*(isNaN(this.opacity)?1:this.opacity))}`},formatRgb:Ie,toString:Ie})),pe(Xe,He,ge(ye,{brighter(t){return t=null==t?_e:Math.pow(_e,t),new Xe(this.h,this.s,this.l*t,this.opacity)},darker(t){return t=null==t?ve:Math.pow(ve,t),new Xe(this.h,this.s,this.l*t,this.opacity)},rgb(){var t=this.h%360+360*(this.h<0),n=isNaN(t)||isNaN(this.s)?0:this.s,e=this.l,r=e+(e<.5?e:1-e)*n,i=2*e-r;return new qe(We(t>=240?t-240:t+120,i,r),We(t,i,r),We(t<120?t+240:t-120,i,r),this.opacity)},clamp(){return new Xe(Ge(this.h),Ve(this.s),Ve(this.l),Oe(this.opacity))},displayable(){return(0<=this.s&&this.s<=1||isNaN(this.s))&&0<=this.l&&this.l<=1&&0<=this.opacity&&this.opacity<=1},formatHsl(){const t=Oe(this.opacity);return`${1===t?"hsl(":"hsla("}${Ge(this.h)}, ${100*Ve(this.s)}%, ${100*Ve(this.l)}%${1===t?")":`, ${t})`}`}}));const Ze=Math.PI/180,Ke=180/Math.PI,Qe=.96422,Je=1,tr=.82521,nr=4/29,er=6/29,rr=3*er*er,ir=er*er*er;function or(t){if(t instanceof ur)return new ur(t.l,t.a,t.b,t.opacity);if(t instanceof pr)return gr(t);t instanceof qe||(t=Re(t));var n,e,r=lr(t.r),i=lr(t.g),o=lr(t.b),a=cr((.2225045*r+.7168786*i+.0606169*o)/Je);return r===i&&i===o?n=e=a:(n=cr((.4360747*r+.3850649*i+.1430804*o)/Qe),e=cr((.0139322*r+.0971045*i+.7141733*o)/tr)),new ur(116*a-16,500*(n-a),200*(a-e),t.opacity)}function ar(t,n,e,r){return 1===arguments.length?or(t):new ur(t,n,e,null==r?1:r)}function ur(t,n,e,r){this.l=+t,this.a=+n,this.b=+e,this.opacity=+r}function cr(t){return t>ir?Math.pow(t,1/3):t/rr+nr}function fr(t){return t>er?t*t*t:rr*(t-nr)}function sr(t){return 255*(t<=.0031308?12.92*t:1.055*Math.pow(t,1/2.4)-.055)}function lr(t){return(t/=255)<=.04045?t/12.92:Math.pow((t+.055)/1.055,2.4)}function hr(t){if(t instanceof pr)return new pr(t.h,t.c,t.l,t.opacity);if(t instanceof ur||(t=or(t)),0===t.a&&0===t.b)return new pr(NaN,0<t.l&&t.l<100?0:NaN,t.l,t.opacity);var n=Math.atan2(t.b,t.a)*Ke;return new pr(n<0?n+360:n,Math.sqrt(t.a*t.a+t.b*t.b),t.l,t.opacity)}function dr(t,n,e,r){return 1===arguments.length?hr(t):new pr(t,n,e,null==r?1:r)}function pr(t,n,e,r){this.h=+t,this.c=+n,this.l=+e,this.opacity=+r}function gr(t){if(isNaN(t.h))return new ur(t.l,0,0,t.opacity);var n=t.h*Ze;return new ur(t.l,Math.cos(n)*t.c,Math.sin(n)*t.c,t.opacity)}pe(ur,ar,ge(ye,{brighter(t){return new ur(this.l+18*(null==t?1:t),this.a,this.b,this.opacity)},darker(t){return new ur(this.l-18*(null==t?1:t),this.a,this.b,this.opacity)},rgb(){var t=(this.l+16)/116,n=isNaN(this.a)?t:t+this.a/500,e=isNaN(this.b)?t:t-this.b/200;return new qe(sr(3.1338561*(n=Qe*fr(n))-1.6168667*(t=Je*fr(t))-.4906146*(e=tr*fr(e))),sr(-.9787684*n+1.9161415*t+.033454*e),sr(.0719453*n-.2289914*t+1.4052427*e),this.opacity)}})),pe(pr,dr,ge(ye,{brighter(t){return new pr(this.h,this.c,this.l+18*(null==t?1:t),this.opacity)},darker(t){return new pr(this.h,this.c,this.l-18*(null==t?1:t),this.opacity)},rgb(){return gr(this).rgb()}}));var yr=-.14861,vr=1.78277,_r=-.29227,br=-.90649,mr=1.97294,xr=mr*br,wr=mr*vr,Mr=vr*_r-br*yr;function Tr(t,n,e,r){return 1===arguments.length?function(t){if(t instanceof Ar)return new Ar(t.h,t.s,t.l,t.opacity);t instanceof qe||(t=Re(t));var n=t.r/255,e=t.g/255,r=t.b/255,i=(Mr*r+xr*n-wr*e)/(Mr+xr-wr),o=r-i,a=(mr*(e-i)-_r*o)/br,u=Math.sqrt(a*a+o*o)/(mr*i*(1-i)),c=u?Math.atan2(a,o)*Ke-120:NaN;return new Ar(c<0?c+360:c,u,i,t.opacity)}(t):new Ar(t,n,e,null==r?1:r)}function Ar(t,n,e,r){this.h=+t,this.s=+n,this.l=+e,this.opacity=+r}function Sr(t,n,e,r,i){var o=t*t,a=o*t;return((1-3*t+3*o-a)*n+(4-6*o+3*a)*e+(1+3*t+3*o-3*a)*r+a*i)/6}function Er(t){var n=t.length-1;return function(e){var r=e<=0?e=0:e>=1?(e=1,n-1):Math.floor(e*n),i=t[r],o=t[r+1],a=r>0?t[r-1]:2*i-o,u=r<n-1?t[r+2]:2*o-i;return Sr((e-r/n)*n,a,i,o,u)}}function Nr(t){var n=t.length;return function(e){var r=Math.floor(((e%=1)<0?++e:e)*n),i=t[(r+n-1)%n],o=t[r%n],a=t[(r+1)%n],u=t[(r+2)%n];return Sr((e-r/n)*n,i,o,a,u)}}pe(Ar,Tr,ge(ye,{brighter(t){return t=null==t?_e:Math.pow(_e,t),new Ar(this.h,this.s,this.l*t,this.opacity)},darker(t){return t=null==t?ve:Math.pow(ve,t),new Ar(this.h,this.s,this.l*t,this.opacity)},rgb(){var t=isNaN(this.h)?0:(this.h+120)*Ze,n=+this.l,e=isNaN(this.s)?0:this.s*n*(1-n),r=Math.cos(t),i=Math.sin(t);return new qe(255*(n+e*(yr*r+vr*i)),255*(n+e*(_r*r+br*i)),255*(n+e*(mr*r)),this.opacity)}}));var kr=t=>()=>t;function Cr(t,n){return function(e){return t+e*n}}function Pr(t,n){var e=n-t;return e?Cr(t,e>180||e<-180?e-360*Math.round(e/360):e):kr(isNaN(t)?n:t)}function zr(t){return 1==(t=+t)?$r:function(n,e){return e-n?function(t,n,e){return t=Math.pow(t,e),n=Math.pow(n,e)-t,e=1/e,function(r){return Math.pow(t+r*n,e)}}(n,e,t):kr(isNaN(n)?e:n)}}function $r(t,n){var e=n-t;return e?Cr(t,e):kr(isNaN(t)?n:t)}var Dr=function t(n){var e=zr(n);function r(t,n){var r=e((t=Fe(t)).r,(n=Fe(n)).r),i=e(t.g,n.g),o=e(t.b,n.b),a=$r(t.opacity,n.opacity);return function(n){return t.r=r(n),t.g=i(n),t.b=o(n),t.opacity=a(n),t+""}}return r.gamma=t,r}(1);function Rr(t){return function(n){var e,r,i=n.length,o=new Array(i),a=new Array(i),u=new Array(i);for(e=0;e<i;++e)r=Fe(n[e]),o[e]=r.r||0,a[e]=r.g||0,u[e]=r.b||0;return o=t(o),a=t(a),u=t(u),r.opacity=1,function(t){return r.r=o(t),r.g=a(t),r.b=u(t),r+""}}}var Fr=Rr(Er),qr=Rr(Nr);function Ur(t,n){n||(n=[]);var e,r=t?Math.min(n.length,t.length):0,i=n.slice();return function(o){for(e=0;e<r;++e)i[e]=t[e]*(1-o)+n[e]*o;return i}}function Ir(t){return ArrayBuffer.isView(t)&&!(t instanceof DataView)}function Or(t,n){var e,r=n?n.length:0,i=t?Math.min(r,t.length):0,o=new Array(i),a=new Array(r);for(e=0;e<i;++e)o[e]=Gr(t[e],n[e]);for(;e<r;++e)a[e]=n[e];return function(t){for(e=0;e<i;++e)a[e]=o[e](t);return a}}function Br(t,n){var e=new Date;return t=+t,n=+n,function(r){return e.setTime(t*(1-r)+n*r),e}}function Yr(t,n){return t=+t,n=+n,function(e){return t*(1-e)+n*e}}function Lr(t,n){var e,r={},i={};for(e in null!==t&&"object"==typeof t||(t={}),null!==n&&"object"==typeof n||(n={}),n)e in t?r[e]=Gr(t[e],n[e]):i[e]=n[e];return function(t){for(e in r)i[e]=r[e](t);return i}}var jr=/[-+]?(?:\d+\.?\d*|\.?\d+)(?:[eE][-+]?\d+)?/g,Hr=new RegExp(jr.source,"g");function Xr(t,n){var e,r,i,o=jr.lastIndex=Hr.lastIndex=0,a=-1,u=[],c=[];for(t+="",n+="";(e=jr.exec(t))&&(r=Hr.exec(n));)(i=r.index)>o&&(i=n.slice(o,i),u[a]?u[a]+=i:u[++a]=i),(e=e[0])===(r=r[0])?u[a]?u[a]+=r:u[++a]=r:(u[++a]=null,c.push({i:a,x:Yr(e,r)})),o=Hr.lastIndex;return o<n.length&&(i=n.slice(o),u[a]?u[a]+=i:u[++a]=i),u.length<2?c[0]?function(t){return function(n){return t(n)+""}}(c[0].x):function(t){return function(){return t}}(n):(n=c.length,function(t){for(var e,r=0;r<n;++r)u[(e=c[r]).i]=e.x(t);return u.join("")})}function Gr(t,n){var e,r=typeof n;return null==n||"boolean"===r?kr(n):("number"===r?Yr:"string"===r?(e=ze(n))?(n=e,Dr):Xr:n instanceof ze?Dr:n instanceof Date?Br:Ir(n)?Ur:Array.isArray(n)?Or:"function"!=typeof n.valueOf&&"function"!=typeof n.toString||isNaN(n)?Lr:Yr)(t,n)}function Vr(t,n){return t=+t,n=+n,function(e){return Math.round(t*(1-e)+n*e)}}var Wr,Zr=180/Math.PI,Kr={translateX:0,translateY:0,rotate:0,skewX:0,scaleX:1,scaleY:1};function Qr(t,n,e,r,i,o){var a,u,c;return(a=Math.sqrt(t*t+n*n))&&(t/=a,n/=a),(c=t*e+n*r)&&(e-=t*c,r-=n*c),(u=Math.sqrt(e*e+r*r))&&(e/=u,r/=u,c/=u),t*r<n*e&&(t=-t,n=-n,c=-c,a=-a),{translateX:i,translateY:o,rotate:Math.atan2(n,t)*Zr,skewX:Math.atan(c)*Zr,scaleX:a,scaleY:u}}function Jr(t,n,e,r){function i(t){return t.length?t.pop()+" ":""}return function(o,a){var u=[],c=[];return o=t(o),a=t(a),function(t,r,i,o,a,u){if(t!==i||r!==o){var c=a.push("translate(",null,n,null,e);u.push({i:c-4,x:Yr(t,i)},{i:c-2,x:Yr(r,o)})}else(i||o)&&a.push("translate("+i+n+o+e)}(o.translateX,o.translateY,a.translateX,a.translateY,u,c),function(t,n,e,o){t!==n?(t-n>180?n+=360:n-t>180&&(t+=360),o.push({i:e.push(i(e)+"rotate(",null,r)-2,x:Yr(t,n)})):n&&e.push(i(e)+"rotate("+n+r)}(o.rotate,a.rotate,u,c),function(t,n,e,o){t!==n?o.push({i:e.push(i(e)+"skewX(",null,r)-2,x:Yr(t,n)}):n&&e.push(i(e)+"skewX("+n+r)}(o.skewX,a.skewX,u,c),function(t,n,e,r,o,a){if(t!==e||n!==r){var u=o.push(i(o)+"scale(",null,",",null,")");a.push({i:u-4,x:Yr(t,e)},{i:u-2,x:Yr(n,r)})}else 1===e&&1===r||o.push(i(o)+"scale("+e+","+r+")")}(o.scaleX,o.scaleY,a.scaleX,a.scaleY,u,c),o=a=null,function(t){for(var n,e=-1,r=c.length;++e<r;)u[(n=c[e]).i]=n.x(t);return u.join("")}}}var ti=Jr((function(t){const n=new("function"==typeof DOMMatrix?DOMMatrix:WebKitCSSMatrix)(t+"");return n.isIdentity?Kr:Qr(n.a,n.b,n.c,n.d,n.e,n.f)}),"px, ","px)","deg)"),ni=Jr((function(t){return null==t?Kr:(Wr||(Wr=document.createElementNS("http://www.w3.org/2000/svg","g")),Wr.setAttribute("transform",t),(t=Wr.transform.baseVal.consolidate())?Qr((t=t.matrix).a,t.b,t.c,t.d,t.e,t.f):Kr)}),", ",")",")");function ei(t){return((t=Math.exp(t))+1/t)/2}var ri=function t(n,e,r){function i(t,i){var o,a,u=t[0],c=t[1],f=t[2],s=i[0],l=i[1],h=i[2],d=s-u,p=l-c,g=d*d+p*p;if(g<1e-12)a=Math.log(h/f)/n,o=function(t){return[u+t*d,c+t*p,f*Math.exp(n*t*a)]};else{var y=Math.sqrt(g),v=(h*h-f*f+r*g)/(2*f*e*y),_=(h*h-f*f-r*g)/(2*h*e*y),b=Math.log(Math.sqrt(v*v+1)-v),m=Math.log(Math.sqrt(_*_+1)-_);a=(m-b)/n,o=function(t){var r=t*a,i=ei(b),o=f/(e*y)*(i*function(t){return((t=Math.exp(2*t))-1)/(t+1)}(n*r+b)-function(t){return((t=Math.exp(t))-1/t)/2}(b));return[u+o*d,c+o*p,f*i/ei(n*r+b)]}}return o.duration=1e3*a*n/Math.SQRT2,o}return i.rho=function(n){var e=Math.max(.001,+n),r=e*e;return t(e,r,r*r)},i}(Math.SQRT2,2,4);function ii(t){return function(n,e){var r=t((n=He(n)).h,(e=He(e)).h),i=$r(n.s,e.s),o=$r(n.l,e.l),a=$r(n.opacity,e.opacity);return function(t){return n.h=r(t),n.s=i(t),n.l=o(t),n.opacity=a(t),n+""}}}var oi=ii(Pr),ai=ii($r);function ui(t){return function(n,e){var r=t((n=dr(n)).h,(e=dr(e)).h),i=$r(n.c,e.c),o=$r(n.l,e.l),a=$r(n.opacity,e.opacity);return function(t){return n.h=r(t),n.c=i(t),n.l=o(t),n.opacity=a(t),n+""}}}var ci=ui(Pr),fi=ui($r);function si(t){return function n(e){function r(n,r){var i=t((n=Tr(n)).h,(r=Tr(r)).h),o=$r(n.s,r.s),a=$r(n.l,r.l),u=$r(n.opacity,r.opacity);return function(t){return n.h=i(t),n.s=o(t),n.l=a(Math.pow(t,e)),n.opacity=u(t),n+""}}return e=+e,r.gamma=n,r}(1)}var li=si(Pr),hi=si($r);function di(t,n){void 0===n&&(n=t,t=Gr);for(var e=0,r=n.length-1,i=n[0],o=new Array(r<0?0:r);e<r;)o[e]=t(i,i=n[++e]);return function(t){var n=Math.max(0,Math.min(r-1,Math.floor(t*=r)));return o[n](t-n)}}var pi,gi,yi=0,vi=0,_i=0,bi=1e3,mi=0,xi=0,wi=0,Mi="object"==typeof performance&&performance.now?performance:Date,Ti="object"==typeof window&&window.requestAnimationFrame?window.requestAnimationFrame.bind(window):function(t){setTimeout(t,17)};function Ai(){return xi||(Ti(Si),xi=Mi.now()+wi)}function Si(){xi=0}function Ei(){this._call=this._time=this._next=null}function Ni(t,n,e){var r=new Ei;return r.restart(t,n,e),r}function ki(){Ai(),++yi;for(var t,n=pi;n;)(t=xi-n._time)>=0&&n._call.call(void 0,t),n=n._next;--yi}function Ci(){xi=(mi=Mi.now())+wi,yi=vi=0;try{ki()}finally{yi=0,function(){var t,n,e=pi,r=1/0;for(;e;)e._call?(r>e._time&&(r=e._time),t=e,e=e._next):(n=e._next,e._next=null,e=t?t._next=n:pi=n);gi=t,zi(r)}(),xi=0}}function Pi(){var t=Mi.now(),n=t-mi;n>bi&&(wi-=n,mi=t)}function zi(t){yi||(vi&&(vi=clearTimeout(vi)),t-xi>24?(t<1/0&&(vi=setTimeout(Ci,t-Mi.now()-wi)),_i&&(_i=clearInterval(_i))):(_i||(mi=Mi.now(),_i=setInterval(Pi,bi)),yi=1,Ti(Ci)))}function $i(t,n,e){var r=new Ei;return n=null==n?0:+n,r.restart((e=>{r.stop(),t(e+n)}),n,e),r}Ei.prototype=Ni.prototype={constructor:Ei,restart:function(t,n,e){if("function"!=typeof t)throw new TypeError("callback is not a function");e=(null==e?Ai():+e)+(null==n?0:+n),this._next||gi===this||(gi?gi._next=this:pi=this,gi=this),this._call=t,this._time=e,zi()},stop:function(){this._call&&(this._call=null,this._time=1/0,zi())}};var Di=$t("start","end","cancel","interrupt"),Ri=[],Fi=0,qi=1,Ui=2,Ii=3,Oi=4,Bi=5,Yi=6;function Li(t,n,e,r,i,o){var a=t.__transition;if(a){if(e in a)return}else t.__transition={};!function(t,n,e){var r,i=t.__transition;function o(t){e.state=qi,e.timer.restart(a,e.delay,e.time),e.delay<=t&&a(t-e.delay)}function a(o){var f,s,l,h;if(e.state!==qi)return c();for(f in i)if((h=i[f]).name===e.name){if(h.state===Ii)return $i(a);h.state===Oi?(h.state=Yi,h.timer.stop(),h.on.call("interrupt",t,t.__data__,h.index,h.group),delete i[f]):+f<n&&(h.state=Yi,h.timer.stop(),h.on.call("cancel",t,t.__data__,h.index,h.group),delete i[f])}if($i((function(){e.state===Ii&&(e.state=Oi,e.timer.restart(u,e.delay,e.time),u(o))})),e.state=Ui,e.on.call("start",t,t.__data__,e.index,e.group),e.state===Ui){for(e.state=Ii,r=new Array(l=e.tween.length),f=0,s=-1;f<l;++f)(h=e.tween[f].value.call(t,t.__data__,e.index,e.group))&&(r[++s]=h);r.length=s+1}}function u(n){for(var i=n<e.duration?e.ease.call(null,n/e.duration):(e.timer.restart(c),e.state=Bi,1),o=-1,a=r.length;++o<a;)r[o].call(t,i);e.state===Bi&&(e.on.call("end",t,t.__data__,e.index,e.group),c())}function c(){for(var r in e.state=Yi,e.timer.stop(),delete i[n],i)return;delete t.__transition}i[n]=e,e.timer=Ni(o,0,e.time)}(t,e,{name:n,index:r,group:i,on:Di,tween:Ri,time:o.time,delay:o.delay,duration:o.duration,ease:o.ease,timer:null,state:Fi})}function ji(t,n){var e=Xi(t,n);if(e.state>Fi)throw new Error("too late; already scheduled");return e}function Hi(t,n){var e=Xi(t,n);if(e.state>Ii)throw new Error("too late; already running");return e}function Xi(t,n){var e=t.__transition;if(!e||!(e=e[n]))throw new Error("transition not found");return e}function Gi(t,n){var e,r,i,o=t.__transition,a=!0;if(o){for(i in n=null==n?null:n+"",o)(e=o[i]).name===n?(r=e.state>Ui&&e.state<Bi,e.state=Yi,e.timer.stop(),e.on.call(r?"interrupt":"cancel",t,t.__data__,e.index,e.group),delete o[i]):a=!1;a&&delete t.__transition}}function Vi(t,n){var e,r;return function(){var i=Hi(this,t),o=i.tween;if(o!==e)for(var a=0,u=(r=e=o).length;a<u;++a)if(r[a].name===n){(r=r.slice()).splice(a,1);break}i.tween=r}}function Wi(t,n,e){var r,i;if("function"!=typeof e)throw new Error;return function(){var o=Hi(this,t),a=o.tween;if(a!==r){i=(r=a).slice();for(var u={name:n,value:e},c=0,f=i.length;c<f;++c)if(i[c].name===n){i[c]=u;break}c===f&&i.push(u)}o.tween=i}}function Zi(t,n,e){var r=t._id;return t.each((function(){var t=Hi(this,r);(t.value||(t.value={}))[n]=e.apply(this,arguments)})),function(t){return Xi(t,r).value[n]}}function Ki(t,n){var e;return("number"==typeof n?Yr:n instanceof ze?Dr:(e=ze(n))?(n=e,Dr):Xr)(t,n)}function Qi(t){return function(){this.removeAttribute(t)}}function Ji(t){return function(){this.removeAttributeNS(t.space,t.local)}}function to(t,n,e){var r,i,o=e+"";return function(){var a=this.getAttribute(t);return a===o?null:a===r?i:i=n(r=a,e)}}function no(t,n,e){var r,i,o=e+"";return function(){var a=this.getAttributeNS(t.space,t.local);return a===o?null:a===r?i:i=n(r=a,e)}}function eo(t,n,e){var r,i,o;return function(){var a,u,c=e(this);if(null!=c)return(a=this.getAttribute(t))===(u=c+"")?null:a===r&&u===i?o:(i=u,o=n(r=a,c));this.removeAttribute(t)}}function ro(t,n,e){var r,i,o;return function(){var a,u,c=e(this);if(null!=c)return(a=this.getAttributeNS(t.space,t.local))===(u=c+"")?null:a===r&&u===i?o:(i=u,o=n(r=a,c));this.removeAttributeNS(t.space,t.local)}}function io(t,n){var e,r;function i(){var i=n.apply(this,arguments);return i!==r&&(e=(r=i)&&function(t,n){return function(e){this.setAttributeNS(t.space,t.local,n.call(this,e))}}(t,i)),e}return i._value=n,i}function oo(t,n){var e,r;function i(){var i=n.apply(this,arguments);return i!==r&&(e=(r=i)&&function(t,n){return function(e){this.setAttribute(t,n.call(this,e))}}(t,i)),e}return i._value=n,i}function ao(t,n){return function(){ji(this,t).delay=+n.apply(this,arguments)}}function uo(t,n){return n=+n,function(){ji(this,t).delay=n}}function co(t,n){return function(){Hi(this,t).duration=+n.apply(this,arguments)}}function fo(t,n){return n=+n,function(){Hi(this,t).duration=n}}var so=Wn.prototype.constructor;function lo(t){return function(){this.style.removeProperty(t)}}var ho=0;function po(t,n,e,r){this._groups=t,this._parents=n,this._name=e,this._id=r}function go(t){return Wn().transition(t)}function yo(){return++ho}var vo=Wn.prototype;po.prototype=go.prototype={constructor:po,select:function(t){var n=this._name,e=this._id;"function"!=typeof t&&(t=jt(t));for(var r=this._groups,i=r.length,o=new Array(i),a=0;a<i;++a)for(var u,c,f=r[a],s=f.length,l=o[a]=new Array(s),h=0;h<s;++h)(u=f[h])&&(c=t.call(u,u.__data__,h,f))&&("__data__"in u&&(c.__data__=u.__data__),l[h]=c,Li(l[h],n,e,h,l,Xi(u,e)));return new po(o,this._parents,n,e)},selectAll:function(t){var n=this._name,e=this._id;"function"!=typeof t&&(t=Gt(t));for(var r=this._groups,i=r.length,o=[],a=[],u=0;u<i;++u)for(var c,f=r[u],s=f.length,l=0;l<s;++l)if(c=f[l]){for(var h,d=t.call(c,c.__data__,l,f),p=Xi(c,e),g=0,y=d.length;g<y;++g)(h=d[g])&&Li(h,n,e,g,d,p);o.push(d),a.push(c)}return new po(o,a,n,e)},selectChild:vo.selectChild,selectChildren:vo.selectChildren,filter:function(t){"function"!=typeof t&&(t=Vt(t));for(var n=this._groups,e=n.length,r=new Array(e),i=0;i<e;++i)for(var o,a=n[i],u=a.length,c=r[i]=[],f=0;f<u;++f)(o=a[f])&&t.call(o,o.__data__,f,a)&&c.push(o);return new po(r,this._parents,this._name,this._id)},merge:function(t){if(t._id!==this._id)throw new Error;for(var n=this._groups,e=t._groups,r=n.length,i=e.length,o=Math.min(r,i),a=new Array(r),u=0;u<o;++u)for(var c,f=n[u],s=e[u],l=f.length,h=a[u]=new Array(l),d=0;d<l;++d)(c=f[d]||s[d])&&(h[d]=c);for(;u<r;++u)a[u]=n[u];return new po(a,this._parents,this._name,this._id)},selection:function(){return new so(this._groups,this._parents)},transition:function(){for(var t=this._name,n=this._id,e=yo(),r=this._groups,i=r.length,o=0;o<i;++o)for(var a,u=r[o],c=u.length,f=0;f<c;++f)if(a=u[f]){var s=Xi(a,n);Li(a,t,e,f,u,{time:s.time+s.delay+s.duration,delay:0,duration:s.duration,ease:s.ease})}return new po(r,this._parents,t,e)},call:vo.call,nodes:vo.nodes,node:vo.node,size:vo.size,empty:vo.empty,each:vo.each,on:function(t,n){var e=this._id;return arguments.length<2?Xi(this.node(),e).on.on(t):this.each(function(t,n,e){var r,i,o=function(t){return(t+"").trim().split(/^|\s+/).every((function(t){var n=t.indexOf(".");return n>=0&&(t=t.slice(0,n)),!t||"start"===t}))}(n)?ji:Hi;return function(){var a=o(this,t),u=a.on;u!==r&&(i=(r=u).copy()).on(n,e),a.on=i}}(e,t,n))},attr:function(t,n){var e=It(t),r="transform"===e?ni:Ki;return this.attrTween(t,"function"==typeof n?(e.local?ro:eo)(e,r,Zi(this,"attr."+t,n)):null==n?(e.local?Ji:Qi)(e):(e.local?no:to)(e,r,n))},attrTween:function(t,n){var e="attr."+t;if(arguments.length<2)return(e=this.tween(e))&&e._value;if(null==n)return this.tween(e,null);if("function"!=typeof n)throw new Error;var r=It(t);return this.tween(e,(r.local?io:oo)(r,n))},style:function(t,n,e){var r="transform"==(t+="")?ti:Ki;return null==n?this.styleTween(t,function(t,n){var e,r,i;return function(){var o=_n(this,t),a=(this.style.removeProperty(t),_n(this,t));return o===a?null:o===e&&a===r?i:i=n(e=o,r=a)}}(t,r)).on("end.style."+t,lo(t)):"function"==typeof n?this.styleTween(t,function(t,n,e){var r,i,o;return function(){var a=_n(this,t),u=e(this),c=u+"";return null==u&&(this.style.removeProperty(t),c=u=_n(this,t)),a===c?null:a===r&&c===i?o:(i=c,o=n(r=a,u))}}(t,r,Zi(this,"style."+t,n))).each(function(t,n){var e,r,i,o,a="style."+n,u="end."+a;return function(){var c=Hi(this,t),f=c.on,s=null==c.value[a]?o||(o=lo(n)):void 0;f===e&&i===s||(r=(e=f).copy()).on(u,i=s),c.on=r}}(this._id,t)):this.styleTween(t,function(t,n,e){var r,i,o=e+"";return function(){var a=_n(this,t);return a===o?null:a===r?i:i=n(r=a,e)}}(t,r,n),e).on("end.style."+t,null)},styleTween:function(t,n,e){var r="style."+(t+="");if(arguments.length<2)return(r=this.tween(r))&&r._value;if(null==n)return this.tween(r,null);if("function"!=typeof n)throw new Error;return this.tween(r,function(t,n,e){var r,i;function o(){var o=n.apply(this,arguments);return o!==i&&(r=(i=o)&&function(t,n,e){return function(r){this.style.setProperty(t,n.call(this,r),e)}}(t,o,e)),r}return o._value=n,o}(t,n,null==e?"":e))},text:function(t){return this.tween("text","function"==typeof t?function(t){return function(){var n=t(this);this.textContent=null==n?"":n}}(Zi(this,"text",t)):function(t){return function(){this.textContent=t}}(null==t?"":t+""))},textTween:function(t){var n="text";if(arguments.length<1)return(n=this.tween(n))&&n._value;if(null==t)return this.tween(n,null);if("function"!=typeof t)throw new Error;return this.tween(n,function(t){var n,e;function r(){var r=t.apply(this,arguments);return r!==e&&(n=(e=r)&&function(t){return function(n){this.textContent=t.call(this,n)}}(r)),n}return r._value=t,r}(t))},remove:function(){return this.on("end.remove",function(t){return function(){var n=this.parentNode;for(var e in this.__transition)if(+e!==t)return;n&&n.removeChild(this)}}(this._id))},tween:function(t,n){var e=this._id;if(t+="",arguments.length<2){for(var r,i=Xi(this.node(),e).tween,o=0,a=i.length;o<a;++o)if((r=i[o]).name===t)return r.value;return null}return this.each((null==n?Vi:Wi)(e,t,n))},delay:function(t){var n=this._id;return arguments.length?this.each(("function"==typeof t?ao:uo)(n,t)):Xi(this.node(),n).delay},duration:function(t){var n=this._id;return arguments.length?this.each(("function"==typeof t?co:fo)(n,t)):Xi(this.node(),n).duration},ease:function(t){var n=this._id;return arguments.length?this.each(function(t,n){if("function"!=typeof n)throw new Error;return function(){Hi(this,t).ease=n}}(n,t)):Xi(this.node(),n).ease},easeVarying:function(t){if("function"!=typeof t)throw new Error;return this.each(function(t,n){return function(){var e=n.apply(this,arguments);if("function"!=typeof e)throw new Error;Hi(this,t).ease=e}}(this._id,t))},end:function(){var t,n,e=this,r=e._id,i=e.size();return new Promise((function(o,a){var u={value:a},c={value:function(){0==--i&&o()}};e.each((function(){var e=Hi(this,r),i=e.on;i!==t&&((n=(t=i).copy())._.cancel.push(u),n._.interrupt.push(u),n._.end.push(c)),e.on=n})),0===i&&o()}))},[Symbol.iterator]:vo[Symbol.iterator]};function _o(t){return((t*=2)<=1?t*t:--t*(2-t)+1)/2}function bo(t){return((t*=2)<=1?t*t*t:(t-=2)*t*t+2)/2}var mo=function t(n){function e(t){return Math.pow(t,n)}return n=+n,e.exponent=t,e}(3),xo=function t(n){function e(t){return 1-Math.pow(1-t,n)}return n=+n,e.exponent=t,e}(3),wo=function t(n){function e(t){return((t*=2)<=1?Math.pow(t,n):2-Math.pow(2-t,n))/2}return n=+n,e.exponent=t,e}(3),Mo=Math.PI,To=Mo/2;function Ao(t){return(1-Math.cos(Mo*t))/2}function So(t){return 1.0009775171065494*(Math.pow(2,-10*t)-.0009765625)}function Eo(t){return((t*=2)<=1?So(1-t):2-So(t-1))/2}function No(t){return((t*=2)<=1?1-Math.sqrt(1-t*t):Math.sqrt(1-(t-=2)*t)+1)/2}var ko=4/11,Co=6/11,Po=8/11,zo=3/4,$o=9/11,Do=10/11,Ro=15/16,Fo=21/22,qo=63/64,Uo=1/ko/ko;function Io(t){return(t=+t)<ko?Uo*t*t:t<Po?Uo*(t-=Co)*t+zo:t<Do?Uo*(t-=$o)*t+Ro:Uo*(t-=Fo)*t+qo}var Oo=1.70158,Bo=function t(n){function e(t){return(t=+t)*t*(n*(t-1)+t)}return n=+n,e.overshoot=t,e}(Oo),Yo=function t(n){function e(t){return--t*t*((t+1)*n+t)+1}return n=+n,e.overshoot=t,e}(Oo),Lo=function t(n){function e(t){return((t*=2)<1?t*t*((n+1)*t-n):(t-=2)*t*((n+1)*t+n)+2)/2}return n=+n,e.overshoot=t,e}(Oo),jo=2*Math.PI,Ho=function t(n,e){var r=Math.asin(1/(n=Math.max(1,n)))*(e/=jo);function i(t){return n*So(- --t)*Math.sin((r-t)/e)}return i.amplitude=function(n){return t(n,e*jo)},i.period=function(e){return t(n,e)},i}(1,.3),Xo=function t(n,e){var r=Math.asin(1/(n=Math.max(1,n)))*(e/=jo);function i(t){return 1-n*So(t=+t)*Math.sin((t+r)/e)}return i.amplitude=function(n){return t(n,e*jo)},i.period=function(e){return t(n,e)},i}(1,.3),Go=function t(n,e){var r=Math.asin(1/(n=Math.max(1,n)))*(e/=jo);function i(t){return((t=2*t-1)<0?n*So(-t)*Math.sin((r-t)/e):2-n*So(t)*Math.sin((r+t)/e))/2}return i.amplitude=function(n){return t(n,e*jo)},i.period=function(e){return t(n,e)},i}(1,.3),Vo={time:null,delay:0,duration:250,ease:bo};function Wo(t,n){for(var e;!(e=t.__transition)||!(e=e[n]);)if(!(t=t.parentNode))throw new Error(`transition ${n} not found`);return e}Wn.prototype.interrupt=function(t){return this.each((function(){Gi(this,t)}))},Wn.prototype.transition=function(t){var n,e;t instanceof po?(n=t._id,t=t._name):(n=yo(),(e=Vo).time=Ai(),t=null==t?null:t+"");for(var r=this._groups,i=r.length,o=0;o<i;++o)for(var a,u=r[o],c=u.length,f=0;f<c;++f)(a=u[f])&&Li(a,t,n,f,u,e||Wo(a,n));return new po(r,this._parents,t,n)};var Zo=[null];var Ko=t=>()=>t;function Qo(t,{sourceEvent:n,target:e,selection:r,mode:i,dispatch:o}){Object.defineProperties(this,{type:{value:t,enumerable:!0,configurable:!0},sourceEvent:{value:n,enumerable:!0,configurable:!0},target:{value:e,enumerable:!0,configurable:!0},selection:{value:r,enumerable:!0,configurable:!0},mode:{value:i,enumerable:!0,configurable:!0},_:{value:o}})}function Jo(t){t.preventDefault(),t.stopImmediatePropagation()}var ta={name:"drag"},na={name:"space"},ea={name:"handle"},ra={name:"center"};const{abs:ia,max:oa,min:aa}=Math;function ua(t){return[+t[0],+t[1]]}function ca(t){return[ua(t[0]),ua(t[1])]}var fa={name:"x",handles:["w","e"].map(va),input:function(t,n){return null==t?null:[[+t[0],n[0][1]],[+t[1],n[1][1]]]},output:function(t){return t&&[t[0][0],t[1][0]]}},sa={name:"y",handles:["n","s"].map(va),input:function(t,n){return null==t?null:[[n[0][0],+t[0]],[n[1][0],+t[1]]]},output:function(t){return t&&[t[0][1],t[1][1]]}},la={name:"xy",handles:["n","w","e","s","nw","ne","sw","se"].map(va),input:function(t){return null==t?null:ca(t)},output:function(t){return t}},ha={overlay:"crosshair",selection:"move",n:"ns-resize",e:"ew-resize",s:"ns-resize",w:"ew-resize",nw:"nwse-resize",ne:"nesw-resize",se:"nwse-resize",sw:"nesw-resize"},da={e:"w",w:"e",nw:"ne",ne:"nw",se:"sw",sw:"se"},pa={n:"s",s:"n",nw:"sw",ne:"se",se:"ne",sw:"nw"},ga={overlay:1,selection:1,n:null,e:1,s:null,w:-1,nw:-1,ne:1,se:1,sw:-1},ya={overlay:1,selection:1,n:-1,e:null,s:1,w:null,nw:-1,ne:-1,se:1,sw:1};function va(t){return{type:t}}function _a(t){return!t.ctrlKey&&!t.button}function ba(){var t=this.ownerSVGElement||this;return t.hasAttribute("viewBox")?[[(t=t.viewBox.baseVal).x,t.y],[t.x+t.width,t.y+t.height]]:[[0,0],[t.width.baseVal.value,t.height.baseVal.value]]}function ma(){return navigator.maxTouchPoints||"ontouchstart"in this}function xa(t){for(;!t.__brush;)if(!(t=t.parentNode))return;return t.__brush}function wa(t){var n,e=ba,r=_a,i=ma,o=!0,a=$t("start","brush","end"),u=6;function c(n){var e=n.property("__brush",g).selectAll(".overlay").data([va("overlay")]);e.enter().append("rect").attr("class","overlay").attr("pointer-events","all").attr("cursor",ha.overlay).merge(e).each((function(){var t=xa(this).extent;Zn(this).attr("x",t[0][0]).attr("y",t[0][1]).attr("width",t[1][0]-t[0][0]).attr("height",t[1][1]-t[0][1])})),n.selectAll(".selection").data([va("selection")]).enter().append("rect").attr("class","selection").attr("cursor",ha.selection).attr("fill","#777").attr("fill-opacity",.3).attr("stroke","#fff").attr("shape-rendering","crispEdges");var r=n.selectAll(".handle").data(t.handles,(function(t){return t.type}));r.exit().remove(),r.enter().append("rect").attr("class",(function(t){return"handle handle--"+t.type})).attr("cursor",(function(t){return ha[t.type]})),n.each(f).attr("fill","none").attr("pointer-events","all").on("mousedown.brush",h).filter(i).on("touchstart.brush",h).on("touchmove.brush",d).on("touchend.brush touchcancel.brush",p).style("touch-action","none").style("-webkit-tap-highlight-color","rgba(0,0,0,0)")}function f(){var t=Zn(this),n=xa(this).selection;n?(t.selectAll(".selection").style("display",null).attr("x",n[0][0]).attr("y",n[0][1]).attr("width",n[1][0]-n[0][0]).attr("height",n[1][1]-n[0][1]),t.selectAll(".handle").style("display",null).attr("x",(function(t){return"e"===t.type[t.type.length-1]?n[1][0]-u/2:n[0][0]-u/2})).attr("y",(function(t){return"s"===t.type[0]?n[1][1]-u/2:n[0][1]-u/2})).attr("width",(function(t){return"n"===t.type||"s"===t.type?n[1][0]-n[0][0]+u:u})).attr("height",(function(t){return"e"===t.type||"w"===t.type?n[1][1]-n[0][1]+u:u}))):t.selectAll(".selection,.handle").style("display","none").attr("x",null).attr("y",null).attr("width",null).attr("height",null)}function s(t,n,e){var r=t.__brush.emitter;return!r||e&&r.clean?new l(t,n,e):r}function l(t,n,e){this.that=t,this.args=n,this.state=t.__brush,this.active=0,this.clean=e}function h(e){if((!n||e.touches)&&r.apply(this,arguments)){var i,a,u,c,l,h,d,p,g,y,v,_=this,b=e.target.__data__.type,m="selection"===(o&&e.metaKey?b="overlay":b)?ta:o&&e.altKey?ra:ea,x=t===sa?null:ga[b],w=t===fa?null:ya[b],M=xa(_),T=M.extent,A=M.selection,S=T[0][0],E=T[0][1],N=T[1][0],k=T[1][1],C=0,P=0,z=x&&w&&o&&e.shiftKey,$=Array.from(e.touches||[e],(t=>{const n=t.identifier;return(t=ne(t,_)).point0=t.slice(),t.identifier=n,t}));Gi(_);var D=s(_,arguments,!0).beforestart();if("overlay"===b){A&&(g=!0);const n=[$[0],$[1]||$[0]];M.selection=A=[[i=t===sa?S:aa(n[0][0],n[1][0]),u=t===fa?E:aa(n[0][1],n[1][1])],[l=t===sa?N:oa(n[0][0],n[1][0]),d=t===fa?k:oa(n[0][1],n[1][1])]],$.length>1&&I(e)}else i=A[0][0],u=A[0][1],l=A[1][0],d=A[1][1];a=i,c=u,h=l,p=d;var R=Zn(_).attr("pointer-events","none"),F=R.selectAll(".overlay").attr("cursor",ha[b]);if(e.touches)D.moved=U,D.ended=O;else{var q=Zn(e.view).on("mousemove.brush",U,!0).on("mouseup.brush",O,!0);o&&q.on("keydown.brush",(function(t){switch(t.keyCode){case 16:z=x&&w;break;case 18:m===ea&&(x&&(l=h-C*x,i=a+C*x),w&&(d=p-P*w,u=c+P*w),m=ra,I(t));break;case 32:m!==ea&&m!==ra||(x<0?l=h-C:x>0&&(i=a-C),w<0?d=p-P:w>0&&(u=c-P),m=na,F.attr("cursor",ha.selection),I(t));break;default:return}Jo(t)}),!0).on("keyup.brush",(function(t){switch(t.keyCode){case 16:z&&(y=v=z=!1,I(t));break;case 18:m===ra&&(x<0?l=h:x>0&&(i=a),w<0?d=p:w>0&&(u=c),m=ea,I(t));break;case 32:m===na&&(t.altKey?(x&&(l=h-C*x,i=a+C*x),w&&(d=p-P*w,u=c+P*w),m=ra):(x<0?l=h:x>0&&(i=a),w<0?d=p:w>0&&(u=c),m=ea),F.attr("cursor",ha[b]),I(t));break;default:return}Jo(t)}),!0),ae(e.view)}f.call(_),D.start(e,m.name)}function U(t){for(const n of t.changedTouches||[t])for(const t of $)t.identifier===n.identifier&&(t.cur=ne(n,_));if(z&&!y&&!v&&1===$.length){const t=$[0];ia(t.cur[0]-t[0])>ia(t.cur[1]-t[1])?v=!0:y=!0}for(const t of $)t.cur&&(t[0]=t.cur[0],t[1]=t.cur[1]);g=!0,Jo(t),I(t)}function I(t){const n=$[0],e=n.point0;var r;switch(C=n[0]-e[0],P=n[1]-e[1],m){case na:case ta:x&&(C=oa(S-i,aa(N-l,C)),a=i+C,h=l+C),w&&(P=oa(E-u,aa(k-d,P)),c=u+P,p=d+P);break;case ea:$[1]?(x&&(a=oa(S,aa(N,$[0][0])),h=oa(S,aa(N,$[1][0])),x=1),w&&(c=oa(E,aa(k,$[0][1])),p=oa(E,aa(k,$[1][1])),w=1)):(x<0?(C=oa(S-i,aa(N-i,C)),a=i+C,h=l):x>0&&(C=oa(S-l,aa(N-l,C)),a=i,h=l+C),w<0?(P=oa(E-u,aa(k-u,P)),c=u+P,p=d):w>0&&(P=oa(E-d,aa(k-d,P)),c=u,p=d+P));break;case ra:x&&(a=oa(S,aa(N,i-C*x)),h=oa(S,aa(N,l+C*x))),w&&(c=oa(E,aa(k,u-P*w)),p=oa(E,aa(k,d+P*w)))}h<a&&(x*=-1,r=i,i=l,l=r,r=a,a=h,h=r,b in da&&F.attr("cursor",ha[b=da[b]])),p<c&&(w*=-1,r=u,u=d,d=r,r=c,c=p,p=r,b in pa&&F.attr("cursor",ha[b=pa[b]])),M.selection&&(A=M.selection),y&&(a=A[0][0],h=A[1][0]),v&&(c=A[0][1],p=A[1][1]),A[0][0]===a&&A[0][1]===c&&A[1][0]===h&&A[1][1]===p||(M.selection=[[a,c],[h,p]],f.call(_),D.brush(t,m.name))}function O(t){if(function(t){t.stopImmediatePropagation()}(t),t.touches){if(t.touches.length)return;n&&clearTimeout(n),n=setTimeout((function(){n=null}),500)}else ue(t.view,g),q.on("keydown.brush keyup.brush mousemove.brush mouseup.brush",null);R.attr("pointer-events","all"),F.attr("cursor",ha.overlay),M.selection&&(A=M.selection),function(t){return t[0][0]===t[1][0]||t[0][1]===t[1][1]}(A)&&(M.selection=null,f.call(_)),D.end(t,m.name)}}function d(t){s(this,arguments).moved(t)}function p(t){s(this,arguments).ended(t)}function g(){var n=this.__brush||{selection:null};return n.extent=ca(e.apply(this,arguments)),n.dim=t,n}return c.move=function(n,e,r){n.tween?n.on("start.brush",(function(t){s(this,arguments).beforestart().start(t)})).on("interrupt.brush end.brush",(function(t){s(this,arguments).end(t)})).tween("brush",(function(){var n=this,r=n.__brush,i=s(n,arguments),o=r.selection,a=t.input("function"==typeof e?e.apply(this,arguments):e,r.extent),u=Gr(o,a);function c(t){r.selection=1===t&&null===a?null:u(t),f.call(n),i.brush()}return null!==o&&null!==a?c:c(1)})):n.each((function(){var n=this,i=arguments,o=n.__brush,a=t.input("function"==typeof e?e.apply(n,i):e,o.extent),u=s(n,i).beforestart();Gi(n),o.selection=null===a?null:a,f.call(n),u.start(r).brush(r).end(r)}))},c.clear=function(t,n){c.move(t,null,n)},l.prototype={beforestart:function(){return 1==++this.active&&(this.state.emitter=this,this.starting=!0),this},start:function(t,n){return this.starting?(this.starting=!1,this.emit("start",t,n)):this.emit("brush",t),this},brush:function(t,n){return this.emit("brush",t,n),this},end:function(t,n){return 0==--this.active&&(delete this.state.emitter,this.emit("end",t,n)),this},emit:function(n,e,r){var i=Zn(this.that).datum();a.call(n,this.that,new Qo(n,{sourceEvent:e,target:c,selection:t.output(this.state.selection),mode:r,dispatch:a}),i)}},c.extent=function(t){return arguments.length?(e="function"==typeof t?t:Ko(ca(t)),c):e},c.filter=function(t){return arguments.length?(r="function"==typeof t?t:Ko(!!t),c):r},c.touchable=function(t){return arguments.length?(i="function"==typeof t?t:Ko(!!t),c):i},c.handleSize=function(t){return arguments.length?(u=+t,c):u},c.keyModifiers=function(t){return arguments.length?(o=!!t,c):o},c.on=function(){var t=a.on.apply(a,arguments);return t===a?c:t},c}var Ma=Math.abs,Ta=Math.cos,Aa=Math.sin,Sa=Math.PI,Ea=Sa/2,Na=2*Sa,ka=Math.max,Ca=1e-12;function Pa(t,n){return Array.from({length:n-t},((n,e)=>t+e))}function za(t,n){var e=0,r=null,i=null,o=null;function a(a){var u,c=a.length,f=new Array(c),s=Pa(0,c),l=new Array(c*c),h=new Array(c),d=0;a=Float64Array.from({length:c*c},n?(t,n)=>a[n%c][n/c|0]:(t,n)=>a[n/c|0][n%c]);for(let n=0;n<c;++n){let e=0;for(let r=0;r<c;++r)e+=a[n*c+r]+t*a[r*c+n];d+=f[n]=e}u=(d=ka(0,Na-e*c)/d)?e:Na/c;{let n=0;r&&s.sort(((t,n)=>r(f[t],f[n])));for(const e of s){const r=n;if(t){const t=Pa(1+~c,c).filter((t=>t<0?a[~t*c+e]:a[e*c+t]));i&&t.sort(((t,n)=>i(t<0?-a[~t*c+e]:a[e*c+t],n<0?-a[~n*c+e]:a[e*c+n])));for(const r of t)if(r<0){(l[~r*c+e]||(l[~r*c+e]={source:null,target:null})).target={index:e,startAngle:n,endAngle:n+=a[~r*c+e]*d,value:a[~r*c+e]}}else{(l[e*c+r]||(l[e*c+r]={source:null,target:null})).source={index:e,startAngle:n,endAngle:n+=a[e*c+r]*d,value:a[e*c+r]}}h[e]={index:e,startAngle:r,endAngle:n,value:f[e]}}else{const t=Pa(0,c).filter((t=>a[e*c+t]||a[t*c+e]));i&&t.sort(((t,n)=>i(a[e*c+t],a[e*c+n])));for(const r of t){let t;if(e<r?(t=l[e*c+r]||(l[e*c+r]={source:null,target:null}),t.source={index:e,startAngle:n,endAngle:n+=a[e*c+r]*d,value:a[e*c+r]}):(t=l[r*c+e]||(l[r*c+e]={source:null,target:null}),t.target={index:e,startAngle:n,endAngle:n+=a[e*c+r]*d,value:a[e*c+r]},e===r&&(t.source=t.target)),t.source&&t.target&&t.source.value<t.target.value){const n=t.source;t.source=t.target,t.target=n}}h[e]={index:e,startAngle:r,endAngle:n,value:f[e]}}n+=u}}return(l=Object.values(l)).groups=h,o?l.sort(o):l}return a.padAngle=function(t){return arguments.length?(e=ka(0,t),a):e},a.sortGroups=function(t){return arguments.length?(r=t,a):r},a.sortSubgroups=function(t){return arguments.length?(i=t,a):i},a.sortChords=function(t){return arguments.length?(null==t?o=null:(n=t,o=function(t,e){return n(t.source.value+t.target.value,e.source.value+e.target.value)})._=t,a):o&&o._;var n},a}const $a=Math.PI,Da=2*$a,Ra=1e-6,Fa=Da-Ra;function qa(t){this._+=t[0];for(let n=1,e=t.length;n<e;++n)this._+=arguments[n]+t[n]}let Ua=class{constructor(t){this._x0=this._y0=this._x1=this._y1=null,this._="",this._append=null==t?qa:function(t){let n=Math.floor(t);if(!(n>=0))throw new Error(`invalid digits: ${t}`);if(n>15)return qa;const e=10**n;return function(t){this._+=t[0];for(let n=1,r=t.length;n<r;++n)this._+=Math.round(arguments[n]*e)/e+t[n]}}(t)}moveTo(t,n){this._append`M${this._x0=this._x1=+t},${this._y0=this._y1=+n}`}closePath(){null!==this._x1&&(this._x1=this._x0,this._y1=this._y0,this._append`Z`)}lineTo(t,n){this._append`L${this._x1=+t},${this._y1=+n}`}quadraticCurveTo(t,n,e,r){this._append`Q${+t},${+n},${this._x1=+e},${this._y1=+r}`}bezierCurveTo(t,n,e,r,i,o){this._append`C${+t},${+n},${+e},${+r},${this._x1=+i},${this._y1=+o}`}arcTo(t,n,e,r,i){if(t=+t,n=+n,e=+e,r=+r,(i=+i)<0)throw new Error(`negative radius: ${i}`);let o=this._x1,a=this._y1,u=e-t,c=r-n,f=o-t,s=a-n,l=f*f+s*s;if(null===this._x1)this._append`M${this._x1=t},${this._y1=n}`;else if(l>Ra)if(Math.abs(s*u-c*f)>Ra&&i){let h=e-o,d=r-a,p=u*u+c*c,g=h*h+d*d,y=Math.sqrt(p),v=Math.sqrt(l),_=i*Math.tan(($a-Math.acos((p+l-g)/(2*y*v)))/2),b=_/v,m=_/y;Math.abs(b-1)>Ra&&this._append`L${t+b*f},${n+b*s}`,this._append`A${i},${i},0,0,${+(s*h>f*d)},${this._x1=t+m*u},${this._y1=n+m*c}`}else this._append`L${this._x1=t},${this._y1=n}`;else;}arc(t,n,e,r,i,o){if(t=+t,n=+n,o=!!o,(e=+e)<0)throw new Error(`negative radius: ${e}`);let a=e*Math.cos(r),u=e*Math.sin(r),c=t+a,f=n+u,s=1^o,l=o?r-i:i-r;null===this._x1?this._append`M${c},${f}`:(Math.abs(this._x1-c)>Ra||Math.abs(this._y1-f)>Ra)&&this._append`L${c},${f}`,e&&(l<0&&(l=l%Da+Da),l>Fa?this._append`A${e},${e},0,1,${s},${t-a},${n-u}A${e},${e},0,1,${s},${this._x1=c},${this._y1=f}`:l>Ra&&this._append`A${e},${e},0,${+(l>=$a)},${s},${this._x1=t+e*Math.cos(i)},${this._y1=n+e*Math.sin(i)}`)}rect(t,n,e,r){this._append`M${this._x0=this._x1=+t},${this._y0=this._y1=+n}h${e=+e}v${+r}h${-e}Z`}toString(){return this._}};function Ia(){return new Ua}Ia.prototype=Ua.prototype;var Oa=Array.prototype.slice;function Ba(t){return function(){return t}}function Ya(t){return t.source}function La(t){return t.target}function ja(t){return t.radius}function Ha(t){return t.startAngle}function Xa(t){return t.endAngle}function Ga(){return 0}function Va(){return 10}function Wa(t){var n=Ya,e=La,r=ja,i=ja,o=Ha,a=Xa,u=Ga,c=null;function f(){var f,s=n.apply(this,arguments),l=e.apply(this,arguments),h=u.apply(this,arguments)/2,d=Oa.call(arguments),p=+r.apply(this,(d[0]=s,d)),g=o.apply(this,d)-Ea,y=a.apply(this,d)-Ea,v=+i.apply(this,(d[0]=l,d)),_=o.apply(this,d)-Ea,b=a.apply(this,d)-Ea;if(c||(c=f=Ia()),h>Ca&&(Ma(y-g)>2*h+Ca?y>g?(g+=h,y-=h):(g-=h,y+=h):g=y=(g+y)/2,Ma(b-_)>2*h+Ca?b>_?(_+=h,b-=h):(_-=h,b+=h):_=b=(_+b)/2),c.moveTo(p*Ta(g),p*Aa(g)),c.arc(0,0,p,g,y),g!==_||y!==b)if(t){var m=v-+t.apply(this,arguments),x=(_+b)/2;c.quadraticCurveTo(0,0,m*Ta(_),m*Aa(_)),c.lineTo(v*Ta(x),v*Aa(x)),c.lineTo(m*Ta(b),m*Aa(b))}else c.quadraticCurveTo(0,0,v*Ta(_),v*Aa(_)),c.arc(0,0,v,_,b);if(c.quadraticCurveTo(0,0,p*Ta(g),p*Aa(g)),c.closePath(),f)return c=null,f+""||null}return t&&(f.headRadius=function(n){return arguments.length?(t="function"==typeof n?n:Ba(+n),f):t}),f.radius=function(t){return arguments.length?(r=i="function"==typeof t?t:Ba(+t),f):r},f.sourceRadius=function(t){return arguments.length?(r="function"==typeof t?t:Ba(+t),f):r},f.targetRadius=function(t){return arguments.length?(i="function"==typeof t?t:Ba(+t),f):i},f.startAngle=function(t){return arguments.length?(o="function"==typeof t?t:Ba(+t),f):o},f.endAngle=function(t){return arguments.length?(a="function"==typeof t?t:Ba(+t),f):a},f.padAngle=function(t){return arguments.length?(u="function"==typeof t?t:Ba(+t),f):u},f.source=function(t){return arguments.length?(n=t,f):n},f.target=function(t){return arguments.length?(e=t,f):e},f.context=function(t){return arguments.length?(c=null==t?null:t,f):c},f}var Za=Array.prototype.slice;function Ka(t,n){return t-n}var Qa=t=>()=>t;function Ja(t,n){for(var e,r=-1,i=n.length;++r<i;)if(e=tu(t,n[r]))return e;return 0}function tu(t,n){for(var e=n[0],r=n[1],i=-1,o=0,a=t.length,u=a-1;o<a;u=o++){var c=t[o],f=c[0],s=c[1],l=t[u],h=l[0],d=l[1];if(nu(c,l,n))return 0;s>r!=d>r&&e<(h-f)*(r-s)/(d-s)+f&&(i=-i)}return i}function nu(t,n,e){var r,i,o,a;return function(t,n,e){return(n[0]-t[0])*(e[1]-t[1])==(e[0]-t[0])*(n[1]-t[1])}(t,n,e)&&(i=t[r=+(t[0]===n[0])],o=e[r],a=n[r],i<=o&&o<=a||a<=o&&o<=i)}function eu(){}var ru=[[],[[[1,1.5],[.5,1]]],[[[1.5,1],[1,1.5]]],[[[1.5,1],[.5,1]]],[[[1,.5],[1.5,1]]],[[[1,1.5],[.5,1]],[[1,.5],[1.5,1]]],[[[1,.5],[1,1.5]]],[[[1,.5],[.5,1]]],[[[.5,1],[1,.5]]],[[[1,1.5],[1,.5]]],[[[.5,1],[1,.5]],[[1.5,1],[1,1.5]]],[[[1.5,1],[1,.5]]],[[[.5,1],[1.5,1]]],[[[1,1.5],[1.5,1]]],[[[.5,1],[1,1.5]]],[]];function iu(){var t=1,n=1,e=K,r=u;function i(t){var n=e(t);if(Array.isArray(n))n=n.slice().sort(Ka);else{const e=M(t,ou);for(n=G(...Z(e[0],e[1],n),n);n[n.length-1]>=e[1];)n.pop();for(;n[1]<e[0];)n.shift()}return n.map((n=>o(t,n)))}function o(e,i){const o=null==i?NaN:+i;if(isNaN(o))throw new Error(`invalid value: ${i}`);var u=[],c=[];return function(e,r,i){var o,u,c,f,s,l,h=new Array,d=new Array;o=u=-1,f=au(e[0],r),ru[f<<1].forEach(p);for(;++o<t-1;)c=f,f=au(e[o+1],r),ru[c|f<<1].forEach(p);ru[f|0].forEach(p);for(;++u<n-1;){for(o=-1,f=au(e[u*t+t],r),s=au(e[u*t],r),ru[f<<1|s<<2].forEach(p);++o<t-1;)c=f,f=au(e[u*t+t+o+1],r),l=s,s=au(e[u*t+o+1],r),ru[c|f<<1|s<<2|l<<3].forEach(p);ru[f|s<<3].forEach(p)}o=-1,s=e[u*t]>=r,ru[s<<2].forEach(p);for(;++o<t-1;)l=s,s=au(e[u*t+o+1],r),ru[s<<2|l<<3].forEach(p);function p(t){var n,e,r=[t[0][0]+o,t[0][1]+u],c=[t[1][0]+o,t[1][1]+u],f=a(r),s=a(c);(n=d[f])?(e=h[s])?(delete d[n.end],delete h[e.start],n===e?(n.ring.push(c),i(n.ring)):h[n.start]=d[e.end]={start:n.start,end:e.end,ring:n.ring.concat(e.ring)}):(delete d[n.end],n.ring.push(c),d[n.end=s]=n):(n=h[s])?(e=d[f])?(delete h[n.start],delete d[e.end],n===e?(n.ring.push(c),i(n.ring)):h[e.start]=d[n.end]={start:e.start,end:n.end,ring:e.ring.concat(n.ring)}):(delete h[n.start],n.ring.unshift(r),h[n.start=f]=n):h[f]=d[s]={start:f,end:s,ring:[r,c]}}ru[s<<3].forEach(p)}(e,o,(function(t){r(t,e,o),function(t){for(var n=0,e=t.length,r=t[e-1][1]*t[0][0]-t[e-1][0]*t[0][1];++n<e;)r+=t[n-1][1]*t[n][0]-t[n-1][0]*t[n][1];return r}(t)>0?u.push([t]):c.push(t)})),c.forEach((function(t){for(var n,e=0,r=u.length;e<r;++e)if(-1!==Ja((n=u[e])[0],t))return void n.push(t)})),{type:"MultiPolygon",value:i,coordinates:u}}function a(n){return 2*n[0]+n[1]*(t+1)*4}function u(e,r,i){e.forEach((function(e){var o=e[0],a=e[1],u=0|o,c=0|a,f=uu(r[c*t+u]);o>0&&o<t&&u===o&&(e[0]=cu(o,uu(r[c*t+u-1]),f,i)),a>0&&a<n&&c===a&&(e[1]=cu(a,uu(r[(c-1)*t+u]),f,i))}))}return i.contour=o,i.size=function(e){if(!arguments.length)return[t,n];var r=Math.floor(e[0]),o=Math.floor(e[1]);if(!(r>=0&&o>=0))throw new Error("invalid size");return t=r,n=o,i},i.thresholds=function(t){return arguments.length?(e="function"==typeof t?t:Array.isArray(t)?Qa(Za.call(t)):Qa(t),i):e},i.smooth=function(t){return arguments.length?(r=t?u:eu,i):r===u},i}function ou(t){return isFinite(t)?t:NaN}function au(t,n){return null!=t&&+t>=n}function uu(t){return null==t||isNaN(t=+t)?-1/0:t}function cu(t,n,e,r){const i=r-n,o=e-n,a=isFinite(i)||isFinite(o)?i/o:Math.sign(i)/Math.sign(o);return isNaN(a)?t:t+a-.5}function fu(t){return t[0]}function su(t){return t[1]}function lu(){return 1}const hu=134217729,du=33306690738754706e-32;function pu(t,n,e,r,i){let o,a,u,c,f=n[0],s=r[0],l=0,h=0;s>f==s>-f?(o=f,f=n[++l]):(o=s,s=r[++h]);let d=0;if(l<t&&h<e)for(s>f==s>-f?(a=f+o,u=o-(a-f),f=n[++l]):(a=s+o,u=o-(a-s),s=r[++h]),o=a,0!==u&&(i[d++]=u);l<t&&h<e;)s>f==s>-f?(a=o+f,c=a-o,u=o-(a-c)+(f-c),f=n[++l]):(a=o+s,c=a-o,u=o-(a-c)+(s-c),s=r[++h]),o=a,0!==u&&(i[d++]=u);for(;l<t;)a=o+f,c=a-o,u=o-(a-c)+(f-c),f=n[++l],o=a,0!==u&&(i[d++]=u);for(;h<e;)a=o+s,c=a-o,u=o-(a-c)+(s-c),s=r[++h],o=a,0!==u&&(i[d++]=u);return 0===o&&0!==d||(i[d++]=o),d}function gu(t){return new Float64Array(t)}const yu=22204460492503146e-32,vu=11093356479670487e-47,_u=gu(4),bu=gu(8),mu=gu(12),xu=gu(16),wu=gu(4);function Mu(t,n,e,r,i,o){const a=(n-o)*(e-i),u=(t-i)*(r-o),c=a-u,f=Math.abs(a+u);return Math.abs(c)>=33306690738754716e-32*f?c:-function(t,n,e,r,i,o,a){let u,c,f,s,l,h,d,p,g,y,v,_,b,m,x,w,M,T;const A=t-i,S=e-i,E=n-o,N=r-o;m=A*N,h=hu*A,d=h-(h-A),p=A-d,h=hu*N,g=h-(h-N),y=N-g,x=p*y-(m-d*g-p*g-d*y),w=E*S,h=hu*E,d=h-(h-E),p=E-d,h=hu*S,g=h-(h-S),y=S-g,M=p*y-(w-d*g-p*g-d*y),v=x-M,l=x-v,_u[0]=x-(v+l)+(l-M),_=m+v,l=_-m,b=m-(_-l)+(v-l),v=b-w,l=b-v,_u[1]=b-(v+l)+(l-w),T=_+v,l=T-_,_u[2]=_-(T-l)+(v-l),_u[3]=T;let k=function(t,n){let e=n[0];for(let r=1;r<t;r++)e+=n[r];return e}(4,_u),C=yu*a;if(k>=C||-k>=C)return k;if(l=t-A,u=t-(A+l)+(l-i),l=e-S,f=e-(S+l)+(l-i),l=n-E,c=n-(E+l)+(l-o),l=r-N,s=r-(N+l)+(l-o),0===u&&0===c&&0===f&&0===s)return k;if(C=vu*a+du*Math.abs(k),k+=A*s+N*u-(E*f+S*c),k>=C||-k>=C)return k;m=u*N,h=hu*u,d=h-(h-u),p=u-d,h=hu*N,g=h-(h-N),y=N-g,x=p*y-(m-d*g-p*g-d*y),w=c*S,h=hu*c,d=h-(h-c),p=c-d,h=hu*S,g=h-(h-S),y=S-g,M=p*y-(w-d*g-p*g-d*y),v=x-M,l=x-v,wu[0]=x-(v+l)+(l-M),_=m+v,l=_-m,b=m-(_-l)+(v-l),v=b-w,l=b-v,wu[1]=b-(v+l)+(l-w),T=_+v,l=T-_,wu[2]=_-(T-l)+(v-l),wu[3]=T;const P=pu(4,_u,4,wu,bu);m=A*s,h=hu*A,d=h-(h-A),p=A-d,h=hu*s,g=h-(h-s),y=s-g,x=p*y-(m-d*g-p*g-d*y),w=E*f,h=hu*E,d=h-(h-E),p=E-d,h=hu*f,g=h-(h-f),y=f-g,M=p*y-(w-d*g-p*g-d*y),v=x-M,l=x-v,wu[0]=x-(v+l)+(l-M),_=m+v,l=_-m,b=m-(_-l)+(v-l),v=b-w,l=b-v,wu[1]=b-(v+l)+(l-w),T=_+v,l=T-_,wu[2]=_-(T-l)+(v-l),wu[3]=T;const z=pu(P,bu,4,wu,mu);m=u*s,h=hu*u,d=h-(h-u),p=u-d,h=hu*s,g=h-(h-s),y=s-g,x=p*y-(m-d*g-p*g-d*y),w=c*f,h=hu*c,d=h-(h-c),p=c-d,h=hu*f,g=h-(h-f),y=f-g,M=p*y-(w-d*g-p*g-d*y),v=x-M,l=x-v,wu[0]=x-(v+l)+(l-M),_=m+v,l=_-m,b=m-(_-l)+(v-l),v=b-w,l=b-v,wu[1]=b-(v+l)+(l-w),T=_+v,l=T-_,wu[2]=_-(T-l)+(v-l),wu[3]=T;const $=pu(z,mu,4,wu,xu);return xu[$-1]}(t,n,e,r,i,o,f)}const Tu=Math.pow(2,-52),Au=new Uint32Array(512);class Su{static from(t,n=zu,e=$u){const r=t.length,i=new Float64Array(2*r);for(let o=0;o<r;o++){const r=t[o];i[2*o]=n(r),i[2*o+1]=e(r)}return new Su(i)}constructor(t){const n=t.length>>1;if(n>0&&"number"!=typeof t[0])throw new Error("Expected coords to contain numbers.");this.coords=t;const e=Math.max(2*n-5,0);this._triangles=new Uint32Array(3*e),this._halfedges=new Int32Array(3*e),this._hashSize=Math.ceil(Math.sqrt(n)),this._hullPrev=new Uint32Array(n),this._hullNext=new Uint32Array(n),this._hullTri=new Uint32Array(n),this._hullHash=new Int32Array(this._hashSize),this._ids=new Uint32Array(n),this._dists=new Float64Array(n),this.update()}update(){const{coords:t,_hullPrev:n,_hullNext:e,_hullTri:r,_hullHash:i}=this,o=t.length>>1;let a=1/0,u=1/0,c=-1/0,f=-1/0;for(let n=0;n<o;n++){const e=t[2*n],r=t[2*n+1];e<a&&(a=e),r<u&&(u=r),e>c&&(c=e),r>f&&(f=r),this._ids[n]=n}const s=(a+c)/2,l=(u+f)/2;let h,d,p;for(let n=0,e=1/0;n<o;n++){const r=Eu(s,l,t[2*n],t[2*n+1]);r<e&&(h=n,e=r)}const g=t[2*h],y=t[2*h+1];for(let n=0,e=1/0;n<o;n++){if(n===h)continue;const r=Eu(g,y,t[2*n],t[2*n+1]);r<e&&r>0&&(d=n,e=r)}let v=t[2*d],_=t[2*d+1],b=1/0;for(let n=0;n<o;n++){if(n===h||n===d)continue;const e=ku(g,y,v,_,t[2*n],t[2*n+1]);e<b&&(p=n,b=e)}let m=t[2*p],x=t[2*p+1];if(b===1/0){for(let n=0;n<o;n++)this._dists[n]=t[2*n]-t[0]||t[2*n+1]-t[1];Cu(this._ids,this._dists,0,o-1);const n=new Uint32Array(o);let e=0;for(let t=0,r=-1/0;t<o;t++){const i=this._ids[t],o=this._dists[i];o>r&&(n[e++]=i,r=o)}return this.hull=n.subarray(0,e),this.triangles=new Uint32Array(0),void(this.halfedges=new Uint32Array(0))}if(Mu(g,y,v,_,m,x)<0){const t=d,n=v,e=_;d=p,v=m,_=x,p=t,m=n,x=e}const w=function(t,n,e,r,i,o){const a=e-t,u=r-n,c=i-t,f=o-n,s=a*a+u*u,l=c*c+f*f,h=.5/(a*f-u*c),d=t+(f*s-u*l)*h,p=n+(a*l-c*s)*h;return{x:d,y:p}}(g,y,v,_,m,x);this._cx=w.x,this._cy=w.y;for(let n=0;n<o;n++)this._dists[n]=Eu(t[2*n],t[2*n+1],w.x,w.y);Cu(this._ids,this._dists,0,o-1),this._hullStart=h;let M=3;e[h]=n[p]=d,e[d]=n[h]=p,e[p]=n[d]=h,r[h]=0,r[d]=1,r[p]=2,i.fill(-1),i[this._hashKey(g,y)]=h,i[this._hashKey(v,_)]=d,i[this._hashKey(m,x)]=p,this.trianglesLen=0,this._addTriangle(h,d,p,-1,-1,-1);for(let o,a,u=0;u<this._ids.length;u++){const c=this._ids[u],f=t[2*c],s=t[2*c+1];if(u>0&&Math.abs(f-o)<=Tu&&Math.abs(s-a)<=Tu)continue;if(o=f,a=s,c===h||c===d||c===p)continue;let l=0;for(let t=0,n=this._hashKey(f,s);t<this._hashSize&&(l=i[(n+t)%this._hashSize],-1===l||l===e[l]);t++);l=n[l];let g,y=l;for(;g=e[y],Mu(f,s,t[2*y],t[2*y+1],t[2*g],t[2*g+1])>=0;)if(y=g,y===l){y=-1;break}if(-1===y)continue;let v=this._addTriangle(y,c,e[y],-1,-1,r[y]);r[c]=this._legalize(v+2),r[y]=v,M++;let _=e[y];for(;g=e[_],Mu(f,s,t[2*_],t[2*_+1],t[2*g],t[2*g+1])<0;)v=this._addTriangle(_,c,g,r[c],-1,r[_]),r[c]=this._legalize(v+2),e[_]=_,M--,_=g;if(y===l)for(;g=n[y],Mu(f,s,t[2*g],t[2*g+1],t[2*y],t[2*y+1])<0;)v=this._addTriangle(g,c,y,-1,r[y],r[g]),this._legalize(v+2),r[g]=v,e[y]=y,M--,y=g;this._hullStart=n[c]=y,e[y]=n[_]=c,e[c]=_,i[this._hashKey(f,s)]=c,i[this._hashKey(t[2*y],t[2*y+1])]=y}this.hull=new Uint32Array(M);for(let t=0,n=this._hullStart;t<M;t++)this.hull[t]=n,n=e[n];this.triangles=this._triangles.subarray(0,this.trianglesLen),this.halfedges=this._halfedges.subarray(0,this.trianglesLen)}_hashKey(t,n){return Math.floor(function(t,n){const e=t/(Math.abs(t)+Math.abs(n));return(n>0?3-e:1+e)/4}(t-this._cx,n-this._cy)*this._hashSize)%this._hashSize}_legalize(t){const{_triangles:n,_halfedges:e,coords:r}=this;let i=0,o=0;for(;;){const a=e[t],u=t-t%3;if(o=u+(t+2)%3,-1===a){if(0===i)break;t=Au[--i];continue}const c=a-a%3,f=u+(t+1)%3,s=c+(a+2)%3,l=n[o],h=n[t],d=n[f],p=n[s];if(Nu(r[2*l],r[2*l+1],r[2*h],r[2*h+1],r[2*d],r[2*d+1],r[2*p],r[2*p+1])){n[t]=p,n[a]=l;const r=e[s];if(-1===r){let n=this._hullStart;do{if(this._hullTri[n]===s){this._hullTri[n]=t;break}n=this._hullPrev[n]}while(n!==this._hullStart)}this._link(t,r),this._link(a,e[o]),this._link(o,s);const u=c+(a+1)%3;i<Au.length&&(Au[i++]=u)}else{if(0===i)break;t=Au[--i]}}return o}_link(t,n){this._halfedges[t]=n,-1!==n&&(this._halfedges[n]=t)}_addTriangle(t,n,e,r,i,o){const a=this.trianglesLen;return this._triangles[a]=t,this._triangles[a+1]=n,this._triangles[a+2]=e,this._link(a,r),this._link(a+1,i),this._link(a+2,o),this.trianglesLen+=3,a}}function Eu(t,n,e,r){const i=t-e,o=n-r;return i*i+o*o}function Nu(t,n,e,r,i,o,a,u){const c=t-a,f=n-u,s=e-a,l=r-u,h=i-a,d=o-u,p=s*s+l*l,g=h*h+d*d;return c*(l*g-p*d)-f*(s*g-p*h)+(c*c+f*f)*(s*d-l*h)<0}function ku(t,n,e,r,i,o){const a=e-t,u=r-n,c=i-t,f=o-n,s=a*a+u*u,l=c*c+f*f,h=.5/(a*f-u*c),d=(f*s-u*l)*h,p=(a*l-c*s)*h;return d*d+p*p}function Cu(t,n,e,r){if(r-e<=20)for(let i=e+1;i<=r;i++){const r=t[i],o=n[r];let a=i-1;for(;a>=e&&n[t[a]]>o;)t[a+1]=t[a--];t[a+1]=r}else{let i=e+1,o=r;Pu(t,e+r>>1,i),n[t[e]]>n[t[r]]&&Pu(t,e,r),n[t[i]]>n[t[r]]&&Pu(t,i,r),n[t[e]]>n[t[i]]&&Pu(t,e,i);const a=t[i],u=n[a];for(;;){do{i++}while(n[t[i]]<u);do{o--}while(n[t[o]]>u);if(o<i)break;Pu(t,i,o)}t[e+1]=t[o],t[o]=a,r-i+1>=o-e?(Cu(t,n,i,r),Cu(t,n,e,o-1)):(Cu(t,n,e,o-1),Cu(t,n,i,r))}}function Pu(t,n,e){const r=t[n];t[n]=t[e],t[e]=r}function zu(t){return t[0]}function $u(t){return t[1]}const Du=1e-6;class Ru{constructor(){this._x0=this._y0=this._x1=this._y1=null,this._=""}moveTo(t,n){this._+=`M${this._x0=this._x1=+t},${this._y0=this._y1=+n}`}closePath(){null!==this._x1&&(this._x1=this._x0,this._y1=this._y0,this._+="Z")}lineTo(t,n){this._+=`L${this._x1=+t},${this._y1=+n}`}arc(t,n,e){const r=(t=+t)+(e=+e),i=n=+n;if(e<0)throw new Error("negative radius");null===this._x1?this._+=`M${r},${i}`:(Math.abs(this._x1-r)>Du||Math.abs(this._y1-i)>Du)&&(this._+="L"+r+","+i),e&&(this._+=`A${e},${e},0,1,1,${t-e},${n}A${e},${e},0,1,1,${this._x1=r},${this._y1=i}`)}rect(t,n,e,r){this._+=`M${this._x0=this._x1=+t},${this._y0=this._y1=+n}h${+e}v${+r}h${-e}Z`}value(){return this._||null}}class Fu{constructor(){this._=[]}moveTo(t,n){this._.push([t,n])}closePath(){this._.push(this._[0].slice())}lineTo(t,n){this._.push([t,n])}value(){return this._.length?this._:null}}class qu{constructor(t,[n,e,r,i]=[0,0,960,500]){if(!((r=+r)>=(n=+n)&&(i=+i)>=(e=+e)))throw new Error("invalid bounds");this.delaunay=t,this._circumcenters=new Float64Array(2*t.points.length),this.vectors=new Float64Array(2*t.points.length),this.xmax=r,this.xmin=n,this.ymax=i,this.ymin=e,this._init()}update(){return this.delaunay.update(),this._init(),this}_init(){const{delaunay:{points:t,hull:n,triangles:e},vectors:r}=this;let i,o;const a=this.circumcenters=this._circumcenters.subarray(0,e.length/3*2);for(let r,u,c=0,f=0,s=e.length;c<s;c+=3,f+=2){const s=2*e[c],l=2*e[c+1],h=2*e[c+2],d=t[s],p=t[s+1],g=t[l],y=t[l+1],v=t[h],_=t[h+1],b=g-d,m=y-p,x=v-d,w=_-p,M=2*(b*w-m*x);if(Math.abs(M)<1e-9){if(void 0===i){i=o=0;for(const e of n)i+=t[2*e],o+=t[2*e+1];i/=n.length,o/=n.length}const e=1e9*Math.sign((i-d)*w-(o-p)*x);r=(d+v)/2-e*w,u=(p+_)/2+e*x}else{const t=1/M,n=b*b+m*m,e=x*x+w*w;r=d+(w*n-m*e)*t,u=p+(b*e-x*n)*t}a[f]=r,a[f+1]=u}let u,c,f,s=n[n.length-1],l=4*s,h=t[2*s],d=t[2*s+1];r.fill(0);for(let e=0;e<n.length;++e)s=n[e],u=l,c=h,f=d,l=4*s,h=t[2*s],d=t[2*s+1],r[u+2]=r[l]=f-d,r[u+3]=r[l+1]=h-c}render(t){const n=null==t?t=new Ru:void 0,{delaunay:{halfedges:e,inedges:r,hull:i},circumcenters:o,vectors:a}=this;if(i.length<=1)return null;for(let n=0,r=e.length;n<r;++n){const r=e[n];if(r<n)continue;const i=2*Math.floor(n/3),a=2*Math.floor(r/3),u=o[i],c=o[i+1],f=o[a],s=o[a+1];this._renderSegment(u,c,f,s,t)}let u,c=i[i.length-1];for(let n=0;n<i.length;++n){u=c,c=i[n];const e=2*Math.floor(r[c]/3),f=o[e],s=o[e+1],l=4*u,h=this._project(f,s,a[l+2],a[l+3]);h&&this._renderSegment(f,s,h[0],h[1],t)}return n&&n.value()}renderBounds(t){const n=null==t?t=new Ru:void 0;return t.rect(this.xmin,this.ymin,this.xmax-this.xmin,this.ymax-this.ymin),n&&n.value()}renderCell(t,n){const e=null==n?n=new Ru:void 0,r=this._clip(t);if(null===r||!r.length)return;n.moveTo(r[0],r[1]);let i=r.length;for(;r[0]===r[i-2]&&r[1]===r[i-1]&&i>1;)i-=2;for(let t=2;t<i;t+=2)r[t]===r[t-2]&&r[t+1]===r[t-1]||n.lineTo(r[t],r[t+1]);return n.closePath(),e&&e.value()}*cellPolygons(){const{delaunay:{points:t}}=this;for(let n=0,e=t.length/2;n<e;++n){const t=this.cellPolygon(n);t&&(t.index=n,yield t)}}cellPolygon(t){const n=new Fu;return this.renderCell(t,n),n.value()}_renderSegment(t,n,e,r,i){let o;const a=this._regioncode(t,n),u=this._regioncode(e,r);0===a&&0===u?(i.moveTo(t,n),i.lineTo(e,r)):(o=this._clipSegment(t,n,e,r,a,u))&&(i.moveTo(o[0],o[1]),i.lineTo(o[2],o[3]))}contains(t,n,e){return(n=+n)==n&&(e=+e)==e&&this.delaunay._step(t,n,e)===t}*neighbors(t){const n=this._clip(t);if(n)for(const e of this.delaunay.neighbors(t)){const t=this._clip(e);if(t)t:for(let r=0,i=n.length;r<i;r+=2)for(let o=0,a=t.length;o<a;o+=2)if(n[r]===t[o]&&n[r+1]===t[o+1]&&n[(r+2)%i]===t[(o+a-2)%a]&&n[(r+3)%i]===t[(o+a-1)%a]){yield e;break t}}}_cell(t){const{circumcenters:n,delaunay:{inedges:e,halfedges:r,triangles:i}}=this,o=e[t];if(-1===o)return null;const a=[];let u=o;do{const e=Math.floor(u/3);if(a.push(n[2*e],n[2*e+1]),u=u%3==2?u-2:u+1,i[u]!==t)break;u=r[u]}while(u!==o&&-1!==u);return a}_clip(t){if(0===t&&1===this.delaunay.hull.length)return[this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax,this.xmin,this.ymin];const n=this._cell(t);if(null===n)return null;const{vectors:e}=this,r=4*t;return this._simplify(e[r]||e[r+1]?this._clipInfinite(t,n,e[r],e[r+1],e[r+2],e[r+3]):this._clipFinite(t,n))}_clipFinite(t,n){const e=n.length;let r,i,o,a,u=null,c=n[e-2],f=n[e-1],s=this._regioncode(c,f),l=0;for(let h=0;h<e;h+=2)if(r=c,i=f,c=n[h],f=n[h+1],o=s,s=this._regioncode(c,f),0===o&&0===s)a=l,l=0,u?u.push(c,f):u=[c,f];else{let n,e,h,d,p;if(0===o){if(null===(n=this._clipSegment(r,i,c,f,o,s)))continue;[e,h,d,p]=n}else{if(null===(n=this._clipSegment(c,f,r,i,s,o)))continue;[d,p,e,h]=n,a=l,l=this._edgecode(e,h),a&&l&&this._edge(t,a,l,u,u.length),u?u.push(e,h):u=[e,h]}a=l,l=this._edgecode(d,p),a&&l&&this._edge(t,a,l,u,u.length),u?u.push(d,p):u=[d,p]}if(u)a=l,l=this._edgecode(u[0],u[1]),a&&l&&this._edge(t,a,l,u,u.length);else if(this.contains(t,(this.xmin+this.xmax)/2,(this.ymin+this.ymax)/2))return[this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax,this.xmin,this.ymin];return u}_clipSegment(t,n,e,r,i,o){const a=i<o;for(a&&([t,n,e,r,i,o]=[e,r,t,n,o,i]);;){if(0===i&&0===o)return a?[e,r,t,n]:[t,n,e,r];if(i&o)return null;let u,c,f=i||o;8&f?(u=t+(e-t)*(this.ymax-n)/(r-n),c=this.ymax):4&f?(u=t+(e-t)*(this.ymin-n)/(r-n),c=this.ymin):2&f?(c=n+(r-n)*(this.xmax-t)/(e-t),u=this.xmax):(c=n+(r-n)*(this.xmin-t)/(e-t),u=this.xmin),i?(t=u,n=c,i=this._regioncode(t,n)):(e=u,r=c,o=this._regioncode(e,r))}}_clipInfinite(t,n,e,r,i,o){let a,u=Array.from(n);if((a=this._project(u[0],u[1],e,r))&&u.unshift(a[0],a[1]),(a=this._project(u[u.length-2],u[u.length-1],i,o))&&u.push(a[0],a[1]),u=this._clipFinite(t,u))for(let n,e=0,r=u.length,i=this._edgecode(u[r-2],u[r-1]);e<r;e+=2)n=i,i=this._edgecode(u[e],u[e+1]),n&&i&&(e=this._edge(t,n,i,u,e),r=u.length);else this.contains(t,(this.xmin+this.xmax)/2,(this.ymin+this.ymax)/2)&&(u=[this.xmin,this.ymin,this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax]);return u}_edge(t,n,e,r,i){for(;n!==e;){let e,o;switch(n){case 5:n=4;continue;case 4:n=6,e=this.xmax,o=this.ymin;break;case 6:n=2;continue;case 2:n=10,e=this.xmax,o=this.ymax;break;case 10:n=8;continue;case 8:n=9,e=this.xmin,o=this.ymax;break;case 9:n=1;continue;case 1:n=5,e=this.xmin,o=this.ymin}r[i]===e&&r[i+1]===o||!this.contains(t,e,o)||(r.splice(i,0,e,o),i+=2)}return i}_project(t,n,e,r){let i,o,a,u=1/0;if(r<0){if(n<=this.ymin)return null;(i=(this.ymin-n)/r)<u&&(a=this.ymin,o=t+(u=i)*e)}else if(r>0){if(n>=this.ymax)return null;(i=(this.ymax-n)/r)<u&&(a=this.ymax,o=t+(u=i)*e)}if(e>0){if(t>=this.xmax)return null;(i=(this.xmax-t)/e)<u&&(o=this.xmax,a=n+(u=i)*r)}else if(e<0){if(t<=this.xmin)return null;(i=(this.xmin-t)/e)<u&&(o=this.xmin,a=n+(u=i)*r)}return[o,a]}_edgecode(t,n){return(t===this.xmin?1:t===this.xmax?2:0)|(n===this.ymin?4:n===this.ymax?8:0)}_regioncode(t,n){return(t<this.xmin?1:t>this.xmax?2:0)|(n<this.ymin?4:n>this.ymax?8:0)}_simplify(t){if(t&&t.length>4){for(let n=0;n<t.length;n+=2){const e=(n+2)%t.length,r=(n+4)%t.length;(t[n]===t[e]&&t[e]===t[r]||t[n+1]===t[e+1]&&t[e+1]===t[r+1])&&(t.splice(e,2),n-=2)}t.length||(t=null)}return t}}const Uu=2*Math.PI,Iu=Math.pow;function Ou(t){return t[0]}function Bu(t){return t[1]}function Yu(t,n,e){return[t+Math.sin(t+n)*e,n+Math.cos(t-n)*e]}class Lu{static from(t,n=Ou,e=Bu,r){return new Lu("length"in t?function(t,n,e,r){const i=t.length,o=new Float64Array(2*i);for(let a=0;a<i;++a){const i=t[a];o[2*a]=n.call(r,i,a,t),o[2*a+1]=e.call(r,i,a,t)}return o}(t,n,e,r):Float64Array.from(function*(t,n,e,r){let i=0;for(const o of t)yield n.call(r,o,i,t),yield e.call(r,o,i,t),++i}(t,n,e,r)))}constructor(t){this._delaunator=new Su(t),this.inedges=new Int32Array(t.length/2),this._hullIndex=new Int32Array(t.length/2),this.points=this._delaunator.coords,this._init()}update(){return this._delaunator.update(),this._init(),this}_init(){const t=this._delaunator,n=this.points;if(t.hull&&t.hull.length>2&&function(t){const{triangles:n,coords:e}=t;for(let t=0;t<n.length;t+=3){const r=2*n[t],i=2*n[t+1],o=2*n[t+2];if((e[o]-e[r])*(e[i+1]-e[r+1])-(e[i]-e[r])*(e[o+1]-e[r+1])>1e-10)return!1}return!0}(t)){this.collinear=Int32Array.from({length:n.length/2},((t,n)=>n)).sort(((t,e)=>n[2*t]-n[2*e]||n[2*t+1]-n[2*e+1]));const t=this.collinear[0],e=this.collinear[this.collinear.length-1],r=[n[2*t],n[2*t+1],n[2*e],n[2*e+1]],i=1e-8*Math.hypot(r[3]-r[1],r[2]-r[0]);for(let t=0,e=n.length/2;t<e;++t){const e=Yu(n[2*t],n[2*t+1],i);n[2*t]=e[0],n[2*t+1]=e[1]}this._delaunator=new Su(n)}else delete this.collinear;const e=this.halfedges=this._delaunator.halfedges,r=this.hull=this._delaunator.hull,i=this.triangles=this._delaunator.triangles,o=this.inedges.fill(-1),a=this._hullIndex.fill(-1);for(let t=0,n=e.length;t<n;++t){const n=i[t%3==2?t-2:t+1];-1!==e[t]&&-1!==o[n]||(o[n]=t)}for(let t=0,n=r.length;t<n;++t)a[r[t]]=t;r.length<=2&&r.length>0&&(this.triangles=new Int32Array(3).fill(-1),this.halfedges=new Int32Array(3).fill(-1),this.triangles[0]=r[0],o[r[0]]=1,2===r.length&&(o[r[1]]=0,this.triangles[1]=r[1],this.triangles[2]=r[1]))}voronoi(t){return new qu(this,t)}*neighbors(t){const{inedges:n,hull:e,_hullIndex:r,halfedges:i,triangles:o,collinear:a}=this;if(a){const n=a.indexOf(t);return n>0&&(yield a[n-1]),void(n<a.length-1&&(yield a[n+1]))}const u=n[t];if(-1===u)return;let c=u,f=-1;do{if(yield f=o[c],c=c%3==2?c-2:c+1,o[c]!==t)return;if(c=i[c],-1===c){const n=e[(r[t]+1)%e.length];return void(n!==f&&(yield n))}}while(c!==u)}find(t,n,e=0){if((t=+t)!=t||(n=+n)!=n)return-1;const r=e;let i;for(;(i=this._step(e,t,n))>=0&&i!==e&&i!==r;)e=i;return i}_step(t,n,e){const{inedges:r,hull:i,_hullIndex:o,halfedges:a,triangles:u,points:c}=this;if(-1===r[t]||!c.length)return(t+1)%(c.length>>1);let f=t,s=Iu(n-c[2*t],2)+Iu(e-c[2*t+1],2);const l=r[t];let h=l;do{let r=u[h];const l=Iu(n-c[2*r],2)+Iu(e-c[2*r+1],2);if(l<s&&(s=l,f=r),h=h%3==2?h-2:h+1,u[h]!==t)break;if(h=a[h],-1===h){if(h=i[(o[t]+1)%i.length],h!==r&&Iu(n-c[2*h],2)+Iu(e-c[2*h+1],2)<s)return h;break}}while(h!==l);return f}render(t){const n=null==t?t=new Ru:void 0,{points:e,halfedges:r,triangles:i}=this;for(let n=0,o=r.length;n<o;++n){const o=r[n];if(o<n)continue;const a=2*i[n],u=2*i[o];t.moveTo(e[a],e[a+1]),t.lineTo(e[u],e[u+1])}return this.renderHull(t),n&&n.value()}renderPoints(t,n){void 0!==n||t&&"function"==typeof t.moveTo||(n=t,t=null),n=null==n?2:+n;const e=null==t?t=new Ru:void 0,{points:r}=this;for(let e=0,i=r.length;e<i;e+=2){const i=r[e],o=r[e+1];t.moveTo(i+n,o),t.arc(i,o,n,0,Uu)}return e&&e.value()}renderHull(t){const n=null==t?t=new Ru:void 0,{hull:e,points:r}=this,i=2*e[0],o=e.length;t.moveTo(r[i],r[i+1]);for(let n=1;n<o;++n){const i=2*e[n];t.lineTo(r[i],r[i+1])}return t.closePath(),n&&n.value()}hullPolygon(){const t=new Fu;return this.renderHull(t),t.value()}renderTriangle(t,n){const e=null==n?n=new Ru:void 0,{points:r,triangles:i}=this,o=2*i[t*=3],a=2*i[t+1],u=2*i[t+2];return n.moveTo(r[o],r[o+1]),n.lineTo(r[a],r[a+1]),n.lineTo(r[u],r[u+1]),n.closePath(),e&&e.value()}*trianglePolygons(){const{triangles:t}=this;for(let n=0,e=t.length/3;n<e;++n)yield this.trianglePolygon(n)}trianglePolygon(t){const n=new Fu;return this.renderTriangle(t,n),n.value()}}var ju={},Hu={},Xu=34,Gu=10,Vu=13;function Wu(t){return new Function("d","return {"+t.map((function(t,n){return JSON.stringify(t)+": d["+n+'] || ""'})).join(",")+"}")}function Zu(t){var n=Object.create(null),e=[];return t.forEach((function(t){for(var r in t)r in n||e.push(n[r]=r)})),e}function Ku(t,n){var e=t+"",r=e.length;return r<n?new Array(n-r+1).join(0)+e:e}function Qu(t){var n,e=t.getUTCHours(),r=t.getUTCMinutes(),i=t.getUTCSeconds(),o=t.getUTCMilliseconds();return isNaN(t)?"Invalid Date":((n=t.getUTCFullYear())<0?"-"+Ku(-n,6):n>9999?"+"+Ku(n,6):Ku(n,4))+"-"+Ku(t.getUTCMonth()+1,2)+"-"+Ku(t.getUTCDate(),2)+(o?"T"+Ku(e,2)+":"+Ku(r,2)+":"+Ku(i,2)+"."+Ku(o,3)+"Z":i?"T"+Ku(e,2)+":"+Ku(r,2)+":"+Ku(i,2)+"Z":r||e?"T"+Ku(e,2)+":"+Ku(r,2)+"Z":"")}function Ju(t){var n=new RegExp('["'+t+"\n\r]"),e=t.charCodeAt(0);function r(t,n){var r,i=[],o=t.length,a=0,u=0,c=o<=0,f=!1;function s(){if(c)return Hu;if(f)return f=!1,ju;var n,r,i=a;if(t.charCodeAt(i)===Xu){for(;a++<o&&t.charCodeAt(a)!==Xu||t.charCodeAt(++a)===Xu;);return(n=a)>=o?c=!0:(r=t.charCodeAt(a++))===Gu?f=!0:r===Vu&&(f=!0,t.charCodeAt(a)===Gu&&++a),t.slice(i+1,n-1).replace(/""/g,'"')}for(;a<o;){if((r=t.charCodeAt(n=a++))===Gu)f=!0;else if(r===Vu)f=!0,t.charCodeAt(a)===Gu&&++a;else if(r!==e)continue;return t.slice(i,n)}return c=!0,t.slice(i,o)}for(t.charCodeAt(o-1)===Gu&&--o,t.charCodeAt(o-1)===Vu&&--o;(r=s())!==Hu;){for(var l=[];r!==ju&&r!==Hu;)l.push(r),r=s();n&&null==(l=n(l,u++))||i.push(l)}return i}function i(n,e){return n.map((function(n){return e.map((function(t){return a(n[t])})).join(t)}))}function o(n){return n.map(a).join(t)}function a(t){return null==t?"":t instanceof Date?Qu(t):n.test(t+="")?'"'+t.replace(/"/g,'""')+'"':t}return{parse:function(t,n){var e,i,o=r(t,(function(t,r){if(e)return e(t,r-1);i=t,e=n?function(t,n){var e=Wu(t);return function(r,i){return n(e(r),i,t)}}(t,n):Wu(t)}));return o.columns=i||[],o},parseRows:r,format:function(n,e){return null==e&&(e=Zu(n)),[e.map(a).join(t)].concat(i(n,e)).join("\n")},formatBody:function(t,n){return null==n&&(n=Zu(t)),i(t,n).join("\n")},formatRows:function(t){return t.map(o).join("\n")},formatRow:o,formatValue:a}}var tc=Ju(","),nc=tc.parse,ec=tc.parseRows,rc=tc.format,ic=tc.formatBody,oc=tc.formatRows,ac=tc.formatRow,uc=tc.formatValue,cc=Ju("\t"),fc=cc.parse,sc=cc.parseRows,lc=cc.format,hc=cc.formatBody,dc=cc.formatRows,pc=cc.formatRow,gc=cc.formatValue;const yc=new Date("2019-01-01T00:00").getHours()||new Date("2019-07-01T00:00").getHours();function vc(t){if(!t.ok)throw new Error(t.status+" "+t.statusText);return t.blob()}function _c(t){if(!t.ok)throw new Error(t.status+" "+t.statusText);return t.arrayBuffer()}function bc(t){if(!t.ok)throw new Error(t.status+" "+t.statusText);return t.text()}function mc(t,n){return fetch(t,n).then(bc)}function xc(t){return function(n,e,r){return 2===arguments.length&&"function"==typeof e&&(r=e,e=void 0),mc(n,e).then((function(n){return t(n,r)}))}}var wc=xc(nc),Mc=xc(fc);function Tc(t){if(!t.ok)throw new Error(t.status+" "+t.statusText);if(204!==t.status&&205!==t.status)return t.json()}function Ac(t){return(n,e)=>mc(n,e).then((n=>(new DOMParser).parseFromString(n,t)))}var Sc=Ac("application/xml"),Ec=Ac("text/html"),Nc=Ac("image/svg+xml");function kc(t,n,e,r){if(isNaN(n)||isNaN(e))return t;var i,o,a,u,c,f,s,l,h,d=t._root,p={data:r},g=t._x0,y=t._y0,v=t._x1,_=t._y1;if(!d)return t._root=p,t;for(;d.length;)if((f=n>=(o=(g+v)/2))?g=o:v=o,(s=e>=(a=(y+_)/2))?y=a:_=a,i=d,!(d=d[l=s<<1|f]))return i[l]=p,t;if(u=+t._x.call(null,d.data),c=+t._y.call(null,d.data),n===u&&e===c)return p.next=d,i?i[l]=p:t._root=p,t;do{i=i?i[l]=new Array(4):t._root=new Array(4),(f=n>=(o=(g+v)/2))?g=o:v=o,(s=e>=(a=(y+_)/2))?y=a:_=a}while((l=s<<1|f)==(h=(c>=a)<<1|u>=o));return i[h]=d,i[l]=p,t}function Cc(t,n,e,r,i){this.node=t,this.x0=n,this.y0=e,this.x1=r,this.y1=i}function Pc(t){return t[0]}function zc(t){return t[1]}function $c(t,n,e){var r=new Dc(null==n?Pc:n,null==e?zc:e,NaN,NaN,NaN,NaN);return null==t?r:r.addAll(t)}function Dc(t,n,e,r,i,o){this._x=t,this._y=n,this._x0=e,this._y0=r,this._x1=i,this._y1=o,this._root=void 0}function Rc(t){for(var n={data:t.data},e=n;t=t.next;)e=e.next={data:t.data};return n}var Fc=$c.prototype=Dc.prototype;function qc(t){return function(){return t}}function Uc(t){return 1e-6*(t()-.5)}function Ic(t){return t.x+t.vx}function Oc(t){return t.y+t.vy}function Bc(t){return t.index}function Yc(t,n){var e=t.get(n);if(!e)throw new Error("node not found: "+n);return e}Fc.copy=function(){var t,n,e=new Dc(this._x,this._y,this._x0,this._y0,this._x1,this._y1),r=this._root;if(!r)return e;if(!r.length)return e._root=Rc(r),e;for(t=[{source:r,target:e._root=new Array(4)}];r=t.pop();)for(var i=0;i<4;++i)(n=r.source[i])&&(n.length?t.push({source:n,target:r.target[i]=new Array(4)}):r.target[i]=Rc(n));return e},Fc.add=function(t){const n=+this._x.call(null,t),e=+this._y.call(null,t);return kc(this.cover(n,e),n,e,t)},Fc.addAll=function(t){var n,e,r,i,o=t.length,a=new Array(o),u=new Array(o),c=1/0,f=1/0,s=-1/0,l=-1/0;for(e=0;e<o;++e)isNaN(r=+this._x.call(null,n=t[e]))||isNaN(i=+this._y.call(null,n))||(a[e]=r,u[e]=i,r<c&&(c=r),r>s&&(s=r),i<f&&(f=i),i>l&&(l=i));if(c>s||f>l)return this;for(this.cover(c,f).cover(s,l),e=0;e<o;++e)kc(this,a[e],u[e],t[e]);return this},Fc.cover=function(t,n){if(isNaN(t=+t)||isNaN(n=+n))return this;var e=this._x0,r=this._y0,i=this._x1,o=this._y1;if(isNaN(e))i=(e=Math.floor(t))+1,o=(r=Math.floor(n))+1;else{for(var a,u,c=i-e||1,f=this._root;e>t||t>=i||r>n||n>=o;)switch(u=(n<r)<<1|t<e,(a=new Array(4))[u]=f,f=a,c*=2,u){case 0:i=e+c,o=r+c;break;case 1:e=i-c,o=r+c;break;case 2:i=e+c,r=o-c;break;case 3:e=i-c,r=o-c}this._root&&this._root.length&&(this._root=f)}return this._x0=e,this._y0=r,this._x1=i,this._y1=o,this},Fc.data=function(){var t=[];return this.visit((function(n){if(!n.length)do{t.push(n.data)}while(n=n.next)})),t},Fc.extent=function(t){return arguments.length?this.cover(+t[0][0],+t[0][1]).cover(+t[1][0],+t[1][1]):isNaN(this._x0)?void 0:[[this._x0,this._y0],[this._x1,this._y1]]},Fc.find=function(t,n,e){var r,i,o,a,u,c,f,s=this._x0,l=this._y0,h=this._x1,d=this._y1,p=[],g=this._root;for(g&&p.push(new Cc(g,s,l,h,d)),null==e?e=1/0:(s=t-e,l=n-e,h=t+e,d=n+e,e*=e);c=p.pop();)if(!(!(g=c.node)||(i=c.x0)>h||(o=c.y0)>d||(a=c.x1)<s||(u=c.y1)<l))if(g.length){var y=(i+a)/2,v=(o+u)/2;p.push(new Cc(g[3],y,v,a,u),new Cc(g[2],i,v,y,u),new Cc(g[1],y,o,a,v),new Cc(g[0],i,o,y,v)),(f=(n>=v)<<1|t>=y)&&(c=p[p.length-1],p[p.length-1]=p[p.length-1-f],p[p.length-1-f]=c)}else{var _=t-+this._x.call(null,g.data),b=n-+this._y.call(null,g.data),m=_*_+b*b;if(m<e){var x=Math.sqrt(e=m);s=t-x,l=n-x,h=t+x,d=n+x,r=g.data}}return r},Fc.remove=function(t){if(isNaN(o=+this._x.call(null,t))||isNaN(a=+this._y.call(null,t)))return this;var n,e,r,i,o,a,u,c,f,s,l,h,d=this._root,p=this._x0,g=this._y0,y=this._x1,v=this._y1;if(!d)return this;if(d.length)for(;;){if((f=o>=(u=(p+y)/2))?p=u:y=u,(s=a>=(c=(g+v)/2))?g=c:v=c,n=d,!(d=d[l=s<<1|f]))return this;if(!d.length)break;(n[l+1&3]||n[l+2&3]||n[l+3&3])&&(e=n,h=l)}for(;d.data!==t;)if(r=d,!(d=d.next))return this;return(i=d.next)&&delete d.next,r?(i?r.next=i:delete r.next,this):n?(i?n[l]=i:delete n[l],(d=n[0]||n[1]||n[2]||n[3])&&d===(n[3]||n[2]||n[1]||n[0])&&!d.length&&(e?e[h]=d:this._root=d),this):(this._root=i,this)},Fc.removeAll=function(t){for(var n=0,e=t.length;n<e;++n)this.remove(t[n]);return this},Fc.root=function(){return this._root},Fc.size=function(){var t=0;return this.visit((function(n){if(!n.length)do{++t}while(n=n.next)})),t},Fc.visit=function(t){var n,e,r,i,o,a,u=[],c=this._root;for(c&&u.push(new Cc(c,this._x0,this._y0,this._x1,this._y1));n=u.pop();)if(!t(c=n.node,r=n.x0,i=n.y0,o=n.x1,a=n.y1)&&c.length){var f=(r+o)/2,s=(i+a)/2;(e=c[3])&&u.push(new Cc(e,f,s,o,a)),(e=c[2])&&u.push(new Cc(e,r,s,f,a)),(e=c[1])&&u.push(new Cc(e,f,i,o,s)),(e=c[0])&&u.push(new Cc(e,r,i,f,s))}return this},Fc.visitAfter=function(t){var n,e=[],r=[];for(this._root&&e.push(new Cc(this._root,this._x0,this._y0,this._x1,this._y1));n=e.pop();){var i=n.node;if(i.length){var o,a=n.x0,u=n.y0,c=n.x1,f=n.y1,s=(a+c)/2,l=(u+f)/2;(o=i[0])&&e.push(new Cc(o,a,u,s,l)),(o=i[1])&&e.push(new Cc(o,s,u,c,l)),(o=i[2])&&e.push(new Cc(o,a,l,s,f)),(o=i[3])&&e.push(new Cc(o,s,l,c,f))}r.push(n)}for(;n=r.pop();)t(n.node,n.x0,n.y0,n.x1,n.y1);return this},Fc.x=function(t){return arguments.length?(this._x=t,this):this._x},Fc.y=function(t){return arguments.length?(this._y=t,this):this._y};const Lc=1664525,jc=1013904223,Hc=4294967296;function Xc(t){return t.x}function Gc(t){return t.y}var Vc=Math.PI*(3-Math.sqrt(5));function Wc(t,n){if((e=(t=n?t.toExponential(n-1):t.toExponential()).indexOf("e"))<0)return null;var e,r=t.slice(0,e);return[r.length>1?r[0]+r.slice(2):r,+t.slice(e+1)]}function Zc(t){return(t=Wc(Math.abs(t)))?t[1]:NaN}var Kc,Qc=/^(?:(.)?([<>=^]))?([+\-( ])?([$#])?(0)?(\d+)?(,)?(\.\d+)?(~)?([a-z%])?$/i;function Jc(t){if(!(n=Qc.exec(t)))throw new Error("invalid format: "+t);var n;return new tf({fill:n[1],align:n[2],sign:n[3],symbol:n[4],zero:n[5],width:n[6],comma:n[7],precision:n[8]&&n[8].slice(1),trim:n[9],type:n[10]})}function tf(t){this.fill=void 0===t.fill?" ":t.fill+"",this.align=void 0===t.align?">":t.align+"",this.sign=void 0===t.sign?"-":t.sign+"",this.symbol=void 0===t.symbol?"":t.symbol+"",this.zero=!!t.zero,this.width=void 0===t.width?void 0:+t.width,this.comma=!!t.comma,this.precision=void 0===t.precision?void 0:+t.precision,this.trim=!!t.trim,this.type=void 0===t.type?"":t.type+""}function nf(t,n){var e=Wc(t,n);if(!e)return t+"";var r=e[0],i=e[1];return i<0?"0."+new Array(-i).join("0")+r:r.length>i+1?r.slice(0,i+1)+"."+r.slice(i+1):r+new Array(i-r.length+2).join("0")}Jc.prototype=tf.prototype,tf.prototype.toString=function(){return this.fill+this.align+this.sign+this.symbol+(this.zero?"0":"")+(void 0===this.width?"":Math.max(1,0|this.width))+(this.comma?",":"")+(void 0===this.precision?"":"."+Math.max(0,0|this.precision))+(this.trim?"~":"")+this.type};var ef={"%":(t,n)=>(100*t).toFixed(n),b:t=>Math.round(t).toString(2),c:t=>t+"",d:function(t){return Math.abs(t=Math.round(t))>=1e21?t.toLocaleString("en").replace(/,/g,""):t.toString(10)},e:(t,n)=>t.toExponential(n),f:(t,n)=>t.toFixed(n),g:(t,n)=>t.toPrecision(n),o:t=>Math.round(t).toString(8),p:(t,n)=>nf(100*t,n),r:nf,s:function(t,n){var e=Wc(t,n);if(!e)return t+"";var r=e[0],i=e[1],o=i-(Kc=3*Math.max(-8,Math.min(8,Math.floor(i/3))))+1,a=r.length;return o===a?r:o>a?r+new Array(o-a+1).join("0"):o>0?r.slice(0,o)+"."+r.slice(o):"0."+new Array(1-o).join("0")+Wc(t,Math.max(0,n+o-1))[0]},X:t=>Math.round(t).toString(16).toUpperCase(),x:t=>Math.round(t).toString(16)};function rf(t){return t}var of,af=Array.prototype.map,uf=["y","z","a","f","p","n","µ","m","","k","M","G","T","P","E","Z","Y"];function cf(t){var n,e,r=void 0===t.grouping||void 0===t.thousands?rf:(n=af.call(t.grouping,Number),e=t.thousands+"",function(t,r){for(var i=t.length,o=[],a=0,u=n[0],c=0;i>0&&u>0&&(c+u+1>r&&(u=Math.max(1,r-c)),o.push(t.substring(i-=u,i+u)),!((c+=u+1)>r));)u=n[a=(a+1)%n.length];return o.reverse().join(e)}),i=void 0===t.currency?"":t.currency[0]+"",o=void 0===t.currency?"":t.currency[1]+"",a=void 0===t.decimal?".":t.decimal+"",u=void 0===t.numerals?rf:function(t){return function(n){return n.replace(/[0-9]/g,(function(n){return t[+n]}))}}(af.call(t.numerals,String)),c=void 0===t.percent?"%":t.percent+"",f=void 0===t.minus?"−":t.minus+"",s=void 0===t.nan?"NaN":t.nan+"";function l(t){var n=(t=Jc(t)).fill,e=t.align,l=t.sign,h=t.symbol,d=t.zero,p=t.width,g=t.comma,y=t.precision,v=t.trim,_=t.type;"n"===_?(g=!0,_="g"):ef[_]||(void 0===y&&(y=12),v=!0,_="g"),(d||"0"===n&&"="===e)&&(d=!0,n="0",e="=");var b="$"===h?i:"#"===h&&/[boxX]/.test(_)?"0"+_.toLowerCase():"",m="$"===h?o:/[%p]/.test(_)?c:"",x=ef[_],w=/[defgprs%]/.test(_);function M(t){var i,o,c,h=b,M=m;if("c"===_)M=x(t)+M,t="";else{var T=(t=+t)<0||1/t<0;if(t=isNaN(t)?s:x(Math.abs(t),y),v&&(t=function(t){t:for(var n,e=t.length,r=1,i=-1;r<e;++r)switch(t[r]){case".":i=n=r;break;case"0":0===i&&(i=r),n=r;break;default:if(!+t[r])break t;i>0&&(i=0)}return i>0?t.slice(0,i)+t.slice(n+1):t}(t)),T&&0==+t&&"+"!==l&&(T=!1),h=(T?"("===l?l:f:"-"===l||"("===l?"":l)+h,M=("s"===_?uf[8+Kc/3]:"")+M+(T&&"("===l?")":""),w)for(i=-1,o=t.length;++i<o;)if(48>(c=t.charCodeAt(i))||c>57){M=(46===c?a+t.slice(i+1):t.slice(i))+M,t=t.slice(0,i);break}}g&&!d&&(t=r(t,1/0));var A=h.length+t.length+M.length,S=A<p?new Array(p-A+1).join(n):"";switch(g&&d&&(t=r(S+t,S.length?p-M.length:1/0),S=""),e){case"<":t=h+t+M+S;break;case"=":t=h+S+t+M;break;case"^":t=S.slice(0,A=S.length>>1)+h+t+M+S.slice(A);break;default:t=S+h+t+M}return u(t)}return y=void 0===y?6:/[gprs]/.test(_)?Math.max(1,Math.min(21,y)):Math.max(0,Math.min(20,y)),M.toString=function(){return t+""},M}return{format:l,formatPrefix:function(t,n){var e=l(((t=Jc(t)).type="f",t)),r=3*Math.max(-8,Math.min(8,Math.floor(Zc(n)/3))),i=Math.pow(10,-r),o=uf[8+r/3];return function(t){return e(i*t)+o}}}}function ff(n){return of=cf(n),t.format=of.format,t.formatPrefix=of.formatPrefix,of}function sf(t){return Math.max(0,-Zc(Math.abs(t)))}function lf(t,n){return Math.max(0,3*Math.max(-8,Math.min(8,Math.floor(Zc(n)/3)))-Zc(Math.abs(t)))}function hf(t,n){return t=Math.abs(t),n=Math.abs(n)-t,Math.max(0,Zc(n)-Zc(t))+1}t.format=void 0,t.formatPrefix=void 0,ff({thousands:",",grouping:[3],currency:["$",""]});var df=1e-6,pf=1e-12,gf=Math.PI,yf=gf/2,vf=gf/4,_f=2*gf,bf=180/gf,mf=gf/180,xf=Math.abs,wf=Math.atan,Mf=Math.atan2,Tf=Math.cos,Af=Math.ceil,Sf=Math.exp,Ef=Math.hypot,Nf=Math.log,kf=Math.pow,Cf=Math.sin,Pf=Math.sign||function(t){return t>0?1:t<0?-1:0},zf=Math.sqrt,$f=Math.tan;function Df(t){return t>1?0:t<-1?gf:Math.acos(t)}function Rf(t){return t>1?yf:t<-1?-yf:Math.asin(t)}function Ff(t){return(t=Cf(t/2))*t}function qf(){}function Uf(t,n){t&&Of.hasOwnProperty(t.type)&&Of[t.type](t,n)}var If={Feature:function(t,n){Uf(t.geometry,n)},FeatureCollection:function(t,n){for(var e=t.features,r=-1,i=e.length;++r<i;)Uf(e[r].geometry,n)}},Of={Sphere:function(t,n){n.sphere()},Point:function(t,n){t=t.coordinates,n.point(t[0],t[1],t[2])},MultiPoint:function(t,n){for(var e=t.coordinates,r=-1,i=e.length;++r<i;)t=e[r],n.point(t[0],t[1],t[2])},LineString:function(t,n){Bf(t.coordinates,n,0)},MultiLineString:function(t,n){for(var e=t.coordinates,r=-1,i=e.length;++r<i;)Bf(e[r],n,0)},Polygon:function(t,n){Yf(t.coordinates,n)},MultiPolygon:function(t,n){for(var e=t.coordinates,r=-1,i=e.length;++r<i;)Yf(e[r],n)},GeometryCollection:function(t,n){for(var e=t.geometries,r=-1,i=e.length;++r<i;)Uf(e[r],n)}};function Bf(t,n,e){var r,i=-1,o=t.length-e;for(n.lineStart();++i<o;)r=t[i],n.point(r[0],r[1],r[2]);n.lineEnd()}function Yf(t,n){var e=-1,r=t.length;for(n.polygonStart();++e<r;)Bf(t[e],n,1);n.polygonEnd()}function Lf(t,n){t&&If.hasOwnProperty(t.type)?If[t.type](t,n):Uf(t,n)}var jf,Hf,Xf,Gf,Vf,Wf,Zf,Kf,Qf,Jf,ts,ns,es,rs,is,os,as=new T,us=new T,cs={point:qf,lineStart:qf,lineEnd:qf,polygonStart:function(){as=new T,cs.lineStart=fs,cs.lineEnd=ss},polygonEnd:function(){var t=+as;us.add(t<0?_f+t:t),this.lineStart=this.lineEnd=this.point=qf},sphere:function(){us.add(_f)}};function fs(){cs.point=ls}function ss(){hs(jf,Hf)}function ls(t,n){cs.point=hs,jf=t,Hf=n,Xf=t*=mf,Gf=Tf(n=(n*=mf)/2+vf),Vf=Cf(n)}function hs(t,n){var e=(t*=mf)-Xf,r=e>=0?1:-1,i=r*e,o=Tf(n=(n*=mf)/2+vf),a=Cf(n),u=Vf*a,c=Gf*o+u*Tf(i),f=u*r*Cf(i);as.add(Mf(f,c)),Xf=t,Gf=o,Vf=a}function ds(t){return[Mf(t[1],t[0]),Rf(t[2])]}function ps(t){var n=t[0],e=t[1],r=Tf(e);return[r*Tf(n),r*Cf(n),Cf(e)]}function gs(t,n){return t[0]*n[0]+t[1]*n[1]+t[2]*n[2]}function ys(t,n){return[t[1]*n[2]-t[2]*n[1],t[2]*n[0]-t[0]*n[2],t[0]*n[1]-t[1]*n[0]]}function vs(t,n){t[0]+=n[0],t[1]+=n[1],t[2]+=n[2]}function _s(t,n){return[t[0]*n,t[1]*n,t[2]*n]}function bs(t){var n=zf(t[0]*t[0]+t[1]*t[1]+t[2]*t[2]);t[0]/=n,t[1]/=n,t[2]/=n}var ms,xs,ws,Ms,Ts,As,Ss,Es,Ns,ks,Cs,Ps,zs,$s,Ds,Rs,Fs={point:qs,lineStart:Is,lineEnd:Os,polygonStart:function(){Fs.point=Bs,Fs.lineStart=Ys,Fs.lineEnd=Ls,rs=new T,cs.polygonStart()},polygonEnd:function(){cs.polygonEnd(),Fs.point=qs,Fs.lineStart=Is,Fs.lineEnd=Os,as<0?(Wf=-(Kf=180),Zf=-(Qf=90)):rs>df?Qf=90:rs<-df&&(Zf=-90),os[0]=Wf,os[1]=Kf},sphere:function(){Wf=-(Kf=180),Zf=-(Qf=90)}};function qs(t,n){is.push(os=[Wf=t,Kf=t]),n<Zf&&(Zf=n),n>Qf&&(Qf=n)}function Us(t,n){var e=ps([t*mf,n*mf]);if(es){var r=ys(es,e),i=ys([r[1],-r[0],0],r);bs(i),i=ds(i);var o,a=t-Jf,u=a>0?1:-1,c=i[0]*bf*u,f=xf(a)>180;f^(u*Jf<c&&c<u*t)?(o=i[1]*bf)>Qf&&(Qf=o):f^(u*Jf<(c=(c+360)%360-180)&&c<u*t)?(o=-i[1]*bf)<Zf&&(Zf=o):(n<Zf&&(Zf=n),n>Qf&&(Qf=n)),f?t<Jf?js(Wf,t)>js(Wf,Kf)&&(Kf=t):js(t,Kf)>js(Wf,Kf)&&(Wf=t):Kf>=Wf?(t<Wf&&(Wf=t),t>Kf&&(Kf=t)):t>Jf?js(Wf,t)>js(Wf,Kf)&&(Kf=t):js(t,Kf)>js(Wf,Kf)&&(Wf=t)}else is.push(os=[Wf=t,Kf=t]);n<Zf&&(Zf=n),n>Qf&&(Qf=n),es=e,Jf=t}function Is(){Fs.point=Us}function Os(){os[0]=Wf,os[1]=Kf,Fs.point=qs,es=null}function Bs(t,n){if(es){var e=t-Jf;rs.add(xf(e)>180?e+(e>0?360:-360):e)}else ts=t,ns=n;cs.point(t,n),Us(t,n)}function Ys(){cs.lineStart()}function Ls(){Bs(ts,ns),cs.lineEnd(),xf(rs)>df&&(Wf=-(Kf=180)),os[0]=Wf,os[1]=Kf,es=null}function js(t,n){return(n-=t)<0?n+360:n}function Hs(t,n){return t[0]-n[0]}function Xs(t,n){return t[0]<=t[1]?t[0]<=n&&n<=t[1]:n<t[0]||t[1]<n}var Gs={sphere:qf,point:Vs,lineStart:Zs,lineEnd:Js,polygonStart:function(){Gs.lineStart=tl,Gs.lineEnd=nl},polygonEnd:function(){Gs.lineStart=Zs,Gs.lineEnd=Js}};function Vs(t,n){t*=mf;var e=Tf(n*=mf);Ws(e*Tf(t),e*Cf(t),Cf(n))}function Ws(t,n,e){++ms,ws+=(t-ws)/ms,Ms+=(n-Ms)/ms,Ts+=(e-Ts)/ms}function Zs(){Gs.point=Ks}function Ks(t,n){t*=mf;var e=Tf(n*=mf);$s=e*Tf(t),Ds=e*Cf(t),Rs=Cf(n),Gs.point=Qs,Ws($s,Ds,Rs)}function Qs(t,n){t*=mf;var e=Tf(n*=mf),r=e*Tf(t),i=e*Cf(t),o=Cf(n),a=Mf(zf((a=Ds*o-Rs*i)*a+(a=Rs*r-$s*o)*a+(a=$s*i-Ds*r)*a),$s*r+Ds*i+Rs*o);xs+=a,As+=a*($s+($s=r)),Ss+=a*(Ds+(Ds=i)),Es+=a*(Rs+(Rs=o)),Ws($s,Ds,Rs)}function Js(){Gs.point=Vs}function tl(){Gs.point=el}function nl(){rl(Ps,zs),Gs.point=Vs}function el(t,n){Ps=t,zs=n,t*=mf,n*=mf,Gs.point=rl;var e=Tf(n);$s=e*Tf(t),Ds=e*Cf(t),Rs=Cf(n),Ws($s,Ds,Rs)}function rl(t,n){t*=mf;var e=Tf(n*=mf),r=e*Tf(t),i=e*Cf(t),o=Cf(n),a=Ds*o-Rs*i,u=Rs*r-$s*o,c=$s*i-Ds*r,f=Ef(a,u,c),s=Rf(f),l=f&&-s/f;Ns.add(l*a),ks.add(l*u),Cs.add(l*c),xs+=s,As+=s*($s+($s=r)),Ss+=s*(Ds+(Ds=i)),Es+=s*(Rs+(Rs=o)),Ws($s,Ds,Rs)}function il(t){return function(){return t}}function ol(t,n){function e(e,r){return e=t(e,r),n(e[0],e[1])}return t.invert&&n.invert&&(e.invert=function(e,r){return(e=n.invert(e,r))&&t.invert(e[0],e[1])}),e}function al(t,n){return xf(t)>gf&&(t-=Math.round(t/_f)*_f),[t,n]}function ul(t,n,e){return(t%=_f)?n||e?ol(fl(t),sl(n,e)):fl(t):n||e?sl(n,e):al}function cl(t){return function(n,e){return xf(n+=t)>gf&&(n-=Math.round(n/_f)*_f),[n,e]}}function fl(t){var n=cl(t);return n.invert=cl(-t),n}function sl(t,n){var e=Tf(t),r=Cf(t),i=Tf(n),o=Cf(n);function a(t,n){var a=Tf(n),u=Tf(t)*a,c=Cf(t)*a,f=Cf(n),s=f*e+u*r;return[Mf(c*i-s*o,u*e-f*r),Rf(s*i+c*o)]}return a.invert=function(t,n){var a=Tf(n),u=Tf(t)*a,c=Cf(t)*a,f=Cf(n),s=f*i-c*o;return[Mf(c*i+f*o,u*e+s*r),Rf(s*e-u*r)]},a}function ll(t){function n(n){return(n=t(n[0]*mf,n[1]*mf))[0]*=bf,n[1]*=bf,n}return t=ul(t[0]*mf,t[1]*mf,t.length>2?t[2]*mf:0),n.invert=function(n){return(n=t.invert(n[0]*mf,n[1]*mf))[0]*=bf,n[1]*=bf,n},n}function hl(t,n,e,r,i,o){if(e){var a=Tf(n),u=Cf(n),c=r*e;null==i?(i=n+r*_f,o=n-c/2):(i=dl(a,i),o=dl(a,o),(r>0?i<o:i>o)&&(i+=r*_f));for(var f,s=i;r>0?s>o:s<o;s-=c)f=ds([a,-u*Tf(s),-u*Cf(s)]),t.point(f[0],f[1])}}function dl(t,n){(n=ps(n))[0]-=t,bs(n);var e=Df(-n[1]);return((-n[2]<0?-e:e)+_f-df)%_f}function pl(){var t,n=[];return{point:function(n,e,r){t.push([n,e,r])},lineStart:function(){n.push(t=[])},lineEnd:qf,rejoin:function(){n.length>1&&n.push(n.pop().concat(n.shift()))},result:function(){var e=n;return n=[],t=null,e}}}function gl(t,n){return xf(t[0]-n[0])<df&&xf(t[1]-n[1])<df}function yl(t,n,e,r){this.x=t,this.z=n,this.o=e,this.e=r,this.v=!1,this.n=this.p=null}function vl(t,n,e,r,i){var o,a,u=[],c=[];if(t.forEach((function(t){if(!((n=t.length-1)<=0)){var n,e,r=t[0],a=t[n];if(gl(r,a)){if(!r[2]&&!a[2]){for(i.lineStart(),o=0;o<n;++o)i.point((r=t[o])[0],r[1]);return void i.lineEnd()}a[0]+=2*df}u.push(e=new yl(r,t,null,!0)),c.push(e.o=new yl(r,null,e,!1)),u.push(e=new yl(a,t,null,!1)),c.push(e.o=new yl(a,null,e,!0))}})),u.length){for(c.sort(n),_l(u),_l(c),o=0,a=c.length;o<a;++o)c[o].e=e=!e;for(var f,s,l=u[0];;){for(var h=l,d=!0;h.v;)if((h=h.n)===l)return;f=h.z,i.lineStart();do{if(h.v=h.o.v=!0,h.e){if(d)for(o=0,a=f.length;o<a;++o)i.point((s=f[o])[0],s[1]);else r(h.x,h.n.x,1,i);h=h.n}else{if(d)for(f=h.p.z,o=f.length-1;o>=0;--o)i.point((s=f[o])[0],s[1]);else r(h.x,h.p.x,-1,i);h=h.p}f=(h=h.o).z,d=!d}while(!h.v);i.lineEnd()}}}function _l(t){if(n=t.length){for(var n,e,r=0,i=t[0];++r<n;)i.n=e=t[r],e.p=i,i=e;i.n=e=t[0],e.p=i}}function bl(t){return xf(t[0])<=gf?t[0]:Pf(t[0])*((xf(t[0])+gf)%_f-gf)}function ml(t,n){var e=bl(n),r=n[1],i=Cf(r),o=[Cf(e),-Tf(e),0],a=0,u=0,c=new T;1===i?r=yf+df:-1===i&&(r=-yf-df);for(var f=0,s=t.length;f<s;++f)if(h=(l=t[f]).length)for(var l,h,d=l[h-1],p=bl(d),g=d[1]/2+vf,y=Cf(g),v=Tf(g),_=0;_<h;++_,p=m,y=w,v=M,d=b){var b=l[_],m=bl(b),x=b[1]/2+vf,w=Cf(x),M=Tf(x),A=m-p,S=A>=0?1:-1,E=S*A,N=E>gf,k=y*w;if(c.add(Mf(k*S*Cf(E),v*M+k*Tf(E))),a+=N?A+S*_f:A,N^p>=e^m>=e){var C=ys(ps(d),ps(b));bs(C);var P=ys(o,C);bs(P);var z=(N^A>=0?-1:1)*Rf(P[2]);(r>z||r===z&&(C[0]||C[1]))&&(u+=N^A>=0?1:-1)}}return(a<-df||a<df&&c<-pf)^1&u}function xl(t,n,e,r){return function(i){var o,a,u,c=n(i),f=pl(),s=n(f),l=!1,h={point:d,lineStart:g,lineEnd:y,polygonStart:function(){h.point=v,h.lineStart=_,h.lineEnd=b,a=[],o=[]},polygonEnd:function(){h.point=d,h.lineStart=g,h.lineEnd=y,a=ft(a);var t=ml(o,r);a.length?(l||(i.polygonStart(),l=!0),vl(a,Ml,t,e,i)):t&&(l||(i.polygonStart(),l=!0),i.lineStart(),e(null,null,1,i),i.lineEnd()),l&&(i.polygonEnd(),l=!1),a=o=null},sphere:function(){i.polygonStart(),i.lineStart(),e(null,null,1,i),i.lineEnd(),i.polygonEnd()}};function d(n,e){t(n,e)&&i.point(n,e)}function p(t,n){c.point(t,n)}function g(){h.point=p,c.lineStart()}function y(){h.point=d,c.lineEnd()}function v(t,n){u.push([t,n]),s.point(t,n)}function _(){s.lineStart(),u=[]}function b(){v(u[0][0],u[0][1]),s.lineEnd();var t,n,e,r,c=s.clean(),h=f.result(),d=h.length;if(u.pop(),o.push(u),u=null,d)if(1&c){if((n=(e=h[0]).length-1)>0){for(l||(i.polygonStart(),l=!0),i.lineStart(),t=0;t<n;++t)i.point((r=e[t])[0],r[1]);i.lineEnd()}}else d>1&&2&c&&h.push(h.pop().concat(h.shift())),a.push(h.filter(wl))}return h}}function wl(t){return t.length>1}function Ml(t,n){return((t=t.x)[0]<0?t[1]-yf-df:yf-t[1])-((n=n.x)[0]<0?n[1]-yf-df:yf-n[1])}al.invert=al;var Tl=xl((function(){return!0}),(function(t){var n,e=NaN,r=NaN,i=NaN;return{lineStart:function(){t.lineStart(),n=1},point:function(o,a){var u=o>0?gf:-gf,c=xf(o-e);xf(c-gf)<df?(t.point(e,r=(r+a)/2>0?yf:-yf),t.point(i,r),t.lineEnd(),t.lineStart(),t.point(u,r),t.point(o,r),n=0):i!==u&&c>=gf&&(xf(e-i)<df&&(e-=i*df),xf(o-u)<df&&(o-=u*df),r=function(t,n,e,r){var i,o,a=Cf(t-e);return xf(a)>df?wf((Cf(n)*(o=Tf(r))*Cf(e)-Cf(r)*(i=Tf(n))*Cf(t))/(i*o*a)):(n+r)/2}(e,r,o,a),t.point(i,r),t.lineEnd(),t.lineStart(),t.point(u,r),n=0),t.point(e=o,r=a),i=u},lineEnd:function(){t.lineEnd(),e=r=NaN},clean:function(){return 2-n}}}),(function(t,n,e,r){var i;if(null==t)i=e*yf,r.point(-gf,i),r.point(0,i),r.point(gf,i),r.point(gf,0),r.point(gf,-i),r.point(0,-i),r.point(-gf,-i),r.point(-gf,0),r.point(-gf,i);else if(xf(t[0]-n[0])>df){var o=t[0]<n[0]?gf:-gf;i=e*o/2,r.point(-o,i),r.point(0,i),r.point(o,i)}else r.point(n[0],n[1])}),[-gf,-yf]);function Al(t){var n=Tf(t),e=2*mf,r=n>0,i=xf(n)>df;function o(t,e){return Tf(t)*Tf(e)>n}function a(t,e,r){var i=[1,0,0],o=ys(ps(t),ps(e)),a=gs(o,o),u=o[0],c=a-u*u;if(!c)return!r&&t;var f=n*a/c,s=-n*u/c,l=ys(i,o),h=_s(i,f);vs(h,_s(o,s));var d=l,p=gs(h,d),g=gs(d,d),y=p*p-g*(gs(h,h)-1);if(!(y<0)){var v=zf(y),_=_s(d,(-p-v)/g);if(vs(_,h),_=ds(_),!r)return _;var b,m=t[0],x=e[0],w=t[1],M=e[1];x<m&&(b=m,m=x,x=b);var T=x-m,A=xf(T-gf)<df;if(!A&&M<w&&(b=w,w=M,M=b),A||T<df?A?w+M>0^_[1]<(xf(_[0]-m)<df?w:M):w<=_[1]&&_[1]<=M:T>gf^(m<=_[0]&&_[0]<=x)){var S=_s(d,(-p+v)/g);return vs(S,h),[_,ds(S)]}}}function u(n,e){var i=r?t:gf-t,o=0;return n<-i?o|=1:n>i&&(o|=2),e<-i?o|=4:e>i&&(o|=8),o}return xl(o,(function(t){var n,e,c,f,s;return{lineStart:function(){f=c=!1,s=1},point:function(l,h){var d,p=[l,h],g=o(l,h),y=r?g?0:u(l,h):g?u(l+(l<0?gf:-gf),h):0;if(!n&&(f=c=g)&&t.lineStart(),g!==c&&(!(d=a(n,p))||gl(n,d)||gl(p,d))&&(p[2]=1),g!==c)s=0,g?(t.lineStart(),d=a(p,n),t.point(d[0],d[1])):(d=a(n,p),t.point(d[0],d[1],2),t.lineEnd()),n=d;else if(i&&n&&r^g){var v;y&e||!(v=a(p,n,!0))||(s=0,r?(t.lineStart(),t.point(v[0][0],v[0][1]),t.point(v[1][0],v[1][1]),t.lineEnd()):(t.point(v[1][0],v[1][1]),t.lineEnd(),t.lineStart(),t.point(v[0][0],v[0][1],3)))}!g||n&&gl(n,p)||t.point(p[0],p[1]),n=p,c=g,e=y},lineEnd:function(){c&&t.lineEnd(),n=null},clean:function(){return s|(f&&c)<<1}}}),(function(n,r,i,o){hl(o,t,e,i,n,r)}),r?[0,-t]:[-gf,t-gf])}var Sl,El,Nl,kl,Cl=1e9,Pl=-Cl;function zl(t,n,e,r){function i(i,o){return t<=i&&i<=e&&n<=o&&o<=r}function o(i,o,u,f){var s=0,l=0;if(null==i||(s=a(i,u))!==(l=a(o,u))||c(i,o)<0^u>0)do{f.point(0===s||3===s?t:e,s>1?r:n)}while((s=(s+u+4)%4)!==l);else f.point(o[0],o[1])}function a(r,i){return xf(r[0]-t)<df?i>0?0:3:xf(r[0]-e)<df?i>0?2:1:xf(r[1]-n)<df?i>0?1:0:i>0?3:2}function u(t,n){return c(t.x,n.x)}function c(t,n){var e=a(t,1),r=a(n,1);return e!==r?e-r:0===e?n[1]-t[1]:1===e?t[0]-n[0]:2===e?t[1]-n[1]:n[0]-t[0]}return function(a){var c,f,s,l,h,d,p,g,y,v,_,b=a,m=pl(),x={point:w,lineStart:function(){x.point=M,f&&f.push(s=[]);v=!0,y=!1,p=g=NaN},lineEnd:function(){c&&(M(l,h),d&&y&&m.rejoin(),c.push(m.result()));x.point=w,y&&b.lineEnd()},polygonStart:function(){b=m,c=[],f=[],_=!0},polygonEnd:function(){var n=function(){for(var n=0,e=0,i=f.length;e<i;++e)for(var o,a,u=f[e],c=1,s=u.length,l=u[0],h=l[0],d=l[1];c<s;++c)o=h,a=d,h=(l=u[c])[0],d=l[1],a<=r?d>r&&(h-o)*(r-a)>(d-a)*(t-o)&&++n:d<=r&&(h-o)*(r-a)<(d-a)*(t-o)&&--n;return n}(),e=_&&n,i=(c=ft(c)).length;(e||i)&&(a.polygonStart(),e&&(a.lineStart(),o(null,null,1,a),a.lineEnd()),i&&vl(c,u,n,o,a),a.polygonEnd());b=a,c=f=s=null}};function w(t,n){i(t,n)&&b.point(t,n)}function M(o,a){var u=i(o,a);if(f&&s.push([o,a]),v)l=o,h=a,d=u,v=!1,u&&(b.lineStart(),b.point(o,a));else if(u&&y)b.point(o,a);else{var c=[p=Math.max(Pl,Math.min(Cl,p)),g=Math.max(Pl,Math.min(Cl,g))],m=[o=Math.max(Pl,Math.min(Cl,o)),a=Math.max(Pl,Math.min(Cl,a))];!function(t,n,e,r,i,o){var a,u=t[0],c=t[1],f=0,s=1,l=n[0]-u,h=n[1]-c;if(a=e-u,l||!(a>0)){if(a/=l,l<0){if(a<f)return;a<s&&(s=a)}else if(l>0){if(a>s)return;a>f&&(f=a)}if(a=i-u,l||!(a<0)){if(a/=l,l<0){if(a>s)return;a>f&&(f=a)}else if(l>0){if(a<f)return;a<s&&(s=a)}if(a=r-c,h||!(a>0)){if(a/=h,h<0){if(a<f)return;a<s&&(s=a)}else if(h>0){if(a>s)return;a>f&&(f=a)}if(a=o-c,h||!(a<0)){if(a/=h,h<0){if(a>s)return;a>f&&(f=a)}else if(h>0){if(a<f)return;a<s&&(s=a)}return f>0&&(t[0]=u+f*l,t[1]=c+f*h),s<1&&(n[0]=u+s*l,n[1]=c+s*h),!0}}}}}(c,m,t,n,e,r)?u&&(b.lineStart(),b.point(o,a),_=!1):(y||(b.lineStart(),b.point(c[0],c[1])),b.point(m[0],m[1]),u||b.lineEnd(),_=!1)}p=o,g=a,y=u}return x}}var $l={sphere:qf,point:qf,lineStart:function(){$l.point=Rl,$l.lineEnd=Dl},lineEnd:qf,polygonStart:qf,polygonEnd:qf};function Dl(){$l.point=$l.lineEnd=qf}function Rl(t,n){El=t*=mf,Nl=Cf(n*=mf),kl=Tf(n),$l.point=Fl}function Fl(t,n){t*=mf;var e=Cf(n*=mf),r=Tf(n),i=xf(t-El),o=Tf(i),a=r*Cf(i),u=kl*e-Nl*r*o,c=Nl*e+kl*r*o;Sl.add(Mf(zf(a*a+u*u),c)),El=t,Nl=e,kl=r}function ql(t){return Sl=new T,Lf(t,$l),+Sl}var Ul=[null,null],Il={type:"LineString",coordinates:Ul};function Ol(t,n){return Ul[0]=t,Ul[1]=n,ql(Il)}var Bl={Feature:function(t,n){return Ll(t.geometry,n)},FeatureCollection:function(t,n){for(var e=t.features,r=-1,i=e.length;++r<i;)if(Ll(e[r].geometry,n))return!0;return!1}},Yl={Sphere:function(){return!0},Point:function(t,n){return jl(t.coordinates,n)},MultiPoint:function(t,n){for(var e=t.coordinates,r=-1,i=e.length;++r<i;)if(jl(e[r],n))return!0;return!1},LineString:function(t,n){return Hl(t.coordinates,n)},MultiLineString:function(t,n){for(var e=t.coordinates,r=-1,i=e.length;++r<i;)if(Hl(e[r],n))return!0;return!1},Polygon:function(t,n){return Xl(t.coordinates,n)},MultiPolygon:function(t,n){for(var e=t.coordinates,r=-1,i=e.length;++r<i;)if(Xl(e[r],n))return!0;return!1},GeometryCollection:function(t,n){for(var e=t.geometries,r=-1,i=e.length;++r<i;)if(Ll(e[r],n))return!0;return!1}};function Ll(t,n){return!(!t||!Yl.hasOwnProperty(t.type))&&Yl[t.type](t,n)}function jl(t,n){return 0===Ol(t,n)}function Hl(t,n){for(var e,r,i,o=0,a=t.length;o<a;o++){if(0===(r=Ol(t[o],n)))return!0;if(o>0&&(i=Ol(t[o],t[o-1]))>0&&e<=i&&r<=i&&(e+r-i)*(1-Math.pow((e-r)/i,2))<pf*i)return!0;e=r}return!1}function Xl(t,n){return!!ml(t.map(Gl),Vl(n))}function Gl(t){return(t=t.map(Vl)).pop(),t}function Vl(t){return[t[0]*mf,t[1]*mf]}function Wl(t,n,e){var r=lt(t,n-df,e).concat(n);return function(t){return r.map((function(n){return[t,n]}))}}function Zl(t,n,e){var r=lt(t,n-df,e).concat(n);return function(t){return r.map((function(n){return[n,t]}))}}function Kl(){var t,n,e,r,i,o,a,u,c,f,s,l,h=10,d=h,p=90,g=360,y=2.5;function v(){return{type:"MultiLineString",coordinates:_()}}function _(){return lt(Af(r/p)*p,e,p).map(s).concat(lt(Af(u/g)*g,a,g).map(l)).concat(lt(Af(n/h)*h,t,h).filter((function(t){return xf(t%p)>df})).map(c)).concat(lt(Af(o/d)*d,i,d).filter((function(t){return xf(t%g)>df})).map(f))}return v.lines=function(){return _().map((function(t){return{type:"LineString",coordinates:t}}))},v.outline=function(){return{type:"Polygon",coordinates:[s(r).concat(l(a).slice(1),s(e).reverse().slice(1),l(u).reverse().slice(1))]}},v.extent=function(t){return arguments.length?v.extentMajor(t).extentMinor(t):v.extentMinor()},v.extentMajor=function(t){return arguments.length?(r=+t[0][0],e=+t[1][0],u=+t[0][1],a=+t[1][1],r>e&&(t=r,r=e,e=t),u>a&&(t=u,u=a,a=t),v.precision(y)):[[r,u],[e,a]]},v.extentMinor=function(e){return arguments.length?(n=+e[0][0],t=+e[1][0],o=+e[0][1],i=+e[1][1],n>t&&(e=n,n=t,t=e),o>i&&(e=o,o=i,i=e),v.precision(y)):[[n,o],[t,i]]},v.step=function(t){return arguments.length?v.stepMajor(t).stepMinor(t):v.stepMinor()},v.stepMajor=function(t){return arguments.length?(p=+t[0],g=+t[1],v):[p,g]},v.stepMinor=function(t){return arguments.length?(h=+t[0],d=+t[1],v):[h,d]},v.precision=function(h){return arguments.length?(y=+h,c=Wl(o,i,90),f=Zl(n,t,y),s=Wl(u,a,90),l=Zl(r,e,y),v):y},v.extentMajor([[-180,-90+df],[180,90-df]]).extentMinor([[-180,-80-df],[180,80+df]])}var Ql,Jl,th,nh,eh=t=>t,rh=new T,ih=new T,oh={point:qf,lineStart:qf,lineEnd:qf,polygonStart:function(){oh.lineStart=ah,oh.lineEnd=fh},polygonEnd:function(){oh.lineStart=oh.lineEnd=oh.point=qf,rh.add(xf(ih)),ih=new T},result:function(){var t=rh/2;return rh=new T,t}};function ah(){oh.point=uh}function uh(t,n){oh.point=ch,Ql=th=t,Jl=nh=n}function ch(t,n){ih.add(nh*t-th*n),th=t,nh=n}function fh(){ch(Ql,Jl)}var sh=oh,lh=1/0,hh=lh,dh=-lh,ph=dh,gh={point:function(t,n){t<lh&&(lh=t);t>dh&&(dh=t);n<hh&&(hh=n);n>ph&&(ph=n)},lineStart:qf,lineEnd:qf,polygonStart:qf,polygonEnd:qf,result:function(){var t=[[lh,hh],[dh,ph]];return dh=ph=-(hh=lh=1/0),t}};var yh,vh,_h,bh,mh=gh,xh=0,wh=0,Mh=0,Th=0,Ah=0,Sh=0,Eh=0,Nh=0,kh=0,Ch={point:Ph,lineStart:zh,lineEnd:Rh,polygonStart:function(){Ch.lineStart=Fh,Ch.lineEnd=qh},polygonEnd:function(){Ch.point=Ph,Ch.lineStart=zh,Ch.lineEnd=Rh},result:function(){var t=kh?[Eh/kh,Nh/kh]:Sh?[Th/Sh,Ah/Sh]:Mh?[xh/Mh,wh/Mh]:[NaN,NaN];return xh=wh=Mh=Th=Ah=Sh=Eh=Nh=kh=0,t}};function Ph(t,n){xh+=t,wh+=n,++Mh}function zh(){Ch.point=$h}function $h(t,n){Ch.point=Dh,Ph(_h=t,bh=n)}function Dh(t,n){var e=t-_h,r=n-bh,i=zf(e*e+r*r);Th+=i*(_h+t)/2,Ah+=i*(bh+n)/2,Sh+=i,Ph(_h=t,bh=n)}function Rh(){Ch.point=Ph}function Fh(){Ch.point=Uh}function qh(){Ih(yh,vh)}function Uh(t,n){Ch.point=Ih,Ph(yh=_h=t,vh=bh=n)}function Ih(t,n){var e=t-_h,r=n-bh,i=zf(e*e+r*r);Th+=i*(_h+t)/2,Ah+=i*(bh+n)/2,Sh+=i,Eh+=(i=bh*t-_h*n)*(_h+t),Nh+=i*(bh+n),kh+=3*i,Ph(_h=t,bh=n)}var Oh=Ch;function Bh(t){this._context=t}Bh.prototype={_radius:4.5,pointRadius:function(t){return this._radius=t,this},polygonStart:function(){this._line=0},polygonEnd:function(){this._line=NaN},lineStart:function(){this._point=0},lineEnd:function(){0===this._line&&this._context.closePath(),this._point=NaN},point:function(t,n){switch(this._point){case 0:this._context.moveTo(t,n),this._point=1;break;case 1:this._context.lineTo(t,n);break;default:this._context.moveTo(t+this._radius,n),this._context.arc(t,n,this._radius,0,_f)}},result:qf};var Yh,Lh,jh,Hh,Xh,Gh=new T,Vh={point:qf,lineStart:function(){Vh.point=Wh},lineEnd:function(){Yh&&Zh(Lh,jh),Vh.point=qf},polygonStart:function(){Yh=!0},polygonEnd:function(){Yh=null},result:function(){var t=+Gh;return Gh=new T,t}};function Wh(t,n){Vh.point=Zh,Lh=Hh=t,jh=Xh=n}function Zh(t,n){Hh-=t,Xh-=n,Gh.add(zf(Hh*Hh+Xh*Xh)),Hh=t,Xh=n}var Kh=Vh;let Qh,Jh,td,nd;class ed{constructor(t){this._append=null==t?rd:function(t){const n=Math.floor(t);if(!(n>=0))throw new RangeError(`invalid digits: ${t}`);if(n>15)return rd;if(n!==Qh){const t=10**n;Qh=n,Jh=function(n){let e=1;this._+=n[0];for(const r=n.length;e<r;++e)this._+=Math.round(arguments[e]*t)/t+n[e]}}return Jh}(t),this._radius=4.5,this._=""}pointRadius(t){return this._radius=+t,this}polygonStart(){this._line=0}polygonEnd(){this._line=NaN}lineStart(){this._point=0}lineEnd(){0===this._line&&(this._+="Z"),this._point=NaN}point(t,n){switch(this._point){case 0:this._append`M${t},${n}`,this._point=1;break;case 1:this._append`L${t},${n}`;break;default:if(this._append`M${t},${n}`,this._radius!==td||this._append!==Jh){const t=this._radius,n=this._;this._="",this._append`m0,${t}a${t},${t} 0 1,1 0,${-2*t}a${t},${t} 0 1,1 0,${2*t}z`,td=t,Jh=this._append,nd=this._,this._=n}this._+=nd}}result(){const t=this._;return this._="",t.length?t:null}}function rd(t){let n=1;this._+=t[0];for(const e=t.length;n<e;++n)this._+=arguments[n]+t[n]}function id(t){return function(n){var e=new od;for(var r in t)e[r]=t[r];return e.stream=n,e}}function od(){}function ad(t,n,e){var r=t.clipExtent&&t.clipExtent();return t.scale(150).translate([0,0]),null!=r&&t.clipExtent(null),Lf(e,t.stream(mh)),n(mh.result()),null!=r&&t.clipExtent(r),t}function ud(t,n,e){return ad(t,(function(e){var r=n[1][0]-n[0][0],i=n[1][1]-n[0][1],o=Math.min(r/(e[1][0]-e[0][0]),i/(e[1][1]-e[0][1])),a=+n[0][0]+(r-o*(e[1][0]+e[0][0]))/2,u=+n[0][1]+(i-o*(e[1][1]+e[0][1]))/2;t.scale(150*o).translate([a,u])}),e)}function cd(t,n,e){return ud(t,[[0,0],n],e)}function fd(t,n,e){return ad(t,(function(e){var r=+n,i=r/(e[1][0]-e[0][0]),o=(r-i*(e[1][0]+e[0][0]))/2,a=-i*e[0][1];t.scale(150*i).translate([o,a])}),e)}function sd(t,n,e){return ad(t,(function(e){var r=+n,i=r/(e[1][1]-e[0][1]),o=-i*e[0][0],a=(r-i*(e[1][1]+e[0][1]))/2;t.scale(150*i).translate([o,a])}),e)}od.prototype={constructor:od,point:function(t,n){this.stream.point(t,n)},sphere:function(){this.stream.sphere()},lineStart:function(){this.stream.lineStart()},lineEnd:function(){this.stream.lineEnd()},polygonStart:function(){this.stream.polygonStart()},polygonEnd:function(){this.stream.polygonEnd()}};var ld=16,hd=Tf(30*mf);function dd(t,n){return+n?function(t,n){function e(r,i,o,a,u,c,f,s,l,h,d,p,g,y){var v=f-r,_=s-i,b=v*v+_*_;if(b>4*n&&g--){var m=a+h,x=u+d,w=c+p,M=zf(m*m+x*x+w*w),T=Rf(w/=M),A=xf(xf(w)-1)<df||xf(o-l)<df?(o+l)/2:Mf(x,m),S=t(A,T),E=S[0],N=S[1],k=E-r,C=N-i,P=_*k-v*C;(P*P/b>n||xf((v*k+_*C)/b-.5)>.3||a*h+u*d+c*p<hd)&&(e(r,i,o,a,u,c,E,N,A,m/=M,x/=M,w,g,y),y.point(E,N),e(E,N,A,m,x,w,f,s,l,h,d,p,g,y))}}return function(n){var r,i,o,a,u,c,f,s,l,h,d,p,g={point:y,lineStart:v,lineEnd:b,polygonStart:function(){n.polygonStart(),g.lineStart=m},polygonEnd:function(){n.polygonEnd(),g.lineStart=v}};function y(e,r){e=t(e,r),n.point(e[0],e[1])}function v(){s=NaN,g.point=_,n.lineStart()}function _(r,i){var o=ps([r,i]),a=t(r,i);e(s,l,f,h,d,p,s=a[0],l=a[1],f=r,h=o[0],d=o[1],p=o[2],ld,n),n.point(s,l)}function b(){g.point=y,n.lineEnd()}function m(){v(),g.point=x,g.lineEnd=w}function x(t,n){_(r=t,n),i=s,o=l,a=h,u=d,c=p,g.point=_}function w(){e(s,l,f,h,d,p,i,o,r,a,u,c,ld,n),g.lineEnd=b,b()}return g}}(t,n):function(t){return id({point:function(n,e){n=t(n,e),this.stream.point(n[0],n[1])}})}(t)}var pd=id({point:function(t,n){this.stream.point(t*mf,n*mf)}});function gd(t,n,e,r,i,o){if(!o)return function(t,n,e,r,i){function o(o,a){return[n+t*(o*=r),e-t*(a*=i)]}return o.invert=function(o,a){return[(o-n)/t*r,(e-a)/t*i]},o}(t,n,e,r,i);var a=Tf(o),u=Cf(o),c=a*t,f=u*t,s=a/t,l=u/t,h=(u*e-a*n)/t,d=(u*n+a*e)/t;function p(t,o){return[c*(t*=r)-f*(o*=i)+n,e-f*t-c*o]}return p.invert=function(t,n){return[r*(s*t-l*n+h),i*(d-l*t-s*n)]},p}function yd(t){return vd((function(){return t}))()}function vd(t){var n,e,r,i,o,a,u,c,f,s,l=150,h=480,d=250,p=0,g=0,y=0,v=0,_=0,b=0,m=1,x=1,w=null,M=Tl,T=null,A=eh,S=.5;function E(t){return c(t[0]*mf,t[1]*mf)}function N(t){return(t=c.invert(t[0],t[1]))&&[t[0]*bf,t[1]*bf]}function k(){var t=gd(l,0,0,m,x,b).apply(null,n(p,g)),r=gd(l,h-t[0],d-t[1],m,x,b);return e=ul(y,v,_),u=ol(n,r),c=ol(e,u),a=dd(u,S),C()}function C(){return f=s=null,E}return E.stream=function(t){return f&&s===t?f:f=pd(function(t){return id({point:function(n,e){var r=t(n,e);return this.stream.point(r[0],r[1])}})}(e)(M(a(A(s=t)))))},E.preclip=function(t){return arguments.length?(M=t,w=void 0,C()):M},E.postclip=function(t){return arguments.length?(A=t,T=r=i=o=null,C()):A},E.clipAngle=function(t){return arguments.length?(M=+t?Al(w=t*mf):(w=null,Tl),C()):w*bf},E.clipExtent=function(t){return arguments.length?(A=null==t?(T=r=i=o=null,eh):zl(T=+t[0][0],r=+t[0][1],i=+t[1][0],o=+t[1][1]),C()):null==T?null:[[T,r],[i,o]]},E.scale=function(t){return arguments.length?(l=+t,k()):l},E.translate=function(t){return arguments.length?(h=+t[0],d=+t[1],k()):[h,d]},E.center=function(t){return arguments.length?(p=t[0]%360*mf,g=t[1]%360*mf,k()):[p*bf,g*bf]},E.rotate=function(t){return arguments.length?(y=t[0]%360*mf,v=t[1]%360*mf,_=t.length>2?t[2]%360*mf:0,k()):[y*bf,v*bf,_*bf]},E.angle=function(t){return arguments.length?(b=t%360*mf,k()):b*bf},E.reflectX=function(t){return arguments.length?(m=t?-1:1,k()):m<0},E.reflectY=function(t){return arguments.length?(x=t?-1:1,k()):x<0},E.precision=function(t){return arguments.length?(a=dd(u,S=t*t),C()):zf(S)},E.fitExtent=function(t,n){return ud(E,t,n)},E.fitSize=function(t,n){return cd(E,t,n)},E.fitWidth=function(t,n){return fd(E,t,n)},E.fitHeight=function(t,n){return sd(E,t,n)},function(){return n=t.apply(this,arguments),E.invert=n.invert&&N,k()}}function _d(t){var n=0,e=gf/3,r=vd(t),i=r(n,e);return i.parallels=function(t){return arguments.length?r(n=t[0]*mf,e=t[1]*mf):[n*bf,e*bf]},i}function bd(t,n){var e=Cf(t),r=(e+Cf(n))/2;if(xf(r)<df)return function(t){var n=Tf(t);function e(t,e){return[t*n,Cf(e)/n]}return e.invert=function(t,e){return[t/n,Rf(e*n)]},e}(t);var i=1+e*(2*r-e),o=zf(i)/r;function a(t,n){var e=zf(i-2*r*Cf(n))/r;return[e*Cf(t*=r),o-e*Tf(t)]}return a.invert=function(t,n){var e=o-n,a=Mf(t,xf(e))*Pf(e);return e*r<0&&(a-=gf*Pf(t)*Pf(e)),[a/r,Rf((i-(t*t+e*e)*r*r)/(2*r))]},a}function md(){return _d(bd).scale(155.424).center([0,33.6442])}function xd(){return md().parallels([29.5,45.5]).scale(1070).translate([480,250]).rotate([96,0]).center([-.6,38.7])}function wd(t){return function(n,e){var r=Tf(n),i=Tf(e),o=t(r*i);return o===1/0?[2,0]:[o*i*Cf(n),o*Cf(e)]}}function Md(t){return function(n,e){var r=zf(n*n+e*e),i=t(r),o=Cf(i),a=Tf(i);return[Mf(n*o,r*a),Rf(r&&e*o/r)]}}var Td=wd((function(t){return zf(2/(1+t))}));Td.invert=Md((function(t){return 2*Rf(t/2)}));var Ad=wd((function(t){return(t=Df(t))&&t/Cf(t)}));function Sd(t,n){return[t,Nf($f((yf+n)/2))]}function Ed(t){var n,e,r,i=yd(t),o=i.center,a=i.scale,u=i.translate,c=i.clipExtent,f=null;function s(){var o=gf*a(),u=i(ll(i.rotate()).invert([0,0]));return c(null==f?[[u[0]-o,u[1]-o],[u[0]+o,u[1]+o]]:t===Sd?[[Math.max(u[0]-o,f),n],[Math.min(u[0]+o,e),r]]:[[f,Math.max(u[1]-o,n)],[e,Math.min(u[1]+o,r)]])}return i.scale=function(t){return arguments.length?(a(t),s()):a()},i.translate=function(t){return arguments.length?(u(t),s()):u()},i.center=function(t){return arguments.length?(o(t),s()):o()},i.clipExtent=function(t){return arguments.length?(null==t?f=n=e=r=null:(f=+t[0][0],n=+t[0][1],e=+t[1][0],r=+t[1][1]),s()):null==f?null:[[f,n],[e,r]]},s()}function Nd(t){return $f((yf+t)/2)}function kd(t,n){var e=Tf(t),r=t===n?Cf(t):Nf(e/Tf(n))/Nf(Nd(n)/Nd(t)),i=e*kf(Nd(t),r)/r;if(!r)return Sd;function o(t,n){i>0?n<-yf+df&&(n=-yf+df):n>yf-df&&(n=yf-df);var e=i/kf(Nd(n),r);return[e*Cf(r*t),i-e*Tf(r*t)]}return o.invert=function(t,n){var e=i-n,o=Pf(r)*zf(t*t+e*e),a=Mf(t,xf(e))*Pf(e);return e*r<0&&(a-=gf*Pf(t)*Pf(e)),[a/r,2*wf(kf(i/o,1/r))-yf]},o}function Cd(t,n){return[t,n]}function Pd(t,n){var e=Tf(t),r=t===n?Cf(t):(e-Tf(n))/(n-t),i=e/r+t;if(xf(r)<df)return Cd;function o(t,n){var e=i-n,o=r*t;return[e*Cf(o),i-e*Tf(o)]}return o.invert=function(t,n){var e=i-n,o=Mf(t,xf(e))*Pf(e);return e*r<0&&(o-=gf*Pf(t)*Pf(e)),[o/r,i-Pf(r)*zf(t*t+e*e)]},o}Ad.invert=Md((function(t){return t})),Sd.invert=function(t,n){return[t,2*wf(Sf(n))-yf]},Cd.invert=Cd;var zd=1.340264,$d=-.081106,Dd=893e-6,Rd=.003796,Fd=zf(3)/2;function qd(t,n){var e=Rf(Fd*Cf(n)),r=e*e,i=r*r*r;return[t*Tf(e)/(Fd*(zd+3*$d*r+i*(7*Dd+9*Rd*r))),e*(zd+$d*r+i*(Dd+Rd*r))]}function Ud(t,n){var e=Tf(n),r=Tf(t)*e;return[e*Cf(t)/r,Cf(n)/r]}function Id(t,n){var e=n*n,r=e*e;return[t*(.8707-.131979*e+r*(r*(.003971*e-.001529*r)-.013791)),n*(1.007226+e*(.015085+r*(.028874*e-.044475-.005916*r)))]}function Od(t,n){return[Tf(n)*Cf(t),Cf(n)]}function Bd(t,n){var e=Tf(n),r=1+Tf(t)*e;return[e*Cf(t)/r,Cf(n)/r]}function Yd(t,n){return[Nf($f((yf+n)/2)),-t]}function Ld(t,n){return t.parent===n.parent?1:2}function jd(t,n){return t+n.x}function Hd(t,n){return Math.max(t,n.y)}function Xd(t){var n=0,e=t.children,r=e&&e.length;if(r)for(;--r>=0;)n+=e[r].value;else n=1;t.value=n}function Gd(t,n){t instanceof Map?(t=[void 0,t],void 0===n&&(n=Wd)):void 0===n&&(n=Vd);for(var e,r,i,o,a,u=new Qd(t),c=[u];e=c.pop();)if((i=n(e.data))&&(a=(i=Array.from(i)).length))for(e.children=i,o=a-1;o>=0;--o)c.push(r=i[o]=new Qd(i[o])),r.parent=e,r.depth=e.depth+1;return u.eachBefore(Kd)}function Vd(t){return t.children}function Wd(t){return Array.isArray(t)?t[1]:null}function Zd(t){void 0!==t.data.value&&(t.value=t.data.value),t.data=t.data.data}function Kd(t){var n=0;do{t.height=n}while((t=t.parent)&&t.height<++n)}function Qd(t){this.data=t,this.depth=this.height=0,this.parent=null}function Jd(t){return null==t?null:tp(t)}function tp(t){if("function"!=typeof t)throw new Error;return t}function np(){return 0}function ep(t){return function(){return t}}qd.invert=function(t,n){for(var e,r=n,i=r*r,o=i*i*i,a=0;a<12&&(o=(i=(r-=e=(r*(zd+$d*i+o*(Dd+Rd*i))-n)/(zd+3*$d*i+o*(7*Dd+9*Rd*i)))*r)*i*i,!(xf(e)<pf));++a);return[Fd*t*(zd+3*$d*i+o*(7*Dd+9*Rd*i))/Tf(r),Rf(Cf(r)/Fd)]},Ud.invert=Md(wf),Id.invert=function(t,n){var e,r=n,i=25;do{var o=r*r,a=o*o;r-=e=(r*(1.007226+o*(.015085+a*(.028874*o-.044475-.005916*a)))-n)/(1.007226+o*(.045255+a*(.259866*o-.311325-.005916*11*a)))}while(xf(e)>df&&--i>0);return[t/(.8707+(o=r*r)*(o*(o*o*o*(.003971-.001529*o)-.013791)-.131979)),r]},Od.invert=Md(Rf),Bd.invert=Md((function(t){return 2*wf(t)})),Yd.invert=function(t,n){return[-n,2*wf(Sf(t))-yf]},Qd.prototype=Gd.prototype={constructor:Qd,count:function(){return this.eachAfter(Xd)},each:function(t,n){let e=-1;for(const r of this)t.call(n,r,++e,this);return this},eachAfter:function(t,n){for(var e,r,i,o=this,a=[o],u=[],c=-1;o=a.pop();)if(u.push(o),e=o.children)for(r=0,i=e.length;r<i;++r)a.push(e[r]);for(;o=u.pop();)t.call(n,o,++c,this);return this},eachBefore:function(t,n){for(var e,r,i=this,o=[i],a=-1;i=o.pop();)if(t.call(n,i,++a,this),e=i.children)for(r=e.length-1;r>=0;--r)o.push(e[r]);return this},find:function(t,n){let e=-1;for(const r of this)if(t.call(n,r,++e,this))return r},sum:function(t){return this.eachAfter((function(n){for(var e=+t(n.data)||0,r=n.children,i=r&&r.length;--i>=0;)e+=r[i].value;n.value=e}))},sort:function(t){return this.eachBefore((function(n){n.children&&n.children.sort(t)}))},path:function(t){for(var n=this,e=function(t,n){if(t===n)return t;var e=t.ancestors(),r=n.ancestors(),i=null;t=e.pop(),n=r.pop();for(;t===n;)i=t,t=e.pop(),n=r.pop();return i}(n,t),r=[n];n!==e;)n=n.parent,r.push(n);for(var i=r.length;t!==e;)r.splice(i,0,t),t=t.parent;return r},ancestors:function(){for(var t=this,n=[t];t=t.parent;)n.push(t);return n},descendants:function(){return Array.from(this)},leaves:function(){var t=[];return this.eachBefore((function(n){n.children||t.push(n)})),t},links:function(){var t=this,n=[];return t.each((function(e){e!==t&&n.push({source:e.parent,target:e})})),n},copy:function(){return Gd(this).eachBefore(Zd)},[Symbol.iterator]:function*(){var t,n,e,r,i=this,o=[i];do{for(t=o.reverse(),o=[];i=t.pop();)if(yield i,n=i.children)for(e=0,r=n.length;e<r;++e)o.push(n[e])}while(o.length)}};const rp=1664525,ip=1013904223,op=4294967296;function ap(){let t=1;return()=>(t=(rp*t+ip)%op)/op}function up(t,n){for(var e,r,i=0,o=(t=function(t,n){let e,r,i=t.length;for(;i;)r=n()*i--|0,e=t[i],t[i]=t[r],t[r]=e;return t}(Array.from(t),n)).length,a=[];i<o;)e=t[i],r&&sp(r,e)?++i:(r=hp(a=cp(a,e)),i=0);return r}function cp(t,n){var e,r;if(lp(n,t))return[n];for(e=0;e<t.length;++e)if(fp(n,t[e])&&lp(dp(t[e],n),t))return[t[e],n];for(e=0;e<t.length-1;++e)for(r=e+1;r<t.length;++r)if(fp(dp(t[e],t[r]),n)&&fp(dp(t[e],n),t[r])&&fp(dp(t[r],n),t[e])&&lp(pp(t[e],t[r],n),t))return[t[e],t[r],n];throw new Error}function fp(t,n){var e=t.r-n.r,r=n.x-t.x,i=n.y-t.y;return e<0||e*e<r*r+i*i}function sp(t,n){var e=t.r-n.r+1e-9*Math.max(t.r,n.r,1),r=n.x-t.x,i=n.y-t.y;return e>0&&e*e>r*r+i*i}function lp(t,n){for(var e=0;e<n.length;++e)if(!sp(t,n[e]))return!1;return!0}function hp(t){switch(t.length){case 1:return function(t){return{x:t.x,y:t.y,r:t.r}}(t[0]);case 2:return dp(t[0],t[1]);case 3:return pp(t[0],t[1],t[2])}}function dp(t,n){var e=t.x,r=t.y,i=t.r,o=n.x,a=n.y,u=n.r,c=o-e,f=a-r,s=u-i,l=Math.sqrt(c*c+f*f);return{x:(e+o+c/l*s)/2,y:(r+a+f/l*s)/2,r:(l+i+u)/2}}function pp(t,n,e){var r=t.x,i=t.y,o=t.r,a=n.x,u=n.y,c=n.r,f=e.x,s=e.y,l=e.r,h=r-a,d=r-f,p=i-u,g=i-s,y=c-o,v=l-o,_=r*r+i*i-o*o,b=_-a*a-u*u+c*c,m=_-f*f-s*s+l*l,x=d*p-h*g,w=(p*m-g*b)/(2*x)-r,M=(g*y-p*v)/x,T=(d*b-h*m)/(2*x)-i,A=(h*v-d*y)/x,S=M*M+A*A-1,E=2*(o+w*M+T*A),N=w*w+T*T-o*o,k=-(Math.abs(S)>1e-6?(E+Math.sqrt(E*E-4*S*N))/(2*S):N/E);return{x:r+w+M*k,y:i+T+A*k,r:k}}function gp(t,n,e){var r,i,o,a,u=t.x-n.x,c=t.y-n.y,f=u*u+c*c;f?(i=n.r+e.r,i*=i,a=t.r+e.r,i>(a*=a)?(r=(f+a-i)/(2*f),o=Math.sqrt(Math.max(0,a/f-r*r)),e.x=t.x-r*u-o*c,e.y=t.y-r*c+o*u):(r=(f+i-a)/(2*f),o=Math.sqrt(Math.max(0,i/f-r*r)),e.x=n.x+r*u-o*c,e.y=n.y+r*c+o*u)):(e.x=n.x+e.r,e.y=n.y)}function yp(t,n){var e=t.r+n.r-1e-6,r=n.x-t.x,i=n.y-t.y;return e>0&&e*e>r*r+i*i}function vp(t){var n=t._,e=t.next._,r=n.r+e.r,i=(n.x*e.r+e.x*n.r)/r,o=(n.y*e.r+e.y*n.r)/r;return i*i+o*o}function _p(t){this._=t,this.next=null,this.previous=null}function bp(t,n){if(!(o=(t=function(t){return"object"==typeof t&&"length"in t?t:Array.from(t)}(t)).length))return 0;var e,r,i,o,a,u,c,f,s,l,h;if((e=t[0]).x=0,e.y=0,!(o>1))return e.r;if(r=t[1],e.x=-r.r,r.x=e.r,r.y=0,!(o>2))return e.r+r.r;gp(r,e,i=t[2]),e=new _p(e),r=new _p(r),i=new _p(i),e.next=i.previous=r,r.next=e.previous=i,i.next=r.previous=e;t:for(c=3;c<o;++c){gp(e._,r._,i=t[c]),i=new _p(i),f=r.next,s=e.previous,l=r._.r,h=e._.r;do{if(l<=h){if(yp(f._,i._)){r=f,e.next=r,r.previous=e,--c;continue t}l+=f._.r,f=f.next}else{if(yp(s._,i._)){(e=s).next=r,r.previous=e,--c;continue t}h+=s._.r,s=s.previous}}while(f!==s.next);for(i.previous=e,i.next=r,e.next=r.previous=r=i,a=vp(e);(i=i.next)!==r;)(u=vp(i))<a&&(e=i,a=u);r=e.next}for(e=[r._],i=r;(i=i.next)!==r;)e.push(i._);for(i=up(e,n),c=0;c<o;++c)(e=t[c]).x-=i.x,e.y-=i.y;return i.r}function mp(t){return Math.sqrt(t.value)}function xp(t){return function(n){n.children||(n.r=Math.max(0,+t(n)||0))}}function wp(t,n,e){return function(r){if(i=r.children){var i,o,a,u=i.length,c=t(r)*n||0;if(c)for(o=0;o<u;++o)i[o].r+=c;if(a=bp(i,e),c)for(o=0;o<u;++o)i[o].r-=c;r.r=a+c}}}function Mp(t){return function(n){var e=n.parent;n.r*=t,e&&(n.x=e.x+t*n.x,n.y=e.y+t*n.y)}}function Tp(t){t.x0=Math.round(t.x0),t.y0=Math.round(t.y0),t.x1=Math.round(t.x1),t.y1=Math.round(t.y1)}function Ap(t,n,e,r,i){for(var o,a=t.children,u=-1,c=a.length,f=t.value&&(r-n)/t.value;++u<c;)(o=a[u]).y0=e,o.y1=i,o.x0=n,o.x1=n+=o.value*f}var Sp={depth:-1},Ep={},Np={};function kp(t){return t.id}function Cp(t){return t.parentId}function Pp(t){let n=t.length;if(n<2)return"";for(;--n>1&&!zp(t,n););return t.slice(0,n)}function zp(t,n){if("/"===t[n]){let e=0;for(;n>0&&"\\"===t[--n];)++e;if(!(1&e))return!0}return!1}function $p(t,n){return t.parent===n.parent?1:2}function Dp(t){var n=t.children;return n?n[0]:t.t}function Rp(t){var n=t.children;return n?n[n.length-1]:t.t}function Fp(t,n,e){var r=e/(n.i-t.i);n.c-=r,n.s+=e,t.c+=r,n.z+=e,n.m+=e}function qp(t,n,e){return t.a.parent===n.parent?t.a:e}function Up(t,n){this._=t,this.parent=null,this.children=null,this.A=null,this.a=this,this.z=0,this.m=0,this.c=0,this.s=0,this.t=null,this.i=n}function Ip(t,n,e,r,i){for(var o,a=t.children,u=-1,c=a.length,f=t.value&&(i-e)/t.value;++u<c;)(o=a[u]).x0=n,o.x1=r,o.y0=e,o.y1=e+=o.value*f}Up.prototype=Object.create(Qd.prototype);var Op=(1+Math.sqrt(5))/2;function Bp(t,n,e,r,i,o){for(var a,u,c,f,s,l,h,d,p,g,y,v=[],_=n.children,b=0,m=0,x=_.length,w=n.value;b<x;){c=i-e,f=o-r;do{s=_[m++].value}while(!s&&m<x);for(l=h=s,y=s*s*(g=Math.max(f/c,c/f)/(w*t)),p=Math.max(h/y,y/l);m<x;++m){if(s+=u=_[m].value,u<l&&(l=u),u>h&&(h=u),y=s*s*g,(d=Math.max(h/y,y/l))>p){s-=u;break}p=d}v.push(a={value:s,dice:c<f,children:_.slice(b,m)}),a.dice?Ap(a,e,r,i,w?r+=f*s/w:o):Ip(a,e,r,w?e+=c*s/w:i,o),w-=s,b=m}return v}var Yp=function t(n){function e(t,e,r,i,o){Bp(n,t,e,r,i,o)}return e.ratio=function(n){return t((n=+n)>1?n:1)},e}(Op);var Lp=function t(n){function e(t,e,r,i,o){if((a=t._squarify)&&a.ratio===n)for(var a,u,c,f,s,l=-1,h=a.length,d=t.value;++l<h;){for(c=(u=a[l]).children,f=u.value=0,s=c.length;f<s;++f)u.value+=c[f].value;u.dice?Ap(u,e,r,i,d?r+=(o-r)*u.value/d:o):Ip(u,e,r,d?e+=(i-e)*u.value/d:i,o),d-=u.value}else t._squarify=a=Bp(n,t,e,r,i,o),a.ratio=n}return e.ratio=function(n){return t((n=+n)>1?n:1)},e}(Op);function jp(t,n,e){return(n[0]-t[0])*(e[1]-t[1])-(n[1]-t[1])*(e[0]-t[0])}function Hp(t,n){return t[0]-n[0]||t[1]-n[1]}function Xp(t){const n=t.length,e=[0,1];let r,i=2;for(r=2;r<n;++r){for(;i>1&&jp(t[e[i-2]],t[e[i-1]],t[r])<=0;)--i;e[i++]=r}return e.slice(0,i)}var Gp=Math.random,Vp=function t(n){function e(t,e){return t=null==t?0:+t,e=null==e?1:+e,1===arguments.length?(e=t,t=0):e-=t,function(){return n()*e+t}}return e.source=t,e}(Gp),Wp=function t(n){function e(t,e){return arguments.length<2&&(e=t,t=0),t=Math.floor(t),e=Math.floor(e)-t,function(){return Math.floor(n()*e+t)}}return e.source=t,e}(Gp),Zp=function t(n){function e(t,e){var r,i;return t=null==t?0:+t,e=null==e?1:+e,function(){var o;if(null!=r)o=r,r=null;else do{r=2*n()-1,o=2*n()-1,i=r*r+o*o}while(!i||i>1);return t+e*o*Math.sqrt(-2*Math.log(i)/i)}}return e.source=t,e}(Gp),Kp=function t(n){var e=Zp.source(n);function r(){var t=e.apply(this,arguments);return function(){return Math.exp(t())}}return r.source=t,r}(Gp),Qp=function t(n){function e(t){return(t=+t)<=0?()=>0:function(){for(var e=0,r=t;r>1;--r)e+=n();return e+r*n()}}return e.source=t,e}(Gp),Jp=function t(n){var e=Qp.source(n);function r(t){if(0==(t=+t))return n;var r=e(t);return function(){return r()/t}}return r.source=t,r}(Gp),tg=function t(n){function e(t){return function(){return-Math.log1p(-n())/t}}return e.source=t,e}(Gp),ng=function t(n){function e(t){if((t=+t)<0)throw new RangeError("invalid alpha");return t=1/-t,function(){return Math.pow(1-n(),t)}}return e.source=t,e}(Gp),eg=function t(n){function e(t){if((t=+t)<0||t>1)throw new RangeError("invalid p");return function(){return Math.floor(n()+t)}}return e.source=t,e}(Gp),rg=function t(n){function e(t){if((t=+t)<0||t>1)throw new RangeError("invalid p");return 0===t?()=>1/0:1===t?()=>1:(t=Math.log1p(-t),function(){return 1+Math.floor(Math.log1p(-n())/t)})}return e.source=t,e}(Gp),ig=function t(n){var e=Zp.source(n)();function r(t,r){if((t=+t)<0)throw new RangeError("invalid k");if(0===t)return()=>0;if(r=null==r?1:+r,1===t)return()=>-Math.log1p(-n())*r;var i=(t<1?t+1:t)-1/3,o=1/(3*Math.sqrt(i)),a=t<1?()=>Math.pow(n(),1/t):()=>1;return function(){do{do{var t=e(),u=1+o*t}while(u<=0);u*=u*u;var c=1-n()}while(c>=1-.0331*t*t*t*t&&Math.log(c)>=.5*t*t+i*(1-u+Math.log(u)));return i*u*a()*r}}return r.source=t,r}(Gp),og=function t(n){var e=ig.source(n);function r(t,n){var r=e(t),i=e(n);return function(){var t=r();return 0===t?0:t/(t+i())}}return r.source=t,r}(Gp),ag=function t(n){var e=rg.source(n),r=og.source(n);function i(t,n){return t=+t,(n=+n)>=1?()=>t:n<=0?()=>0:function(){for(var i=0,o=t,a=n;o*a>16&&o*(1-a)>16;){var u=Math.floor((o+1)*a),c=r(u,o-u+1)();c<=a?(i+=u,o-=u,a=(a-c)/(1-c)):(o=u-1,a/=c)}for(var f=a<.5,s=e(f?a:1-a),l=s(),h=0;l<=o;++h)l+=s();return i+(f?h:o-h)}}return i.source=t,i}(Gp),ug=function t(n){function e(t,e,r){var i;return 0==(t=+t)?i=t=>-Math.log(t):(t=1/t,i=n=>Math.pow(n,t)),e=null==e?0:+e,r=null==r?1:+r,function(){return e+r*i(-Math.log1p(-n()))}}return e.source=t,e}(Gp),cg=function t(n){function e(t,e){return t=null==t?0:+t,e=null==e?1:+e,function(){return t+e*Math.tan(Math.PI*n())}}return e.source=t,e}(Gp),fg=function t(n){function e(t,e){return t=null==t?0:+t,e=null==e?1:+e,function(){var r=n();return t+e*Math.log(r/(1-r))}}return e.source=t,e}(Gp),sg=function t(n){var e=ig.source(n),r=ag.source(n);function i(t){return function(){for(var i=0,o=t;o>16;){var a=Math.floor(.875*o),u=e(a)();if(u>o)return i+r(a-1,o/u)();i+=a,o-=u}for(var c=-Math.log1p(-n()),f=0;c<=o;++f)c-=Math.log1p(-n());return i+f}}return i.source=t,i}(Gp);const lg=1/4294967296;function hg(t,n){switch(arguments.length){case 0:break;case 1:this.range(t);break;default:this.range(n).domain(t)}return this}function dg(t,n){switch(arguments.length){case 0:break;case 1:"function"==typeof t?this.interpolator(t):this.range(t);break;default:this.domain(t),"function"==typeof n?this.interpolator(n):this.range(n)}return this}const pg=Symbol("implicit");function gg(){var t=new InternMap,n=[],e=[],r=pg;function i(i){let o=t.get(i);if(void 0===o){if(r!==pg)return r;t.set(i,o=n.push(i)-1)}return e[o%e.length]}return i.domain=function(e){if(!arguments.length)return n.slice();n=[],t=new InternMap;for(const r of e)t.has(r)||t.set(r,n.push(r)-1);return i},i.range=function(t){return arguments.length?(e=Array.from(t),i):e.slice()},i.unknown=function(t){return arguments.length?(r=t,i):r},i.copy=function(){return gg(n,e).unknown(r)},hg.apply(i,arguments),i}function yg(){var t,n,e=gg().unknown(void 0),r=e.domain,i=e.range,o=0,a=1,u=!1,c=0,f=0,s=.5;function l(){var e=r().length,l=a<o,h=l?a:o,d=l?o:a;t=(d-h)/Math.max(1,e-c+2*f),u&&(t=Math.floor(t)),h+=(d-h-t*(e-c))*s,n=t*(1-c),u&&(h=Math.round(h),n=Math.round(n));var p=lt(e).map((function(n){return h+t*n}));return i(l?p.reverse():p)}return delete e.unknown,e.domain=function(t){return arguments.length?(r(t),l()):r()},e.range=function(t){return arguments.length?([o,a]=t,o=+o,a=+a,l()):[o,a]},e.rangeRound=function(t){return[o,a]=t,o=+o,a=+a,u=!0,l()},e.bandwidth=function(){return n},e.step=function(){return t},e.round=function(t){return arguments.length?(u=!!t,l()):u},e.padding=function(t){return arguments.length?(c=Math.min(1,f=+t),l()):c},e.paddingInner=function(t){return arguments.length?(c=Math.min(1,t),l()):c},e.paddingOuter=function(t){return arguments.length?(f=+t,l()):f},e.align=function(t){return arguments.length?(s=Math.max(0,Math.min(1,t)),l()):s},e.copy=function(){return yg(r(),[o,a]).round(u).paddingInner(c).paddingOuter(f).align(s)},hg.apply(l(),arguments)}function vg(t){var n=t.copy;return t.padding=t.paddingOuter,delete t.paddingInner,delete t.paddingOuter,t.copy=function(){return vg(n())},t}function _g(t){return+t}var bg=[0,1];function mg(t){return t}function xg(t,n){return(n-=t=+t)?function(e){return(e-t)/n}:function(t){return function(){return t}}(isNaN(n)?NaN:.5)}function wg(t,n,e){var r=t[0],i=t[1],o=n[0],a=n[1];return i<r?(r=xg(i,r),o=e(a,o)):(r=xg(r,i),o=e(o,a)),function(t){return o(r(t))}}function Mg(t,n,e){var r=Math.min(t.length,n.length)-1,i=new Array(r),o=new Array(r),a=-1;for(t[r]<t[0]&&(t=t.slice().reverse(),n=n.slice().reverse());++a<r;)i[a]=xg(t[a],t[a+1]),o[a]=e(n[a],n[a+1]);return function(n){var e=s(t,n,1,r)-1;return o[e](i[e](n))}}function Tg(t,n){return n.domain(t.domain()).range(t.range()).interpolate(t.interpolate()).clamp(t.clamp()).unknown(t.unknown())}function Ag(){var t,n,e,r,i,o,a=bg,u=bg,c=Gr,f=mg;function s(){var t=Math.min(a.length,u.length);return f!==mg&&(f=function(t,n){var e;return t>n&&(e=t,t=n,n=e),function(e){return Math.max(t,Math.min(n,e))}}(a[0],a[t-1])),r=t>2?Mg:wg,i=o=null,l}function l(n){return null==n||isNaN(n=+n)?e:(i||(i=r(a.map(t),u,c)))(t(f(n)))}return l.invert=function(e){return f(n((o||(o=r(u,a.map(t),Yr)))(e)))},l.domain=function(t){return arguments.length?(a=Array.from(t,_g),s()):a.slice()},l.range=function(t){return arguments.length?(u=Array.from(t),s()):u.slice()},l.rangeRound=function(t){return u=Array.from(t),c=Vr,s()},l.clamp=function(t){return arguments.length?(f=!!t||mg,s()):f!==mg},l.interpolate=function(t){return arguments.length?(c=t,s()):c},l.unknown=function(t){return arguments.length?(e=t,l):e},function(e,r){return t=e,n=r,s()}}function Sg(){return Ag()(mg,mg)}function Eg(n,e,r,i){var o,a=W(n,e,r);switch((i=Jc(null==i?",f":i)).type){case"s":var u=Math.max(Math.abs(n),Math.abs(e));return null!=i.precision||isNaN(o=lf(a,u))||(i.precision=o),t.formatPrefix(i,u);case"":case"e":case"g":case"p":case"r":null!=i.precision||isNaN(o=hf(a,Math.max(Math.abs(n),Math.abs(e))))||(i.precision=o-("e"===i.type));break;case"f":case"%":null!=i.precision||isNaN(o=sf(a))||(i.precision=o-2*("%"===i.type))}return t.format(i)}function Ng(t){var n=t.domain;return t.ticks=function(t){var e=n();return G(e[0],e[e.length-1],null==t?10:t)},t.tickFormat=function(t,e){var r=n();return Eg(r[0],r[r.length-1],null==t?10:t,e)},t.nice=function(e){null==e&&(e=10);var r,i,o=n(),a=0,u=o.length-1,c=o[a],f=o[u],s=10;for(f<c&&(i=c,c=f,f=i,i=a,a=u,u=i);s-- >0;){if((i=V(c,f,e))===r)return o[a]=c,o[u]=f,n(o);if(i>0)c=Math.floor(c/i)*i,f=Math.ceil(f/i)*i;else{if(!(i<0))break;c=Math.ceil(c*i)/i,f=Math.floor(f*i)/i}r=i}return t},t}function kg(t,n){var e,r=0,i=(t=t.slice()).length-1,o=t[r],a=t[i];return a<o&&(e=r,r=i,i=e,e=o,o=a,a=e),t[r]=n.floor(o),t[i]=n.ceil(a),t}function Cg(t){return Math.log(t)}function Pg(t){return Math.exp(t)}function zg(t){return-Math.log(-t)}function $g(t){return-Math.exp(-t)}function Dg(t){return isFinite(t)?+("1e"+t):t<0?0:t}function Rg(t){return(n,e)=>-t(-n,e)}function Fg(n){const e=n(Cg,Pg),r=e.domain;let i,o,a=10;function u(){return i=function(t){return t===Math.E?Math.log:10===t&&Math.log10||2===t&&Math.log2||(t=Math.log(t),n=>Math.log(n)/t)}(a),o=function(t){return 10===t?Dg:t===Math.E?Math.exp:n=>Math.pow(t,n)}(a),r()[0]<0?(i=Rg(i),o=Rg(o),n(zg,$g)):n(Cg,Pg),e}return e.base=function(t){return arguments.length?(a=+t,u()):a},e.domain=function(t){return arguments.length?(r(t),u()):r()},e.ticks=t=>{const n=r();let e=n[0],u=n[n.length-1];const c=u<e;c&&([e,u]=[u,e]);let f,s,l=i(e),h=i(u);const d=null==t?10:+t;let p=[];if(!(a%1)&&h-l<d){if(l=Math.floor(l),h=Math.ceil(h),e>0){for(;l<=h;++l)for(f=1;f<a;++f)if(s=l<0?f/o(-l):f*o(l),!(s<e)){if(s>u)break;p.push(s)}}else for(;l<=h;++l)for(f=a-1;f>=1;--f)if(s=l>0?f/o(-l):f*o(l),!(s<e)){if(s>u)break;p.push(s)}2*p.length<d&&(p=G(e,u,d))}else p=G(l,h,Math.min(h-l,d)).map(o);return c?p.reverse():p},e.tickFormat=(n,r)=>{if(null==n&&(n=10),null==r&&(r=10===a?"s":","),"function"!=typeof r&&(a%1||null!=(r=Jc(r)).precision||(r.trim=!0),r=t.format(r)),n===1/0)return r;const u=Math.max(1,a*n/e.ticks().length);return t=>{let n=t/o(Math.round(i(t)));return n*a<a-.5&&(n*=a),n<=u?r(t):""}},e.nice=()=>r(kg(r(),{floor:t=>o(Math.floor(i(t))),ceil:t=>o(Math.ceil(i(t)))})),e}function qg(t){return function(n){return Math.sign(n)*Math.log1p(Math.abs(n/t))}}function Ug(t){return function(n){return Math.sign(n)*Math.expm1(Math.abs(n))*t}}function Ig(t){var n=1,e=t(qg(n),Ug(n));return e.constant=function(e){return arguments.length?t(qg(n=+e),Ug(n)):n},Ng(e)}function Og(t){return function(n){return n<0?-Math.pow(-n,t):Math.pow(n,t)}}function Bg(t){return t<0?-Math.sqrt(-t):Math.sqrt(t)}function Yg(t){return t<0?-t*t:t*t}function Lg(t){var n=t(mg,mg),e=1;return n.exponent=function(n){return arguments.length?1===(e=+n)?t(mg,mg):.5===e?t(Bg,Yg):t(Og(e),Og(1/e)):e},Ng(n)}function jg(){var t=Lg(Ag());return t.copy=function(){return Tg(t,jg()).exponent(t.exponent())},hg.apply(t,arguments),t}function Hg(t){return Math.sign(t)*t*t}const Xg=new Date,Gg=new Date;function Vg(t,n,e,r){function i(n){return t(n=0===arguments.length?new Date:new Date(+n)),n}return i.floor=n=>(t(n=new Date(+n)),n),i.ceil=e=>(t(e=new Date(e-1)),n(e,1),t(e),e),i.round=t=>{const n=i(t),e=i.ceil(t);return t-n<e-t?n:e},i.offset=(t,e)=>(n(t=new Date(+t),null==e?1:Math.floor(e)),t),i.range=(e,r,o)=>{const a=[];if(e=i.ceil(e),o=null==o?1:Math.floor(o),!(e<r&&o>0))return a;let u;do{a.push(u=new Date(+e)),n(e,o),t(e)}while(u<e&&e<r);return a},i.filter=e=>Vg((n=>{if(n>=n)for(;t(n),!e(n);)n.setTime(n-1)}),((t,r)=>{if(t>=t)if(r<0)for(;++r<=0;)for(;n(t,-1),!e(t););else for(;--r>=0;)for(;n(t,1),!e(t););})),e&&(i.count=(n,r)=>(Xg.setTime(+n),Gg.setTime(+r),t(Xg),t(Gg),Math.floor(e(Xg,Gg))),i.every=t=>(t=Math.floor(t),isFinite(t)&&t>0?t>1?i.filter(r?n=>r(n)%t==0:n=>i.count(0,n)%t==0):i:null)),i}const Wg=Vg((()=>{}),((t,n)=>{t.setTime(+t+n)}),((t,n)=>n-t));Wg.every=t=>(t=Math.floor(t),isFinite(t)&&t>0?t>1?Vg((n=>{n.setTime(Math.floor(n/t)*t)}),((n,e)=>{n.setTime(+n+e*t)}),((n,e)=>(e-n)/t)):Wg:null);const Zg=Wg.range,Kg=1e3,Qg=6e4,Jg=36e5,ty=864e5,ny=6048e5,ey=2592e6,ry=31536e6,iy=Vg((t=>{t.setTime(t-t.getMilliseconds())}),((t,n)=>{t.setTime(+t+n*Kg)}),((t,n)=>(n-t)/Kg),(t=>t.getUTCSeconds())),oy=iy.range,ay=Vg((t=>{t.setTime(t-t.getMilliseconds()-t.getSeconds()*Kg)}),((t,n)=>{t.setTime(+t+n*Qg)}),((t,n)=>(n-t)/Qg),(t=>t.getMinutes())),uy=ay.range,cy=Vg((t=>{t.setUTCSeconds(0,0)}),((t,n)=>{t.setTime(+t+n*Qg)}),((t,n)=>(n-t)/Qg),(t=>t.getUTCMinutes())),fy=cy.range,sy=Vg((t=>{t.setTime(t-t.getMilliseconds()-t.getSeconds()*Kg-t.getMinutes()*Qg)}),((t,n)=>{t.setTime(+t+n*Jg)}),((t,n)=>(n-t)/Jg),(t=>t.getHours())),ly=sy.range,hy=Vg((t=>{t.setUTCMinutes(0,0,0)}),((t,n)=>{t.setTime(+t+n*Jg)}),((t,n)=>(n-t)/Jg),(t=>t.getUTCHours())),dy=hy.range,py=Vg((t=>t.setHours(0,0,0,0)),((t,n)=>t.setDate(t.getDate()+n)),((t,n)=>(n-t-(n.getTimezoneOffset()-t.getTimezoneOffset())*Qg)/ty),(t=>t.getDate()-1)),gy=py.range,yy=Vg((t=>{t.setUTCHours(0,0,0,0)}),((t,n)=>{t.setUTCDate(t.getUTCDate()+n)}),((t,n)=>(n-t)/ty),(t=>t.getUTCDate()-1)),vy=yy.range,_y=Vg((t=>{t.setUTCHours(0,0,0,0)}),((t,n)=>{t.setUTCDate(t.getUTCDate()+n)}),((t,n)=>(n-t)/ty),(t=>Math.floor(t/ty))),by=_y.range;function my(t){return Vg((n=>{n.setDate(n.getDate()-(n.getDay()+7-t)%7),n.setHours(0,0,0,0)}),((t,n)=>{t.setDate(t.getDate()+7*n)}),((t,n)=>(n-t-(n.getTimezoneOffset()-t.getTimezoneOffset())*Qg)/ny))}const xy=my(0),wy=my(1),My=my(2),Ty=my(3),Ay=my(4),Sy=my(5),Ey=my(6),Ny=xy.range,ky=wy.range,Cy=My.range,Py=Ty.range,zy=Ay.range,$y=Sy.range,Dy=Ey.range;function Ry(t){return Vg((n=>{n.setUTCDate(n.getUTCDate()-(n.getUTCDay()+7-t)%7),n.setUTCHours(0,0,0,0)}),((t,n)=>{t.setUTCDate(t.getUTCDate()+7*n)}),((t,n)=>(n-t)/ny))}const Fy=Ry(0),qy=Ry(1),Uy=Ry(2),Iy=Ry(3),Oy=Ry(4),By=Ry(5),Yy=Ry(6),Ly=Fy.range,jy=qy.range,Hy=Uy.range,Xy=Iy.range,Gy=Oy.range,Vy=By.range,Wy=Yy.range,Zy=Vg((t=>{t.setDate(1),t.setHours(0,0,0,0)}),((t,n)=>{t.setMonth(t.getMonth()+n)}),((t,n)=>n.getMonth()-t.getMonth()+12*(n.getFullYear()-t.getFullYear())),(t=>t.getMonth())),Ky=Zy.range,Qy=Vg((t=>{t.setUTCDate(1),t.setUTCHours(0,0,0,0)}),((t,n)=>{t.setUTCMonth(t.getUTCMonth()+n)}),((t,n)=>n.getUTCMonth()-t.getUTCMonth()+12*(n.getUTCFullYear()-t.getUTCFullYear())),(t=>t.getUTCMonth())),Jy=Qy.range,tv=Vg((t=>{t.setMonth(0,1),t.setHours(0,0,0,0)}),((t,n)=>{t.setFullYear(t.getFullYear()+n)}),((t,n)=>n.getFullYear()-t.getFullYear()),(t=>t.getFullYear()));tv.every=t=>isFinite(t=Math.floor(t))&&t>0?Vg((n=>{n.setFullYear(Math.floor(n.getFullYear()/t)*t),n.setMonth(0,1),n.setHours(0,0,0,0)}),((n,e)=>{n.setFullYear(n.getFullYear()+e*t)})):null;const nv=tv.range,ev=Vg((t=>{t.setUTCMonth(0,1),t.setUTCHours(0,0,0,0)}),((t,n)=>{t.setUTCFullYear(t.getUTCFullYear()+n)}),((t,n)=>n.getUTCFullYear()-t.getUTCFullYear()),(t=>t.getUTCFullYear()));ev.every=t=>isFinite(t=Math.floor(t))&&t>0?Vg((n=>{n.setUTCFullYear(Math.floor(n.getUTCFullYear()/t)*t),n.setUTCMonth(0,1),n.setUTCHours(0,0,0,0)}),((n,e)=>{n.setUTCFullYear(n.getUTCFullYear()+e*t)})):null;const rv=ev.range;function iv(t,n,e,i,o,a){const u=[[iy,1,Kg],[iy,5,5e3],[iy,15,15e3],[iy,30,3e4],[a,1,Qg],[a,5,3e5],[a,15,9e5],[a,30,18e5],[o,1,Jg],[o,3,108e5],[o,6,216e5],[o,12,432e5],[i,1,ty],[i,2,1728e5],[e,1,ny],[n,1,ey],[n,3,7776e6],[t,1,ry]];function c(n,e,i){const o=Math.abs(e-n)/i,a=r((([,,t])=>t)).right(u,o);if(a===u.length)return t.every(W(n/ry,e/ry,i));if(0===a)return Wg.every(Math.max(W(n,e,i),1));const[c,f]=u[o/u[a-1][2]<u[a][2]/o?a-1:a];return c.every(f)}return[function(t,n,e){const r=n<t;r&&([t,n]=[n,t]);const i=e&&"function"==typeof e.range?e:c(t,n,e),o=i?i.range(t,+n+1):[];return r?o.reverse():o},c]}const[ov,av]=iv(ev,Qy,Fy,_y,hy,cy),[uv,cv]=iv(tv,Zy,xy,py,sy,ay);function fv(t){if(0<=t.y&&t.y<100){var n=new Date(-1,t.m,t.d,t.H,t.M,t.S,t.L);return n.setFullYear(t.y),n}return new Date(t.y,t.m,t.d,t.H,t.M,t.S,t.L)}function sv(t){if(0<=t.y&&t.y<100){var n=new Date(Date.UTC(-1,t.m,t.d,t.H,t.M,t.S,t.L));return n.setUTCFullYear(t.y),n}return new Date(Date.UTC(t.y,t.m,t.d,t.H,t.M,t.S,t.L))}function lv(t,n,e){return{y:t,m:n,d:e,H:0,M:0,S:0,L:0}}function hv(t){var n=t.dateTime,e=t.date,r=t.time,i=t.periods,o=t.days,a=t.shortDays,u=t.months,c=t.shortMonths,f=mv(i),s=xv(i),l=mv(o),h=xv(o),d=mv(a),p=xv(a),g=mv(u),y=xv(u),v=mv(c),_=xv(c),b={a:function(t){return a[t.getDay()]},A:function(t){return o[t.getDay()]},b:function(t){return c[t.getMonth()]},B:function(t){return u[t.getMonth()]},c:null,d:Yv,e:Yv,f:Gv,g:i_,G:a_,H:Lv,I:jv,j:Hv,L:Xv,m:Vv,M:Wv,p:function(t){return i[+(t.getHours()>=12)]},q:function(t){return 1+~~(t.getMonth()/3)},Q:k_,s:C_,S:Zv,u:Kv,U:Qv,V:t_,w:n_,W:e_,x:null,X:null,y:r_,Y:o_,Z:u_,"%":N_},m={a:function(t){return a[t.getUTCDay()]},A:function(t){return o[t.getUTCDay()]},b:function(t){return c[t.getUTCMonth()]},B:function(t){return u[t.getUTCMonth()]},c:null,d:c_,e:c_,f:d_,g:T_,G:S_,H:f_,I:s_,j:l_,L:h_,m:p_,M:g_,p:function(t){return i[+(t.getUTCHours()>=12)]},q:function(t){return 1+~~(t.getUTCMonth()/3)},Q:k_,s:C_,S:y_,u:v_,U:__,V:m_,w:x_,W:w_,x:null,X:null,y:M_,Y:A_,Z:E_,"%":N_},x={a:function(t,n,e){var r=d.exec(n.slice(e));return r?(t.w=p.get(r[0].toLowerCase()),e+r[0].length):-1},A:function(t,n,e){var r=l.exec(n.slice(e));return r?(t.w=h.get(r[0].toLowerCase()),e+r[0].length):-1},b:function(t,n,e){var r=v.exec(n.slice(e));return r?(t.m=_.get(r[0].toLowerCase()),e+r[0].length):-1},B:function(t,n,e){var r=g.exec(n.slice(e));return r?(t.m=y.get(r[0].toLowerCase()),e+r[0].length):-1},c:function(t,e,r){return T(t,n,e,r)},d:zv,e:zv,f:Uv,g:Nv,G:Ev,H:Dv,I:Dv,j:$v,L:qv,m:Pv,M:Rv,p:function(t,n,e){var r=f.exec(n.slice(e));return r?(t.p=s.get(r[0].toLowerCase()),e+r[0].length):-1},q:Cv,Q:Ov,s:Bv,S:Fv,u:Mv,U:Tv,V:Av,w:wv,W:Sv,x:function(t,n,r){return T(t,e,n,r)},X:function(t,n,e){return T(t,r,n,e)},y:Nv,Y:Ev,Z:kv,"%":Iv};function w(t,n){return function(e){var r,i,o,a=[],u=-1,c=0,f=t.length;for(e instanceof Date||(e=new Date(+e));++u<f;)37===t.charCodeAt(u)&&(a.push(t.slice(c,u)),null!=(i=pv[r=t.charAt(++u)])?r=t.charAt(++u):i="e"===r?" ":"0",(o=n[r])&&(r=o(e,i)),a.push(r),c=u+1);return a.push(t.slice(c,u)),a.join("")}}function M(t,n){return function(e){var r,i,o=lv(1900,void 0,1);if(T(o,t,e+="",0)!=e.length)return null;if("Q"in o)return new Date(o.Q);if("s"in o)return new Date(1e3*o.s+("L"in o?o.L:0));if(n&&!("Z"in o)&&(o.Z=0),"p"in o&&(o.H=o.H%12+12*o.p),void 0===o.m&&(o.m="q"in o?o.q:0),"V"in o){if(o.V<1||o.V>53)return null;"w"in o||(o.w=1),"Z"in o?(i=(r=sv(lv(o.y,0,1))).getUTCDay(),r=i>4||0===i?qy.ceil(r):qy(r),r=yy.offset(r,7*(o.V-1)),o.y=r.getUTCFullYear(),o.m=r.getUTCMonth(),o.d=r.getUTCDate()+(o.w+6)%7):(i=(r=fv(lv(o.y,0,1))).getDay(),r=i>4||0===i?wy.ceil(r):wy(r),r=py.offset(r,7*(o.V-1)),o.y=r.getFullYear(),o.m=r.getMonth(),o.d=r.getDate()+(o.w+6)%7)}else("W"in o||"U"in o)&&("w"in o||(o.w="u"in o?o.u%7:"W"in o?1:0),i="Z"in o?sv(lv(o.y,0,1)).getUTCDay():fv(lv(o.y,0,1)).getDay(),o.m=0,o.d="W"in o?(o.w+6)%7+7*o.W-(i+5)%7:o.w+7*o.U-(i+6)%7);return"Z"in o?(o.H+=o.Z/100|0,o.M+=o.Z%100,sv(o)):fv(o)}}function T(t,n,e,r){for(var i,o,a=0,u=n.length,c=e.length;a<u;){if(r>=c)return-1;if(37===(i=n.charCodeAt(a++))){if(i=n.charAt(a++),!(o=x[i in pv?n.charAt(a++):i])||(r=o(t,e,r))<0)return-1}else if(i!=e.charCodeAt(r++))return-1}return r}return b.x=w(e,b),b.X=w(r,b),b.c=w(n,b),m.x=w(e,m),m.X=w(r,m),m.c=w(n,m),{format:function(t){var n=w(t+="",b);return n.toString=function(){return t},n},parse:function(t){var n=M(t+="",!1);return n.toString=function(){return t},n},utcFormat:function(t){var n=w(t+="",m);return n.toString=function(){return t},n},utcParse:function(t){var n=M(t+="",!0);return n.toString=function(){return t},n}}}var dv,pv={"-":"",_:" ",0:"0"},gv=/^\s*\d+/,yv=/^%/,vv=/[\\^$*+?|[\]().{}]/g;function _v(t,n,e){var r=t<0?"-":"",i=(r?-t:t)+"",o=i.length;return r+(o<e?new Array(e-o+1).join(n)+i:i)}function bv(t){return t.replace(vv,"\\$&")}function mv(t){return new RegExp("^(?:"+t.map(bv).join("|")+")","i")}function xv(t){return new Map(t.map(((t,n)=>[t.toLowerCase(),n])))}function wv(t,n,e){var r=gv.exec(n.slice(e,e+1));return r?(t.w=+r[0],e+r[0].length):-1}function Mv(t,n,e){var r=gv.exec(n.slice(e,e+1));return r?(t.u=+r[0],e+r[0].length):-1}function Tv(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.U=+r[0],e+r[0].length):-1}function Av(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.V=+r[0],e+r[0].length):-1}function Sv(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.W=+r[0],e+r[0].length):-1}function Ev(t,n,e){var r=gv.exec(n.slice(e,e+4));return r?(t.y=+r[0],e+r[0].length):-1}function Nv(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.y=+r[0]+(+r[0]>68?1900:2e3),e+r[0].length):-1}function kv(t,n,e){var r=/^(Z)|([+-]\d\d)(?::?(\d\d))?/.exec(n.slice(e,e+6));return r?(t.Z=r[1]?0:-(r[2]+(r[3]||"00")),e+r[0].length):-1}function Cv(t,n,e){var r=gv.exec(n.slice(e,e+1));return r?(t.q=3*r[0]-3,e+r[0].length):-1}function Pv(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.m=r[0]-1,e+r[0].length):-1}function zv(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.d=+r[0],e+r[0].length):-1}function $v(t,n,e){var r=gv.exec(n.slice(e,e+3));return r?(t.m=0,t.d=+r[0],e+r[0].length):-1}function Dv(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.H=+r[0],e+r[0].length):-1}function Rv(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.M=+r[0],e+r[0].length):-1}function Fv(t,n,e){var r=gv.exec(n.slice(e,e+2));return r?(t.S=+r[0],e+r[0].length):-1}function qv(t,n,e){var r=gv.exec(n.slice(e,e+3));return r?(t.L=+r[0],e+r[0].length):-1}function Uv(t,n,e){var r=gv.exec(n.slice(e,e+6));return r?(t.L=Math.floor(r[0]/1e3),e+r[0].length):-1}function Iv(t,n,e){var r=yv.exec(n.slice(e,e+1));return r?e+r[0].length:-1}function Ov(t,n,e){var r=gv.exec(n.slice(e));return r?(t.Q=+r[0],e+r[0].length):-1}function Bv(t,n,e){var r=gv.exec(n.slice(e));return r?(t.s=+r[0],e+r[0].length):-1}function Yv(t,n){return _v(t.getDate(),n,2)}function Lv(t,n){return _v(t.getHours(),n,2)}function jv(t,n){return _v(t.getHours()%12||12,n,2)}function Hv(t,n){return _v(1+py.count(tv(t),t),n,3)}function Xv(t,n){return _v(t.getMilliseconds(),n,3)}function Gv(t,n){return Xv(t,n)+"000"}function Vv(t,n){return _v(t.getMonth()+1,n,2)}function Wv(t,n){return _v(t.getMinutes(),n,2)}function Zv(t,n){return _v(t.getSeconds(),n,2)}function Kv(t){var n=t.getDay();return 0===n?7:n}function Qv(t,n){return _v(xy.count(tv(t)-1,t),n,2)}function Jv(t){var n=t.getDay();return n>=4||0===n?Ay(t):Ay.ceil(t)}function t_(t,n){return t=Jv(t),_v(Ay.count(tv(t),t)+(4===tv(t).getDay()),n,2)}function n_(t){return t.getDay()}function e_(t,n){return _v(wy.count(tv(t)-1,t),n,2)}function r_(t,n){return _v(t.getFullYear()%100,n,2)}function i_(t,n){return _v((t=Jv(t)).getFullYear()%100,n,2)}function o_(t,n){return _v(t.getFullYear()%1e4,n,4)}function a_(t,n){var e=t.getDay();return _v((t=e>=4||0===e?Ay(t):Ay.ceil(t)).getFullYear()%1e4,n,4)}function u_(t){var n=t.getTimezoneOffset();return(n>0?"-":(n*=-1,"+"))+_v(n/60|0,"0",2)+_v(n%60,"0",2)}function c_(t,n){return _v(t.getUTCDate(),n,2)}function f_(t,n){return _v(t.getUTCHours(),n,2)}function s_(t,n){return _v(t.getUTCHours()%12||12,n,2)}function l_(t,n){return _v(1+yy.count(ev(t),t),n,3)}function h_(t,n){return _v(t.getUTCMilliseconds(),n,3)}function d_(t,n){return h_(t,n)+"000"}function p_(t,n){return _v(t.getUTCMonth()+1,n,2)}function g_(t,n){return _v(t.getUTCMinutes(),n,2)}function y_(t,n){return _v(t.getUTCSeconds(),n,2)}function v_(t){var n=t.getUTCDay();return 0===n?7:n}function __(t,n){return _v(Fy.count(ev(t)-1,t),n,2)}function b_(t){var n=t.getUTCDay();return n>=4||0===n?Oy(t):Oy.ceil(t)}function m_(t,n){return t=b_(t),_v(Oy.count(ev(t),t)+(4===ev(t).getUTCDay()),n,2)}function x_(t){return t.getUTCDay()}function w_(t,n){return _v(qy.count(ev(t)-1,t),n,2)}function M_(t,n){return _v(t.getUTCFullYear()%100,n,2)}function T_(t,n){return _v((t=b_(t)).getUTCFullYear()%100,n,2)}function A_(t,n){return _v(t.getUTCFullYear()%1e4,n,4)}function S_(t,n){var e=t.getUTCDay();return _v((t=e>=4||0===e?Oy(t):Oy.ceil(t)).getUTCFullYear()%1e4,n,4)}function E_(){return"+0000"}function N_(){return"%"}function k_(t){return+t}function C_(t){return Math.floor(+t/1e3)}function P_(n){return dv=hv(n),t.timeFormat=dv.format,t.timeParse=dv.parse,t.utcFormat=dv.utcFormat,t.utcParse=dv.utcParse,dv}t.timeFormat=void 0,t.timeParse=void 0,t.utcFormat=void 0,t.utcParse=void 0,P_({dateTime:"%x, %X",date:"%-m/%-d/%Y",time:"%-I:%M:%S %p",periods:["AM","PM"],days:["Sunday","Monday","Tuesday","Wednesday","Thursday","Friday","Saturday"],shortDays:["Sun","Mon","Tue","Wed","Thu","Fri","Sat"],months:["January","February","March","April","May","June","July","August","September","October","November","December"],shortMonths:["Jan","Feb","Mar","Apr","May","Jun","Jul","Aug","Sep","Oct","Nov","Dec"]});var z_="%Y-%m-%dT%H:%M:%S.%LZ";var $_=Date.prototype.toISOString?function(t){return t.toISOString()}:t.utcFormat(z_),D_=$_;var R_=+new Date("2000-01-01T00:00:00.000Z")?function(t){var n=new Date(t);return isNaN(n)?null:n}:t.utcParse(z_),F_=R_;function q_(t){return new Date(t)}function U_(t){return t instanceof Date?+t:+new Date(+t)}function I_(t,n,e,r,i,o,a,u,c,f){var s=Sg(),l=s.invert,h=s.domain,d=f(".%L"),p=f(":%S"),g=f("%I:%M"),y=f("%I %p"),v=f("%a %d"),_=f("%b %d"),b=f("%B"),m=f("%Y");function x(t){return(c(t)<t?d:u(t)<t?p:a(t)<t?g:o(t)<t?y:r(t)<t?i(t)<t?v:_:e(t)<t?b:m)(t)}return s.invert=function(t){return new Date(l(t))},s.domain=function(t){return arguments.length?h(Array.from(t,U_)):h().map(q_)},s.ticks=function(n){var e=h();return t(e[0],e[e.length-1],null==n?10:n)},s.tickFormat=function(t,n){return null==n?x:f(n)},s.nice=function(t){var e=h();return t&&"function"==typeof t.range||(t=n(e[0],e[e.length-1],null==t?10:t)),t?h(kg(e,t)):s},s.copy=function(){return Tg(s,I_(t,n,e,r,i,o,a,u,c,f))},s}function O_(){var t,n,e,r,i,o=0,a=1,u=mg,c=!1;function f(n){return null==n||isNaN(n=+n)?i:u(0===e?.5:(n=(r(n)-t)*e,c?Math.max(0,Math.min(1,n)):n))}function s(t){return function(n){var e,r;return arguments.length?([e,r]=n,u=t(e,r),f):[u(0),u(1)]}}return f.domain=function(i){return arguments.length?([o,a]=i,t=r(o=+o),n=r(a=+a),e=t===n?0:1/(n-t),f):[o,a]},f.clamp=function(t){return arguments.length?(c=!!t,f):c},f.interpolator=function(t){return arguments.length?(u=t,f):u},f.range=s(Gr),f.rangeRound=s(Vr),f.unknown=function(t){return arguments.length?(i=t,f):i},function(i){return r=i,t=i(o),n=i(a),e=t===n?0:1/(n-t),f}}function B_(t,n){return n.domain(t.domain()).interpolator(t.interpolator()).clamp(t.clamp()).unknown(t.unknown())}function Y_(){var t=Lg(O_());return t.copy=function(){return B_(t,Y_()).exponent(t.exponent())},dg.apply(t,arguments)}function L_(){var t,n,e,r,i,o,a,u=0,c=.5,f=1,s=1,l=mg,h=!1;function d(t){return isNaN(t=+t)?a:(t=.5+((t=+o(t))-n)*(s*t<s*n?r:i),l(h?Math.max(0,Math.min(1,t)):t))}function p(t){return function(n){var e,r,i;return arguments.length?([e,r,i]=n,l=di(t,[e,r,i]),d):[l(0),l(.5),l(1)]}}return d.domain=function(a){return arguments.length?([u,c,f]=a,t=o(u=+u),n=o(c=+c),e=o(f=+f),r=t===n?0:.5/(n-t),i=n===e?0:.5/(e-n),s=n<t?-1:1,d):[u,c,f]},d.clamp=function(t){return arguments.length?(h=!!t,d):h},d.interpolator=function(t){return arguments.length?(l=t,d):l},d.range=p(Gr),d.rangeRound=p(Vr),d.unknown=function(t){return arguments.length?(a=t,d):a},function(a){return o=a,t=a(u),n=a(c),e=a(f),r=t===n?0:.5/(n-t),i=n===e?0:.5/(e-n),s=n<t?-1:1,d}}function j_(){var t=Lg(L_());return t.copy=function(){return B_(t,j_()).exponent(t.exponent())},dg.apply(t,arguments)}function H_(t){for(var n=t.length/6|0,e=new Array(n),r=0;r<n;)e[r]="#"+t.slice(6*r,6*++r);return e}var X_=H_("1f77b4ff7f0e2ca02cd627289467bd8c564be377c27f7f7fbcbd2217becf"),G_=H_("7fc97fbeaed4fdc086ffff99386cb0f0027fbf5b17666666"),V_=H_("1b9e77d95f027570b3e7298a66a61ee6ab02a6761d666666"),W_=H_("4269d0efb118ff725c6cc5b03ca951ff8ab7a463f297bbf59c6b4e9498a0"),Z_=H_("a6cee31f78b4b2df8a33a02cfb9a99e31a1cfdbf6fff7f00cab2d66a3d9affff99b15928"),K_=H_("fbb4aeb3cde3ccebc5decbe4fed9a6ffffcce5d8bdfddaecf2f2f2"),Q_=H_("b3e2cdfdcdaccbd5e8f4cae4e6f5c9fff2aef1e2cccccccc"),J_=H_("e41a1c377eb84daf4a984ea3ff7f00ffff33a65628f781bf999999"),tb=H_("66c2a5fc8d628da0cbe78ac3a6d854ffd92fe5c494b3b3b3"),nb=H_("8dd3c7ffffb3bebadafb807280b1d3fdb462b3de69fccde5d9d9d9bc80bdccebc5ffed6f"),eb=H_("4e79a7f28e2ce1575976b7b259a14fedc949af7aa1ff9da79c755fbab0ab"),rb=t=>Fr(t[t.length-1]),ib=new Array(3).concat("d8b365f5f5f55ab4ac","a6611adfc27d80cdc1018571","a6611adfc27df5f5f580cdc1018571","8c510ad8b365f6e8c3c7eae55ab4ac01665e","8c510ad8b365f6e8c3f5f5f5c7eae55ab4ac01665e","8c510abf812ddfc27df6e8c3c7eae580cdc135978f01665e","8c510abf812ddfc27df6e8c3f5f5f5c7eae580cdc135978f01665e","5430058c510abf812ddfc27df6e8c3c7eae580cdc135978f01665e003c30","5430058c510abf812ddfc27df6e8c3f5f5f5c7eae580cdc135978f01665e003c30").map(H_),ob=rb(ib),ab=new Array(3).concat("af8dc3f7f7f77fbf7b","7b3294c2a5cfa6dba0008837","7b3294c2a5cff7f7f7a6dba0008837","762a83af8dc3e7d4e8d9f0d37fbf7b1b7837","762a83af8dc3e7d4e8f7f7f7d9f0d37fbf7b1b7837","762a839970abc2a5cfe7d4e8d9f0d3a6dba05aae611b7837","762a839970abc2a5cfe7d4e8f7f7f7d9f0d3a6dba05aae611b7837","40004b762a839970abc2a5cfe7d4e8d9f0d3a6dba05aae611b783700441b","40004b762a839970abc2a5cfe7d4e8f7f7f7d9f0d3a6dba05aae611b783700441b").map(H_),ub=rb(ab),cb=new Array(3).concat("e9a3c9f7f7f7a1d76a","d01c8bf1b6dab8e1864dac26","d01c8bf1b6daf7f7f7b8e1864dac26","c51b7de9a3c9fde0efe6f5d0a1d76a4d9221","c51b7de9a3c9fde0eff7f7f7e6f5d0a1d76a4d9221","c51b7dde77aef1b6dafde0efe6f5d0b8e1867fbc414d9221","c51b7dde77aef1b6dafde0eff7f7f7e6f5d0b8e1867fbc414d9221","8e0152c51b7dde77aef1b6dafde0efe6f5d0b8e1867fbc414d9221276419","8e0152c51b7dde77aef1b6dafde0eff7f7f7e6f5d0b8e1867fbc414d9221276419").map(H_),fb=rb(cb),sb=new Array(3).concat("998ec3f7f7f7f1a340","5e3c99b2abd2fdb863e66101","5e3c99b2abd2f7f7f7fdb863e66101","542788998ec3d8daebfee0b6f1a340b35806","542788998ec3d8daebf7f7f7fee0b6f1a340b35806","5427888073acb2abd2d8daebfee0b6fdb863e08214b35806","5427888073acb2abd2d8daebf7f7f7fee0b6fdb863e08214b35806","2d004b5427888073acb2abd2d8daebfee0b6fdb863e08214b358067f3b08","2d004b5427888073acb2abd2d8daebf7f7f7fee0b6fdb863e08214b358067f3b08").map(H_),lb=rb(sb),hb=new Array(3).concat("ef8a62f7f7f767a9cf","ca0020f4a58292c5de0571b0","ca0020f4a582f7f7f792c5de0571b0","b2182bef8a62fddbc7d1e5f067a9cf2166ac","b2182bef8a62fddbc7f7f7f7d1e5f067a9cf2166ac","b2182bd6604df4a582fddbc7d1e5f092c5de4393c32166ac","b2182bd6604df4a582fddbc7f7f7f7d1e5f092c5de4393c32166ac","67001fb2182bd6604df4a582fddbc7d1e5f092c5de4393c32166ac053061","67001fb2182bd6604df4a582fddbc7f7f7f7d1e5f092c5de4393c32166ac053061").map(H_),db=rb(hb),pb=new Array(3).concat("ef8a62ffffff999999","ca0020f4a582bababa404040","ca0020f4a582ffffffbababa404040","b2182bef8a62fddbc7e0e0e09999994d4d4d","b2182bef8a62fddbc7ffffffe0e0e09999994d4d4d","b2182bd6604df4a582fddbc7e0e0e0bababa8787874d4d4d","b2182bd6604df4a582fddbc7ffffffe0e0e0bababa8787874d4d4d","67001fb2182bd6604df4a582fddbc7e0e0e0bababa8787874d4d4d1a1a1a","67001fb2182bd6604df4a582fddbc7ffffffe0e0e0bababa8787874d4d4d1a1a1a").map(H_),gb=rb(pb),yb=new Array(3).concat("fc8d59ffffbf91bfdb","d7191cfdae61abd9e92c7bb6","d7191cfdae61ffffbfabd9e92c7bb6","d73027fc8d59fee090e0f3f891bfdb4575b4","d73027fc8d59fee090ffffbfe0f3f891bfdb4575b4","d73027f46d43fdae61fee090e0f3f8abd9e974add14575b4","d73027f46d43fdae61fee090ffffbfe0f3f8abd9e974add14575b4","a50026d73027f46d43fdae61fee090e0f3f8abd9e974add14575b4313695","a50026d73027f46d43fdae61fee090ffffbfe0f3f8abd9e974add14575b4313695").map(H_),vb=rb(yb),_b=new Array(3).concat("fc8d59ffffbf91cf60","d7191cfdae61a6d96a1a9641","d7191cfdae61ffffbfa6d96a1a9641","d73027fc8d59fee08bd9ef8b91cf601a9850","d73027fc8d59fee08bffffbfd9ef8b91cf601a9850","d73027f46d43fdae61fee08bd9ef8ba6d96a66bd631a9850","d73027f46d43fdae61fee08bffffbfd9ef8ba6d96a66bd631a9850","a50026d73027f46d43fdae61fee08bd9ef8ba6d96a66bd631a9850006837","a50026d73027f46d43fdae61fee08bffffbfd9ef8ba6d96a66bd631a9850006837").map(H_),bb=rb(_b),mb=new Array(3).concat("fc8d59ffffbf99d594","d7191cfdae61abdda42b83ba","d7191cfdae61ffffbfabdda42b83ba","d53e4ffc8d59fee08be6f59899d5943288bd","d53e4ffc8d59fee08bffffbfe6f59899d5943288bd","d53e4ff46d43fdae61fee08be6f598abdda466c2a53288bd","d53e4ff46d43fdae61fee08bffffbfe6f598abdda466c2a53288bd","9e0142d53e4ff46d43fdae61fee08be6f598abdda466c2a53288bd5e4fa2","9e0142d53e4ff46d43fdae61fee08bffffbfe6f598abdda466c2a53288bd5e4fa2").map(H_),xb=rb(mb),wb=new Array(3).concat("e5f5f999d8c92ca25f","edf8fbb2e2e266c2a4238b45","edf8fbb2e2e266c2a42ca25f006d2c","edf8fbccece699d8c966c2a42ca25f006d2c","edf8fbccece699d8c966c2a441ae76238b45005824","f7fcfde5f5f9ccece699d8c966c2a441ae76238b45005824","f7fcfde5f5f9ccece699d8c966c2a441ae76238b45006d2c00441b").map(H_),Mb=rb(wb),Tb=new Array(3).concat("e0ecf49ebcda8856a7","edf8fbb3cde38c96c688419d","edf8fbb3cde38c96c68856a7810f7c","edf8fbbfd3e69ebcda8c96c68856a7810f7c","edf8fbbfd3e69ebcda8c96c68c6bb188419d6e016b","f7fcfde0ecf4bfd3e69ebcda8c96c68c6bb188419d6e016b","f7fcfde0ecf4bfd3e69ebcda8c96c68c6bb188419d810f7c4d004b").map(H_),Ab=rb(Tb),Sb=new Array(3).concat("e0f3dba8ddb543a2ca","f0f9e8bae4bc7bccc42b8cbe","f0f9e8bae4bc7bccc443a2ca0868ac","f0f9e8ccebc5a8ddb57bccc443a2ca0868ac","f0f9e8ccebc5a8ddb57bccc44eb3d32b8cbe08589e","f7fcf0e0f3dbccebc5a8ddb57bccc44eb3d32b8cbe08589e","f7fcf0e0f3dbccebc5a8ddb57bccc44eb3d32b8cbe0868ac084081").map(H_),Eb=rb(Sb),Nb=new Array(3).concat("fee8c8fdbb84e34a33","fef0d9fdcc8afc8d59d7301f","fef0d9fdcc8afc8d59e34a33b30000","fef0d9fdd49efdbb84fc8d59e34a33b30000","fef0d9fdd49efdbb84fc8d59ef6548d7301f990000","fff7ecfee8c8fdd49efdbb84fc8d59ef6548d7301f990000","fff7ecfee8c8fdd49efdbb84fc8d59ef6548d7301fb300007f0000").map(H_),kb=rb(Nb),Cb=new Array(3).concat("ece2f0a6bddb1c9099","f6eff7bdc9e167a9cf02818a","f6eff7bdc9e167a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016c59014636").map(H_),Pb=rb(Cb),zb=new Array(3).concat("ece7f2a6bddb2b8cbe","f1eef6bdc9e174a9cf0570b0","f1eef6bdc9e174a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0045a8d023858").map(H_),$b=rb(zb),Db=new Array(3).concat("e7e1efc994c7dd1c77","f1eef6d7b5d8df65b0ce1256","f1eef6d7b5d8df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125698004367001f").map(H_),Rb=rb(Db),Fb=new Array(3).concat("fde0ddfa9fb5c51b8a","feebe2fbb4b9f768a1ae017e","feebe2fbb4b9f768a1c51b8a7a0177","feebe2fcc5c0fa9fb5f768a1c51b8a7a0177","feebe2fcc5c0fa9fb5f768a1dd3497ae017e7a0177","fff7f3fde0ddfcc5c0fa9fb5f768a1dd3497ae017e7a0177","fff7f3fde0ddfcc5c0fa9fb5f768a1dd3497ae017e7a017749006a").map(H_),qb=rb(Fb),Ub=new Array(3).concat("edf8b17fcdbb2c7fb8","ffffcca1dab441b6c4225ea8","ffffcca1dab441b6c42c7fb8253494","ffffccc7e9b47fcdbb41b6c42c7fb8253494","ffffccc7e9b47fcdbb41b6c41d91c0225ea80c2c84","ffffd9edf8b1c7e9b47fcdbb41b6c41d91c0225ea80c2c84","ffffd9edf8b1c7e9b47fcdbb41b6c41d91c0225ea8253494081d58").map(H_),Ib=rb(Ub),Ob=new Array(3).concat("f7fcb9addd8e31a354","ffffccc2e69978c679238443","ffffccc2e69978c67931a354006837","ffffccd9f0a3addd8e78c67931a354006837","ffffccd9f0a3addd8e78c67941ab5d238443005a32","ffffe5f7fcb9d9f0a3addd8e78c67941ab5d238443005a32","ffffe5f7fcb9d9f0a3addd8e78c67941ab5d238443006837004529").map(H_),Bb=rb(Ob),Yb=new Array(3).concat("fff7bcfec44fd95f0e","ffffd4fed98efe9929cc4c02","ffffd4fed98efe9929d95f0e993404","ffffd4fee391fec44ffe9929d95f0e993404","ffffd4fee391fec44ffe9929ec7014cc4c028c2d04","ffffe5fff7bcfee391fec44ffe9929ec7014cc4c028c2d04","ffffe5fff7bcfee391fec44ffe9929ec7014cc4c02993404662506").map(H_),Lb=rb(Yb),jb=new Array(3).concat("ffeda0feb24cf03b20","ffffb2fecc5cfd8d3ce31a1c","ffffb2fecc5cfd8d3cf03b20bd0026","ffffb2fed976feb24cfd8d3cf03b20bd0026","ffffb2fed976feb24cfd8d3cfc4e2ae31a1cb10026","ffffccffeda0fed976feb24cfd8d3cfc4e2ae31a1cb10026","ffffccffeda0fed976feb24cfd8d3cfc4e2ae31a1cbd0026800026").map(H_),Hb=rb(jb),Xb=new Array(3).concat("deebf79ecae13182bd","eff3ffbdd7e76baed62171b5","eff3ffbdd7e76baed63182bd08519c","eff3ffc6dbef9ecae16baed63182bd08519c","eff3ffc6dbef9ecae16baed64292c62171b5084594","f7fbffdeebf7c6dbef9ecae16baed64292c62171b5084594","f7fbffdeebf7c6dbef9ecae16baed64292c62171b508519c08306b").map(H_),Gb=rb(Xb),Vb=new Array(3).concat("e5f5e0a1d99b31a354","edf8e9bae4b374c476238b45","edf8e9bae4b374c47631a354006d2c","edf8e9c7e9c0a1d99b74c47631a354006d2c","edf8e9c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45006d2c00441b").map(H_),Wb=rb(Vb),Zb=new Array(3).concat("f0f0f0bdbdbd636363","f7f7f7cccccc969696525252","f7f7f7cccccc969696636363252525","f7f7f7d9d9d9bdbdbd969696636363252525","f7f7f7d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525000000").map(H_),Kb=rb(Zb),Qb=new Array(3).concat("efedf5bcbddc756bb1","f2f0f7cbc9e29e9ac86a51a3","f2f0f7cbc9e29e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a354278f3f007d").map(H_),Jb=rb(Qb),tm=new Array(3).concat("fee0d2fc9272de2d26","fee5d9fcae91fb6a4acb181d","fee5d9fcae91fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181da50f1567000d").map(H_),nm=rb(tm),em=new Array(3).concat("fee6cefdae6be6550d","feeddefdbe85fd8d3cd94701","feeddefdbe85fd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d94801a636037f2704").map(H_),rm=rb(em);var im=hi(Tr(300,.5,0),Tr(-240,.5,1)),om=hi(Tr(-100,.75,.35),Tr(80,1.5,.8)),am=hi(Tr(260,.75,.35),Tr(80,1.5,.8)),um=Tr();var cm=Fe(),fm=Math.PI/3,sm=2*Math.PI/3;function lm(t){var n=t.length;return function(e){return t[Math.max(0,Math.min(n-1,Math.floor(e*n)))]}}var hm=lm(H_("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")),dm=lm(H_("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")),pm=lm(H_("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")),gm=lm(H_("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"));function ym(t){return function(){return t}}const vm=Math.abs,_m=Math.atan2,bm=Math.cos,mm=Math.max,xm=Math.min,wm=Math.sin,Mm=Math.sqrt,Tm=1e-12,Am=Math.PI,Sm=Am/2,Em=2*Am;function Nm(t){return t>=1?Sm:t<=-1?-Sm:Math.asin(t)}function km(t){let n=3;return t.digits=function(e){if(!arguments.length)return n;if(null==e)n=null;else{const t=Math.floor(e);if(!(t>=0))throw new RangeError(`invalid digits: ${e}`);n=t}return t},()=>new Ua(n)}function Cm(t){return t.innerRadius}function Pm(t){return t.outerRadius}function zm(t){return t.startAngle}function $m(t){return t.endAngle}function Dm(t){return t&&t.padAngle}function Rm(t,n,e,r,i,o,a){var u=t-e,c=n-r,f=(a?o:-o)/Mm(u*u+c*c),s=f*c,l=-f*u,h=t+s,d=n+l,p=e+s,g=r+l,y=(h+p)/2,v=(d+g)/2,_=p-h,b=g-d,m=_*_+b*b,x=i-o,w=h*g-p*d,M=(b<0?-1:1)*Mm(mm(0,x*x*m-w*w)),T=(w*b-_*M)/m,A=(-w*_-b*M)/m,S=(w*b+_*M)/m,E=(-w*_+b*M)/m,N=T-y,k=A-v,C=S-y,P=E-v;return N*N+k*k>C*C+P*P&&(T=S,A=E),{cx:T,cy:A,x01:-s,y01:-l,x11:T*(i/x-1),y11:A*(i/x-1)}}var Fm=Array.prototype.slice;function qm(t){return"object"==typeof t&&"length"in t?t:Array.from(t)}function Um(t){this._context=t}function Im(t){return new Um(t)}function Om(t){return t[0]}function Bm(t){return t[1]}function Ym(t,n){var e=ym(!0),r=null,i=Im,o=null,a=km(u);function u(u){var c,f,s,l=(u=qm(u)).length,h=!1;for(null==r&&(o=i(s=a())),c=0;c<=l;++c)!(c<l&&e(f=u[c],c,u))===h&&((h=!h)?o.lineStart():o.lineEnd()),h&&o.point(+t(f,c,u),+n(f,c,u));if(s)return o=null,s+""||null}return t="function"==typeof t?t:void 0===t?Om:ym(t),n="function"==typeof n?n:void 0===n?Bm:ym(n),u.x=function(n){return arguments.length?(t="function"==typeof n?n:ym(+n),u):t},u.y=function(t){return arguments.length?(n="function"==typeof t?t:ym(+t),u):n},u.defined=function(t){return arguments.length?(e="function"==typeof t?t:ym(!!t),u):e},u.curve=function(t){return arguments.length?(i=t,null!=r&&(o=i(r)),u):i},u.context=function(t){return arguments.length?(null==t?r=o=null:o=i(r=t),u):r},u}function Lm(t,n,e){var r=null,i=ym(!0),o=null,a=Im,u=null,c=km(f);function f(f){var s,l,h,d,p,g=(f=qm(f)).length,y=!1,v=new Array(g),_=new Array(g);for(null==o&&(u=a(p=c())),s=0;s<=g;++s){if(!(s<g&&i(d=f[s],s,f))===y)if(y=!y)l=s,u.areaStart(),u.lineStart();else{for(u.lineEnd(),u.lineStart(),h=s-1;h>=l;--h)u.point(v[h],_[h]);u.lineEnd(),u.areaEnd()}y&&(v[s]=+t(d,s,f),_[s]=+n(d,s,f),u.point(r?+r(d,s,f):v[s],e?+e(d,s,f):_[s]))}if(p)return u=null,p+""||null}function s(){return Ym().defined(i).curve(a).context(o)}return t="function"==typeof t?t:void 0===t?Om:ym(+t),n="function"==typeof n?n:ym(void 0===n?0:+n),e="function"==typeof e?e:void 0===e?Bm:ym(+e),f.x=function(n){return arguments.length?(t="function"==typeof n?n:ym(+n),r=null,f):t},f.x0=function(n){return arguments.length?(t="function"==typeof n?n:ym(+n),f):t},f.x1=function(t){return arguments.length?(r=null==t?null:"function"==typeof t?t:ym(+t),f):r},f.y=function(t){return arguments.length?(n="function"==typeof t?t:ym(+t),e=null,f):n},f.y0=function(t){return arguments.length?(n="function"==typeof t?t:ym(+t),f):n},f.y1=function(t){return arguments.length?(e=null==t?null:"function"==typeof t?t:ym(+t),f):e},f.lineX0=f.lineY0=function(){return s().x(t).y(n)},f.lineY1=function(){return s().x(t).y(e)},f.lineX1=function(){return s().x(r).y(n)},f.defined=function(t){return arguments.length?(i="function"==typeof t?t:ym(!!t),f):i},f.curve=function(t){return arguments.length?(a=t,null!=o&&(u=a(o)),f):a},f.context=function(t){return arguments.length?(null==t?o=u=null:u=a(o=t),f):o},f}function jm(t,n){return n<t?-1:n>t?1:n>=t?0:NaN}function Hm(t){return t}Um.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._point=0},lineEnd:function(){(this._line||0!==this._line&&1===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1,this._line?this._context.lineTo(t,n):this._context.moveTo(t,n);break;case 1:this._point=2;default:this._context.lineTo(t,n)}}};var Xm=Vm(Im);function Gm(t){this._curve=t}function Vm(t){function n(n){return new Gm(t(n))}return n._curve=t,n}function Wm(t){var n=t.curve;return t.angle=t.x,delete t.x,t.radius=t.y,delete t.y,t.curve=function(t){return arguments.length?n(Vm(t)):n()._curve},t}function Zm(){return Wm(Ym().curve(Xm))}function Km(){var t=Lm().curve(Xm),n=t.curve,e=t.lineX0,r=t.lineX1,i=t.lineY0,o=t.lineY1;return t.angle=t.x,delete t.x,t.startAngle=t.x0,delete t.x0,t.endAngle=t.x1,delete t.x1,t.radius=t.y,delete t.y,t.innerRadius=t.y0,delete t.y0,t.outerRadius=t.y1,delete t.y1,t.lineStartAngle=function(){return Wm(e())},delete t.lineX0,t.lineEndAngle=function(){return Wm(r())},delete t.lineX1,t.lineInnerRadius=function(){return Wm(i())},delete t.lineY0,t.lineOuterRadius=function(){return Wm(o())},delete t.lineY1,t.curve=function(t){return arguments.length?n(Vm(t)):n()._curve},t}function Qm(t,n){return[(n=+n)*Math.cos(t-=Math.PI/2),n*Math.sin(t)]}Gm.prototype={areaStart:function(){this._curve.areaStart()},areaEnd:function(){this._curve.areaEnd()},lineStart:function(){this._curve.lineStart()},lineEnd:function(){this._curve.lineEnd()},point:function(t,n){this._curve.point(n*Math.sin(t),n*-Math.cos(t))}};class Jm{constructor(t,n){this._context=t,this._x=n}areaStart(){this._line=0}areaEnd(){this._line=NaN}lineStart(){this._point=0}lineEnd(){(this._line||0!==this._line&&1===this._point)&&this._context.closePath(),this._line=1-this._line}point(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1,this._line?this._context.lineTo(t,n):this._context.moveTo(t,n);break;case 1:this._point=2;default:this._x?this._context.bezierCurveTo(this._x0=(this._x0+t)/2,this._y0,this._x0,n,t,n):this._context.bezierCurveTo(this._x0,this._y0=(this._y0+n)/2,t,this._y0,t,n)}this._x0=t,this._y0=n}}class tx{constructor(t){this._context=t}lineStart(){this._point=0}lineEnd(){}point(t,n){if(t=+t,n=+n,0===this._point)this._point=1;else{const e=Qm(this._x0,this._y0),r=Qm(this._x0,this._y0=(this._y0+n)/2),i=Qm(t,this._y0),o=Qm(t,n);this._context.moveTo(...e),this._context.bezierCurveTo(...r,...i,...o)}this._x0=t,this._y0=n}}function nx(t){return new Jm(t,!0)}function ex(t){return new Jm(t,!1)}function rx(t){return new tx(t)}function ix(t){return t.source}function ox(t){return t.target}function ax(t){let n=ix,e=ox,r=Om,i=Bm,o=null,a=null,u=km(c);function c(){let c;const f=Fm.call(arguments),s=n.apply(this,f),l=e.apply(this,f);if(null==o&&(a=t(c=u())),a.lineStart(),f[0]=s,a.point(+r.apply(this,f),+i.apply(this,f)),f[0]=l,a.point(+r.apply(this,f),+i.apply(this,f)),a.lineEnd(),c)return a=null,c+""||null}return c.source=function(t){return arguments.length?(n=t,c):n},c.target=function(t){return arguments.length?(e=t,c):e},c.x=function(t){return arguments.length?(r="function"==typeof t?t:ym(+t),c):r},c.y=function(t){return arguments.length?(i="function"==typeof t?t:ym(+t),c):i},c.context=function(n){return arguments.length?(null==n?o=a=null:a=t(o=n),c):o},c}const ux=Mm(3);var cx={draw(t,n){const e=.59436*Mm(n+xm(n/28,.75)),r=e/2,i=r*ux;t.moveTo(0,e),t.lineTo(0,-e),t.moveTo(-i,-r),t.lineTo(i,r),t.moveTo(-i,r),t.lineTo(i,-r)}},fx={draw(t,n){const e=Mm(n/Am);t.moveTo(e,0),t.arc(0,0,e,0,Em)}},sx={draw(t,n){const e=Mm(n/5)/2;t.moveTo(-3*e,-e),t.lineTo(-e,-e),t.lineTo(-e,-3*e),t.lineTo(e,-3*e),t.lineTo(e,-e),t.lineTo(3*e,-e),t.lineTo(3*e,e),t.lineTo(e,e),t.lineTo(e,3*e),t.lineTo(-e,3*e),t.lineTo(-e,e),t.lineTo(-3*e,e),t.closePath()}};const lx=Mm(1/3),hx=2*lx;var dx={draw(t,n){const e=Mm(n/hx),r=e*lx;t.moveTo(0,-e),t.lineTo(r,0),t.lineTo(0,e),t.lineTo(-r,0),t.closePath()}},px={draw(t,n){const e=.62625*Mm(n);t.moveTo(0,-e),t.lineTo(e,0),t.lineTo(0,e),t.lineTo(-e,0),t.closePath()}},gx={draw(t,n){const e=.87559*Mm(n-xm(n/7,2));t.moveTo(-e,0),t.lineTo(e,0),t.moveTo(0,e),t.lineTo(0,-e)}},yx={draw(t,n){const e=Mm(n),r=-e/2;t.rect(r,r,e,e)}},vx={draw(t,n){const e=.4431*Mm(n);t.moveTo(e,e),t.lineTo(e,-e),t.lineTo(-e,-e),t.lineTo(-e,e),t.closePath()}};const _x=wm(Am/10)/wm(7*Am/10),bx=wm(Em/10)*_x,mx=-bm(Em/10)*_x;var xx={draw(t,n){const e=Mm(.8908130915292852*n),r=bx*e,i=mx*e;t.moveTo(0,-e),t.lineTo(r,i);for(let n=1;n<5;++n){const o=Em*n/5,a=bm(o),u=wm(o);t.lineTo(u*e,-a*e),t.lineTo(a*r-u*i,u*r+a*i)}t.closePath()}};const wx=Mm(3);var Mx={draw(t,n){const e=-Mm(n/(3*wx));t.moveTo(0,2*e),t.lineTo(-wx*e,-e),t.lineTo(wx*e,-e),t.closePath()}};const Tx=Mm(3);var Ax={draw(t,n){const e=.6824*Mm(n),r=e/2,i=e*Tx/2;t.moveTo(0,-e),t.lineTo(i,r),t.lineTo(-i,r),t.closePath()}};const Sx=-.5,Ex=Mm(3)/2,Nx=1/Mm(12),kx=3*(Nx/2+1);var Cx={draw(t,n){const e=Mm(n/kx),r=e/2,i=e*Nx,o=r,a=e*Nx+e,u=-o,c=a;t.moveTo(r,i),t.lineTo(o,a),t.lineTo(u,c),t.lineTo(Sx*r-Ex*i,Ex*r+Sx*i),t.lineTo(Sx*o-Ex*a,Ex*o+Sx*a),t.lineTo(Sx*u-Ex*c,Ex*u+Sx*c),t.lineTo(Sx*r+Ex*i,Sx*i-Ex*r),t.lineTo(Sx*o+Ex*a,Sx*a-Ex*o),t.lineTo(Sx*u+Ex*c,Sx*c-Ex*u),t.closePath()}},Px={draw(t,n){const e=.6189*Mm(n-xm(n/6,1.7));t.moveTo(-e,-e),t.lineTo(e,e),t.moveTo(-e,e),t.lineTo(e,-e)}};const zx=[fx,sx,dx,yx,xx,Mx,Cx],$x=[fx,gx,Px,Ax,cx,vx,px];function Dx(){}function Rx(t,n,e){t._context.bezierCurveTo((2*t._x0+t._x1)/3,(2*t._y0+t._y1)/3,(t._x0+2*t._x1)/3,(t._y0+2*t._y1)/3,(t._x0+4*t._x1+n)/6,(t._y0+4*t._y1+e)/6)}function Fx(t){this._context=t}function qx(t){this._context=t}function Ux(t){this._context=t}function Ix(t,n){this._basis=new Fx(t),this._beta=n}Fx.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x0=this._x1=this._y0=this._y1=NaN,this._point=0},lineEnd:function(){switch(this._point){case 3:Rx(this,this._x1,this._y1);case 2:this._context.lineTo(this._x1,this._y1)}(this._line||0!==this._line&&1===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1,this._line?this._context.lineTo(t,n):this._context.moveTo(t,n);break;case 1:this._point=2;break;case 2:this._point=3,this._context.lineTo((5*this._x0+this._x1)/6,(5*this._y0+this._y1)/6);default:Rx(this,t,n)}this._x0=this._x1,this._x1=t,this._y0=this._y1,this._y1=n}},qx.prototype={areaStart:Dx,areaEnd:Dx,lineStart:function(){this._x0=this._x1=this._x2=this._x3=this._x4=this._y0=this._y1=this._y2=this._y3=this._y4=NaN,this._point=0},lineEnd:function(){switch(this._point){case 1:this._context.moveTo(this._x2,this._y2),this._context.closePath();break;case 2:this._context.moveTo((this._x2+2*this._x3)/3,(this._y2+2*this._y3)/3),this._context.lineTo((this._x3+2*this._x2)/3,(this._y3+2*this._y2)/3),this._context.closePath();break;case 3:this.point(this._x2,this._y2),this.point(this._x3,this._y3),this.point(this._x4,this._y4)}},point:function(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1,this._x2=t,this._y2=n;break;case 1:this._point=2,this._x3=t,this._y3=n;break;case 2:this._point=3,this._x4=t,this._y4=n,this._context.moveTo((this._x0+4*this._x1+t)/6,(this._y0+4*this._y1+n)/6);break;default:Rx(this,t,n)}this._x0=this._x1,this._x1=t,this._y0=this._y1,this._y1=n}},Ux.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x0=this._x1=this._y0=this._y1=NaN,this._point=0},lineEnd:function(){(this._line||0!==this._line&&3===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1;break;case 1:this._point=2;break;case 2:this._point=3;var e=(this._x0+4*this._x1+t)/6,r=(this._y0+4*this._y1+n)/6;this._line?this._context.lineTo(e,r):this._context.moveTo(e,r);break;case 3:this._point=4;default:Rx(this,t,n)}this._x0=this._x1,this._x1=t,this._y0=this._y1,this._y1=n}},Ix.prototype={lineStart:function(){this._x=[],this._y=[],this._basis.lineStart()},lineEnd:function(){var t=this._x,n=this._y,e=t.length-1;if(e>0)for(var r,i=t[0],o=n[0],a=t[e]-i,u=n[e]-o,c=-1;++c<=e;)r=c/e,this._basis.point(this._beta*t[c]+(1-this._beta)*(i+r*a),this._beta*n[c]+(1-this._beta)*(o+r*u));this._x=this._y=null,this._basis.lineEnd()},point:function(t,n){this._x.push(+t),this._y.push(+n)}};var Ox=function t(n){function e(t){return 1===n?new Fx(t):new Ix(t,n)}return e.beta=function(n){return t(+n)},e}(.85);function Bx(t,n,e){t._context.bezierCurveTo(t._x1+t._k*(t._x2-t._x0),t._y1+t._k*(t._y2-t._y0),t._x2+t._k*(t._x1-n),t._y2+t._k*(t._y1-e),t._x2,t._y2)}function Yx(t,n){this._context=t,this._k=(1-n)/6}Yx.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x0=this._x1=this._x2=this._y0=this._y1=this._y2=NaN,this._point=0},lineEnd:function(){switch(this._point){case 2:this._context.lineTo(this._x2,this._y2);break;case 3:Bx(this,this._x1,this._y1)}(this._line||0!==this._line&&1===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1,this._line?this._context.lineTo(t,n):this._context.moveTo(t,n);break;case 1:this._point=2,this._x1=t,this._y1=n;break;case 2:this._point=3;default:Bx(this,t,n)}this._x0=this._x1,this._x1=this._x2,this._x2=t,this._y0=this._y1,this._y1=this._y2,this._y2=n}};var Lx=function t(n){function e(t){return new Yx(t,n)}return e.tension=function(n){return t(+n)},e}(0);function jx(t,n){this._context=t,this._k=(1-n)/6}jx.prototype={areaStart:Dx,areaEnd:Dx,lineStart:function(){this._x0=this._x1=this._x2=this._x3=this._x4=this._x5=this._y0=this._y1=this._y2=this._y3=this._y4=this._y5=NaN,this._point=0},lineEnd:function(){switch(this._point){case 1:this._context.moveTo(this._x3,this._y3),this._context.closePath();break;case 2:this._context.lineTo(this._x3,this._y3),this._context.closePath();break;case 3:this.point(this._x3,this._y3),this.point(this._x4,this._y4),this.point(this._x5,this._y5)}},point:function(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1,this._x3=t,this._y3=n;break;case 1:this._point=2,this._context.moveTo(this._x4=t,this._y4=n);break;case 2:this._point=3,this._x5=t,this._y5=n;break;default:Bx(this,t,n)}this._x0=this._x1,this._x1=this._x2,this._x2=t,this._y0=this._y1,this._y1=this._y2,this._y2=n}};var Hx=function t(n){function e(t){return new jx(t,n)}return e.tension=function(n){return t(+n)},e}(0);function Xx(t,n){this._context=t,this._k=(1-n)/6}Xx.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x0=this._x1=this._x2=this._y0=this._y1=this._y2=NaN,this._point=0},lineEnd:function(){(this._line||0!==this._line&&3===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1;break;case 1:this._point=2;break;case 2:this._point=3,this._line?this._context.lineTo(this._x2,this._y2):this._context.moveTo(this._x2,this._y2);break;case 3:this._point=4;default:Bx(this,t,n)}this._x0=this._x1,this._x1=this._x2,this._x2=t,this._y0=this._y1,this._y1=this._y2,this._y2=n}};var Gx=function t(n){function e(t){return new Xx(t,n)}return e.tension=function(n){return t(+n)},e}(0);function Vx(t,n,e){var r=t._x1,i=t._y1,o=t._x2,a=t._y2;if(t._l01_a>Tm){var u=2*t._l01_2a+3*t._l01_a*t._l12_a+t._l12_2a,c=3*t._l01_a*(t._l01_a+t._l12_a);r=(r*u-t._x0*t._l12_2a+t._x2*t._l01_2a)/c,i=(i*u-t._y0*t._l12_2a+t._y2*t._l01_2a)/c}if(t._l23_a>Tm){var f=2*t._l23_2a+3*t._l23_a*t._l12_a+t._l12_2a,s=3*t._l23_a*(t._l23_a+t._l12_a);o=(o*f+t._x1*t._l23_2a-n*t._l12_2a)/s,a=(a*f+t._y1*t._l23_2a-e*t._l12_2a)/s}t._context.bezierCurveTo(r,i,o,a,t._x2,t._y2)}function Wx(t,n){this._context=t,this._alpha=n}Wx.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x0=this._x1=this._x2=this._y0=this._y1=this._y2=NaN,this._l01_a=this._l12_a=this._l23_a=this._l01_2a=this._l12_2a=this._l23_2a=this._point=0},lineEnd:function(){switch(this._point){case 2:this._context.lineTo(this._x2,this._y2);break;case 3:this.point(this._x2,this._y2)}(this._line||0!==this._line&&1===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,n){if(t=+t,n=+n,this._point){var e=this._x2-t,r=this._y2-n;this._l23_a=Math.sqrt(this._l23_2a=Math.pow(e*e+r*r,this._alpha))}switch(this._point){case 0:this._point=1,this._line?this._context.lineTo(t,n):this._context.moveTo(t,n);break;case 1:this._point=2;break;case 2:this._point=3;default:Vx(this,t,n)}this._l01_a=this._l12_a,this._l12_a=this._l23_a,this._l01_2a=this._l12_2a,this._l12_2a=this._l23_2a,this._x0=this._x1,this._x1=this._x2,this._x2=t,this._y0=this._y1,this._y1=this._y2,this._y2=n}};var Zx=function t(n){function e(t){return n?new Wx(t,n):new Yx(t,0)}return e.alpha=function(n){return t(+n)},e}(.5);function Kx(t,n){this._context=t,this._alpha=n}Kx.prototype={areaStart:Dx,areaEnd:Dx,lineStart:function(){this._x0=this._x1=this._x2=this._x3=this._x4=this._x5=this._y0=this._y1=this._y2=this._y3=this._y4=this._y5=NaN,this._l01_a=this._l12_a=this._l23_a=this._l01_2a=this._l12_2a=this._l23_2a=this._point=0},lineEnd:function(){switch(this._point){case 1:this._context.moveTo(this._x3,this._y3),this._context.closePath();break;case 2:this._context.lineTo(this._x3,this._y3),this._context.closePath();break;case 3:this.point(this._x3,this._y3),this.point(this._x4,this._y4),this.point(this._x5,this._y5)}},point:function(t,n){if(t=+t,n=+n,this._point){var e=this._x2-t,r=this._y2-n;this._l23_a=Math.sqrt(this._l23_2a=Math.pow(e*e+r*r,this._alpha))}switch(this._point){case 0:this._point=1,this._x3=t,this._y3=n;break;case 1:this._point=2,this._context.moveTo(this._x4=t,this._y4=n);break;case 2:this._point=3,this._x5=t,this._y5=n;break;default:Vx(this,t,n)}this._l01_a=this._l12_a,this._l12_a=this._l23_a,this._l01_2a=this._l12_2a,this._l12_2a=this._l23_2a,this._x0=this._x1,this._x1=this._x2,this._x2=t,this._y0=this._y1,this._y1=this._y2,this._y2=n}};var Qx=function t(n){function e(t){return n?new Kx(t,n):new jx(t,0)}return e.alpha=function(n){return t(+n)},e}(.5);function Jx(t,n){this._context=t,this._alpha=n}Jx.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x0=this._x1=this._x2=this._y0=this._y1=this._y2=NaN,this._l01_a=this._l12_a=this._l23_a=this._l01_2a=this._l12_2a=this._l23_2a=this._point=0},lineEnd:function(){(this._line||0!==this._line&&3===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,n){if(t=+t,n=+n,this._point){var e=this._x2-t,r=this._y2-n;this._l23_a=Math.sqrt(this._l23_2a=Math.pow(e*e+r*r,this._alpha))}switch(this._point){case 0:this._point=1;break;case 1:this._point=2;break;case 2:this._point=3,this._line?this._context.lineTo(this._x2,this._y2):this._context.moveTo(this._x2,this._y2);break;case 3:this._point=4;default:Vx(this,t,n)}this._l01_a=this._l12_a,this._l12_a=this._l23_a,this._l01_2a=this._l12_2a,this._l12_2a=this._l23_2a,this._x0=this._x1,this._x1=this._x2,this._x2=t,this._y0=this._y1,this._y1=this._y2,this._y2=n}};var tw=function t(n){function e(t){return n?new Jx(t,n):new Xx(t,0)}return e.alpha=function(n){return t(+n)},e}(.5);function nw(t){this._context=t}function ew(t){return t<0?-1:1}function rw(t,n,e){var r=t._x1-t._x0,i=n-t._x1,o=(t._y1-t._y0)/(r||i<0&&-0),a=(e-t._y1)/(i||r<0&&-0),u=(o*i+a*r)/(r+i);return(ew(o)+ew(a))*Math.min(Math.abs(o),Math.abs(a),.5*Math.abs(u))||0}function iw(t,n){var e=t._x1-t._x0;return e?(3*(t._y1-t._y0)/e-n)/2:n}function ow(t,n,e){var r=t._x0,i=t._y0,o=t._x1,a=t._y1,u=(o-r)/3;t._context.bezierCurveTo(r+u,i+u*n,o-u,a-u*e,o,a)}function aw(t){this._context=t}function uw(t){this._context=new cw(t)}function cw(t){this._context=t}function fw(t){this._context=t}function sw(t){var n,e,r=t.length-1,i=new Array(r),o=new Array(r),a=new Array(r);for(i[0]=0,o[0]=2,a[0]=t[0]+2*t[1],n=1;n<r-1;++n)i[n]=1,o[n]=4,a[n]=4*t[n]+2*t[n+1];for(i[r-1]=2,o[r-1]=7,a[r-1]=8*t[r-1]+t[r],n=1;n<r;++n)e=i[n]/o[n-1],o[n]-=e,a[n]-=e*a[n-1];for(i[r-1]=a[r-1]/o[r-1],n=r-2;n>=0;--n)i[n]=(a[n]-i[n+1])/o[n];for(o[r-1]=(t[r]+i[r-1])/2,n=0;n<r-1;++n)o[n]=2*t[n+1]-i[n+1];return[i,o]}function lw(t,n){this._context=t,this._t=n}function hw(t,n){if((i=t.length)>1)for(var e,r,i,o=1,a=t[n[0]],u=a.length;o<i;++o)for(r=a,a=t[n[o]],e=0;e<u;++e)a[e][1]+=a[e][0]=isNaN(r[e][1])?r[e][0]:r[e][1]}function dw(t){for(var n=t.length,e=new Array(n);--n>=0;)e[n]=n;return e}function pw(t,n){return t[n]}function gw(t){const n=[];return n.key=t,n}function yw(t){var n=t.map(vw);return dw(t).sort((function(t,e){return n[t]-n[e]}))}function vw(t){for(var n,e=-1,r=0,i=t.length,o=-1/0;++e<i;)(n=+t[e][1])>o&&(o=n,r=e);return r}function _w(t){var n=t.map(bw);return dw(t).sort((function(t,e){return n[t]-n[e]}))}function bw(t){for(var n,e=0,r=-1,i=t.length;++r<i;)(n=+t[r][1])&&(e+=n);return e}nw.prototype={areaStart:Dx,areaEnd:Dx,lineStart:function(){this._point=0},lineEnd:function(){this._point&&this._context.closePath()},point:function(t,n){t=+t,n=+n,this._point?this._context.lineTo(t,n):(this._point=1,this._context.moveTo(t,n))}},aw.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x0=this._x1=this._y0=this._y1=this._t0=NaN,this._point=0},lineEnd:function(){switch(this._point){case 2:this._context.lineTo(this._x1,this._y1);break;case 3:ow(this,this._t0,iw(this,this._t0))}(this._line||0!==this._line&&1===this._point)&&this._context.closePath(),this._line=1-this._line},point:function(t,n){var e=NaN;if(n=+n,(t=+t)!==this._x1||n!==this._y1){switch(this._point){case 0:this._point=1,this._line?this._context.lineTo(t,n):this._context.moveTo(t,n);break;case 1:this._point=2;break;case 2:this._point=3,ow(this,iw(this,e=rw(this,t,n)),e);break;default:ow(this,this._t0,e=rw(this,t,n))}this._x0=this._x1,this._x1=t,this._y0=this._y1,this._y1=n,this._t0=e}}},(uw.prototype=Object.create(aw.prototype)).point=function(t,n){aw.prototype.point.call(this,n,t)},cw.prototype={moveTo:function(t,n){this._context.moveTo(n,t)},closePath:function(){this._context.closePath()},lineTo:function(t,n){this._context.lineTo(n,t)},bezierCurveTo:function(t,n,e,r,i,o){this._context.bezierCurveTo(n,t,r,e,o,i)}},fw.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x=[],this._y=[]},lineEnd:function(){var t=this._x,n=this._y,e=t.length;if(e)if(this._line?this._context.lineTo(t[0],n[0]):this._context.moveTo(t[0],n[0]),2===e)this._context.lineTo(t[1],n[1]);else for(var r=sw(t),i=sw(n),o=0,a=1;a<e;++o,++a)this._context.bezierCurveTo(r[0][o],i[0][o],r[1][o],i[1][o],t[a],n[a]);(this._line||0!==this._line&&1===e)&&this._context.closePath(),this._line=1-this._line,this._x=this._y=null},point:function(t,n){this._x.push(+t),this._y.push(+n)}},lw.prototype={areaStart:function(){this._line=0},areaEnd:function(){this._line=NaN},lineStart:function(){this._x=this._y=NaN,this._point=0},lineEnd:function(){0<this._t&&this._t<1&&2===this._point&&this._context.lineTo(this._x,this._y),(this._line||0!==this._line&&1===this._point)&&this._context.closePath(),this._line>=0&&(this._t=1-this._t,this._line=1-this._line)},point:function(t,n){switch(t=+t,n=+n,this._point){case 0:this._point=1,this._line?this._context.lineTo(t,n):this._context.moveTo(t,n);break;case 1:this._point=2;default:if(this._t<=0)this._context.lineTo(this._x,n),this._context.lineTo(t,n);else{var e=this._x*(1-this._t)+t*this._t;this._context.lineTo(e,this._y),this._context.lineTo(e,n)}}this._x=t,this._y=n}};var mw=t=>()=>t;function xw(t,{sourceEvent:n,target:e,transform:r,dispatch:i}){Object.defineProperties(this,{type:{value:t,enumerable:!0,configurable:!0},sourceEvent:{value:n,enumerable:!0,configurable:!0},target:{value:e,enumerable:!0,configurable:!0},transform:{value:r,enumerable:!0,configurable:!0},_:{value:i}})}function ww(t,n,e){this.k=t,this.x=n,this.y=e}ww.prototype={constructor:ww,scale:function(t){return 1===t?this:new ww(this.k*t,this.x,this.y)},translate:function(t,n){return 0===t&0===n?this:new ww(this.k,this.x+this.k*t,this.y+this.k*n)},apply:function(t){return[t[0]*this.k+this.x,t[1]*this.k+this.y]},applyX:function(t){return t*this.k+this.x},applyY:function(t){return t*this.k+this.y},invert:function(t){return[(t[0]-this.x)/this.k,(t[1]-this.y)/this.k]},invertX:function(t){return(t-this.x)/this.k},invertY:function(t){return(t-this.y)/this.k},rescaleX:function(t){return t.copy().domain(t.range().map(this.invertX,this).map(t.invert,t))},rescaleY:function(t){return t.copy().domain(t.range().map(this.invertY,this).map(t.invert,t))},toString:function(){return"translate("+this.x+","+this.y+") scale("+this.k+")"}};var Mw=new ww(1,0,0);function Tw(t){for(;!t.__zoom;)if(!(t=t.parentNode))return Mw;return t.__zoom}function Aw(t){t.stopImmediatePropagation()}function Sw(t){t.preventDefault(),t.stopImmediatePropagation()}function Ew(t){return!(t.ctrlKey&&"wheel"!==t.type||t.button)}function Nw(){var t=this;return t instanceof SVGElement?(t=t.ownerSVGElement||t).hasAttribute("viewBox")?[[(t=t.viewBox.baseVal).x,t.y],[t.x+t.width,t.y+t.height]]:[[0,0],[t.width.baseVal.value,t.height.baseVal.value]]:[[0,0],[t.clientWidth,t.clientHeight]]}function kw(){return this.__zoom||Mw}function Cw(t){return-t.deltaY*(1===t.deltaMode?.05:t.deltaMode?1:.002)*(t.ctrlKey?10:1)}function Pw(){return navigator.maxTouchPoints||"ontouchstart"in this}function zw(t,n,e){var r=t.invertX(n[0][0])-e[0][0],i=t.invertX(n[1][0])-e[1][0],o=t.invertY(n[0][1])-e[0][1],a=t.invertY(n[1][1])-e[1][1];return t.translate(i>r?(r+i)/2:Math.min(0,r)||Math.max(0,i),a>o?(o+a)/2:Math.min(0,o)||Math.max(0,a))}Tw.prototype=ww.prototype,t.Adder=T,t.Delaunay=Lu,t.FormatSpecifier=tf,t.InternMap=InternMap,t.InternSet=InternSet,t.Node=Qd,t.Path=Ua,t.Voronoi=qu,t.ZoomTransform=ww,t.active=function(t,n){var e,r,i=t.__transition;if(i)for(r in n=null==n?null:n+"",i)if((e=i[r]).state>qi&&e.name===n)return new po([[t]],Zo,n,+r);return null},t.arc=function(){var t=Cm,n=Pm,e=ym(0),r=null,i=zm,o=$m,a=Dm,u=null,c=km(f);function f(){var f,s,l=+t.apply(this,arguments),h=+n.apply(this,arguments),d=i.apply(this,arguments)-Sm,p=o.apply(this,arguments)-Sm,g=vm(p-d),y=p>d;if(u||(u=f=c()),h<l&&(s=h,h=l,l=s),h>Tm)if(g>Em-Tm)u.moveTo(h*bm(d),h*wm(d)),u.arc(0,0,h,d,p,!y),l>Tm&&(u.moveTo(l*bm(p),l*wm(p)),u.arc(0,0,l,p,d,y));else{var v,_,b=d,m=p,x=d,w=p,M=g,T=g,A=a.apply(this,arguments)/2,S=A>Tm&&(r?+r.apply(this,arguments):Mm(l*l+h*h)),E=xm(vm(h-l)/2,+e.apply(this,arguments)),N=E,k=E;if(S>Tm){var C=Nm(S/l*wm(A)),P=Nm(S/h*wm(A));(M-=2*C)>Tm?(x+=C*=y?1:-1,w-=C):(M=0,x=w=(d+p)/2),(T-=2*P)>Tm?(b+=P*=y?1:-1,m-=P):(T=0,b=m=(d+p)/2)}var z=h*bm(b),$=h*wm(b),D=l*bm(w),R=l*wm(w);if(E>Tm){var F,q=h*bm(m),U=h*wm(m),I=l*bm(x),O=l*wm(x);if(g<Am)if(F=function(t,n,e,r,i,o,a,u){var c=e-t,f=r-n,s=a-i,l=u-o,h=l*c-s*f;if(!(h*h<Tm))return[t+(h=(s*(n-o)-l*(t-i))/h)*c,n+h*f]}(z,$,I,O,q,U,D,R)){var B=z-F[0],Y=$-F[1],L=q-F[0],j=U-F[1],H=1/wm(function(t){return t>1?0:t<-1?Am:Math.acos(t)}((B*L+Y*j)/(Mm(B*B+Y*Y)*Mm(L*L+j*j)))/2),X=Mm(F[0]*F[0]+F[1]*F[1]);N=xm(E,(l-X)/(H-1)),k=xm(E,(h-X)/(H+1))}else N=k=0}T>Tm?k>Tm?(v=Rm(I,O,z,$,h,k,y),_=Rm(q,U,D,R,h,k,y),u.moveTo(v.cx+v.x01,v.cy+v.y01),k<E?u.arc(v.cx,v.cy,k,_m(v.y01,v.x01),_m(_.y01,_.x01),!y):(u.arc(v.cx,v.cy,k,_m(v.y01,v.x01),_m(v.y11,v.x11),!y),u.arc(0,0,h,_m(v.cy+v.y11,v.cx+v.x11),_m(_.cy+_.y11,_.cx+_.x11),!y),u.arc(_.cx,_.cy,k,_m(_.y11,_.x11),_m(_.y01,_.x01),!y))):(u.moveTo(z,$),u.arc(0,0,h,b,m,!y)):u.moveTo(z,$),l>Tm&&M>Tm?N>Tm?(v=Rm(D,R,q,U,l,-N,y),_=Rm(z,$,I,O,l,-N,y),u.lineTo(v.cx+v.x01,v.cy+v.y01),N<E?u.arc(v.cx,v.cy,N,_m(v.y01,v.x01),_m(_.y01,_.x01),!y):(u.arc(v.cx,v.cy,N,_m(v.y01,v.x01),_m(v.y11,v.x11),!y),u.arc(0,0,l,_m(v.cy+v.y11,v.cx+v.x11),_m(_.cy+_.y11,_.cx+_.x11),y),u.arc(_.cx,_.cy,N,_m(_.y11,_.x11),_m(_.y01,_.x01),!y))):u.arc(0,0,l,w,x,y):u.lineTo(D,R)}else u.moveTo(0,0);if(u.closePath(),f)return u=null,f+""||null}return f.centroid=function(){var e=(+t.apply(this,arguments)+ +n.apply(this,arguments))/2,r=(+i.apply(this,arguments)+ +o.apply(this,arguments))/2-Am/2;return[bm(r)*e,wm(r)*e]},f.innerRadius=function(n){return arguments.length?(t="function"==typeof n?n:ym(+n),f):t},f.outerRadius=function(t){return arguments.length?(n="function"==typeof t?t:ym(+t),f):n},f.cornerRadius=function(t){return arguments.length?(e="function"==typeof t?t:ym(+t),f):e},f.padRadius=function(t){return arguments.length?(r=null==t?null:"function"==typeof t?t:ym(+t),f):r},f.startAngle=function(t){return arguments.length?(i="function"==typeof t?t:ym(+t),f):i},f.endAngle=function(t){return arguments.length?(o="function"==typeof t?t:ym(+t),f):o},f.padAngle=function(t){return arguments.length?(a="function"==typeof t?t:ym(+t),f):a},f.context=function(t){return arguments.length?(u=null==t?null:t,f):u},f},t.area=Lm,t.areaRadial=Km,t.ascending=n,t.autoType=function(t){for(var n in t){var e,r,i=t[n].trim();if(i)if("true"===i)i=!0;else if("false"===i)i=!1;else if("NaN"===i)i=NaN;else if(isNaN(e=+i)){if(!(r=i.match(/^([-+]\d{2})?\d{4}(-\d{2}(-\d{2})?)?(T\d{2}:\d{2}(:\d{2}(\.\d{3})?)?(Z|[-+]\d{2}:\d{2})?)?$/)))continue;yc&&r[4]&&!r[7]&&(i=i.replace(/-/g,"/").replace(/T/," ")),i=new Date(i)}else i=e;else i=null;t[n]=i}return t},t.axisBottom=function(t){return Pt(Mt,t)},t.axisLeft=function(t){return Pt(Tt,t)},t.axisRight=function(t){return Pt(wt,t)},t.axisTop=function(t){return Pt(xt,t)},t.bin=Q,t.bisect=s,t.bisectCenter=f,t.bisectLeft=c,t.bisectRight=u,t.bisector=r,t.blob=function(t,n){return fetch(t,n).then(vc)},t.blur=function(t,n){if(!((n=+n)>=0))throw new RangeError("invalid r");let e=t.length;if(!((e=Math.floor(e))>=0))throw new RangeError("invalid length");if(!e||!n)return t;const r=y(n),i=t.slice();return r(t,i,0,e,1),r(i,t,0,e,1),r(t,i,0,e,1),t},t.blur2=l,t.blurImage=h,t.brush=function(){return wa(la)},t.brushSelection=function(t){var n=t.__brush;return n?n.dim.output(n.selection):null},t.brushX=function(){return wa(fa)},t.brushY=function(){return wa(sa)},t.buffer=function(t,n){return fetch(t,n).then(_c)},t.chord=function(){return za(!1,!1)},t.chordDirected=function(){return za(!0,!1)},t.chordTranspose=function(){return za(!1,!0)},t.cluster=function(){var t=Ld,n=1,e=1,r=!1;function i(i){var o,a=0;i.eachAfter((function(n){var e=n.children;e?(n.x=function(t){return t.reduce(jd,0)/t.length}(e),n.y=function(t){return 1+t.reduce(Hd,0)}(e)):(n.x=o?a+=t(n,o):0,n.y=0,o=n)}));var u=function(t){for(var n;n=t.children;)t=n[0];return t}(i),c=function(t){for(var n;n=t.children;)t=n[n.length-1];return t}(i),f=u.x-t(u,c)/2,s=c.x+t(c,u)/2;return i.eachAfter(r?function(t){t.x=(t.x-i.x)*n,t.y=(i.y-t.y)*e}:function(t){t.x=(t.x-f)/(s-f)*n,t.y=(1-(i.y?t.y/i.y:1))*e})}return i.separation=function(n){return arguments.length?(t=n,i):t},i.size=function(t){return arguments.length?(r=!1,n=+t[0],e=+t[1],i):r?null:[n,e]},i.nodeSize=function(t){return arguments.length?(r=!0,n=+t[0],e=+t[1],i):r?[n,e]:null},i},t.color=ze,t.contourDensity=function(){var t=fu,n=su,e=lu,r=960,i=500,o=20,a=2,u=3*o,c=r+2*u>>a,f=i+2*u>>a,s=Qa(20);function h(r){var i=new Float32Array(c*f),s=Math.pow(2,-a),h=-1;for(const o of r){var d=(t(o,++h,r)+u)*s,p=(n(o,h,r)+u)*s,g=+e(o,h,r);if(g&&d>=0&&d<c&&p>=0&&p<f){var y=Math.floor(d),v=Math.floor(p),_=d-y-.5,b=p-v-.5;i[y+v*c]+=(1-_)*(1-b)*g,i[y+1+v*c]+=_*(1-b)*g,i[y+1+(v+1)*c]+=_*b*g,i[y+(v+1)*c]+=(1-_)*b*g}}return l({data:i,width:c,height:f},o*s),i}function d(t){var n=h(t),e=s(n),r=Math.pow(2,2*a);return Array.isArray(e)||(e=G(Number.MIN_VALUE,J(n)/r,e)),iu().size([c,f]).thresholds(e.map((t=>t*r)))(n).map(((t,n)=>(t.value=+e[n],p(t))))}function p(t){return t.coordinates.forEach(g),t}function g(t){t.forEach(y)}function y(t){t.forEach(v)}function v(t){t[0]=t[0]*Math.pow(2,a)-u,t[1]=t[1]*Math.pow(2,a)-u}function _(){return c=r+2*(u=3*o)>>a,f=i+2*u>>a,d}return d.contours=function(t){var n=h(t),e=iu().size([c,f]),r=Math.pow(2,2*a),i=t=>{t=+t;var i=p(e.contour(n,t*r));return i.value=t,i};return Object.defineProperty(i,"max",{get:()=>J(n)/r}),i},d.x=function(n){return arguments.length?(t="function"==typeof n?n:Qa(+n),d):t},d.y=function(t){return arguments.length?(n="function"==typeof t?t:Qa(+t),d):n},d.weight=function(t){return arguments.length?(e="function"==typeof t?t:Qa(+t),d):e},d.size=function(t){if(!arguments.length)return[r,i];var n=+t[0],e=+t[1];if(!(n>=0&&e>=0))throw new Error("invalid size");return r=n,i=e,_()},d.cellSize=function(t){if(!arguments.length)return 1<<a;if(!((t=+t)>=1))throw new Error("invalid cell size");return a=Math.floor(Math.log(t)/Math.LN2),_()},d.thresholds=function(t){return arguments.length?(s="function"==typeof t?t:Array.isArray(t)?Qa(Za.call(t)):Qa(t),d):s},d.bandwidth=function(t){if(!arguments.length)return Math.sqrt(o*(o+1));if(!((t=+t)>=0))throw new Error("invalid bandwidth");return o=(Math.sqrt(4*t*t+1)-1)/2,_()},d},t.contours=iu,t.count=v,t.create=function(t){return Zn(Yt(t).call(document.documentElement))},t.creator=Yt,t.cross=function(...t){const n="function"==typeof t[t.length-1]&&function(t){return n=>t(...n)}(t.pop()),e=(t=t.map(m)).map(_),r=t.length-1,i=new Array(r+1).fill(0),o=[];if(r<0||e.some(b))return o;for(;;){o.push(i.map(((n,e)=>t[e][n])));let a=r;for(;++i[a]===e[a];){if(0===a)return n?o.map(n):o;i[a--]=0}}},t.csv=wc,t.csvFormat=rc,t.csvFormatBody=ic,t.csvFormatRow=ac,t.csvFormatRows=oc,t.csvFormatValue=uc,t.csvParse=nc,t.csvParseRows=ec,t.cubehelix=Tr,t.cumsum=function(t,n){var e=0,r=0;return Float64Array.from(t,void 0===n?t=>e+=+t||0:i=>e+=+n(i,r++,t)||0)},t.curveBasis=function(t){return new Fx(t)},t.curveBasisClosed=function(t){return new qx(t)},t.curveBasisOpen=function(t){return new Ux(t)},t.curveBumpX=nx,t.curveBumpY=ex,t.curveBundle=Ox,t.curveCardinal=Lx,t.curveCardinalClosed=Hx,t.curveCardinalOpen=Gx,t.curveCatmullRom=Zx,t.curveCatmullRomClosed=Qx,t.curveCatmullRomOpen=tw,t.curveLinear=Im,t.curveLinearClosed=function(t){return new nw(t)},t.curveMonotoneX=function(t){return new aw(t)},t.curveMonotoneY=function(t){return new uw(t)},t.curveNatural=function(t){return new fw(t)},t.curveStep=function(t){return new lw(t,.5)},t.curveStepAfter=function(t){return new lw(t,1)},t.curveStepBefore=function(t){return new lw(t,0)},t.descending=e,t.deviation=w,t.difference=function(t,...n){t=new InternSet(t);for(const e of n)for(const n of e)t.delete(n);return t},t.disjoint=function(t,n){const e=n[Symbol.iterator](),r=new InternSet;for(const n of t){if(r.has(n))return!1;let t,i;for(;({value:t,done:i}=e.next())&&!i;){if(Object.is(n,t))return!1;r.add(t)}}return!0},t.dispatch=$t,t.drag=function(){var t,n,e,r,i=se,o=le,a=he,u=de,c={},f=$t("start","drag","end"),s=0,l=0;function h(t){t.on("mousedown.drag",d).filter(u).on("touchstart.drag",y).on("touchmove.drag",v,ee).on("touchend.drag touchcancel.drag",_).style("touch-action","none").style("-webkit-tap-highlight-color","rgba(0,0,0,0)")}function d(a,u){if(!r&&i.call(this,a,u)){var c=b(this,o.call(this,a,u),a,u,"mouse");c&&(Zn(a.view).on("mousemove.drag",p,re).on("mouseup.drag",g,re),ae(a.view),ie(a),e=!1,t=a.clientX,n=a.clientY,c("start",a))}}function p(r){if(oe(r),!e){var i=r.clientX-t,o=r.clientY-n;e=i*i+o*o>l}c.mouse("drag",r)}function g(t){Zn(t.view).on("mousemove.drag mouseup.drag",null),ue(t.view,e),oe(t),c.mouse("end",t)}function y(t,n){if(i.call(this,t,n)){var e,r,a=t.changedTouches,u=o.call(this,t,n),c=a.length;for(e=0;e<c;++e)(r=b(this,u,t,n,a[e].identifier,a[e]))&&(ie(t),r("start",t,a[e]))}}function v(t){var n,e,r=t.changedTouches,i=r.length;for(n=0;n<i;++n)(e=c[r[n].identifier])&&(oe(t),e("drag",t,r[n]))}function _(t){var n,e,i=t.changedTouches,o=i.length;for(r&&clearTimeout(r),r=setTimeout((function(){r=null}),500),n=0;n<o;++n)(e=c[i[n].identifier])&&(ie(t),e("end",t,i[n]))}function b(t,n,e,r,i,o){var u,l,d,p=f.copy(),g=ne(o||e,n);if(null!=(d=a.call(t,new fe("beforestart",{sourceEvent:e,target:h,identifier:i,active:s,x:g[0],y:g[1],dx:0,dy:0,dispatch:p}),r)))return u=d.x-g[0]||0,l=d.y-g[1]||0,function e(o,a,f){var y,v=g;switch(o){case"start":c[i]=e,y=s++;break;case"end":delete c[i],--s;case"drag":g=ne(f||a,n),y=s}p.call(o,t,new fe(o,{sourceEvent:a,subject:d,target:h,identifier:i,active:y,x:g[0]+u,y:g[1]+l,dx:g[0]-v[0],dy:g[1]-v[1],dispatch:p}),r)}}return h.filter=function(t){return arguments.length?(i="function"==typeof t?t:ce(!!t),h):i},h.container=function(t){return arguments.length?(o="function"==typeof t?t:ce(t),h):o},h.subject=function(t){return arguments.length?(a="function"==typeof t?t:ce(t),h):a},h.touchable=function(t){return arguments.length?(u="function"==typeof t?t:ce(!!t),h):u},h.on=function(){var t=f.on.apply(f,arguments);return t===f?h:t},h.clickDistance=function(t){return arguments.length?(l=(t=+t)*t,h):Math.sqrt(l)},h},t.dragDisable=ae,t.dragEnable=ue,t.dsv=function(t,n,e,r){3===arguments.length&&"function"==typeof e&&(r=e,e=void 0);var i=Ju(t);return mc(n,e).then((function(t){return i.parse(t,r)}))},t.dsvFormat=Ju,t.easeBack=Lo,t.easeBackIn=Bo,t.easeBackInOut=Lo,t.easeBackOut=Yo,t.easeBounce=Io,t.easeBounceIn=function(t){return 1-Io(1-t)},t.easeBounceInOut=function(t){return((t*=2)<=1?1-Io(1-t):Io(t-1)+1)/2},t.easeBounceOut=Io,t.easeCircle=No,t.easeCircleIn=function(t){return 1-Math.sqrt(1-t*t)},t.easeCircleInOut=No,t.easeCircleOut=function(t){return Math.sqrt(1- --t*t)},t.easeCubic=bo,t.easeCubicIn=function(t){return t*t*t},t.easeCubicInOut=bo,t.easeCubicOut=function(t){return--t*t*t+1},t.easeElastic=Xo,t.easeElasticIn=Ho,t.easeElasticInOut=Go,t.easeElasticOut=Xo,t.easeExp=Eo,t.easeExpIn=function(t){return So(1-+t)},t.easeExpInOut=Eo,t.easeExpOut=function(t){return 1-So(t)},t.easeLinear=t=>+t,t.easePoly=wo,t.easePolyIn=mo,t.easePolyInOut=wo,t.easePolyOut=xo,t.easeQuad=_o,t.easeQuadIn=function(t){return t*t},t.easeQuadInOut=_o,t.easeQuadOut=function(t){return t*(2-t)},t.easeSin=Ao,t.easeSinIn=function(t){return 1==+t?1:1-Math.cos(t*To)},t.easeSinInOut=Ao,t.easeSinOut=function(t){return Math.sin(t*To)},t.every=function(t,n){if("function"!=typeof n)throw new TypeError("test is not a function");let e=-1;for(const r of t)if(!n(r,++e,t))return!1;return!0},t.extent=M,t.fcumsum=function(t,n){const e=new T;let r=-1;return Float64Array.from(t,void 0===n?t=>e.add(+t||0):i=>e.add(+n(i,++r,t)||0))},t.filter=function(t,n){if("function"!=typeof n)throw new TypeError("test is not a function");const e=[];let r=-1;for(const i of t)n(i,++r,t)&&e.push(i);return e},t.flatGroup=function(t,...n){return z(P(t,...n),n)},t.flatRollup=function(t,n,...e){return z(D(t,n,...e),e)},t.forceCenter=function(t,n){var e,r=1;function i(){var i,o,a=e.length,u=0,c=0;for(i=0;i<a;++i)u+=(o=e[i]).x,c+=o.y;for(u=(u/a-t)*r,c=(c/a-n)*r,i=0;i<a;++i)(o=e[i]).x-=u,o.y-=c}return null==t&&(t=0),null==n&&(n=0),i.initialize=function(t){e=t},i.x=function(n){return arguments.length?(t=+n,i):t},i.y=function(t){return arguments.length?(n=+t,i):n},i.strength=function(t){return arguments.length?(r=+t,i):r},i},t.forceCollide=function(t){var n,e,r,i=1,o=1;function a(){for(var t,a,c,f,s,l,h,d=n.length,p=0;p<o;++p)for(a=$c(n,Ic,Oc).visitAfter(u),t=0;t<d;++t)c=n[t],l=e[c.index],h=l*l,f=c.x+c.vx,s=c.y+c.vy,a.visit(g);function g(t,n,e,o,a){var u=t.data,d=t.r,p=l+d;if(!u)return n>f+p||o<f-p||e>s+p||a<s-p;if(u.index>c.index){var g=f-u.x-u.vx,y=s-u.y-u.vy,v=g*g+y*y;v<p*p&&(0===g&&(v+=(g=Uc(r))*g),0===y&&(v+=(y=Uc(r))*y),v=(p-(v=Math.sqrt(v)))/v*i,c.vx+=(g*=v)*(p=(d*=d)/(h+d)),c.vy+=(y*=v)*p,u.vx-=g*(p=1-p),u.vy-=y*p)}}}function u(t){if(t.data)return t.r=e[t.data.index];for(var n=t.r=0;n<4;++n)t[n]&&t[n].r>t.r&&(t.r=t[n].r)}function c(){if(n){var r,i,o=n.length;for(e=new Array(o),r=0;r<o;++r)i=n[r],e[i.index]=+t(i,r,n)}}return"function"!=typeof t&&(t=qc(null==t?1:+t)),a.initialize=function(t,e){n=t,r=e,c()},a.iterations=function(t){return arguments.length?(o=+t,a):o},a.strength=function(t){return arguments.length?(i=+t,a):i},a.radius=function(n){return arguments.length?(t="function"==typeof n?n:qc(+n),c(),a):t},a},t.forceLink=function(t){var n,e,r,i,o,a,u=Bc,c=function(t){return 1/Math.min(i[t.source.index],i[t.target.index])},f=qc(30),s=1;function l(r){for(var i=0,u=t.length;i<s;++i)for(var c,f,l,h,d,p,g,y=0;y<u;++y)f=(c=t[y]).source,h=(l=c.target).x+l.vx-f.x-f.vx||Uc(a),d=l.y+l.vy-f.y-f.vy||Uc(a),h*=p=((p=Math.sqrt(h*h+d*d))-e[y])/p*r*n[y],d*=p,l.vx-=h*(g=o[y]),l.vy-=d*g,f.vx+=h*(g=1-g),f.vy+=d*g}function h(){if(r){var a,c,f=r.length,s=t.length,l=new Map(r.map(((t,n)=>[u(t,n,r),t])));for(a=0,i=new Array(f);a<s;++a)(c=t[a]).index=a,"object"!=typeof c.source&&(c.source=Yc(l,c.source)),"object"!=typeof c.target&&(c.target=Yc(l,c.target)),i[c.source.index]=(i[c.source.index]||0)+1,i[c.target.index]=(i[c.target.index]||0)+1;for(a=0,o=new Array(s);a<s;++a)c=t[a],o[a]=i[c.source.index]/(i[c.source.index]+i[c.target.index]);n=new Array(s),d(),e=new Array(s),p()}}function d(){if(r)for(var e=0,i=t.length;e<i;++e)n[e]=+c(t[e],e,t)}function p(){if(r)for(var n=0,i=t.length;n<i;++n)e[n]=+f(t[n],n,t)}return null==t&&(t=[]),l.initialize=function(t,n){r=t,a=n,h()},l.links=function(n){return arguments.length?(t=n,h(),l):t},l.id=function(t){return arguments.length?(u=t,l):u},l.iterations=function(t){return arguments.length?(s=+t,l):s},l.strength=function(t){return arguments.length?(c="function"==typeof t?t:qc(+t),d(),l):c},l.distance=function(t){return arguments.length?(f="function"==typeof t?t:qc(+t),p(),l):f},l},t.forceManyBody=function(){var t,n,e,r,i,o=qc(-30),a=1,u=1/0,c=.81;function f(e){var i,o=t.length,a=$c(t,Xc,Gc).visitAfter(l);for(r=e,i=0;i<o;++i)n=t[i],a.visit(h)}function s(){if(t){var n,e,r=t.length;for(i=new Array(r),n=0;n<r;++n)e=t[n],i[e.index]=+o(e,n,t)}}function l(t){var n,e,r,o,a,u=0,c=0;if(t.length){for(r=o=a=0;a<4;++a)(n=t[a])&&(e=Math.abs(n.value))&&(u+=n.value,c+=e,r+=e*n.x,o+=e*n.y);t.x=r/c,t.y=o/c}else{(n=t).x=n.data.x,n.y=n.data.y;do{u+=i[n.data.index]}while(n=n.next)}t.value=u}function h(t,o,f,s){if(!t.value)return!0;var l=t.x-n.x,h=t.y-n.y,d=s-o,p=l*l+h*h;if(d*d/c<p)return p<u&&(0===l&&(p+=(l=Uc(e))*l),0===h&&(p+=(h=Uc(e))*h),p<a&&(p=Math.sqrt(a*p)),n.vx+=l*t.value*r/p,n.vy+=h*t.value*r/p),!0;if(!(t.length||p>=u)){(t.data!==n||t.next)&&(0===l&&(p+=(l=Uc(e))*l),0===h&&(p+=(h=Uc(e))*h),p<a&&(p=Math.sqrt(a*p)));do{t.data!==n&&(d=i[t.data.index]*r/p,n.vx+=l*d,n.vy+=h*d)}while(t=t.next)}}return f.initialize=function(n,r){t=n,e=r,s()},f.strength=function(t){return arguments.length?(o="function"==typeof t?t:qc(+t),s(),f):o},f.distanceMin=function(t){return arguments.length?(a=t*t,f):Math.sqrt(a)},f.distanceMax=function(t){return arguments.length?(u=t*t,f):Math.sqrt(u)},f.theta=function(t){return arguments.length?(c=t*t,f):Math.sqrt(c)},f},t.forceRadial=function(t,n,e){var r,i,o,a=qc(.1);function u(t){for(var a=0,u=r.length;a<u;++a){var c=r[a],f=c.x-n||1e-6,s=c.y-e||1e-6,l=Math.sqrt(f*f+s*s),h=(o[a]-l)*i[a]*t/l;c.vx+=f*h,c.vy+=s*h}}function c(){if(r){var n,e=r.length;for(i=new Array(e),o=new Array(e),n=0;n<e;++n)o[n]=+t(r[n],n,r),i[n]=isNaN(o[n])?0:+a(r[n],n,r)}}return"function"!=typeof t&&(t=qc(+t)),null==n&&(n=0),null==e&&(e=0),u.initialize=function(t){r=t,c()},u.strength=function(t){return arguments.length?(a="function"==typeof t?t:qc(+t),c(),u):a},u.radius=function(n){return arguments.length?(t="function"==typeof n?n:qc(+n),c(),u):t},u.x=function(t){return arguments.length?(n=+t,u):n},u.y=function(t){return arguments.length?(e=+t,u):e},u},t.forceSimulation=function(t){var n,e=1,r=.001,i=1-Math.pow(r,1/300),o=0,a=.6,u=new Map,c=Ni(l),f=$t("tick","end"),s=function(){let t=1;return()=>(t=(Lc*t+jc)%Hc)/Hc}();function l(){h(),f.call("tick",n),e<r&&(c.stop(),f.call("end",n))}function h(r){var c,f,s=t.length;void 0===r&&(r=1);for(var l=0;l<r;++l)for(e+=(o-e)*i,u.forEach((function(t){t(e)})),c=0;c<s;++c)null==(f=t[c]).fx?f.x+=f.vx*=a:(f.x=f.fx,f.vx=0),null==f.fy?f.y+=f.vy*=a:(f.y=f.fy,f.vy=0);return n}function d(){for(var n,e=0,r=t.length;e<r;++e){if((n=t[e]).index=e,null!=n.fx&&(n.x=n.fx),null!=n.fy&&(n.y=n.fy),isNaN(n.x)||isNaN(n.y)){var i=10*Math.sqrt(.5+e),o=e*Vc;n.x=i*Math.cos(o),n.y=i*Math.sin(o)}(isNaN(n.vx)||isNaN(n.vy))&&(n.vx=n.vy=0)}}function p(n){return n.initialize&&n.initialize(t,s),n}return null==t&&(t=[]),d(),n={tick:h,restart:function(){return c.restart(l),n},stop:function(){return c.stop(),n},nodes:function(e){return arguments.length?(t=e,d(),u.forEach(p),n):t},alpha:function(t){return arguments.length?(e=+t,n):e},alphaMin:function(t){return arguments.length?(r=+t,n):r},alphaDecay:function(t){return arguments.length?(i=+t,n):+i},alphaTarget:function(t){return arguments.length?(o=+t,n):o},velocityDecay:function(t){return arguments.length?(a=1-t,n):1-a},randomSource:function(t){return arguments.length?(s=t,u.forEach(p),n):s},force:function(t,e){return arguments.length>1?(null==e?u.delete(t):u.set(t,p(e)),n):u.get(t)},find:function(n,e,r){var i,o,a,u,c,f=0,s=t.length;for(null==r?r=1/0:r*=r,f=0;f<s;++f)(a=(i=n-(u=t[f]).x)*i+(o=e-u.y)*o)<r&&(c=u,r=a);return c},on:function(t,e){return arguments.length>1?(f.on(t,e),n):f.on(t)}}},t.forceX=function(t){var n,e,r,i=qc(.1);function o(t){for(var i,o=0,a=n.length;o<a;++o)(i=n[o]).vx+=(r[o]-i.x)*e[o]*t}function a(){if(n){var o,a=n.length;for(e=new Array(a),r=new Array(a),o=0;o<a;++o)e[o]=isNaN(r[o]=+t(n[o],o,n))?0:+i(n[o],o,n)}}return"function"!=typeof t&&(t=qc(null==t?0:+t)),o.initialize=function(t){n=t,a()},o.strength=function(t){return arguments.length?(i="function"==typeof t?t:qc(+t),a(),o):i},o.x=function(n){return arguments.length?(t="function"==typeof n?n:qc(+n),a(),o):t},o},t.forceY=function(t){var n,e,r,i=qc(.1);function o(t){for(var i,o=0,a=n.length;o<a;++o)(i=n[o]).vy+=(r[o]-i.y)*e[o]*t}function a(){if(n){var o,a=n.length;for(e=new Array(a),r=new Array(a),o=0;o<a;++o)e[o]=isNaN(r[o]=+t(n[o],o,n))?0:+i(n[o],o,n)}}return"function"!=typeof t&&(t=qc(null==t?0:+t)),o.initialize=function(t){n=t,a()},o.strength=function(t){return arguments.length?(i="function"==typeof t?t:qc(+t),a(),o):i},o.y=function(n){return arguments.length?(t="function"==typeof n?n:qc(+n),a(),o):t},o},t.formatDefaultLocale=ff,t.formatLocale=cf,t.formatSpecifier=Jc,t.fsum=function(t,n){const e=new T;if(void 0===n)for(let n of t)(n=+n)&&e.add(n);else{let r=-1;for(let i of t)(i=+n(i,++r,t))&&e.add(i)}return+e},t.geoAlbers=xd,t.geoAlbersUsa=function(){var t,n,e,r,i,o,a=xd(),u=md().rotate([154,0]).center([-2,58.5]).parallels([55,65]),c=md().rotate([157,0]).center([-3,19.9]).parallels([8,18]),f={point:function(t,n){o=[t,n]}};function s(t){var n=t[0],a=t[1];return o=null,e.point(n,a),o||(r.point(n,a),o)||(i.point(n,a),o)}function l(){return t=n=null,s}return s.invert=function(t){var n=a.scale(),e=a.translate(),r=(t[0]-e[0])/n,i=(t[1]-e[1])/n;return(i>=.12&&i<.234&&r>=-.425&&r<-.214?u:i>=.166&&i<.234&&r>=-.214&&r<-.115?c:a).invert(t)},s.stream=function(e){return t&&n===e?t:(r=[a.stream(n=e),u.stream(e),c.stream(e)],i=r.length,t={point:function(t,n){for(var e=-1;++e<i;)r[e].point(t,n)},sphere:function(){for(var t=-1;++t<i;)r[t].sphere()},lineStart:function(){for(var t=-1;++t<i;)r[t].lineStart()},lineEnd:function(){for(var t=-1;++t<i;)r[t].lineEnd()},polygonStart:function(){for(var t=-1;++t<i;)r[t].polygonStart()},polygonEnd:function(){for(var t=-1;++t<i;)r[t].polygonEnd()}});var r,i},s.precision=function(t){return arguments.length?(a.precision(t),u.precision(t),c.precision(t),l()):a.precision()},s.scale=function(t){return arguments.length?(a.scale(t),u.scale(.35*t),c.scale(t),s.translate(a.translate())):a.scale()},s.translate=function(t){if(!arguments.length)return a.translate();var n=a.scale(),o=+t[0],s=+t[1];return e=a.translate(t).clipExtent([[o-.455*n,s-.238*n],[o+.455*n,s+.238*n]]).stream(f),r=u.translate([o-.307*n,s+.201*n]).clipExtent([[o-.425*n+df,s+.12*n+df],[o-.214*n-df,s+.234*n-df]]).stream(f),i=c.translate([o-.205*n,s+.212*n]).clipExtent([[o-.214*n+df,s+.166*n+df],[o-.115*n-df,s+.234*n-df]]).stream(f),l()},s.fitExtent=function(t,n){return ud(s,t,n)},s.fitSize=function(t,n){return cd(s,t,n)},s.fitWidth=function(t,n){return fd(s,t,n)},s.fitHeight=function(t,n){return sd(s,t,n)},s.scale(1070)},t.geoArea=function(t){return us=new T,Lf(t,cs),2*us},t.geoAzimuthalEqualArea=function(){return yd(Td).scale(124.75).clipAngle(179.999)},t.geoAzimuthalEqualAreaRaw=Td,t.geoAzimuthalEquidistant=function(){return yd(Ad).scale(79.4188).clipAngle(179.999)},t.geoAzimuthalEquidistantRaw=Ad,t.geoBounds=function(t){var n,e,r,i,o,a,u;if(Qf=Kf=-(Wf=Zf=1/0),is=[],Lf(t,Fs),e=is.length){for(is.sort(Hs),n=1,o=[r=is[0]];n<e;++n)Xs(r,(i=is[n])[0])||Xs(r,i[1])?(js(r[0],i[1])>js(r[0],r[1])&&(r[1]=i[1]),js(i[0],r[1])>js(r[0],r[1])&&(r[0]=i[0])):o.push(r=i);for(a=-1/0,n=0,r=o[e=o.length-1];n<=e;r=i,++n)i=o[n],(u=js(r[1],i[0]))>a&&(a=u,Wf=i[0],Kf=r[1])}return is=os=null,Wf===1/0||Zf===1/0?[[NaN,NaN],[NaN,NaN]]:[[Wf,Zf],[Kf,Qf]]},t.geoCentroid=function(t){ms=xs=ws=Ms=Ts=As=Ss=Es=0,Ns=new T,ks=new T,Cs=new T,Lf(t,Gs);var n=+Ns,e=+ks,r=+Cs,i=Ef(n,e,r);return i<pf&&(n=As,e=Ss,r=Es,xs<df&&(n=ws,e=Ms,r=Ts),(i=Ef(n,e,r))<pf)?[NaN,NaN]:[Mf(e,n)*bf,Rf(r/i)*bf]},t.geoCircle=function(){var t,n,e=il([0,0]),r=il(90),i=il(2),o={point:function(e,r){t.push(e=n(e,r)),e[0]*=bf,e[1]*=bf}};function a(){var a=e.apply(this,arguments),u=r.apply(this,arguments)*mf,c=i.apply(this,arguments)*mf;return t=[],n=ul(-a[0]*mf,-a[1]*mf,0).invert,hl(o,u,c,1),a={type:"Polygon",coordinates:[t]},t=n=null,a}return a.center=function(t){return arguments.length?(e="function"==typeof t?t:il([+t[0],+t[1]]),a):e},a.radius=function(t){return arguments.length?(r="function"==typeof t?t:il(+t),a):r},a.precision=function(t){return arguments.length?(i="function"==typeof t?t:il(+t),a):i},a},t.geoClipAntimeridian=Tl,t.geoClipCircle=Al,t.geoClipExtent=function(){var t,n,e,r=0,i=0,o=960,a=500;return e={stream:function(e){return t&&n===e?t:t=zl(r,i,o,a)(n=e)},extent:function(u){return arguments.length?(r=+u[0][0],i=+u[0][1],o=+u[1][0],a=+u[1][1],t=n=null,e):[[r,i],[o,a]]}}},t.geoClipRectangle=zl,t.geoConicConformal=function(){return _d(kd).scale(109.5).parallels([30,30])},t.geoConicConformalRaw=kd,t.geoConicEqualArea=md,t.geoConicEqualAreaRaw=bd,t.geoConicEquidistant=function(){return _d(Pd).scale(131.154).center([0,13.9389])},t.geoConicEquidistantRaw=Pd,t.geoContains=function(t,n){return(t&&Bl.hasOwnProperty(t.type)?Bl[t.type]:Ll)(t,n)},t.geoDistance=Ol,t.geoEqualEarth=function(){return yd(qd).scale(177.158)},t.geoEqualEarthRaw=qd,t.geoEquirectangular=function(){return yd(Cd).scale(152.63)},t.geoEquirectangularRaw=Cd,t.geoGnomonic=function(){return yd(Ud).scale(144.049).clipAngle(60)},t.geoGnomonicRaw=Ud,t.geoGraticule=Kl,t.geoGraticule10=function(){return Kl()()},t.geoIdentity=function(){var t,n,e,r,i,o,a,u=1,c=0,f=0,s=1,l=1,h=0,d=null,p=1,g=1,y=id({point:function(t,n){var e=b([t,n]);this.stream.point(e[0],e[1])}}),v=eh;function _(){return p=u*s,g=u*l,o=a=null,b}function b(e){var r=e[0]*p,i=e[1]*g;if(h){var o=i*t-r*n;r=r*t+i*n,i=o}return[r+c,i+f]}return b.invert=function(e){var r=e[0]-c,i=e[1]-f;if(h){var o=i*t+r*n;r=r*t-i*n,i=o}return[r/p,i/g]},b.stream=function(t){return o&&a===t?o:o=y(v(a=t))},b.postclip=function(t){return arguments.length?(v=t,d=e=r=i=null,_()):v},b.clipExtent=function(t){return arguments.length?(v=null==t?(d=e=r=i=null,eh):zl(d=+t[0][0],e=+t[0][1],r=+t[1][0],i=+t[1][1]),_()):null==d?null:[[d,e],[r,i]]},b.scale=function(t){return arguments.length?(u=+t,_()):u},b.translate=function(t){return arguments.length?(c=+t[0],f=+t[1],_()):[c,f]},b.angle=function(e){return arguments.length?(n=Cf(h=e%360*mf),t=Tf(h),_()):h*bf},b.reflectX=function(t){return arguments.length?(s=t?-1:1,_()):s<0},b.reflectY=function(t){return arguments.length?(l=t?-1:1,_()):l<0},b.fitExtent=function(t,n){return ud(b,t,n)},b.fitSize=function(t,n){return cd(b,t,n)},b.fitWidth=function(t,n){return fd(b,t,n)},b.fitHeight=function(t,n){return sd(b,t,n)},b},t.geoInterpolate=function(t,n){var e=t[0]*mf,r=t[1]*mf,i=n[0]*mf,o=n[1]*mf,a=Tf(r),u=Cf(r),c=Tf(o),f=Cf(o),s=a*Tf(e),l=a*Cf(e),h=c*Tf(i),d=c*Cf(i),p=2*Rf(zf(Ff(o-r)+a*c*Ff(i-e))),g=Cf(p),y=p?function(t){var n=Cf(t*=p)/g,e=Cf(p-t)/g,r=e*s+n*h,i=e*l+n*d,o=e*u+n*f;return[Mf(i,r)*bf,Mf(o,zf(r*r+i*i))*bf]}:function(){return[e*bf,r*bf]};return y.distance=p,y},t.geoLength=ql,t.geoMercator=function(){return Ed(Sd).scale(961/_f)},t.geoMercatorRaw=Sd,t.geoNaturalEarth1=function(){return yd(Id).scale(175.295)},t.geoNaturalEarth1Raw=Id,t.geoOrthographic=function(){return yd(Od).scale(249.5).clipAngle(90+df)},t.geoOrthographicRaw=Od,t.geoPath=function(t,n){let e,r,i=3,o=4.5;function a(t){return t&&("function"==typeof o&&r.pointRadius(+o.apply(this,arguments)),Lf(t,e(r))),r.result()}return a.area=function(t){return Lf(t,e(sh)),sh.result()},a.measure=function(t){return Lf(t,e(Kh)),Kh.result()},a.bounds=function(t){return Lf(t,e(mh)),mh.result()},a.centroid=function(t){return Lf(t,e(Oh)),Oh.result()},a.projection=function(n){return arguments.length?(e=null==n?(t=null,eh):(t=n).stream,a):t},a.context=function(t){return arguments.length?(r=null==t?(n=null,new ed(i)):new Bh(n=t),"function"!=typeof o&&r.pointRadius(o),a):n},a.pointRadius=function(t){return arguments.length?(o="function"==typeof t?t:(r.pointRadius(+t),+t),a):o},a.digits=function(t){if(!arguments.length)return i;if(null==t)i=null;else{const n=Math.floor(t);if(!(n>=0))throw new RangeError(`invalid digits: ${t}`);i=n}return null===n&&(r=new ed(i)),a},a.projection(t).digits(i).context(n)},t.geoProjection=yd,t.geoProjectionMutator=vd,t.geoRotation=ll,t.geoStereographic=function(){return yd(Bd).scale(250).clipAngle(142)},t.geoStereographicRaw=Bd,t.geoStream=Lf,t.geoTransform=function(t){return{stream:id(t)}},t.geoTransverseMercator=function(){var t=Ed(Yd),n=t.center,e=t.rotate;return t.center=function(t){return arguments.length?n([-t[1],t[0]]):[(t=n())[1],-t[0]]},t.rotate=function(t){return arguments.length?e([t[0],t[1],t.length>2?t[2]+90:90]):[(t=e())[0],t[1],t[2]-90]},e([0,0,90]).scale(159.155)},t.geoTransverseMercatorRaw=Yd,t.gray=function(t,n){return new ur(t,0,0,null==n?1:n)},t.greatest=ot,t.greatestIndex=function(t,e=n){if(1===e.length)return tt(t,e);let r,i=-1,o=-1;for(const n of t)++o,(i<0?0===e(n,n):e(n,r)>0)&&(r=n,i=o);return i},t.group=C,t.groupSort=function(t,e,r){return(2!==e.length?U($(t,e,r),(([t,e],[r,i])=>n(e,i)||n(t,r))):U(C(t,r),(([t,r],[i,o])=>e(r,o)||n(t,i)))).map((([t])=>t))},t.groups=P,t.hcl=dr,t.hierarchy=Gd,t.histogram=Q,t.hsl=He,t.html=Ec,t.image=function(t,n){return new Promise((function(e,r){var i=new Image;for(var o in n)i[o]=n[o];i.onerror=r,i.onload=function(){e(i)},i.src=t}))},t.index=function(t,...n){return F(t,k,R,n)},t.indexes=function(t,...n){return F(t,Array.from,R,n)},t.interpolate=Gr,t.interpolateArray=function(t,n){return(Ir(n)?Ur:Or)(t,n)},t.interpolateBasis=Er,t.interpolateBasisClosed=Nr,t.interpolateBlues=Gb,t.interpolateBrBG=ob,t.interpolateBuGn=Mb,t.interpolateBuPu=Ab,t.interpolateCividis=function(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(-4.54-t*(35.34-t*(2381.73-t*(6402.7-t*(7024.72-2710.57*t)))))))+", "+Math.max(0,Math.min(255,Math.round(32.49+t*(170.73+t*(52.82-t*(131.46-t*(176.58-67.37*t)))))))+", "+Math.max(0,Math.min(255,Math.round(81.24+t*(442.36-t*(2482.43-t*(6167.24-t*(6614.94-2475.67*t)))))))+")"},t.interpolateCool=am,t.interpolateCubehelix=li,t.interpolateCubehelixDefault=im,t.interpolateCubehelixLong=hi,t.interpolateDate=Br,t.interpolateDiscrete=function(t){var n=t.length;return function(e){return t[Math.max(0,Math.min(n-1,Math.floor(e*n)))]}},t.interpolateGnBu=Eb,t.interpolateGreens=Wb,t.interpolateGreys=Kb,t.interpolateHcl=ci,t.interpolateHclLong=fi,t.interpolateHsl=oi,t.interpolateHslLong=ai,t.interpolateHue=function(t,n){var e=Pr(+t,+n);return function(t){var n=e(t);return n-360*Math.floor(n/360)}},t.interpolateInferno=pm,t.interpolateLab=function(t,n){var e=$r((t=ar(t)).l,(n=ar(n)).l),r=$r(t.a,n.a),i=$r(t.b,n.b),o=$r(t.opacity,n.opacity);return function(n){return t.l=e(n),t.a=r(n),t.b=i(n),t.opacity=o(n),t+""}},t.interpolateMagma=dm,t.interpolateNumber=Yr,t.interpolateNumberArray=Ur,t.interpolateObject=Lr,t.interpolateOrRd=kb,t.interpolateOranges=rm,t.interpolatePRGn=ub,t.interpolatePiYG=fb,t.interpolatePlasma=gm,t.interpolatePuBu=$b,t.interpolatePuBuGn=Pb,t.interpolatePuOr=lb,t.interpolatePuRd=Rb,t.interpolatePurples=Jb,t.interpolateRainbow=function(t){(t<0||t>1)&&(t-=Math.floor(t));var n=Math.abs(t-.5);return um.h=360*t-100,um.s=1.5-1.5*n,um.l=.8-.9*n,um+""},t.interpolateRdBu=db,t.interpolateRdGy=gb,t.interpolateRdPu=qb,t.interpolateRdYlBu=vb,t.interpolateRdYlGn=bb,t.interpolateReds=nm,t.interpolateRgb=Dr,t.interpolateRgbBasis=Fr,t.interpolateRgbBasisClosed=qr,t.interpolateRound=Vr,t.interpolateSinebow=function(t){var n;return t=(.5-t)*Math.PI,cm.r=255*(n=Math.sin(t))*n,cm.g=255*(n=Math.sin(t+fm))*n,cm.b=255*(n=Math.sin(t+sm))*n,cm+""},t.interpolateSpectral=xb,t.interpolateString=Xr,t.interpolateTransformCss=ti,t.interpolateTransformSvg=ni,t.interpolateTurbo=function(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(34.61+t*(1172.33-t*(10793.56-t*(33300.12-t*(38394.49-14825.05*t)))))))+", "+Math.max(0,Math.min(255,Math.round(23.31+t*(557.33+t*(1225.33-t*(3574.96-t*(1073.77+707.56*t)))))))+", "+Math.max(0,Math.min(255,Math.round(27.2+t*(3211.1-t*(15327.97-t*(27814-t*(22569.18-6838.66*t)))))))+")"},t.interpolateViridis=hm,t.interpolateWarm=om,t.interpolateYlGn=Bb,t.interpolateYlGnBu=Ib,t.interpolateYlOrBr=Lb,t.interpolateYlOrRd=Hb,t.interpolateZoom=ri,t.interrupt=Gi,t.intersection=function(t,...n){t=new InternSet(t),n=n.map(vt);t:for(const e of t)for(const r of n)if(!r.has(e)){t.delete(e);continue t}return t},t.interval=function(t,n,e){var r=new Ei,i=n;return null==n?(r.restart(t,n,e),r):(r._restart=r.restart,r.restart=function(t,n,e){n=+n,e=null==e?Ai():+e,r._restart((function o(a){a+=i,r._restart(o,i+=n,e),t(a)}),n,e)},r.restart(t,n,e),r)},t.isoFormat=D_,t.isoParse=F_,t.json=function(t,n){return fetch(t,n).then(Tc)},t.lab=ar,t.lch=function(t,n,e,r){return 1===arguments.length?hr(t):new pr(e,n,t,null==r?1:r)},t.least=function(t,e=n){let r,i=!1;if(1===e.length){let o;for(const a of t){const t=e(a);(i?n(t,o)<0:0===n(t,t))&&(r=a,o=t,i=!0)}}else for(const n of t)(i?e(n,r)<0:0===e(n,n))&&(r=n,i=!0);return r},t.leastIndex=ht,t.line=Ym,t.lineRadial=Zm,t.link=ax,t.linkHorizontal=function(){return ax(nx)},t.linkRadial=function(){const t=ax(rx);return t.angle=t.x,delete t.x,t.radius=t.y,delete t.y,t},t.linkVertical=function(){return ax(ex)},t.local=Qn,t.map=function(t,n){if("function"!=typeof t[Symbol.iterator])throw new TypeError("values is not iterable");if("function"!=typeof n)throw new TypeError("mapper is not a function");return Array.from(t,((e,r)=>n(e,r,t)))},t.matcher=Vt,t.max=J,t.maxIndex=tt,t.mean=function(t,n){let e=0,r=0;if(void 0===n)for(let n of t)null!=n&&(n=+n)>=n&&(++e,r+=n);else{let i=-1;for(let o of t)null!=(o=n(o,++i,t))&&(o=+o)>=o&&(++e,r+=o)}if(e)return r/e},t.median=function(t,n){return at(t,.5,n)},t.medianIndex=function(t,n){return ct(t,.5,n)},t.merge=ft,t.min=nt,t.minIndex=et,t.mode=function(t,n){const e=new InternMap;if(void 0===n)for(let n of t)null!=n&&n>=n&&e.set(n,(e.get(n)||0)+1);else{let r=-1;for(let i of t)null!=(i=n(i,++r,t))&&i>=i&&e.set(i,(e.get(i)||0)+1)}let r,i=0;for(const[t,n]of e)n>i&&(i=n,r=t);return r},t.namespace=It,t.namespaces=Ut,t.nice=Z,t.now=Ai,t.pack=function(){var t=null,n=1,e=1,r=np;function i(i){const o=ap();return i.x=n/2,i.y=e/2,t?i.eachBefore(xp(t)).eachAfter(wp(r,.5,o)).eachBefore(Mp(1)):i.eachBefore(xp(mp)).eachAfter(wp(np,1,o)).eachAfter(wp(r,i.r/Math.min(n,e),o)).eachBefore(Mp(Math.min(n,e)/(2*i.r))),i}return i.radius=function(n){return arguments.length?(t=Jd(n),i):t},i.size=function(t){return arguments.length?(n=+t[0],e=+t[1],i):[n,e]},i.padding=function(t){return arguments.length?(r="function"==typeof t?t:ep(+t),i):r},i},t.packEnclose=function(t){return up(t,ap())},t.packSiblings=function(t){return bp(t,ap()),t},t.pairs=function(t,n=st){const e=[];let r,i=!1;for(const o of t)i&&e.push(n(r,o)),r=o,i=!0;return e},t.partition=function(){var t=1,n=1,e=0,r=!1;function i(i){var o=i.height+1;return i.x0=i.y0=e,i.x1=t,i.y1=n/o,i.eachBefore(function(t,n){return function(r){r.children&&Ap(r,r.x0,t*(r.depth+1)/n,r.x1,t*(r.depth+2)/n);var i=r.x0,o=r.y0,a=r.x1-e,u=r.y1-e;a<i&&(i=a=(i+a)/2),u<o&&(o=u=(o+u)/2),r.x0=i,r.y0=o,r.x1=a,r.y1=u}}(n,o)),r&&i.eachBefore(Tp),i}return i.round=function(t){return arguments.length?(r=!!t,i):r},i.size=function(e){return arguments.length?(t=+e[0],n=+e[1],i):[t,n]},i.padding=function(t){return arguments.length?(e=+t,i):e},i},t.path=Ia,t.pathRound=function(t=3){return new Ua(+t)},t.permute=q,t.pie=function(){var t=Hm,n=jm,e=null,r=ym(0),i=ym(Em),o=ym(0);function a(a){var u,c,f,s,l,h=(a=qm(a)).length,d=0,p=new Array(h),g=new Array(h),y=+r.apply(this,arguments),v=Math.min(Em,Math.max(-Em,i.apply(this,arguments)-y)),_=Math.min(Math.abs(v)/h,o.apply(this,arguments)),b=_*(v<0?-1:1);for(u=0;u<h;++u)(l=g[p[u]=u]=+t(a[u],u,a))>0&&(d+=l);for(null!=n?p.sort((function(t,e){return n(g[t],g[e])})):null!=e&&p.sort((function(t,n){return e(a[t],a[n])})),u=0,f=d?(v-h*b)/d:0;u<h;++u,y=s)c=p[u],s=y+((l=g[c])>0?l*f:0)+b,g[c]={data:a[c],index:u,value:l,startAngle:y,endAngle:s,padAngle:_};return g}return a.value=function(n){return arguments.length?(t="function"==typeof n?n:ym(+n),a):t},a.sortValues=function(t){return arguments.length?(n=t,e=null,a):n},a.sort=function(t){return arguments.length?(e=t,n=null,a):e},a.startAngle=function(t){return arguments.length?(r="function"==typeof t?t:ym(+t),a):r},a.endAngle=function(t){return arguments.length?(i="function"==typeof t?t:ym(+t),a):i},a.padAngle=function(t){return arguments.length?(o="function"==typeof t?t:ym(+t),a):o},a},t.piecewise=di,t.pointRadial=Qm,t.pointer=ne,t.pointers=function(t,n){return t.target&&(t=te(t),void 0===n&&(n=t.currentTarget),t=t.touches||[t]),Array.from(t,(t=>ne(t,n)))},t.polygonArea=function(t){for(var n,e=-1,r=t.length,i=t[r-1],o=0;++e<r;)n=i,i=t[e],o+=n[1]*i[0]-n[0]*i[1];return o/2},t.polygonCentroid=function(t){for(var n,e,r=-1,i=t.length,o=0,a=0,u=t[i-1],c=0;++r<i;)n=u,u=t[r],c+=e=n[0]*u[1]-u[0]*n[1],o+=(n[0]+u[0])*e,a+=(n[1]+u[1])*e;return[o/(c*=3),a/c]},t.polygonContains=function(t,n){for(var e,r,i=t.length,o=t[i-1],a=n[0],u=n[1],c=o[0],f=o[1],s=!1,l=0;l<i;++l)e=(o=t[l])[0],(r=o[1])>u!=f>u&&a<(c-e)*(u-r)/(f-r)+e&&(s=!s),c=e,f=r;return s},t.polygonHull=function(t){if((e=t.length)<3)return null;var n,e,r=new Array(e),i=new Array(e);for(n=0;n<e;++n)r[n]=[+t[n][0],+t[n][1],n];for(r.sort(Hp),n=0;n<e;++n)i[n]=[r[n][0],-r[n][1]];var o=Xp(r),a=Xp(i),u=a[0]===o[0],c=a[a.length-1]===o[o.length-1],f=[];for(n=o.length-1;n>=0;--n)f.push(t[r[o[n]][2]]);for(n=+u;n<a.length-c;++n)f.push(t[r[a[n]][2]]);return f},t.polygonLength=function(t){for(var n,e,r=-1,i=t.length,o=t[i-1],a=o[0],u=o[1],c=0;++r<i;)n=a,e=u,n-=a=(o=t[r])[0],e-=u=o[1],c+=Math.hypot(n,e);return c},t.precisionFixed=sf,t.precisionPrefix=lf,t.precisionRound=hf,t.quadtree=$c,t.quantile=at,t.quantileIndex=ct,t.quantileSorted=ut,t.quantize=function(t,n){for(var e=new Array(n),r=0;r<n;++r)e[r]=t(r/(n-1));return e},t.quickselect=rt,t.radialArea=Km,t.radialLine=Zm,t.randomBates=Jp,t.randomBernoulli=eg,t.randomBeta=og,t.randomBinomial=ag,t.randomCauchy=cg,t.randomExponential=tg,t.randomGamma=ig,t.randomGeometric=rg,t.randomInt=Wp,t.randomIrwinHall=Qp,t.randomLcg=function(t=Math.random()){let n=0|(0<=t&&t<1?t/lg:Math.abs(t));return()=>(n=1664525*n+1013904223|0,lg*(n>>>0))},t.randomLogNormal=Kp,t.randomLogistic=fg,t.randomNormal=Zp,t.randomPareto=ng,t.randomPoisson=sg,t.randomUniform=Vp,t.randomWeibull=ug,t.range=lt,t.rank=function(t,e=n){if("function"!=typeof t[Symbol.iterator])throw new TypeError("values is not iterable");let r=Array.from(t);const i=new Float64Array(r.length);2!==e.length&&(r=r.map(e),e=n);const o=(t,n)=>e(r[t],r[n]);let a,u;return(t=Uint32Array.from(r,((t,n)=>n))).sort(e===n?(t,n)=>O(r[t],r[n]):I(o)),t.forEach(((t,n)=>{const e=o(t,void 0===a?t:a);e>=0?((void 0===a||e>0)&&(a=t,u=n),i[t]=u):i[t]=NaN})),i},t.reduce=function(t,n,e){if("function"!=typeof n)throw new TypeError("reducer is not a function");const r=t[Symbol.iterator]();let i,o,a=-1;if(arguments.length<3){if(({done:i,value:e}=r.next()),i)return;++a}for(;({done:i,value:o}=r.next()),!i;)e=n(e,o,++a,t);return e},t.reverse=function(t){if("function"!=typeof t[Symbol.iterator])throw new TypeError("values is not iterable");return Array.from(t).reverse()},t.rgb=Fe,t.ribbon=function(){return Wa()},t.ribbonArrow=function(){return Wa(Va)},t.rollup=$,t.rollups=D,t.scaleBand=yg,t.scaleDiverging=function t(){var n=Ng(L_()(mg));return n.copy=function(){return B_(n,t())},dg.apply(n,arguments)},t.scaleDivergingLog=function t(){var n=Fg(L_()).domain([.1,1,10]);return n.copy=function(){return B_(n,t()).base(n.base())},dg.apply(n,arguments)},t.scaleDivergingPow=j_,t.scaleDivergingSqrt=function(){return j_.apply(null,arguments).exponent(.5)},t.scaleDivergingSymlog=function t(){var n=Ig(L_());return n.copy=function(){return B_(n,t()).constant(n.constant())},dg.apply(n,arguments)},t.scaleIdentity=function t(n){var e;function r(t){return null==t||isNaN(t=+t)?e:t}return r.invert=r,r.domain=r.range=function(t){return arguments.length?(n=Array.from(t,_g),r):n.slice()},r.unknown=function(t){return arguments.length?(e=t,r):e},r.copy=function(){return t(n).unknown(e)},n=arguments.length?Array.from(n,_g):[0,1],Ng(r)},t.scaleImplicit=pg,t.scaleLinear=function t(){var n=Sg();return n.copy=function(){return Tg(n,t())},hg.apply(n,arguments),Ng(n)},t.scaleLog=function t(){const n=Fg(Ag()).domain([1,10]);return n.copy=()=>Tg(n,t()).base(n.base()),hg.apply(n,arguments),n},t.scaleOrdinal=gg,t.scalePoint=function(){return vg(yg.apply(null,arguments).paddingInner(1))},t.scalePow=jg,t.scaleQuantile=function t(){var e,r=[],i=[],o=[];function a(){var t=0,n=Math.max(1,i.length);for(o=new Array(n-1);++t<n;)o[t-1]=ut(r,t/n);return u}function u(t){return null==t||isNaN(t=+t)?e:i[s(o,t)]}return u.invertExtent=function(t){var n=i.indexOf(t);return n<0?[NaN,NaN]:[n>0?o[n-1]:r[0],n<o.length?o[n]:r[r.length-1]]},u.domain=function(t){if(!arguments.length)return r.slice();r=[];for(let n of t)null==n||isNaN(n=+n)||r.push(n);return r.sort(n),a()},u.range=function(t){return arguments.length?(i=Array.from(t),a()):i.slice()},u.unknown=function(t){return arguments.length?(e=t,u):e},u.quantiles=function(){return o.slice()},u.copy=function(){return t().domain(r).range(i).unknown(e)},hg.apply(u,arguments)},t.scaleQuantize=function t(){var n,e=0,r=1,i=1,o=[.5],a=[0,1];function u(t){return null!=t&&t<=t?a[s(o,t,0,i)]:n}function c(){var t=-1;for(o=new Array(i);++t<i;)o[t]=((t+1)*r-(t-i)*e)/(i+1);return u}return u.domain=function(t){return arguments.length?([e,r]=t,e=+e,r=+r,c()):[e,r]},u.range=function(t){return arguments.length?(i=(a=Array.from(t)).length-1,c()):a.slice()},u.invertExtent=function(t){var n=a.indexOf(t);return n<0?[NaN,NaN]:n<1?[e,o[0]]:n>=i?[o[i-1],r]:[o[n-1],o[n]]},u.unknown=function(t){return arguments.length?(n=t,u):u},u.thresholds=function(){return o.slice()},u.copy=function(){return t().domain([e,r]).range(a).unknown(n)},hg.apply(Ng(u),arguments)},t.scaleRadial=function t(){var n,e=Sg(),r=[0,1],i=!1;function o(t){var r=function(t){return Math.sign(t)*Math.sqrt(Math.abs(t))}(e(t));return isNaN(r)?n:i?Math.round(r):r}return o.invert=function(t){return e.invert(Hg(t))},o.domain=function(t){return arguments.length?(e.domain(t),o):e.domain()},o.range=function(t){return arguments.length?(e.range((r=Array.from(t,_g)).map(Hg)),o):r.slice()},o.rangeRound=function(t){return o.range(t).round(!0)},o.round=function(t){return arguments.length?(i=!!t,o):i},o.clamp=function(t){return arguments.length?(e.clamp(t),o):e.clamp()},o.unknown=function(t){return arguments.length?(n=t,o):n},o.copy=function(){return t(e.domain(),r).round(i).clamp(e.clamp()).unknown(n)},hg.apply(o,arguments),Ng(o)},t.scaleSequential=function t(){var n=Ng(O_()(mg));return n.copy=function(){return B_(n,t())},dg.apply(n,arguments)},t.scaleSequentialLog=function t(){var n=Fg(O_()).domain([1,10]);return n.copy=function(){return B_(n,t()).base(n.base())},dg.apply(n,arguments)},t.scaleSequentialPow=Y_,t.scaleSequentialQuantile=function t(){var e=[],r=mg;function i(t){if(null!=t&&!isNaN(t=+t))return r((s(e,t,1)-1)/(e.length-1))}return i.domain=function(t){if(!arguments.length)return e.slice();e=[];for(let n of t)null==n||isNaN(n=+n)||e.push(n);return e.sort(n),i},i.interpolator=function(t){return arguments.length?(r=t,i):r},i.range=function(){return e.map(((t,n)=>r(n/(e.length-1))))},i.quantiles=function(t){return Array.from({length:t+1},((n,r)=>at(e,r/t)))},i.copy=function(){return t(r).domain(e)},dg.apply(i,arguments)},t.scaleSequentialSqrt=function(){return Y_.apply(null,arguments).exponent(.5)},t.scaleSequentialSymlog=function t(){var n=Ig(O_());return n.copy=function(){return B_(n,t()).constant(n.constant())},dg.apply(n,arguments)},t.scaleSqrt=function(){return jg.apply(null,arguments).exponent(.5)},t.scaleSymlog=function t(){var n=Ig(Ag());return n.copy=function(){return Tg(n,t()).constant(n.constant())},hg.apply(n,arguments)},t.scaleThreshold=function t(){var n,e=[.5],r=[0,1],i=1;function o(t){return null!=t&&t<=t?r[s(e,t,0,i)]:n}return o.domain=function(t){return arguments.length?(e=Array.from(t),i=Math.min(e.length,r.length-1),o):e.slice()},o.range=function(t){return arguments.length?(r=Array.from(t),i=Math.min(e.length,r.length-1),o):r.slice()},o.invertExtent=function(t){var n=r.indexOf(t);return[e[n-1],e[n]]},o.unknown=function(t){return arguments.length?(n=t,o):n},o.copy=function(){return t().domain(e).range(r).unknown(n)},hg.apply(o,arguments)},t.scaleTime=function(){return hg.apply(I_(uv,cv,tv,Zy,xy,py,sy,ay,iy,t.timeFormat).domain([new Date(2e3,0,1),new Date(2e3,0,2)]),arguments)},t.scaleUtc=function(){return hg.apply(I_(ov,av,ev,Qy,Fy,yy,hy,cy,iy,t.utcFormat).domain([Date.UTC(2e3,0,1),Date.UTC(2e3,0,2)]),arguments)},t.scan=function(t,n){const e=ht(t,n);return e<0?void 0:e},t.schemeAccent=G_,t.schemeBlues=Xb,t.schemeBrBG=ib,t.schemeBuGn=wb,t.schemeBuPu=Tb,t.schemeCategory10=X_,t.schemeDark2=V_,t.schemeGnBu=Sb,t.schemeGreens=Vb,t.schemeGreys=Zb,t.schemeObservable10=W_,t.schemeOrRd=Nb,t.schemeOranges=em,t.schemePRGn=ab,t.schemePaired=Z_,t.schemePastel1=K_,t.schemePastel2=Q_,t.schemePiYG=cb,t.schemePuBu=zb,t.schemePuBuGn=Cb,t.schemePuOr=sb,t.schemePuRd=Db,t.schemePurples=Qb,t.schemeRdBu=hb,t.schemeRdGy=pb,t.schemeRdPu=Fb,t.schemeRdYlBu=yb,t.schemeRdYlGn=_b,t.schemeReds=tm,t.schemeSet1=J_,t.schemeSet2=tb,t.schemeSet3=nb,t.schemeSpectral=mb,t.schemeTableau10=eb,t.schemeYlGn=Ob,t.schemeYlGnBu=Ub,t.schemeYlOrBr=Yb,t.schemeYlOrRd=jb,t.select=Zn,t.selectAll=function(t){return"string"==typeof t?new Vn([document.querySelectorAll(t)],[document.documentElement]):new Vn([Ht(t)],Gn)},t.selection=Wn,t.selector=jt,t.selectorAll=Gt,t.shuffle=dt,t.shuffler=pt,t.some=function(t,n){if("function"!=typeof n)throw new TypeError("test is not a function");let e=-1;for(const r of t)if(n(r,++e,t))return!0;return!1},t.sort=U,t.stack=function(){var t=ym([]),n=dw,e=hw,r=pw;function i(i){var o,a,u=Array.from(t.apply(this,arguments),gw),c=u.length,f=-1;for(const t of i)for(o=0,++f;o<c;++o)(u[o][f]=[0,+r(t,u[o].key,f,i)]).data=t;for(o=0,a=qm(n(u));o<c;++o)u[a[o]].index=o;return e(u,a),u}return i.keys=function(n){return arguments.length?(t="function"==typeof n?n:ym(Array.from(n)),i):t},i.value=function(t){return arguments.length?(r="function"==typeof t?t:ym(+t),i):r},i.order=function(t){return arguments.length?(n=null==t?dw:"function"==typeof t?t:ym(Array.from(t)),i):n},i.offset=function(t){return arguments.length?(e=null==t?hw:t,i):e},i},t.stackOffsetDiverging=function(t,n){if((u=t.length)>0)for(var e,r,i,o,a,u,c=0,f=t[n[0]].length;c<f;++c)for(o=a=0,e=0;e<u;++e)(i=(r=t[n[e]][c])[1]-r[0])>0?(r[0]=o,r[1]=o+=i):i<0?(r[1]=a,r[0]=a+=i):(r[0]=0,r[1]=i)},t.stackOffsetExpand=function(t,n){if((r=t.length)>0){for(var e,r,i,o=0,a=t[0].length;o<a;++o){for(i=e=0;e<r;++e)i+=t[e][o][1]||0;if(i)for(e=0;e<r;++e)t[e][o][1]/=i}hw(t,n)}},t.stackOffsetNone=hw,t.stackOffsetSilhouette=function(t,n){if((e=t.length)>0){for(var e,r=0,i=t[n[0]],o=i.length;r<o;++r){for(var a=0,u=0;a<e;++a)u+=t[a][r][1]||0;i[r][1]+=i[r][0]=-u/2}hw(t,n)}},t.stackOffsetWiggle=function(t,n){if((i=t.length)>0&&(r=(e=t[n[0]]).length)>0){for(var e,r,i,o=0,a=1;a<r;++a){for(var u=0,c=0,f=0;u<i;++u){for(var s=t[n[u]],l=s[a][1]||0,h=(l-(s[a-1][1]||0))/2,d=0;d<u;++d){var p=t[n[d]];h+=(p[a][1]||0)-(p[a-1][1]||0)}c+=l,f+=h*l}e[a-1][1]+=e[a-1][0]=o,c&&(o-=f/c)}e[a-1][1]+=e[a-1][0]=o,hw(t,n)}},t.stackOrderAppearance=yw,t.stackOrderAscending=_w,t.stackOrderDescending=function(t){return _w(t).reverse()},t.stackOrderInsideOut=function(t){var n,e,r=t.length,i=t.map(bw),o=yw(t),a=0,u=0,c=[],f=[];for(n=0;n<r;++n)e=o[n],a<u?(a+=i[e],c.push(e)):(u+=i[e],f.push(e));return f.reverse().concat(c)},t.stackOrderNone=dw,t.stackOrderReverse=function(t){return dw(t).reverse()},t.stratify=function(){var t,n=kp,e=Cp;function r(r){var i,o,a,u,c,f,s,l,h=Array.from(r),d=n,p=e,g=new Map;if(null!=t){const n=h.map(((n,e)=>function(t){t=`${t}`;let n=t.length;zp(t,n-1)&&!zp(t,n-2)&&(t=t.slice(0,-1));return"/"===t[0]?t:`/${t}`}(t(n,e,r)))),e=n.map(Pp),i=new Set(n).add("");for(const t of e)i.has(t)||(i.add(t),n.push(t),e.push(Pp(t)),h.push(Np));d=(t,e)=>n[e],p=(t,n)=>e[n]}for(a=0,i=h.length;a<i;++a)o=h[a],f=h[a]=new Qd(o),null!=(s=d(o,a,r))&&(s+="")&&(l=f.id=s,g.set(l,g.has(l)?Ep:f)),null!=(s=p(o,a,r))&&(s+="")&&(f.parent=s);for(a=0;a<i;++a)if(s=(f=h[a]).parent){if(!(c=g.get(s)))throw new Error("missing: "+s);if(c===Ep)throw new Error("ambiguous: "+s);c.children?c.children.push(f):c.children=[f],f.parent=c}else{if(u)throw new Error("multiple roots");u=f}if(!u)throw new Error("no root");if(null!=t){for(;u.data===Np&&1===u.children.length;)u=u.children[0],--i;for(let t=h.length-1;t>=0&&(f=h[t]).data===Np;--t)f.data=null}if(u.parent=Sp,u.eachBefore((function(t){t.depth=t.parent.depth+1,--i})).eachBefore(Kd),u.parent=null,i>0)throw new Error("cycle");return u}return r.id=function(t){return arguments.length?(n=Jd(t),r):n},r.parentId=function(t){return arguments.length?(e=Jd(t),r):e},r.path=function(n){return arguments.length?(t=Jd(n),r):t},r},t.style=_n,t.subset=function(t,n){return _t(n,t)},t.sum=function(t,n){let e=0;if(void 0===n)for(let n of t)(n=+n)&&(e+=n);else{let r=-1;for(let i of t)(i=+n(i,++r,t))&&(e+=i)}return e},t.superset=_t,t.svg=Nc,t.symbol=function(t,n){let e=null,r=km(i);function i(){let i;if(e||(e=i=r()),t.apply(this,arguments).draw(e,+n.apply(this,arguments)),i)return e=null,i+""||null}return t="function"==typeof t?t:ym(t||fx),n="function"==typeof n?n:ym(void 0===n?64:+n),i.type=function(n){return arguments.length?(t="function"==typeof n?n:ym(n),i):t},i.size=function(t){return arguments.length?(n="function"==typeof t?t:ym(+t),i):n},i.context=function(t){return arguments.length?(e=null==t?null:t,i):e},i},t.symbolAsterisk=cx,t.symbolCircle=fx,t.symbolCross=sx,t.symbolDiamond=dx,t.symbolDiamond2=px,t.symbolPlus=gx,t.symbolSquare=yx,t.symbolSquare2=vx,t.symbolStar=xx,t.symbolTimes=Px,t.symbolTriangle=Mx,t.symbolTriangle2=Ax,t.symbolWye=Cx,t.symbolX=Px,t.symbols=zx,t.symbolsFill=zx,t.symbolsStroke=$x,t.text=mc,t.thresholdFreedmanDiaconis=function(t,n,e){const r=v(t),i=at(t,.75)-at(t,.25);return r&&i?Math.ceil((e-n)/(2*i*Math.pow(r,-1/3))):1},t.thresholdScott=function(t,n,e){const r=v(t),i=w(t);return r&&i?Math.ceil((e-n)*Math.cbrt(r)/(3.49*i)):1},t.thresholdSturges=K,t.tickFormat=Eg,t.tickIncrement=V,t.tickStep=W,t.ticks=G,t.timeDay=py,t.timeDays=gy,t.timeFormatDefaultLocale=P_,t.timeFormatLocale=hv,t.timeFriday=Sy,t.timeFridays=$y,t.timeHour=sy,t.timeHours=ly,t.timeInterval=Vg,t.timeMillisecond=Wg,t.timeMilliseconds=Zg,t.timeMinute=ay,t.timeMinutes=uy,t.timeMonday=wy,t.timeMondays=ky,t.timeMonth=Zy,t.timeMonths=Ky,t.timeSaturday=Ey,t.timeSaturdays=Dy,t.timeSecond=iy,t.timeSeconds=oy,t.timeSunday=xy,t.timeSundays=Ny,t.timeThursday=Ay,t.timeThursdays=zy,t.timeTickInterval=cv,t.timeTicks=uv,t.timeTuesday=My,t.timeTuesdays=Cy,t.timeWednesday=Ty,t.timeWednesdays=Py,t.timeWeek=xy,t.timeWeeks=Ny,t.timeYear=tv,t.timeYears=nv,t.timeout=$i,t.timer=Ni,t.timerFlush=ki,t.transition=go,t.transpose=gt,t.tree=function(){var t=$p,n=1,e=1,r=null;function i(i){var c=function(t){for(var n,e,r,i,o,a=new Up(t,0),u=[a];n=u.pop();)if(r=n._.children)for(n.children=new Array(o=r.length),i=o-1;i>=0;--i)u.push(e=n.children[i]=new Up(r[i],i)),e.parent=n;return(a.parent=new Up(null,0)).children=[a],a}(i);if(c.eachAfter(o),c.parent.m=-c.z,c.eachBefore(a),r)i.eachBefore(u);else{var f=i,s=i,l=i;i.eachBefore((function(t){t.x<f.x&&(f=t),t.x>s.x&&(s=t),t.depth>l.depth&&(l=t)}));var h=f===s?1:t(f,s)/2,d=h-f.x,p=n/(s.x+h+d),g=e/(l.depth||1);i.eachBefore((function(t){t.x=(t.x+d)*p,t.y=t.depth*g}))}return i}function o(n){var e=n.children,r=n.parent.children,i=n.i?r[n.i-1]:null;if(e){!function(t){for(var n,e=0,r=0,i=t.children,o=i.length;--o>=0;)(n=i[o]).z+=e,n.m+=e,e+=n.s+(r+=n.c)}(n);var o=(e[0].z+e[e.length-1].z)/2;i?(n.z=i.z+t(n._,i._),n.m=n.z-o):n.z=o}else i&&(n.z=i.z+t(n._,i._));n.parent.A=function(n,e,r){if(e){for(var i,o=n,a=n,u=e,c=o.parent.children[0],f=o.m,s=a.m,l=u.m,h=c.m;u=Rp(u),o=Dp(o),u&&o;)c=Dp(c),(a=Rp(a)).a=n,(i=u.z+l-o.z-f+t(u._,o._))>0&&(Fp(qp(u,n,r),n,i),f+=i,s+=i),l+=u.m,f+=o.m,h+=c.m,s+=a.m;u&&!Rp(a)&&(a.t=u,a.m+=l-s),o&&!Dp(c)&&(c.t=o,c.m+=f-h,r=n)}return r}(n,i,n.parent.A||r[0])}function a(t){t._.x=t.z+t.parent.m,t.m+=t.parent.m}function u(t){t.x*=n,t.y=t.depth*e}return i.separation=function(n){return arguments.length?(t=n,i):t},i.size=function(t){return arguments.length?(r=!1,n=+t[0],e=+t[1],i):r?null:[n,e]},i.nodeSize=function(t){return arguments.length?(r=!0,n=+t[0],e=+t[1],i):r?[n,e]:null},i},t.treemap=function(){var t=Yp,n=!1,e=1,r=1,i=[0],o=np,a=np,u=np,c=np,f=np;function s(t){return t.x0=t.y0=0,t.x1=e,t.y1=r,t.eachBefore(l),i=[0],n&&t.eachBefore(Tp),t}function l(n){var e=i[n.depth],r=n.x0+e,s=n.y0+e,l=n.x1-e,h=n.y1-e;l<r&&(r=l=(r+l)/2),h<s&&(s=h=(s+h)/2),n.x0=r,n.y0=s,n.x1=l,n.y1=h,n.children&&(e=i[n.depth+1]=o(n)/2,r+=f(n)-e,s+=a(n)-e,(l-=u(n)-e)<r&&(r=l=(r+l)/2),(h-=c(n)-e)<s&&(s=h=(s+h)/2),t(n,r,s,l,h))}return s.round=function(t){return arguments.length?(n=!!t,s):n},s.size=function(t){return arguments.length?(e=+t[0],r=+t[1],s):[e,r]},s.tile=function(n){return arguments.length?(t=tp(n),s):t},s.padding=function(t){return arguments.length?s.paddingInner(t).paddingOuter(t):s.paddingInner()},s.paddingInner=function(t){return arguments.length?(o="function"==typeof t?t:ep(+t),s):o},s.paddingOuter=function(t){return arguments.length?s.paddingTop(t).paddingRight(t).paddingBottom(t).paddingLeft(t):s.paddingTop()},s.paddingTop=function(t){return arguments.length?(a="function"==typeof t?t:ep(+t),s):a},s.paddingRight=function(t){return arguments.length?(u="function"==typeof t?t:ep(+t),s):u},s.paddingBottom=function(t){return arguments.length?(c="function"==typeof t?t:ep(+t),s):c},s.paddingLeft=function(t){return arguments.length?(f="function"==typeof t?t:ep(+t),s):f},s},t.treemapBinary=function(t,n,e,r,i){var o,a,u=t.children,c=u.length,f=new Array(c+1);for(f[0]=a=o=0;o<c;++o)f[o+1]=a+=u[o].value;!function t(n,e,r,i,o,a,c){if(n>=e-1){var s=u[n];return s.x0=i,s.y0=o,s.x1=a,void(s.y1=c)}var l=f[n],h=r/2+l,d=n+1,p=e-1;for(;d<p;){var g=d+p>>>1;f[g]<h?d=g+1:p=g}h-f[d-1]<f[d]-h&&n+1<d&&--d;var y=f[d]-l,v=r-y;if(a-i>c-o){var _=r?(i*v+a*y)/r:a;t(n,d,y,i,o,_,c),t(d,e,v,_,o,a,c)}else{var b=r?(o*v+c*y)/r:c;t(n,d,y,i,o,a,b),t(d,e,v,i,b,a,c)}}(0,c,t.value,n,e,r,i)},t.treemapDice=Ap,t.treemapResquarify=Lp,t.treemapSlice=Ip,t.treemapSliceDice=function(t,n,e,r,i){(1&t.depth?Ip:Ap)(t,n,e,r,i)},t.treemapSquarify=Yp,t.tsv=Mc,t.tsvFormat=lc,t.tsvFormatBody=hc,t.tsvFormatRow=pc,t.tsvFormatRows=dc,t.tsvFormatValue=gc,t.tsvParse=fc,t.tsvParseRows=sc,t.union=function(...t){const n=new InternSet;for(const e of t)for(const t of e)n.add(t);return n},t.unixDay=_y,t.unixDays=by,t.utcDay=yy,t.utcDays=vy,t.utcFriday=By,t.utcFridays=Vy,t.utcHour=hy,t.utcHours=dy,t.utcMillisecond=Wg,t.utcMilliseconds=Zg,t.utcMinute=cy,t.utcMinutes=fy,t.utcMonday=qy,t.utcMondays=jy,t.utcMonth=Qy,t.utcMonths=Jy,t.utcSaturday=Yy,t.utcSaturdays=Wy,t.utcSecond=iy,t.utcSeconds=oy,t.utcSunday=Fy,t.utcSundays=Ly,t.utcThursday=Oy,t.utcThursdays=Gy,t.utcTickInterval=av,t.utcTicks=ov,t.utcTuesday=Uy,t.utcTuesdays=Hy,t.utcWednesday=Iy,t.utcWednesdays=Xy,t.utcWeek=Fy,t.utcWeeks=Ly,t.utcYear=ev,t.utcYears=rv,t.variance=x,t.version="7.9.0",t.window=pn,t.xml=Sc,t.zip=function(){return gt(arguments)},t.zoom=function(){var t,n,e,r=Ew,i=Nw,o=zw,a=Cw,u=Pw,c=[0,1/0],f=[[-1/0,-1/0],[1/0,1/0]],s=250,l=ri,h=$t("start","zoom","end"),d=500,p=150,g=0,y=10;function v(t){t.property("__zoom",kw).on("wheel.zoom",T,{passive:!1}).on("mousedown.zoom",A).on("dblclick.zoom",S).filter(u).on("touchstart.zoom",E).on("touchmove.zoom",N).on("touchend.zoom touchcancel.zoom",k).style("-webkit-tap-highlight-color","rgba(0,0,0,0)")}function _(t,n){return(n=Math.max(c[0],Math.min(c[1],n)))===t.k?t:new ww(n,t.x,t.y)}function b(t,n,e){var r=n[0]-e[0]*t.k,i=n[1]-e[1]*t.k;return r===t.x&&i===t.y?t:new ww(t.k,r,i)}function m(t){return[(+t[0][0]+ +t[1][0])/2,(+t[0][1]+ +t[1][1])/2]}function x(t,n,e,r){t.on("start.zoom",(function(){w(this,arguments).event(r).start()})).on("interrupt.zoom end.zoom",(function(){w(this,arguments).event(r).end()})).tween("zoom",(function(){var t=this,o=arguments,a=w(t,o).event(r),u=i.apply(t,o),c=null==e?m(u):"function"==typeof e?e.apply(t,o):e,f=Math.max(u[1][0]-u[0][0],u[1][1]-u[0][1]),s=t.__zoom,h="function"==typeof n?n.apply(t,o):n,d=l(s.invert(c).concat(f/s.k),h.invert(c).concat(f/h.k));return function(t){if(1===t)t=h;else{var n=d(t),e=f/n[2];t=new ww(e,c[0]-n[0]*e,c[1]-n[1]*e)}a.zoom(null,t)}}))}function w(t,n,e){return!e&&t.__zooming||new M(t,n)}function M(t,n){this.that=t,this.args=n,this.active=0,this.sourceEvent=null,this.extent=i.apply(t,n),this.taps=0}function T(t,...n){if(r.apply(this,arguments)){var e=w(this,n).event(t),i=this.__zoom,u=Math.max(c[0],Math.min(c[1],i.k*Math.pow(2,a.apply(this,arguments)))),s=ne(t);if(e.wheel)e.mouse[0][0]===s[0]&&e.mouse[0][1]===s[1]||(e.mouse[1]=i.invert(e.mouse[0]=s)),clearTimeout(e.wheel);else{if(i.k===u)return;e.mouse=[s,i.invert(s)],Gi(this),e.start()}Sw(t),e.wheel=setTimeout((function(){e.wheel=null,e.end()}),p),e.zoom("mouse",o(b(_(i,u),e.mouse[0],e.mouse[1]),e.extent,f))}}function A(t,...n){if(!e&&r.apply(this,arguments)){var i=t.currentTarget,a=w(this,n,!0).event(t),u=Zn(t.view).on("mousemove.zoom",(function(t){if(Sw(t),!a.moved){var n=t.clientX-s,e=t.clientY-l;a.moved=n*n+e*e>g}a.event(t).zoom("mouse",o(b(a.that.__zoom,a.mouse[0]=ne(t,i),a.mouse[1]),a.extent,f))}),!0).on("mouseup.zoom",(function(t){u.on("mousemove.zoom mouseup.zoom",null),ue(t.view,a.moved),Sw(t),a.event(t).end()}),!0),c=ne(t,i),s=t.clientX,l=t.clientY;ae(t.view),Aw(t),a.mouse=[c,this.__zoom.invert(c)],Gi(this),a.start()}}function S(t,...n){if(r.apply(this,arguments)){var e=this.__zoom,a=ne(t.changedTouches?t.changedTouches[0]:t,this),u=e.invert(a),c=e.k*(t.shiftKey?.5:2),l=o(b(_(e,c),a,u),i.apply(this,n),f);Sw(t),s>0?Zn(this).transition().duration(s).call(x,l,a,t):Zn(this).call(v.transform,l,a,t)}}function E(e,...i){if(r.apply(this,arguments)){var o,a,u,c,f=e.touches,s=f.length,l=w(this,i,e.changedTouches.length===s).event(e);for(Aw(e),a=0;a<s;++a)c=[c=ne(u=f[a],this),this.__zoom.invert(c),u.identifier],l.touch0?l.touch1||l.touch0[2]===c[2]||(l.touch1=c,l.taps=0):(l.touch0=c,o=!0,l.taps=1+!!t);t&&(t=clearTimeout(t)),o&&(l.taps<2&&(n=c[0],t=setTimeout((function(){t=null}),d)),Gi(this),l.start())}}function N(t,...n){if(this.__zooming){var e,r,i,a,u=w(this,n).event(t),c=t.changedTouches,s=c.length;for(Sw(t),e=0;e<s;++e)i=ne(r=c[e],this),u.touch0&&u.touch0[2]===r.identifier?u.touch0[0]=i:u.touch1&&u.touch1[2]===r.identifier&&(u.touch1[0]=i);if(r=u.that.__zoom,u.touch1){var l=u.touch0[0],h=u.touch0[1],d=u.touch1[0],p=u.touch1[1],g=(g=d[0]-l[0])*g+(g=d[1]-l[1])*g,y=(y=p[0]-h[0])*y+(y=p[1]-h[1])*y;r=_(r,Math.sqrt(g/y)),i=[(l[0]+d[0])/2,(l[1]+d[1])/2],a=[(h[0]+p[0])/2,(h[1]+p[1])/2]}else{if(!u.touch0)return;i=u.touch0[0],a=u.touch0[1]}u.zoom("touch",o(b(r,i,a),u.extent,f))}}function k(t,...r){if(this.__zooming){var i,o,a=w(this,r).event(t),u=t.changedTouches,c=u.length;for(Aw(t),e&&clearTimeout(e),e=setTimeout((function(){e=null}),d),i=0;i<c;++i)o=u[i],a.touch0&&a.touch0[2]===o.identifier?delete a.touch0:a.touch1&&a.touch1[2]===o.identifier&&delete a.touch1;if(a.touch1&&!a.touch0&&(a.touch0=a.touch1,delete a.touch1),a.touch0)a.touch0[1]=this.__zoom.invert(a.touch0[0]);else if(a.end(),2===a.taps&&(o=ne(o,this),Math.hypot(n[0]-o[0],n[1]-o[1])<y)){var f=Zn(this).on("dblclick.zoom");f&&f.apply(this,arguments)}}}return v.transform=function(t,n,e,r){var i=t.selection?t.selection():t;i.property("__zoom",kw),t!==i?x(t,n,e,r):i.interrupt().each((function(){w(this,arguments).event(r).start().zoom(null,"function"==typeof n?n.apply(this,arguments):n).end()}))},v.scaleBy=function(t,n,e,r){v.scaleTo(t,(function(){return this.__zoom.k*("function"==typeof n?n.apply(this,arguments):n)}),e,r)},v.scaleTo=function(t,n,e,r){v.transform(t,(function(){var t=i.apply(this,arguments),r=this.__zoom,a=null==e?m(t):"function"==typeof e?e.apply(this,arguments):e,u=r.invert(a),c="function"==typeof n?n.apply(this,arguments):n;return o(b(_(r,c),a,u),t,f)}),e,r)},v.translateBy=function(t,n,e,r){v.transform(t,(function(){return o(this.__zoom.translate("function"==typeof n?n.apply(this,arguments):n,"function"==typeof e?e.apply(this,arguments):e),i.apply(this,arguments),f)}),null,r)},v.translateTo=function(t,n,e,r,a){v.transform(t,(function(){var t=i.apply(this,arguments),a=this.__zoom,u=null==r?m(t):"function"==typeof r?r.apply(this,arguments):r;return o(Mw.translate(u[0],u[1]).scale(a.k).translate("function"==typeof n?-n.apply(this,arguments):-n,"function"==typeof e?-e.apply(this,arguments):-e),t,f)}),r,a)},M.prototype={event:function(t){return t&&(this.sourceEvent=t),this},start:function(){return 1==++this.active&&(this.that.__zooming=this,this.emit("start")),this},zoom:function(t,n){return this.mouse&&"mouse"!==t&&(this.mouse[1]=n.invert(this.mouse[0])),this.touch0&&"touch"!==t&&(this.touch0[1]=n.invert(this.touch0[0])),this.touch1&&"touch"!==t&&(this.touch1[1]=n.invert(this.touch1[0])),this.that.__zoom=n,this.emit("zoom"),this},end:function(){return 0==--this.active&&(delete this.that.__zooming,this.emit("end")),this},emit:function(t){var n=Zn(this.that).datum();h.call(t,this.that,new xw(t,{sourceEvent:this.sourceEvent,target:v,type:t,transform:this.that.__zoom,dispatch:h}),n)}},v.wheelDelta=function(t){return arguments.length?(a="function"==typeof t?t:mw(+t),v):a},v.filter=function(t){return arguments.length?(r="function"==typeof t?t:mw(!!t),v):r},v.touchable=function(t){return arguments.length?(u="function"==typeof t?t:mw(!!t),v):u},v.extent=function(t){return arguments.length?(i="function"==typeof t?t:mw([[+t[0][0],+t[0][1]],[+t[1][0],+t[1][1]]]),v):i},v.scaleExtent=function(t){return arguments.length?(c[0]=+t[0],c[1]=+t[1],v):[c[0],c[1]]},v.translateExtent=function(t){return arguments.length?(f[0][0]=+t[0][0],f[1][0]=+t[1][0],f[0][1]=+t[0][1],f[1][1]=+t[1][1],v):[[f[0][0],f[0][1]],[f[1][0],f[1][1]]]},v.constrain=function(t){return arguments.length?(o=t,v):o},v.duration=function(t){return arguments.length?(s=+t,v):s},v.interpolate=function(t){return arguments.length?(l=t,v):l},v.on=function(){var t=h.on.apply(h,arguments);return t===h?v:t},v.clickDistance=function(t){return arguments.length?(g=(t=+t)*t,v):Math.sqrt(g)},v.tapDistance=function(t){return arguments.length?(y=+t,v):y},v},t.zoomIdentity=Mw,t.zoomTransform=Tw}));
</script>
<script>/* inlined: https://cdn.jsdelivr.net/npm/topojson-client@3.1.0/dist/topojson-client.min.js */
// https://github.com/topojson/topojson-client v3.1.0 Copyright 2019 Mike Bostock
!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?t(exports):"function"==typeof define&&define.amd?define(["exports"],t):t((e=e||self).topojson=e.topojson||{})}(this,function(e){"use strict";function t(e){return e}function r(e){if(null==e)return t;var r,n,o=e.scale[0],a=e.scale[1],i=e.translate[0],c=e.translate[1];return function(e,t){t||(r=n=0);var u=2,f=e.length,s=new Array(f);for(s[0]=(r+=e[0])*o+i,s[1]=(n+=e[1])*a+c;u<f;)s[u]=e[u],++u;return s}}function n(e){var t,n=r(e.transform),o=1/0,a=o,i=-o,c=-o;function u(e){(e=n(e))[0]<o&&(o=e[0]),e[0]>i&&(i=e[0]),e[1]<a&&(a=e[1]),e[1]>c&&(c=e[1])}function f(e){switch(e.type){case"GeometryCollection":e.geometries.forEach(f);break;case"Point":u(e.coordinates);break;case"MultiPoint":e.coordinates.forEach(u)}}for(t in e.arcs.forEach(function(e){for(var t,r=-1,u=e.length;++r<u;)(t=n(e[r],r))[0]<o&&(o=t[0]),t[0]>i&&(i=t[0]),t[1]<a&&(a=t[1]),t[1]>c&&(c=t[1])}),e.objects)f(e.objects[t]);return[o,a,i,c]}function o(e,t){var r=t.id,n=t.bbox,o=null==t.properties?{}:t.properties,i=a(e,t);return null==r&&null==n?{type:"Feature",properties:o,geometry:i}:null==n?{type:"Feature",id:r,properties:o,geometry:i}:{type:"Feature",id:r,bbox:n,properties:o,geometry:i}}function a(e,t){var n=r(e.transform),o=e.arcs;function a(e,t){t.length&&t.pop();for(var r=o[e<0?~e:e],a=0,i=r.length;a<i;++a)t.push(n(r[a],a));e<0&&function(e,t){for(var r,n=e.length,o=n-t;o<--n;)r=e[o],e[o++]=e[n],e[n]=r}(t,i)}function i(e){return n(e)}function c(e){for(var t=[],r=0,n=e.length;r<n;++r)a(e[r],t);return t.length<2&&t.push(t[0]),t}function u(e){for(var t=c(e);t.length<4;)t.push(t[0]);return t}function f(e){return e.map(u)}return function e(t){var r,n=t.type;switch(n){case"GeometryCollection":return{type:n,geometries:t.geometries.map(e)};case"Point":r=i(t.coordinates);break;case"MultiPoint":r=t.coordinates.map(i);break;case"LineString":r=c(t.arcs);break;case"MultiLineString":r=t.arcs.map(c);break;case"Polygon":r=f(t.arcs);break;case"MultiPolygon":r=t.arcs.map(f);break;default:return null}return{type:n,coordinates:r}}(t)}function i(e,t){var r={},n={},o={},a=[],i=-1;function c(e,t){for(var n in e){var o=e[n];delete t[o.start],delete o.start,delete o.end,o.forEach(function(e){r[e<0?~e:e]=1}),a.push(o)}}return t.forEach(function(r,n){var o,a=e.arcs[r<0?~r:r];a.length<3&&!a[1][0]&&!a[1][1]&&(o=t[++i],t[i]=r,t[n]=o)}),t.forEach(function(t){var r,a,i=function(t){var r,n=e.arcs[t<0?~t:t],o=n[0];e.transform?(r=[0,0],n.forEach(function(e){r[0]+=e[0],r[1]+=e[1]})):r=n[n.length-1];return t<0?[r,o]:[o,r]}(t),c=i[0],u=i[1];if(r=o[c])if(delete o[r.end],r.push(t),r.end=u,a=n[u]){delete n[a.start];var f=a===r?r:r.concat(a);n[f.start=r.start]=o[f.end=a.end]=f}else n[r.start]=o[r.end]=r;else if(r=n[u])if(delete n[r.start],r.unshift(t),r.start=c,a=o[c]){delete o[a.end];var s=a===r?r:a.concat(r);n[s.start=a.start]=o[s.end=r.end]=s}else n[r.start]=o[r.end]=r;else n[(r=[t]).start=c]=o[r.end=u]=r}),c(o,n),c(n,o),t.forEach(function(e){r[e<0?~e:e]||a.push([e])}),a}function c(e,t,r){var n,o,a;if(arguments.length>1)n=function(e,t,r){var n,o=[],a=[];function i(e){var t=e<0?~e:e;(a[t]||(a[t]=[])).push({i:e,g:n})}function c(e){e.forEach(i)}function u(e){e.forEach(c)}return function e(t){switch(n=t,t.type){case"GeometryCollection":t.geometries.forEach(e);break;case"LineString":c(t.arcs);break;case"MultiLineString":case"Polygon":u(t.arcs);break;case"MultiPolygon":!function(e){e.forEach(u)}(t.arcs)}}(t),a.forEach(null==r?function(e){o.push(e[0].i)}:function(e){r(e[0].g,e[e.length-1].g)&&o.push(e[0].i)}),o}(0,t,r);else for(o=0,n=new Array(a=e.arcs.length);o<a;++o)n[o]=o;return{type:"MultiLineString",arcs:i(e,n)}}function u(e,t){var r={},n=[],o=[];function c(e){e.forEach(function(t){t.forEach(function(t){(r[t=t<0?~t:t]||(r[t]=[])).push(e)})}),n.push(e)}function u(t){return function(e){for(var t,r=-1,n=e.length,o=e[n-1],a=0;++r<n;)t=o,o=e[r],a+=t[0]*o[1]-t[1]*o[0];return Math.abs(a)}(a(e,{type:"Polygon",arcs:[t]}).coordinates[0])}return t.forEach(function e(t){switch(t.type){case"GeometryCollection":t.geometries.forEach(e);break;case"Polygon":c(t.arcs);break;case"MultiPolygon":t.arcs.forEach(c)}}),n.forEach(function(e){if(!e._){var t=[],n=[e];for(e._=1,o.push(t);e=n.pop();)t.push(e),e.forEach(function(e){e.forEach(function(e){r[e<0?~e:e].forEach(function(e){e._||(e._=1,n.push(e))})})})}}),n.forEach(function(e){delete e._}),{type:"MultiPolygon",arcs:o.map(function(t){var n,o=[];if(t.forEach(function(e){e.forEach(function(e){e.forEach(function(e){r[e<0?~e:e].length<2&&o.push(e)})})}),(n=(o=i(e,o)).length)>1)for(var a,c,f=1,s=u(o[0]);f<n;++f)(a=u(o[f]))>s&&(c=o[0],o[0]=o[f],o[f]=c,s=a);return o}).filter(function(e){return e.length>0})}}function f(e,t){for(var r=0,n=e.length;r<n;){var o=r+n>>>1;e[o]<t?r=o+1:n=o}return r}function s(e){if(null==e)return t;var r,n,o=e.scale[0],a=e.scale[1],i=e.translate[0],c=e.translate[1];return function(e,t){t||(r=n=0);var u=2,f=e.length,s=new Array(f),l=Math.round((e[0]-i)/o),h=Math.round((e[1]-c)/a);for(s[0]=l-r,r=l,s[1]=h-n,n=h;u<f;)s[u]=e[u],++u;return s}}e.bbox=n,e.feature=function(e,t){return"string"==typeof t&&(t=e.objects[t]),"GeometryCollection"===t.type?{type:"FeatureCollection",features:t.geometries.map(function(t){return o(e,t)})}:o(e,t)},e.merge=function(e){return a(e,u.apply(this,arguments))},e.mergeArcs=u,e.mesh=function(e){return a(e,c.apply(this,arguments))},e.meshArcs=c,e.neighbors=function(e){var t={},r=e.map(function(){return[]});function n(e,r){e.forEach(function(e){e<0&&(e=~e);var n=t[e];n?n.push(r):t[e]=[r]})}function o(e,t){e.forEach(function(e){n(e,t)})}var a={LineString:n,MultiLineString:o,Polygon:o,MultiPolygon:function(e,t){e.forEach(function(e){o(e,t)})}};for(var i in e.forEach(function e(t,r){"GeometryCollection"===t.type?t.geometries.forEach(function(t){e(t,r)}):t.type in a&&a[t.type](t.arcs,r)}),t)for(var c=t[i],u=c.length,s=0;s<u;++s)for(var l=s+1;l<u;++l){var h,p=c[s],g=c[l];(h=r[p])[i=f(h,g)]!==g&&h.splice(i,0,g),(h=r[g])[i=f(h,p)]!==p&&h.splice(i,0,p)}return r},e.quantize=function(e,t){if(e.transform)throw new Error("already quantized");if(t&&t.scale)u=e.bbox;else{if(!((r=Math.floor(t))>=2))throw new Error("n must be ≥2");var r,o=(u=e.bbox||n(e))[0],a=u[1],i=u[2],c=u[3];t={scale:[i-o?(i-o)/(r-1):1,c-a?(c-a)/(r-1):1],translate:[o,a]}}var u,f,l=s(t),h=e.objects,p={};function g(e){return l(e)}function y(e){var t;switch(e.type){case"GeometryCollection":t={type:"GeometryCollection",geometries:e.geometries.map(y)};break;case"Point":t={type:"Point",coordinates:g(e.coordinates)};break;case"MultiPoint":t={type:"MultiPoint",coordinates:e.coordinates.map(g)};break;default:return e}return null!=e.id&&(t.id=e.id),null!=e.bbox&&(t.bbox=e.bbox),null!=e.properties&&(t.properties=e.properties),t}for(f in h)p[f]=y(h[f]);return{type:"Topology",bbox:u,transform:t,objects:p,arcs:e.arcs.map(function(e){var t,r=0,n=1,o=e.length,a=new Array(o);for(a[0]=l(e[0],0);++r<o;)((t=l(e[r],r))[0]||t[1])&&(a[n++]=t);return 1===n&&(a[n++]=[0,0]),a.length=n,a})}},e.transform=r,e.untransform=s,Object.defineProperty(e,"__esModule",{value:!0})});
</script>
<script>/* inlined: https://cdn.jsdelivr.net/npm/gsap@3.14.2/dist/gsap.min.js */
/*!
* GSAP 3.14.2
* https://gsap.com
*
* @license Copyright 2025, GreenSock. All rights reserved.
* Subject to the terms at https://gsap.com/standard-license.
* @author: Jack Doyle, jack@greensock.com
*/
!function(t,e){"object"==typeof exports&&"undefined"!=typeof module?e(exports):"function"==typeof define&&define.amd?define(["exports"],e):e((t=t||self).window=t.window||{})}(this,function(e){"use strict";function _inheritsLoose(t,e){t.prototype=Object.create(e.prototype),(t.prototype.constructor=t).__proto__=e}function _assertThisInitialized(t){if(void 0===t)throw new ReferenceError("this hasn't been initialised - super() hasn't been called");return t}function r(t){return"string"==typeof t}function s(t){return"function"==typeof t}function t(t){return"number"==typeof t}function u(t){return void 0===t}function v(t){return"object"==typeof t}function w(t){return!1!==t}function x(){return"undefined"!=typeof window}function y(t){return s(t)||r(t)}function R(t){return(i=bt(t,ht))&&Fe}function S(t,e){return console.warn("Invalid property",t,"set to",e,"Missing plugin? gsap.registerPlugin()")}function T(t,e){return!e&&console.warn(t)}function U(t,e){return t&&(ht[t]=e)&&i&&(i[t]=e)||ht}function V(){return 0}function ga(t){var e,r,i=t[0];if(v(i)||s(i)||(t=[t]),!(e=(i._gsap||{}).harness)){for(r=yt.length;r--&&!yt[r].targetTest(i););e=yt[r]}for(r=t.length;r--;)t[r]&&(t[r]._gsap||(t[r]._gsap=new Xt(t[r],e)))||t.splice(r,1);return t}function ha(t){return t._gsap||ga(Pt(t))[0]._gsap}function ia(t,e,r){return(r=t[e])&&s(r)?t[e]():u(r)&&t.getAttribute&&t.getAttribute(e)||r}function ja(t,e){return(t=t.split(",")).forEach(e)||t}function ka(t){return Math.round(1e5*t)/1e5||0}function la(t){return Math.round(1e7*t)/1e7||0}function ma(t,e){var r=e.charAt(0),i=parseFloat(e.substr(2));return t=parseFloat(t),"+"===r?t+i:"-"===r?t-i:"*"===r?t*i:t/i}function na(t,e){for(var r=e.length,i=0;t.indexOf(e[i])<0&&++i<r;);return i<r}function oa(){var t,e,r=pt.length,i=pt.slice(0);for(_t={},t=pt.length=0;t<r;t++)(e=i[t])&&e._lazy&&(e.render(e._lazy[0],e._lazy[1],!0)._lazy=0)}function pa(t){return!!(t._initted||t._startAt||t.add)}function qa(t,e,r,i){pt.length&&!I&&oa(),t.render(e,r,i||!!(I&&e<0&&pa(t))),pt.length&&!I&&oa()}function ra(t){var e=parseFloat(t);return(e||0===e)&&(t+"").match(ot).length<2?e:r(t)?t.trim():t}function sa(t){return t}function ta(t,e){for(var r in e)r in t||(t[r]=e[r]);return t}function wa(t,e){for(var r in e)"__proto__"!==r&&"constructor"!==r&&"prototype"!==r&&(t[r]=v(e[r])?wa(t[r]||(t[r]={}),e[r]):e[r]);return t}function xa(t,e){var r,i={};for(r in t)r in e||(i[r]=t[r]);return i}function ya(t){var e=t.parent||L,r=t.keyframes?function _setKeyframeDefaults(i){return function(t,e){for(var r in e)r in t||"duration"===r&&i||"ease"===r||(t[r]=e[r])}}($(t.keyframes)):ta;if(w(t.inherit))for(;e;)r(t,e.vars.defaults),e=e.parent||e._dp;return t}function Aa(t,e,r,i,n){void 0===r&&(r="_first"),void 0===i&&(i="_last");var a,s=t[i];if(n)for(a=e[n];s&&s[n]>a;)s=s._prev;return s?(e._next=s._next,s._next=e):(e._next=t[r],t[r]=e),e._next?e._next._prev=e:t[i]=e,e._prev=s,e.parent=e._dp=t,e}function Ba(t,e,r,i){void 0===r&&(r="_first"),void 0===i&&(i="_last");var n=e._prev,a=e._next;n?n._next=a:t[r]===e&&(t[r]=a),a?a._prev=n:t[i]===e&&(t[i]=n),e._next=e._prev=e.parent=null}function Ca(t,e){t.parent&&(!e||t.parent.autoRemoveChildren)&&t.parent.remove&&t.parent.remove(t),t._act=0}function Da(t,e){if(t&&(!e||e._end>t._dur||e._start<0))for(var r=t;r;)r._dirty=1,r=r.parent;return t}function Fa(t,e,r,i){return t._startAt&&(I?t._startAt.revert(ft):t.vars.immediateRender&&!t.vars.autoRevert||t._startAt.render(e,!0,i))}function Ha(t){return t._repeat?wt(t._tTime,t=t.duration()+t._rDelay)*t:0}function Ja(t,e){return(t-e._start)*e._ts+(0<=e._ts?0:e._dirty?e.totalDuration():e._tDur)}function Ka(t){return t._end=la(t._start+(t._tDur/Math.abs(t._ts||t._rts||q)||0))}function La(t,e){var r=t._dp;return r&&r.smoothChildTiming&&t._ts&&(t._start=la(r._time-(0<t._ts?e/t._ts:((t._dirty?t.totalDuration():t._tDur)-e)/-t._ts)),Ka(t),r._dirty||Da(r,t)),t}function Ma(t,e){var r;if((e._time||!e._dur&&e._initted||e._start<t._time&&(e._dur||!e.add))&&(r=Ja(t.rawTime(),e),(!e._dur||Mt(0,e.totalDuration(),r)-e._tTime>q)&&e.render(r,!0)),Da(t,e)._dp&&t._initted&&t._time>=t._dur&&t._ts){if(t._dur<t.duration())for(r=t;r._dp;)0<=r.rawTime()&&r.totalTime(r._tTime),r=r._dp;t._zTime=-q}}function Na(e,r,i,n){return r.parent&&Ca(r),r._start=la((t(i)?i:i||e!==L?Ot(e,i,r):e._time)+r._delay),r._end=la(r._start+(r.totalDuration()/Math.abs(r.timeScale())||0)),Aa(e,r,"_first","_last",e._sort?"_start":0),xt(r)||(e._recent=r),n||Ma(e,r),e._ts<0&&La(e,e._tTime),e}function Oa(t,e){return(ht.ScrollTrigger||S("scrollTrigger",e))&&ht.ScrollTrigger.create(e,t)}function Pa(t,e,r,i,n){return Qt(t,e,n),t._initted?!r&&t._pt&&!I&&(t._dur&&!1!==t.vars.lazy||!t._dur&&t.vars.lazy)&&f!==It.frame?(pt.push(t),t._lazy=[n,i],1):void 0:1}function Ua(t,e,r,i){var n=t._repeat,a=la(e)||0,s=t._tTime/t._tDur;return s&&!i&&(t._time*=a/t._dur),t._dur=a,t._tDur=n?n<0?1e10:la(a*(n+1)+t._rDelay*n):a,0<s&&!i&&La(t,t._tTime=t._tDur*s),t.parent&&Ka(t),r||Da(t.parent,t),t}function Va(t){return t instanceof Zt?Da(t):Ua(t,t._dur)}function Ya(e,r,i){var n,a,s=t(r[1]),o=(s?2:1)+(e<2?0:1),u=r[o];if(s&&(u.duration=r[1]),u.parent=i,e){for(n=u,a=i;a&&!("immediateRender"in n);)n=a.vars.defaults||{},a=w(a.vars.inherit)&&a.parent;u.immediateRender=w(n.immediateRender),e<2?u.runBackwards=1:u.startAt=r[o-1]}return new te(r[0],u,r[1+o])}function Za(t,e){return t||0===t?e(t):e}function _a(t,e){return r(t)&&(e=ut.exec(t))?e[1]:""}function cb(t,e){return t&&v(t)&&"length"in t&&(!e&&!t.length||t.length-1 in t&&v(t[0]))&&!t.nodeType&&t!==h}function fb(r){return r=Pt(r)[0]||T("Invalid scope")||{},function(t){var e=r.current||r.nativeElement||r;return Pt(t,e.querySelectorAll?e:e===r?T("Invalid scope")||a.createElement("div"):r)}}function gb(t){return t.sort(function(){return.5-Math.random()})}function hb(t){if(s(t))return t;var p=v(t)?t:{each:t},_=Vt(p.ease),m=p.from||0,g=parseFloat(p.base)||0,y={},e=0<m&&m<1,T=isNaN(m)||e,b=p.axis,w=m,x=m;return r(m)?w=x={center:.5,edges:.5,end:1}[m]||0:!e&&T&&(w=m[0],x=m[1]),function(t,e,r){var i,n,a,s,o,u,h,l,f,d=(r||p).length,c=y[d];if(!c){if(!(f="auto"===p.grid?0:(p.grid||[1,X])[1])){for(h=-X;h<(h=r[f++].getBoundingClientRect().left)&&f<d;);f<d&&f--}for(c=y[d]=[],i=T?Math.min(f,d)*w-.5:m%f,n=f===X?0:T?d*x/f-.5:m/f|0,l=X,u=h=0;u<d;u++)a=u%f-i,s=n-(u/f|0),c[u]=o=b?Math.abs("y"===b?s:a):J(a*a+s*s),h<o&&(h=o),o<l&&(l=o);"random"===m&&gb(c),c.max=h-l,c.min=l,c.v=d=(parseFloat(p.amount)||parseFloat(p.each)*(d<f?d-1:b?"y"===b?d/f:f:Math.max(f,d/f))||0)*("edges"===m?-1:1),c.b=d<0?g-d:g,c.u=_a(p.amount||p.each)||0,_=_&&d<0?jt(_):_}return d=(c[t]-c.min)/c.max||0,la(c.b+(_?_(d):d)*c.v)+c.u}}function ib(i){var n=Math.pow(10,((i+"").split(".")[1]||"").length);return function(e){var r=la(Math.round(parseFloat(e)/i)*i*n);return(r-r%1)/n+(t(e)?0:_a(e))}}function jb(h,e){var l,f,r=$(h);return!r&&v(h)&&(l=r=h.radius||X,h.values?(h=Pt(h.values),(f=!t(h[0]))&&(l*=l)):h=ib(h.increment)),Za(e,r?s(h)?function(t){return f=h(t),Math.abs(f-t)<=l?f:t}:function(e){for(var r,i,n=parseFloat(f?e.x:e),a=parseFloat(f?e.y:0),s=X,o=0,u=h.length;u--;)(r=f?(r=h[u].x-n)*r+(i=h[u].y-a)*i:Math.abs(h[u]-n))<s&&(s=r,o=u);return o=!l||s<=l?h[o]:e,f||o===e||t(e)?o:o+_a(e)}:ib(h))}function kb(t,e,r,i){return Za($(t)?!e:!0===r?!!(r=0):!i,function(){return $(t)?t[~~(Math.random()*t.length)]:(r=r||1e-5)&&(i=r<1?Math.pow(10,(r+"").length-2):1)&&Math.floor(Math.round((t-r/2+Math.random()*(e-t+.99*r))/r)*r*i)/i})}function ob(e,r,t){return Za(t,function(t){return e[~~r(t)]})}function rb(t){return t.replace(tt,function(t){var e=t.indexOf("[")+1,r=t.substring(e||7,e?t.indexOf("]"):t.length-1).split(et);return kb(e?r:+r[0],e?0:+r[1],+r[2]||1e-5)})}function ub(t,e,r){var i,n,a,s=t.labels,o=X;for(i in s)(n=s[i]-e)<0==!!r&&n&&o>(n=Math.abs(n))&&(a=i,o=n);return a}function wb(t){return Ca(t),t.scrollTrigger&&t.scrollTrigger.kill(!!I),t.progress()<1&&Dt(t,"onInterrupt"),t}function zb(t){if(t)if(t=!t.name&&t.default||t,x()||t.headless){var e=t.name,r=s(t),i=e&&!r&&t.init?function(){this._props=[]}:t,n={init:V,render:ve,add:Jt,kill:Te,modifier:ye,rawVars:0},a={targetTest:0,get:0,getSetter:le,aliases:{},register:0};if(Lt(),t!==i){if(mt[e])return;ta(i,ta(xa(t,n),a)),bt(i.prototype,bt(n,xa(t,a))),mt[i.prop=e]=i,t.targetTest&&(yt.push(i),ct[e]=1),e=("css"===e?"CSS":e.charAt(0).toUpperCase()+e.substr(1))+"Plugin"}U(e,i),t.register&&t.register(Fe,i,we)}else St.push(t)}function Cb(t,e,r){return(6*(t+=t<0?1:1<t?-1:0)<1?e+(r-e)*t*6:t<.5?r:3*t<2?e+(r-e)*(2/3-t)*6:e)*zt+.5|0}function Db(e,r,i){var n,a,s,o,u,h,l,f,d,c,p=e?t(e)?[e>>16,e>>8&zt,e&zt]:0:Et.black;if(!p){if(","===e.substr(-1)&&(e=e.substr(0,e.length-1)),Et[e])p=Et[e];else if("#"===e.charAt(0)){if(e.length<6&&(e="#"+(n=e.charAt(1))+n+(a=e.charAt(2))+a+(s=e.charAt(3))+s+(5===e.length?e.charAt(4)+e.charAt(4):"")),9===e.length)return[(p=parseInt(e.substr(1,6),16))>>16,p>>8&zt,p&zt,parseInt(e.substr(7),16)/255];p=[(e=parseInt(e.substr(1),16))>>16,e>>8&zt,e&zt]}else if("hsl"===e.substr(0,3))if(p=c=e.match(rt),r){if(~e.indexOf("="))return p=e.match(it),i&&p.length<4&&(p[3]=1),p}else o=+p[0]%360/360,u=p[1]/100,n=2*(h=p[2]/100)-(a=h<=.5?h*(u+1):h+u-h*u),3<p.length&&(p[3]*=1),p[0]=Cb(o+1/3,n,a),p[1]=Cb(o,n,a),p[2]=Cb(o-1/3,n,a);else p=e.match(rt)||Et.transparent;p=p.map(Number)}return r&&!c&&(n=p[0]/zt,a=p[1]/zt,s=p[2]/zt,h=((l=Math.max(n,a,s))+(f=Math.min(n,a,s)))/2,l===f?o=u=0:(d=l-f,u=.5<h?d/(2-l-f):d/(l+f),o=l===n?(a-s)/d+(a<s?6:0):l===a?(s-n)/d+2:(n-a)/d+4,o*=60),p[0]=~~(o+.5),p[1]=~~(100*u+.5),p[2]=~~(100*h+.5)),i&&p.length<4&&(p[3]=1),p}function Eb(t){var r=[],i=[],n=-1;return t.split(Rt).forEach(function(t){var e=t.match(nt)||[];r.push.apply(r,e),i.push(n+=e.length+1)}),r.c=i,r}function Fb(t,e,r){var i,n,a,s,o="",u=(t+o).match(Rt),h=e?"hsla(":"rgba(",l=0;if(!u)return t;if(u=u.map(function(t){return(t=Db(t,e,1))&&h+(e?t[0]+","+t[1]+"%,"+t[2]+"%,"+t[3]:t.join(","))+")"}),r&&(a=Eb(t),(i=r.c).join(o)!==a.c.join(o)))for(s=(n=t.replace(Rt,"1").split(nt)).length-1;l<s;l++)o+=n[l]+(~i.indexOf(l)?u.shift()||h+"0,0,0,0)":(a.length?a:u.length?u:r).shift());if(!n)for(s=(n=t.split(Rt)).length-1;l<s;l++)o+=n[l]+u[l];return o+n[s]}function Ib(t){var e,r=t.join(" ");if(Rt.lastIndex=0,Rt.test(r))return e=Ft.test(r),t[1]=Fb(t[1],e),t[0]=Fb(t[0],e,Eb(t[1])),!0}function Rb(t){var e=(t+"").split("("),r=Bt[e[0]];return r&&1<e.length&&r.config?r.config.apply(null,~t.indexOf("{")?[function _parseObjectInString(t){for(var e,r,i,n={},a=t.substr(1,t.length-3).split(":"),s=a[0],o=1,u=a.length;o<u;o++)r=a[o],e=o!==u-1?r.lastIndexOf(","):r.length,i=r.substr(0,e),n[s]=isNaN(i)?i.replace(Nt,"").trim():+i,s=r.substr(e+1).trim();return n}(e[1])]:function _valueInParentheses(t){var e=t.indexOf("(")+1,r=t.indexOf(")"),i=t.indexOf("(",e);return t.substring(e,~i&&i<r?t.indexOf(")",r+1):r)}(t).split(",").map(ra)):Bt._CE&&Yt.test(t)?Bt._CE("",t):r}function Tb(t,e){for(var r,i=t._first;i;)i instanceof Zt?Tb(i,e):!i.vars.yoyoEase||i._yoyo&&i._repeat||i._yoyo===e||(i.timeline?Tb(i.timeline,e):(r=i._ease,i._ease=i._yEase,i._yEase=r,i._yoyo=e)),i=i._next}function Vb(t,e,r,i){void 0===r&&(r=function easeOut(t){return 1-e(1-t)}),void 0===i&&(i=function easeInOut(t){return t<.5?e(2*t)/2:1-e(2*(1-t))/2});var n,a={easeIn:e,easeOut:r,easeInOut:i};return ja(t,function(t){for(var e in Bt[t]=ht[t]=a,Bt[n=t.toLowerCase()]=r,a)Bt[n+("easeIn"===e?".in":"easeOut"===e?".out":".inOut")]=Bt[t+"."+e]=a[e]}),a}function Wb(e){return function(t){return t<.5?(1-e(1-2*t))/2:.5+e(2*(t-.5))/2}}function Xb(r,t,e){function Lm(t){return 1===t?1:i*Math.pow(2,-10*t)*G((t-a)*n)+1}var i=1<=t?t:1,n=(e||(r?.3:.45))/(t<1?t:1),a=n/Z*(Math.asin(1/i)||0),s="out"===r?Lm:"in"===r?function(t){return 1-Lm(1-t)}:Wb(Lm);return n=Z/n,s.config=function(t,e){return Xb(r,t,e)},s}function Yb(e,r){function Tm(t){return t?--t*t*((r+1)*t+r)+1:0}void 0===r&&(r=1.70158);var t="out"===e?Tm:"in"===e?function(t){return 1-Tm(1-t)}:Wb(Tm);return t.config=function(t){return Yb(e,t)},t}var F,I,l,L,h,n,a,i,o,f,d,c,p,_,m,g,b,k,O,M,C,P,A,D,z,E,B,Y,N={autoSleep:120,force3D:"auto",nullTargetWarn:1,units:{lineHeight:""}},j={duration:.5,overwrite:!1,delay:0},X=1e8,q=1/X,Z=2*Math.PI,W=Z/4,H=0,J=Math.sqrt,Q=Math.cos,G=Math.sin,K="function"==typeof ArrayBuffer&&ArrayBuffer.isView||function(){},$=Array.isArray,tt=/random\([^)]+\)/g,et=/,\s*/g,rt=/(?:-?\.?\d|\.)+/gi,it=/[-+=.]*\d+[.e\-+]*\d*[e\-+]*\d*/g,nt=/[-+=.]*\d+[.e-]*\d*[a-z%]*/g,at=/[-+=.]*\d+\.?\d*(?:e-|e\+)?\d*/gi,st=/[+-]=-?[.\d]+/,ot=/[^,'"\[\]\s]+/gi,ut=/^[+\-=e\s\d]*\d+[.\d]*([a-z]*|%)\s*$/i,ht={},lt={suppressEvents:!0,isStart:!0,kill:!1},ft={suppressEvents:!0,kill:!1},dt={suppressEvents:!0},ct={},pt=[],_t={},mt={},gt={},vt=30,yt=[],Tt="",bt=function _merge(t,e){for(var r in e)t[r]=e[r];return t},wt=function _animationCycle(t,e){var r=Math.floor(t=la(t/e));return t&&r===t?r-1:r},xt=function _isFromOrFromStart(t){var e=t.data;return"isFromStart"===e||"isStart"===e},kt={_start:0,endTime:V,totalDuration:V},Ot=function _parsePosition(t,e,i){var n,a,s,o=t.labels,u=t._recent||kt,h=t.duration()>=X?u.endTime(!1):t._dur;return r(e)&&(isNaN(e)||e in o)?(a=e.charAt(0),s="%"===e.substr(-1),n=e.indexOf("="),"<"===a||">"===a?(0<=n&&(e=e.replace(/=/,"")),("<"===a?u._start:u.endTime(0<=u._repeat))+(parseFloat(e.substr(1))||0)*(s?(n<0?u:i).totalDuration()/100:1)):n<0?(e in o||(o[e]=h),o[e]):(a=parseFloat(e.charAt(n-1)+e.substr(n+1)),s&&i&&(a=a/100*($(i)?i[0]:i).totalDuration()),1<n?_parsePosition(t,e.substr(0,n-1),i)+a:h+a)):null==e?h:+e},Mt=function _clamp(t,e,r){return r<t?t:e<r?e:r},Ct=[].slice,Pt=function toArray(t,e,i){return l&&!e&&l.selector?l.selector(t):!r(t)||i||!n&&Lt()?$(t)?function _flatten(t,e,i){return void 0===i&&(i=[]),t.forEach(function(t){return r(t)&&!e||cb(t,1)?i.push.apply(i,Pt(t)):i.push(t)})||i}(t,i):cb(t)?Ct.call(t,0):t?[t]:[]:Ct.call((e||a).querySelectorAll(t),0)},At=function mapRange(e,t,r,i,n){var a=t-e,s=i-r;return Za(n,function(t){return r+((t-e)/a*s||0)})},Dt=function _callback(t,e,r){var i,n,a,s=t.vars,o=s[e],u=l,h=t._ctx;if(o)return i=s[e+"Params"],n=s.callbackScope||t,r&&pt.length&&oa(),h&&(l=h),a=i?o.apply(n,i):o.call(n),l=u,a},St=[],zt=255,Et={aqua:[0,zt,zt],lime:[0,zt,0],silver:[192,192,192],black:[0,0,0],maroon:[128,0,0],teal:[0,128,128],blue:[0,0,zt],navy:[0,0,128],white:[zt,zt,zt],olive:[128,128,0],yellow:[zt,zt,0],orange:[zt,165,0],gray:[128,128,128],purple:[128,0,128],green:[0,128,0],red:[zt,0,0],pink:[zt,192,203],cyan:[0,zt,zt],transparent:[zt,zt,zt,0]},Rt=function(){var t,e="(?:\\b(?:(?:rgb|rgba|hsl|hsla)\\(.+?\\))|\\B#(?:[0-9a-f]{3,4}){1,2}\\b";for(t in Et)e+="|"+t+"\\b";return new RegExp(e+")","gi")}(),Ft=/hsl[a]?\(/,It=(O=Date.now,M=500,C=33,P=O(),A=P,z=D=1e3/240,g={time:0,frame:0,tick:function tick(){Al(!0)},deltaRatio:function deltaRatio(t){return b/(1e3/(t||60))},wake:function wake(){o&&(!n&&x()&&(h=n=window,a=h.document||{},ht.gsap=Fe,(h.gsapVersions||(h.gsapVersions=[])).push(Fe.version),R(i||h.GreenSockGlobals||!h.gsap&&h||{}),St.forEach(zb)),m="undefined"!=typeof requestAnimationFrame&&requestAnimationFrame,p&&g.sleep(),_=m||function(t){return setTimeout(t,z-1e3*g.time+1|0)},c=1,Al(2))},sleep:function sleep(){(m?cancelAnimationFrame:clearTimeout)(p),c=0,_=V},lagSmoothing:function lagSmoothing(t,e){M=t||1/0,C=Math.min(e||33,M)},fps:function fps(t){D=1e3/(t||240),z=1e3*g.time+D},add:function add(n,t,e){var a=t?function(t,e,r,i){n(t,e,r,i),g.remove(a)}:n;return g.remove(n),E[e?"unshift":"push"](a),Lt(),a},remove:function remove(t,e){~(e=E.indexOf(t))&&E.splice(e,1)&&e<=k&&k--},_listeners:E=[]}),Lt=function _wake(){return!c&&It.wake()},Bt={},Yt=/^[\d.\-M][\d.\-,\s]/,Nt=/["']/g,jt=function _invertEase(e){return function(t){return 1-e(1-t)}},Vt=function _parseEase(t,e){return t&&(s(t)?t:Bt[t]||Rb(t))||e};function Al(t){var e,r,i,n,a=O()-A,s=!0===t;if((M<a||a<0)&&(P+=a-C),(0<(e=(i=(A+=a)-P)-z)||s)&&(n=++g.frame,b=i-1e3*g.time,g.time=i/=1e3,z+=e+(D<=e?4:D-e),r=1),s||(p=_(Al)),r)for(k=0;k<E.length;k++)E[k](i,b,n,t)}function jn(t){return t<Y?B*t*t:t<.7272727272727273?B*Math.pow(t-1.5/2.75,2)+.75:t<.9090909090909092?B*(t-=2.25/2.75)*t+.9375:B*Math.pow(t-2.625/2.75,2)+.984375}ja("Linear,Quad,Cubic,Quart,Quint,Strong",function(t,e){var r=e<5?e+1:e;Vb(t+",Power"+(r-1),e?function(t){return Math.pow(t,r)}:function(t){return t},function(t){return 1-Math.pow(1-t,r)},function(t){return t<.5?Math.pow(2*t,r)/2:1-Math.pow(2*(1-t),r)/2})}),Bt.Linear.easeNone=Bt.none=Bt.Linear.easeIn,Vb("Elastic",Xb("in"),Xb("out"),Xb()),B=7.5625,Y=1/2.75,Vb("Bounce",function(t){return 1-jn(1-t)},jn),Vb("Expo",function(t){return Math.pow(2,10*(t-1))*t+t*t*t*t*t*t*(1-t)}),Vb("Circ",function(t){return-(J(1-t*t)-1)}),Vb("Sine",function(t){return 1===t?1:1-Q(t*W)}),Vb("Back",Yb("in"),Yb("out"),Yb()),Bt.SteppedEase=Bt.steps=ht.SteppedEase={config:function config(t,e){void 0===t&&(t=1);var r=1/t,i=t+(e?0:1),n=e?1:0;return function(t){return((i*Mt(0,.99999999,t)|0)+n)*r}}},j.ease=Bt["quad.out"],ja("onComplete,onUpdate,onStart,onRepeat,onReverseComplete,onInterrupt",function(t){return Tt+=t+","+t+"Params,"});var Ut,Xt=function GSCache(t,e){this.id=H++,(t._gsap=this).target=t,this.harness=e,this.get=e?e.get:ia,this.set=e?e.getSetter:le},qt=((Ut=Animation.prototype).delay=function delay(t){return t||0===t?(this.parent&&this.parent.smoothChildTiming&&this.startTime(this._start+t-this._delay),this._delay=t,this):this._delay},Ut.duration=function duration(t){return arguments.length?this.totalDuration(0<this._repeat?t+(t+this._rDelay)*this._repeat:t):this.totalDuration()&&this._dur},Ut.totalDuration=function totalDuration(t){return arguments.length?(this._dirty=0,Ua(this,this._repeat<0?t:(t-this._repeat*this._rDelay)/(this._repeat+1))):this._tDur},Ut.totalTime=function totalTime(t,e){if(Lt(),!arguments.length)return this._tTime;var r=this._dp;if(r&&r.smoothChildTiming&&this._ts){for(La(this,t),!r._dp||r.parent||Ma(r,this);r&&r.parent;)r.parent._time!==r._start+(0<=r._ts?r._tTime/r._ts:(r.totalDuration()-r._tTime)/-r._ts)&&r.totalTime(r._tTime,!0),r=r.parent;!this.parent&&this._dp.autoRemoveChildren&&(0<this._ts&&t<this._tDur||this._ts<0&&0<t||!this._tDur&&!t)&&Na(this._dp,this,this._start-this._delay)}return(this._tTime!==t||!this._dur&&!e||this._initted&&Math.abs(this._zTime)===q||!this._initted&&this._dur&&t||!t&&!this._initted&&(this.add||this._ptLookup))&&(this._ts||(this._pTime=t),qa(this,t,e)),this},Ut.time=function time(t,e){return arguments.length?this.totalTime(Math.min(this.totalDuration(),t+Ha(this))%(this._dur+this._rDelay)||(t?this._dur:0),e):this._time},Ut.totalProgress=function totalProgress(t,e){return arguments.length?this.totalTime(this.totalDuration()*t,e):this.totalDuration()?Math.min(1,this._tTime/this._tDur):0<=this.rawTime()&&this._initted?1:0},Ut.progress=function progress(t,e){return arguments.length?this.totalTime(this.duration()*(!this._yoyo||1&this.iteration()?t:1-t)+Ha(this),e):this.duration()?Math.min(1,this._time/this._dur):0<this.rawTime()?1:0},Ut.iteration=function iteration(t,e){var r=this.duration()+this._rDelay;return arguments.length?this.totalTime(this._time+(t-1)*r,e):this._repeat?wt(this._tTime,r)+1:1},Ut.timeScale=function timeScale(t,e){if(!arguments.length)return this._rts===-q?0:this._rts;if(this._rts===t)return this;var r=this.parent&&this._ts?Ja(this.parent._time,this):this._tTime;return this._rts=+t||0,this._ts=this._ps||t===-q?0:this._rts,this.totalTime(Mt(-Math.abs(this._delay),this.totalDuration(),r),!1!==e),Ka(this),function _recacheAncestors(t){for(var e=t.parent;e&&e.parent;)e._dirty=1,e.totalDuration(),e=e.parent;return t}(this)},Ut.paused=function paused(t){return arguments.length?(this._ps!==t&&((this._ps=t)?(this._pTime=this._tTime||Math.max(-this._delay,this.rawTime()),this._ts=this._act=0):(Lt(),this._ts=this._rts,this.totalTime(this.parent&&!this.parent.smoothChildTiming?this.rawTime():this._tTime||this._pTime,1===this.progress()&&Math.abs(this._zTime)!==q&&(this._tTime-=q)))),this):this._ps},Ut.startTime=function startTime(t){if(arguments.length){this._start=la(t);var e=this.parent||this._dp;return!e||!e._sort&&this.parent||Na(e,this,this._start-this._delay),this}return this._start},Ut.endTime=function endTime(t){return this._start+(w(t)?this.totalDuration():this.duration())/Math.abs(this._ts||1)},Ut.rawTime=function rawTime(t){var e=this.parent||this._dp;return e?t&&(!this._ts||this._repeat&&this._time&&this.totalProgress()<1)?this._tTime%(this._dur+this._rDelay):this._ts?Ja(e.rawTime(t),this):this._tTime:this._tTime},Ut.revert=function revert(t){void 0===t&&(t=dt);var e=I;return I=t,pa(this)&&(this.timeline&&this.timeline.revert(t),this.totalTime(-.01,t.suppressEvents)),"nested"!==this.data&&!1!==t.kill&&this.kill(),I=e,this},Ut.globalTime=function globalTime(t){for(var e=this,r=arguments.length?t:e.rawTime();e;)r=e._start+r/(Math.abs(e._ts)||1),e=e._dp;return!this.parent&&this._sat?this._sat.globalTime(t):r},Ut.repeat=function repeat(t){return arguments.length?(this._repeat=t===1/0?-2:t,Va(this)):-2===this._repeat?1/0:this._repeat},Ut.repeatDelay=function repeatDelay(t){if(arguments.length){var e=this._time;return this._rDelay=t,Va(this),e?this.time(e):this}return this._rDelay},Ut.yoyo=function yoyo(t){return arguments.length?(this._yoyo=t,this):this._yoyo},Ut.seek=function seek(t,e){return this.totalTime(Ot(this,t),w(e))},Ut.restart=function restart(t,e){return this.play().totalTime(t?-this._delay:0,w(e)),this._dur||(this._zTime=-q),this},Ut.play=function play(t,e){return null!=t&&this.seek(t,e),this.reversed(!1).paused(!1)},Ut.reverse=function reverse(t,e){return null!=t&&this.seek(t||this.totalDuration(),e),this.reversed(!0).paused(!1)},Ut.pause=function pause(t,e){return null!=t&&this.seek(t,e),this.paused(!0)},Ut.resume=function resume(){return this.paused(!1)},Ut.reversed=function reversed(t){return arguments.length?(!!t!==this.reversed()&&this.timeScale(-this._rts||(t?-q:0)),this):this._rts<0},Ut.invalidate=function invalidate(){return this._initted=this._act=0,this._zTime=-q,this},Ut.isActive=function isActive(){var t,e=this.parent||this._dp,r=this._start;return!(e&&!(this._ts&&this._initted&&e.isActive()&&(t=e.rawTime(!0))>=r&&t<this.endTime(!0)-q))},Ut.eventCallback=function eventCallback(t,e,r){var i=this.vars;return 1<arguments.length?(e?(i[t]=e,r&&(i[t+"Params"]=r),"onUpdate"===t&&(this._onUpdate=e)):delete i[t],this):i[t]},Ut.then=function then(t){var i=this,n=i._prom;return new Promise(function(e){function Fo(){var t=i.then;i.then=null,n&&n(),s(r)&&(r=r(i))&&(r.then||r===i)&&(i.then=t),e(r),i.then=t}var r=s(t)?t:sa;i._initted&&1===i.totalProgress()&&0<=i._ts||!i._tTime&&i._ts<0?Fo():i._prom=Fo})},Ut.kill=function kill(){wb(this)},Animation);function Animation(t){this.vars=t,this._delay=+t.delay||0,(this._repeat=t.repeat===1/0?-2:t.repeat||0)&&(this._rDelay=t.repeatDelay||0,this._yoyo=!!t.yoyo||!!t.yoyoEase),this._ts=1,Ua(this,+t.duration,1,1),this.data=t.data,l&&(this._ctx=l).data.push(this),c||It.wake()}ta(qt.prototype,{_time:0,_start:0,_end:0,_tTime:0,_tDur:0,_dirty:0,_repeat:0,_yoyo:!1,parent:null,_initted:!1,_rDelay:0,_ts:1,_dp:0,ratio:0,_zTime:-q,_prom:0,_ps:!1,_rts:1});var Zt=function(i){function Timeline(t,e){var r;return void 0===t&&(t={}),(r=i.call(this,t)||this).labels={},r.smoothChildTiming=!!t.smoothChildTiming,r.autoRemoveChildren=!!t.autoRemoveChildren,r._sort=w(t.sortChildren),L&&Na(t.parent||L,_assertThisInitialized(r),e),t.reversed&&r.reverse(),t.paused&&r.paused(!0),t.scrollTrigger&&Oa(_assertThisInitialized(r),t.scrollTrigger),r}_inheritsLoose(Timeline,i);var e=Timeline.prototype;return e.to=function to(t,e,r){return Ya(0,arguments,this),this},e.from=function from(t,e,r){return Ya(1,arguments,this),this},e.fromTo=function fromTo(t,e,r,i){return Ya(2,arguments,this),this},e.set=function set(t,e,r){return e.duration=0,e.parent=this,ya(e).repeatDelay||(e.repeat=0),e.immediateRender=!!e.immediateRender,new te(t,e,Ot(this,r),1),this},e.call=function call(t,e,r){return Na(this,te.delayedCall(0,t,e),r)},e.staggerTo=function staggerTo(t,e,r,i,n,a,s){return r.duration=e,r.stagger=r.stagger||i,r.onComplete=a,r.onCompleteParams=s,r.parent=this,new te(t,r,Ot(this,n)),this},e.staggerFrom=function staggerFrom(t,e,r,i,n,a,s){return r.runBackwards=1,ya(r).immediateRender=w(r.immediateRender),this.staggerTo(t,e,r,i,n,a,s)},e.staggerFromTo=function staggerFromTo(t,e,r,i,n,a,s,o){return i.startAt=r,ya(i).immediateRender=w(i.immediateRender),this.staggerTo(t,e,i,n,a,s,o)},e.render=function render(t,e,r){var i,n,a,s,o,u,h,l,f,d,c,p,_=this._time,m=this._dirty?this.totalDuration():this._tDur,g=this._dur,v=t<=0?0:la(t),y=this._zTime<0!=t<0&&(this._initted||!g);if(this!==L&&m<v&&0<=t&&(v=m),v!==this._tTime||r||y){if(_!==this._time&&g&&(v+=this._time-_,t+=this._time-_),i=v,f=this._start,u=!(l=this._ts),y&&(g||(_=this._zTime),!t&&e||(this._zTime=t)),this._repeat){if(c=this._yoyo,o=g+this._rDelay,this._repeat<-1&&t<0)return this.totalTime(100*o+t,e,r);if(i=la(v%o),v===m?(s=this._repeat,i=g):((s=~~(d=la(v/o)))&&s===d&&(i=g,s--),g<i&&(i=g)),d=wt(this._tTime,o),!_&&this._tTime&&d!==s&&this._tTime-d*o-this._dur<=0&&(d=s),c&&1&s&&(i=g-i,p=1),s!==d&&!this._lock){var T=c&&1&d,b=T===(c&&1&s);if(s<d&&(T=!T),_=T?0:v%g?g:v,this._lock=1,this.render(_||(p?0:la(s*o)),e,!g)._lock=0,this._tTime=v,!e&&this.parent&&Dt(this,"onRepeat"),this.vars.repeatRefresh&&!p&&(this.invalidate()._lock=1,d=s),_&&_!==this._time||u!=!this._ts||this.vars.onRepeat&&!this.parent&&!this._act)return this;if(g=this._dur,m=this._tDur,b&&(this._lock=2,_=T?g:-1e-4,this.render(_,!0),this.vars.repeatRefresh&&!p&&this.invalidate()),this._lock=0,!this._ts&&!u)return this;Tb(this,p)}}if(this._hasPause&&!this._forcing&&this._lock<2&&(h=function _findNextPauseTween(t,e,r){var i;if(e<r)for(i=t._first;i&&i._start<=r;){if("isPause"===i.data&&i._start>e)return i;i=i._next}else for(i=t._last;i&&i._start>=r;){if("isPause"===i.data&&i._start<e)return i;i=i._prev}}(this,la(_),la(i)))&&(v-=i-(i=h._start)),this._tTime=v,this._time=i,this._act=!l,this._initted||(this._onUpdate=this.vars.onUpdate,this._initted=1,this._zTime=t,_=0),!_&&v&&g&&!e&&!d&&(Dt(this,"onStart"),this._tTime!==v))return this;if(_<=i&&0<=t)for(n=this._first;n;){if(a=n._next,(n._act||i>=n._start)&&n._ts&&h!==n){if(n.parent!==this)return this.render(t,e,r);if(n.render(0<n._ts?(i-n._start)*n._ts:(n._dirty?n.totalDuration():n._tDur)+(i-n._start)*n._ts,e,r),i!==this._time||!this._ts&&!u){h=0,a&&(v+=this._zTime=-q);break}}n=a}else{n=this._last;for(var w=t<0?t:i;n;){if(a=n._prev,(n._act||w<=n._end)&&n._ts&&h!==n){if(n.parent!==this)return this.render(t,e,r);if(n.render(0<n._ts?(w-n._start)*n._ts:(n._dirty?n.totalDuration():n._tDur)+(w-n._start)*n._ts,e,r||I&&pa(n)),i!==this._time||!this._ts&&!u){h=0,a&&(v+=this._zTime=w?-q:q);break}}n=a}}if(h&&!e&&(this.pause(),h.render(_<=i?0:-q)._zTime=_<=i?1:-1,this._ts))return this._start=f,Ka(this),this.render(t,e,r);this._onUpdate&&!e&&Dt(this,"onUpdate",!0),(v===m&&this._tTime>=this.totalDuration()||!v&&_)&&(f!==this._start&&Math.abs(l)===Math.abs(this._ts)||this._lock||(!t&&g||!(v===m&&0<this._ts||!v&&this._ts<0)||Ca(this,1),e||t<0&&!_||!v&&!_&&m||(Dt(this,v===m&&0<=t?"onComplete":"onReverseComplete",!0),!this._prom||v<m&&0<this.timeScale()||this._prom())))}return this},e.add=function add(e,i){var n=this;if(t(i)||(i=Ot(this,i,e)),!(e instanceof qt)){if($(e))return e.forEach(function(t){return n.add(t,i)}),this;if(r(e))return this.addLabel(e,i);if(!s(e))return this;e=te.delayedCall(0,e)}return this!==e?Na(this,e,i):this},e.getChildren=function getChildren(t,e,r,i){void 0===t&&(t=!0),void 0===e&&(e=!0),void 0===r&&(r=!0),void 0===i&&(i=-X);for(var n=[],a=this._first;a;)a._start>=i&&(a instanceof te?e&&n.push(a):(r&&n.push(a),t&&n.push.apply(n,a.getChildren(!0,e,r)))),a=a._next;return n},e.getById=function getById(t){for(var e=this.getChildren(1,1,1),r=e.length;r--;)if(e[r].vars.id===t)return e[r]},e.remove=function remove(t){return r(t)?this.removeLabel(t):s(t)?this.killTweensOf(t):(t.parent===this&&Ba(this,t),t===this._recent&&(this._recent=this._last),Da(this))},e.totalTime=function totalTime(t,e){return arguments.length?(this._forcing=1,!this._dp&&this._ts&&(this._start=la(It.time-(0<this._ts?t/this._ts:(this.totalDuration()-t)/-this._ts))),i.prototype.totalTime.call(this,t,e),this._forcing=0,this):this._tTime},e.addLabel=function addLabel(t,e){return this.labels[t]=Ot(this,e),this},e.removeLabel=function removeLabel(t){return delete this.labels[t],this},e.addPause=function addPause(t,e,r){var i=te.delayedCall(0,e||V,r);return i.data="isPause",this._hasPause=1,Na(this,i,Ot(this,t))},e.removePause=function removePause(t){var e=this._first;for(t=Ot(this,t);e;)e._start===t&&"isPause"===e.data&&Ca(e),e=e._next},e.killTweensOf=function killTweensOf(t,e,r){for(var i=this.getTweensOf(t,r),n=i.length;n--;)Wt!==i[n]&&i[n].kill(t,e);return this},e.getTweensOf=function getTweensOf(e,r){for(var i,n=[],a=Pt(e),s=this._first,o=t(r);s;)s instanceof te?na(s._targets,a)&&(o?(!Wt||s._initted&&s._ts)&&s.globalTime(0)<=r&&s.globalTime(s.totalDuration())>r:!r||s.isActive())&&n.push(s):(i=s.getTweensOf(a,r)).length&&n.push.apply(n,i),s=s._next;return n},e.tweenTo=function tweenTo(t,e){e=e||{};var r,i=this,n=Ot(i,t),a=e.startAt,s=e.onStart,o=e.onStartParams,u=e.immediateRender,h=te.to(i,ta({ease:e.ease||"none",lazy:!1,immediateRender:!1,time:n,overwrite:"auto",duration:e.duration||Math.abs((n-(a&&"time"in a?a.time:i._time))/i.timeScale())||q,onStart:function onStart(){if(i.pause(),!r){var t=e.duration||Math.abs((n-(a&&"time"in a?a.time:i._time))/i.timeScale());h._dur!==t&&Ua(h,t,0,1).render(h._time,!0,!0),r=1}s&&s.apply(h,o||[])}},e));return u?h.render(0):h},e.tweenFromTo=function tweenFromTo(t,e,r){return this.tweenTo(e,ta({startAt:{time:Ot(this,t)}},r))},e.recent=function recent(){return this._recent},e.nextLabel=function nextLabel(t){return void 0===t&&(t=this._time),ub(this,Ot(this,t))},e.previousLabel=function previousLabel(t){return void 0===t&&(t=this._time),ub(this,Ot(this,t),1)},e.currentLabel=function currentLabel(t){return arguments.length?this.seek(t,!0):this.previousLabel(this._time+q)},e.shiftChildren=function shiftChildren(t,e,r){void 0===r&&(r=0);var i,n=this._first,a=this.labels;for(t=la(t);n;)n._start>=r&&(n._start+=t,n._end+=t),n=n._next;if(e)for(i in a)a[i]>=r&&(a[i]+=t);return Da(this)},e.invalidate=function invalidate(t){var e=this._first;for(this._lock=0;e;)e.invalidate(t),e=e._next;return i.prototype.invalidate.call(this,t)},e.clear=function clear(t){void 0===t&&(t=!0);for(var e,r=this._first;r;)e=r._next,this.remove(r),r=e;return this._dp&&(this._time=this._tTime=this._pTime=0),t&&(this.labels={}),Da(this)},e.totalDuration=function totalDuration(t){var e,r,i,n=0,a=this,s=a._last,o=X;if(arguments.length)return a.timeScale((a._repeat<0?a.duration():a.totalDuration())/(a.reversed()?-t:t));if(a._dirty){for(i=a.parent;s;)e=s._prev,s._dirty&&s.totalDuration(),o<(r=s._start)&&a._sort&&s._ts&&!a._lock?(a._lock=1,Na(a,s,r-s._delay,1)._lock=0):o=r,r<0&&s._ts&&(n-=r,(!i&&!a._dp||i&&i.smoothChildTiming)&&(a._start+=la(r/a._ts),a._time-=r,a._tTime-=r),a.shiftChildren(-r,!1,-Infinity),o=0),s._end>n&&s._ts&&(n=s._end),s=e;Ua(a,a===L&&a._time>n?a._time:n,1,1),a._dirty=0}return a._tDur},Timeline.updateRoot=function updateRoot(t){if(L._ts&&(qa(L,Ja(t,L)),f=It.frame),It.frame>=vt){vt+=N.autoSleep||120;var e=L._first;if((!e||!e._ts)&&N.autoSleep&&It._listeners.length<2){for(;e&&!e._ts;)e=e._next;e||It.sleep()}}},Timeline}(qt);ta(Zt.prototype,{_lock:0,_hasPause:0,_forcing:0});function dc(t,e,i,n,a,o){var u,h,l,f;if(mt[t]&&!1!==(u=new mt[t]).init(a,u.rawVars?e[t]:function _processVars(t,e,i,n,a){if(s(t)&&(t=Gt(t,a,e,i,n)),!v(t)||t.style&&t.nodeType||$(t)||K(t))return r(t)?Gt(t,a,e,i,n):t;var o,u={};for(o in t)u[o]=Gt(t[o],a,e,i,n);return u}(e[t],n,a,o,i),i,n,o)&&(i._pt=h=new we(i._pt,a,t,0,1,u.render,u,0,u.priority),i!==d))for(l=i._ptLookup[i._targets.indexOf(a)],f=u._props.length;f--;)l[u._props[f]]=h;return u}function jc(t,r,e,i){var n,a,s=r.ease||i||"power1.inOut";if($(r))a=e[t]||(e[t]=[]),r.forEach(function(t,e){return a.push({t:e/(r.length-1)*100,v:t,e:s})});else for(n in r)a=e[n]||(e[n]=[]),"ease"===n||a.push({t:parseFloat(t),v:r[n],e:s})}var Wt,Ht,Jt=function _addPropTween(t,e,i,n,a,o,u,h,l,f){s(n)&&(n=n(a||0,t,o));var d,c=t[e],p="get"!==i?i:s(c)?l?t[e.indexOf("set")||!s(t["get"+e.substr(3)])?e:"get"+e.substr(3)](l):t[e]():c,_=s(c)?l?ue:re:ee;if(r(n)&&(~n.indexOf("random(")&&(n=rb(n)),"="===n.charAt(1)&&(!(d=ma(p,n)+(_a(p)||0))&&0!==d||(n=d))),!f||p!==n||Ht)return isNaN(p*n)||""===n?(c||e in t||S(e,n),function _addComplexStringPropTween(t,e,r,i,n,a,s){var o,u,h,l,f,d,c,p,_=new we(this._pt,t,e,0,1,ge,null,n),m=0,g=0;for(_.b=r,_.e=i,r+="",(c=~(i+="").indexOf("random("))&&(i=rb(i)),a&&(a(p=[r,i],t,e),r=p[0],i=p[1]),u=r.match(at)||[];o=at.exec(i);)l=o[0],f=i.substring(m,o.index),h?h=(h+1)%5:"rgba("===f.substr(-5)&&(h=1),l!==u[g++]&&(d=parseFloat(u[g-1])||0,_._pt={_next:_._pt,p:f||1===g?f:",",s:d,c:"="===l.charAt(1)?ma(d,l)-d:parseFloat(l)-d,m:h&&h<4?Math.round:0},m=at.lastIndex);return _.c=m<i.length?i.substring(m,i.length):"",_.fp=s,(st.test(i)||c)&&(_.e=0),this._pt=_}.call(this,t,e,p,n,_,h||N.stringFilter,l)):(d=new we(this._pt,t,e,+p||0,n-(p||0),"boolean"==typeof c?_e:ce,0,_),l&&(d.fp=l),u&&d.modifier(u,this,t),this._pt=d)},Qt=function _initTween(t,e,r){var i,n,a,s,o,u,h,l,f,d,c,p,_,m=t.vars,g=m.ease,v=m.startAt,y=m.immediateRender,T=m.lazy,b=m.onUpdate,x=m.runBackwards,k=m.yoyoEase,O=m.keyframes,M=m.autoRevert,C=t._dur,P=t._startAt,A=t._targets,D=t.parent,S=D&&"nested"===D.data?D.vars.targets:A,z="auto"===t._overwrite&&!F,E=t.timeline;if(!E||O&&g||(g="none"),t._ease=Vt(g,j.ease),t._yEase=k?jt(Vt(!0===k?g:k,j.ease)):0,k&&t._yoyo&&!t._repeat&&(k=t._yEase,t._yEase=t._ease,t._ease=k),t._from=!E&&!!m.runBackwards,!E||O&&!m.stagger){if(p=(l=A[0]?ha(A[0]).harness:0)&&m[l.prop],i=xa(m,ct),P&&(P._zTime<0&&P.progress(1),e<0&&x&&y&&!M?P.render(-1,!0):P.revert(x&&C?ft:lt),P._lazy=0),v){if(Ca(t._startAt=te.set(A,ta({data:"isStart",overwrite:!1,parent:D,immediateRender:!0,lazy:!P&&w(T),startAt:null,delay:0,onUpdate:b&&function(){return Dt(t,"onUpdate")},stagger:0},v))),t._startAt._dp=0,t._startAt._sat=t,e<0&&(I||!y&&!M)&&t._startAt.revert(ft),y&&C&&e<=0&&r<=0)return void(e&&(t._zTime=e))}else if(x&&C&&!P)if(e&&(y=!1),a=ta({overwrite:!1,data:"isFromStart",lazy:y&&!P&&w(T),immediateRender:y,stagger:0,parent:D},i),p&&(a[l.prop]=p),Ca(t._startAt=te.set(A,a)),t._startAt._dp=0,t._startAt._sat=t,e<0&&(I?t._startAt.revert(ft):t._startAt.render(-1,!0)),t._zTime=e,y){if(!e)return}else _initTween(t._startAt,q,q);for(t._pt=t._ptCache=0,T=C&&w(T)||T&&!C,n=0;n<A.length;n++){if(h=(o=A[n])._gsap||ga(A)[n]._gsap,t._ptLookup[n]=d={},_t[h.id]&&pt.length&&oa(),c=S===A?n:S.indexOf(o),l&&!1!==(f=new l).init(o,p||i,t,c,S)&&(t._pt=s=new we(t._pt,o,f.name,0,1,f.render,f,0,f.priority),f._props.forEach(function(t){d[t]=s}),f.priority&&(u=1)),!l||p)for(a in i)mt[a]&&(f=dc(a,i,t,c,o,S))?f.priority&&(u=1):d[a]=s=Jt.call(t,o,a,"get",i[a],c,S,0,m.stringFilter);t._op&&t._op[n]&&t.kill(o,t._op[n]),z&&t._pt&&(Wt=t,L.killTweensOf(o,d,t.globalTime(e)),_=!t.parent,Wt=0),t._pt&&T&&(_t[h.id]=1)}u&&be(t),t._onInit&&t._onInit(t)}t._onUpdate=b,t._initted=(!t._op||t._pt)&&!_,O&&e<=0&&E.render(X,!0,!0)},Gt=function _parseFuncOrString(t,e,i,n,a){return s(t)?t.call(e,i,n,a):r(t)&&~t.indexOf("random(")?rb(t):t},Kt=Tt+"repeat,repeatDelay,yoyo,repeatRefresh,yoyoEase,autoRevert",$t={};ja(Kt+",id,stagger,delay,duration,paused,scrollTrigger",function(t){return $t[t]=1});var te=function(R){function Tween(e,r,i,n){var a;"number"==typeof r&&(i.duration=r,r=i,i=null);var s,o,u,h,l,f,d,c,p=(a=R.call(this,n?r:ya(r))||this).vars,_=p.duration,m=p.delay,g=p.immediateRender,b=p.stagger,x=p.overwrite,k=p.keyframes,O=p.defaults,M=p.scrollTrigger,C=p.yoyoEase,P=r.parent||L,A=($(e)||K(e)?t(e[0]):"length"in r)?[e]:Pt(e);if(a._targets=A.length?ga(A):T("GSAP target "+e+" not found. https://gsap.com",!N.nullTargetWarn)||[],a._ptLookup=[],a._overwrite=x,k||b||y(_)||y(m)){if(r=a.vars,(s=a.timeline=new Zt({data:"nested",defaults:O||{},targets:P&&"nested"===P.data?P.vars.targets:A})).kill(),s.parent=s._dp=_assertThisInitialized(a),s._start=0,b||y(_)||y(m)){if(h=A.length,d=b&&hb(b),v(b))for(l in b)~Kt.indexOf(l)&&((c=c||{})[l]=b[l]);for(o=0;o<h;o++)(u=xa(r,$t)).stagger=0,C&&(u.yoyoEase=C),c&&bt(u,c),f=A[o],u.duration=+Gt(_,_assertThisInitialized(a),o,f,A),u.delay=(+Gt(m,_assertThisInitialized(a),o,f,A)||0)-a._delay,!b&&1===h&&u.delay&&(a._delay=m=u.delay,a._start+=m,u.delay=0),s.to(f,u,d?d(o,f,A):0),s._ease=Bt.none;s.duration()?_=m=0:a.timeline=0}else if(k){ya(ta(s.vars.defaults,{ease:"none"})),s._ease=Vt(k.ease||r.ease||"none");var D,S,z,E=0;if($(k))k.forEach(function(t){return s.to(A,t,">")}),s.duration();else{for(l in u={},k)"ease"===l||"easeEach"===l||jc(l,k[l],u,k.easeEach);for(l in u)for(D=u[l].sort(function(t,e){return t.t-e.t}),o=E=0;o<D.length;o++)(z={ease:(S=D[o]).e,duration:(S.t-(o?D[o-1].t:0))/100*_})[l]=S.v,s.to(A,z,E),E+=z.duration;s.duration()<_&&s.to({},{duration:_-s.duration()})}}_||a.duration(_=s.duration())}else a.timeline=0;return!0!==x||F||(Wt=_assertThisInitialized(a),L.killTweensOf(A),Wt=0),Na(P,_assertThisInitialized(a),i),r.reversed&&a.reverse(),r.paused&&a.paused(!0),(g||!_&&!k&&a._start===la(P._time)&&w(g)&&function _hasNoPausedAncestors(t){return!t||t._ts&&_hasNoPausedAncestors(t.parent)}(_assertThisInitialized(a))&&"nested"!==P.data)&&(a._tTime=-q,a.render(Math.max(0,-m)||0)),M&&Oa(_assertThisInitialized(a),M),a}_inheritsLoose(Tween,R);var e=Tween.prototype;return e.render=function render(t,e,r){var i,n,a,s,o,u,h,l,f,d=this._time,c=this._tDur,p=this._dur,_=t<0,m=c-q<t&&!_?c:t<q?0:t;if(p){if(m!==this._tTime||!t||r||!this._initted&&this._tTime||this._startAt&&this._zTime<0!=_||this._lazy){if(i=m,l=this.timeline,this._repeat){if(s=p+this._rDelay,this._repeat<-1&&_)return this.totalTime(100*s+t,e,r);if(i=la(m%s),m===c?(a=this._repeat,i=p):(a=~~(o=la(m/s)))&&a===o?(i=p,a--):p<i&&(i=p),(u=this._yoyo&&1&a)&&(f=this._yEase,i=p-i),o=wt(this._tTime,s),i===d&&!r&&this._initted&&a===o)return this._tTime=m,this;a!==o&&(l&&this._yEase&&Tb(l,u),this.vars.repeatRefresh&&!u&&!this._lock&&i!==s&&this._initted&&(this._lock=r=1,this.render(la(s*a),!0).invalidate()._lock=0))}if(!this._initted){if(Pa(this,_?t:i,r,e,m))return this._tTime=0,this;if(!(d===this._time||r&&this.vars.repeatRefresh&&a!==o))return this;if(p!==this._dur)return this.render(t,e,r)}if(this._tTime=m,this._time=i,!this._act&&this._ts&&(this._act=1,this._lazy=0),this.ratio=h=(f||this._ease)(i/p),this._from&&(this.ratio=h=1-h),!d&&m&&!e&&!o&&(Dt(this,"onStart"),this._tTime!==m))return this;for(n=this._pt;n;)n.r(h,n.d),n=n._next;l&&l.render(t<0?t:l._dur*l._ease(i/this._dur),e,r)||this._startAt&&(this._zTime=t),this._onUpdate&&!e&&(_&&Fa(this,t,0,r),Dt(this,"onUpdate")),this._repeat&&a!==o&&this.vars.onRepeat&&!e&&this.parent&&Dt(this,"onRepeat"),m!==this._tDur&&m||this._tTime!==m||(_&&!this._onUpdate&&Fa(this,t,0,!0),!t&&p||!(m===this._tDur&&0<this._ts||!m&&this._ts<0)||Ca(this,1),e||_&&!d||!(m||d||u)||(Dt(this,m===c?"onComplete":"onReverseComplete",!0),!this._prom||m<c&&0<this.timeScale()||this._prom()))}}else!function _renderZeroDurationTween(t,e,r,i){var n,a,s,o=t.ratio,u=e<0||!e&&(!t._start&&function _parentPlayheadIsBeforeStart(t){var e=t.parent;return e&&e._ts&&e._initted&&!e._lock&&(e.rawTime()<0||_parentPlayheadIsBeforeStart(e))}(t)&&(t._initted||!xt(t))||(t._ts<0||t._dp._ts<0)&&!xt(t))?0:1,h=t._rDelay,l=0;if(h&&t._repeat&&(l=Mt(0,t._tDur,e),a=wt(l,h),t._yoyo&&1&a&&(u=1-u),a!==wt(t._tTime,h)&&(o=1-u,t.vars.repeatRefresh&&t._initted&&t.invalidate())),u!==o||I||i||t._zTime===q||!e&&t._zTime){if(!t._initted&&Pa(t,e,i,r,l))return;for(s=t._zTime,t._zTime=e||(r?q:0),r=r||e&&!s,t.ratio=u,t._from&&(u=1-u),t._time=0,t._tTime=l,n=t._pt;n;)n.r(u,n.d),n=n._next;e<0&&Fa(t,e,0,!0),t._onUpdate&&!r&&Dt(t,"onUpdate"),l&&t._repeat&&!r&&t.parent&&Dt(t,"onRepeat"),(e>=t._tDur||e<0)&&t.ratio===u&&(u&&Ca(t,1),r||I||(Dt(t,u?"onComplete":"onReverseComplete",!0),t._prom&&t._prom()))}else t._zTime||(t._zTime=e)}(this,t,e,r);return this},e.targets=function targets(){return this._targets},e.invalidate=function invalidate(t){return t&&this.vars.runBackwards||(this._startAt=0),this._pt=this._op=this._onUpdate=this._lazy=this.ratio=0,this._ptLookup=[],this.timeline&&this.timeline.invalidate(t),R.prototype.invalidate.call(this,t)},e.resetTo=function resetTo(t,e,r,i,n){c||It.wake(),this._ts||this.play();var a,s=Math.min(this._dur,(this._dp._time-this._start)*this._ts);return this._initted||Qt(this,s),a=this._ease(s/this._dur),function _updatePropTweens(t,e,r,i,n,a,s,o){var u,h,l,f,d=(t._pt&&t._ptCache||(t._ptCache={}))[e];if(!d)for(d=t._ptCache[e]=[],l=t._ptLookup,f=t._targets.length;f--;){if((u=l[f][e])&&u.d&&u.d._pt)for(u=u.d._pt;u&&u.p!==e&&u.fp!==e;)u=u._next;if(!u)return Ht=1,t.vars[e]="+=0",Qt(t,s),Ht=0,o?T(e+" not eligible for reset"):1;d.push(u)}for(f=d.length;f--;)(u=(h=d[f])._pt||h).s=!i&&0!==i||n?u.s+(i||0)+a*u.c:i,u.c=r-u.s,h.e&&(h.e=ka(r)+_a(h.e)),h.b&&(h.b=u.s+_a(h.b))}(this,t,e,r,i,a,s,n)?this.resetTo(t,e,r,i,1):(La(this,0),this.parent||Aa(this._dp,this,"_first","_last",this._dp._sort?"_start":0),this.render(0))},e.kill=function kill(t,e){if(void 0===e&&(e="all"),!(t||e&&"all"!==e))return this._lazy=this._pt=0,this.parent?wb(this):this.scrollTrigger&&this.scrollTrigger.kill(!!I),this;if(this.timeline){var i=this.timeline.totalDuration();return this.timeline.killTweensOf(t,e,Wt&&!0!==Wt.vars.overwrite)._first||wb(this),this.parent&&i!==this.timeline.totalDuration()&&Ua(this,this._dur*this.timeline._tDur/i,0,1),this}var n,a,s,o,u,h,l,f=this._targets,d=t?Pt(t):f,c=this._ptLookup,p=this._pt;if((!e||"all"===e)&&function _arraysMatch(t,e){for(var r=t.length,i=r===e.length;i&&r--&&t[r]===e[r];);return r<0}(f,d))return"all"===e&&(this._pt=0),wb(this);for(n=this._op=this._op||[],"all"!==e&&(r(e)&&(u={},ja(e,function(t){return u[t]=1}),e=u),e=function _addAliasesToVars(t,e){var r,i,n,a,s=t[0]?ha(t[0]).harness:0,o=s&&s.aliases;if(!o)return e;for(i in r=bt({},e),o)if(i in r)for(n=(a=o[i].split(",")).length;n--;)r[a[n]]=r[i];return r}(f,e)),l=f.length;l--;)if(~d.indexOf(f[l]))for(u in a=c[l],"all"===e?(n[l]=e,o=a,s={}):(s=n[l]=n[l]||{},o=e),o)(h=a&&a[u])&&("kill"in h.d&&!0!==h.d.kill(u)||Ba(this,h,"_pt"),delete a[u]),"all"!==s&&(s[u]=1);return this._initted&&!this._pt&&p&&wb(this),this},Tween.to=function to(t,e,r){return new Tween(t,e,r)},Tween.from=function from(t,e){return Ya(1,arguments)},Tween.delayedCall=function delayedCall(t,e,r,i){return new Tween(e,0,{immediateRender:!1,lazy:!1,overwrite:!1,delay:t,onComplete:e,onReverseComplete:e,onCompleteParams:r,onReverseCompleteParams:r,callbackScope:i})},Tween.fromTo=function fromTo(t,e,r){return Ya(2,arguments)},Tween.set=function set(t,e){return e.duration=0,e.repeatDelay||(e.repeat=0),new Tween(t,e)},Tween.killTweensOf=function killTweensOf(t,e,r){return L.killTweensOf(t,e,r)},Tween}(qt);ta(te.prototype,{_targets:[],_lazy:0,_startAt:0,_op:0,_onInit:0}),ja("staggerTo,staggerFrom,staggerFromTo",function(r){te[r]=function(){var t=new Zt,e=Ct.call(arguments,0);return e.splice("staggerFromTo"===r?5:4,0,0),t[r].apply(t,e)}});function rc(t,e,r){return t.setAttribute(e,r)}function zc(t,e,r,i){i.mSet(t,e,i.m.call(i.tween,r,i.mt),i)}var ee=function _setterPlain(t,e,r){return t[e]=r},re=function _setterFunc(t,e,r){return t[e](r)},ue=function _setterFuncWithParam(t,e,r,i){return t[e](i.fp,r)},le=function _getSetter(t,e){return s(t[e])?re:u(t[e])&&t.setAttribute?rc:ee},ce=function _renderPlain(t,e){return e.set(e.t,e.p,Math.round(1e6*(e.s+e.c*t))/1e6,e)},_e=function _renderBoolean(t,e){return e.set(e.t,e.p,!!(e.s+e.c*t),e)},ge=function _renderComplexString(t,e){var r=e._pt,i="";if(!t&&e.b)i=e.b;else if(1===t&&e.e)i=e.e;else{for(;r;)i=r.p+(r.m?r.m(r.s+r.c*t):Math.round(1e4*(r.s+r.c*t))/1e4)+i,r=r._next;i+=e.c}e.set(e.t,e.p,i,e)},ve=function _renderPropTweens(t,e){for(var r=e._pt;r;)r.r(t,r.d),r=r._next},ye=function _addPluginModifier(t,e,r,i){for(var n,a=this._pt;a;)n=a._next,a.p===i&&a.modifier(t,e,r),a=n},Te=function _killPropTweensOf(t){for(var e,r,i=this._pt;i;)r=i._next,i.p===t&&!i.op||i.op===t?Ba(this,i,"_pt"):i.dep||(e=1),i=r;return!e},be=function _sortPropTweensByPriority(t){for(var e,r,i,n,a=t._pt;a;){for(e=a._next,r=i;r&&r.pr>a.pr;)r=r._next;(a._prev=r?r._prev:n)?a._prev._next=a:i=a,(a._next=r)?r._prev=a:n=a,a=e}t._pt=i},we=(PropTween.prototype.modifier=function modifier(t,e,r){this.mSet=this.mSet||this.set,this.set=zc,this.m=t,this.mt=r,this.tween=e},PropTween);function PropTween(t,e,r,i,n,a,s,o,u){this.t=e,this.s=i,this.c=n,this.p=r,this.r=a||ce,this.d=s||this,this.set=o||ee,this.pr=u||0,(this._next=t)&&(t._prev=this)}ja(Tt+"parent,duration,ease,delay,overwrite,runBackwards,startAt,yoyo,immediateRender,repeat,repeatDelay,data,paused,reversed,lazy,callbackScope,stringFilter,id,yoyoEase,stagger,inherit,repeatRefresh,keyframes,autoRevert,scrollTrigger",function(t){return ct[t]=1}),ht.TweenMax=ht.TweenLite=te,ht.TimelineLite=ht.TimelineMax=Zt,L=new Zt({sortChildren:!1,defaults:j,autoRemoveChildren:!0,id:"root",smoothChildTiming:!0}),N.stringFilter=Ib;function Hc(t){return(Oe[t]||Me).map(function(t){return t()})}function Ic(){var t=Date.now(),o=[];2<t-Ce&&(Hc("matchMediaInit"),ke.forEach(function(t){var e,r,i,n,a=t.queries,s=t.conditions;for(r in a)(e=h.matchMedia(a[r]).matches)&&(i=1),e!==s[r]&&(s[r]=e,n=1);n&&(t.revert(),i&&o.push(t))}),Hc("matchMediaRevert"),o.forEach(function(e){return e.onMatch(e,function(t){return e.add(null,t)})}),Ce=t,Hc("matchMedia"))}var xe,ke=[],Oe={},Me=[],Ce=0,Pe=0,De=((xe=Context.prototype).add=function add(t,i,n){function Jw(){var t,e=l,r=a.selector;return e&&e!==a&&e.data.push(a),n&&(a.selector=fb(n)),l=a,t=i.apply(a,arguments),s(t)&&a._r.push(t),l=e,a.selector=r,a.isReverted=!1,t}s(t)&&(n=i,i=t,t=s);var a=this;return a.last=Jw,t===s?Jw(a,function(t){return a.add(null,t)}):t?a[t]=Jw:Jw},xe.ignore=function ignore(t){var e=l;l=null,t(this),l=e},xe.getTweens=function getTweens(){var e=[];return this.data.forEach(function(t){return t instanceof Context?e.push.apply(e,t.getTweens()):t instanceof te&&!(t.parent&&"nested"===t.parent.data)&&e.push(t)}),e},xe.clear=function clear(){this._r.length=this.data.length=0},xe.kill=function kill(i,t){var n=this;if(i?function(){for(var t,e=n.getTweens(),r=n.data.length;r--;)"isFlip"===(t=n.data[r]).data&&(t.revert(),t.getChildren(!0,!0,!1).forEach(function(t){return e.splice(e.indexOf(t),1)}));for(e.map(function(t){return{g:t._dur||t._delay||t._sat&&!t._sat.vars.immediateRender?t.globalTime(0):-1/0,t:t}}).sort(function(t,e){return e.g-t.g||-1/0}).forEach(function(t){return t.t.revert(i)}),r=n.data.length;r--;)(t=n.data[r])instanceof Zt?"nested"!==t.data&&(t.scrollTrigger&&t.scrollTrigger.revert(),t.kill()):t instanceof te||!t.revert||t.revert(i);n._r.forEach(function(t){return t(i,n)}),n.isReverted=!0}():this.data.forEach(function(t){return t.kill&&t.kill()}),this.clear(),t)for(var e=ke.length;e--;)ke[e].id===this.id&&ke.splice(e,1)},xe.revert=function revert(t){this.kill(t||{})},Context);function Context(t,e){this.selector=e&&fb(e),this.data=[],this._r=[],this.isReverted=!1,this.id=Pe++,t&&this.add(t)}var Se,Ee=((Se=MatchMedia.prototype).add=function add(t,e,r){v(t)||(t={matches:t});var i,n,a,s=new De(0,r||this.scope),o=s.conditions={};for(n in l&&!s.selector&&(s.selector=l.selector),this.contexts.push(s),e=s.add("onMatch",e),s.queries=t)"all"===n?a=1:(i=h.matchMedia(t[n]))&&(ke.indexOf(s)<0&&ke.push(s),(o[n]=i.matches)&&(a=1),i.addListener?i.addListener(Ic):i.addEventListener("change",Ic));return a&&e(s,function(t){return s.add(null,t)}),this},Se.revert=function revert(t){this.kill(t||{})},Se.kill=function kill(e){this.contexts.forEach(function(t){return t.kill(e,!0)})},MatchMedia);function MatchMedia(t){this.contexts=[],this.scope=t,l&&l.data.push(this)}var Re={registerPlugin:function registerPlugin(){for(var t=arguments.length,e=new Array(t),r=0;r<t;r++)e[r]=arguments[r];e.forEach(function(t){return zb(t)})},timeline:function timeline(t){return new Zt(t)},getTweensOf:function getTweensOf(t,e){return L.getTweensOf(t,e)},getProperty:function getProperty(i,t,e,n){r(i)&&(i=Pt(i)[0]);var a=ha(i||{}).get,s=e?sa:ra;return"native"===e&&(e=""),i?t?s((mt[t]&&mt[t].get||a)(i,t,e,n)):function(t,e,r){return s((mt[t]&&mt[t].get||a)(i,t,e,r))}:i},quickSetter:function quickSetter(r,e,i){if(1<(r=Pt(r)).length){var n=r.map(function(t){return Fe.quickSetter(t,e,i)}),a=n.length;return function(t){for(var e=a;e--;)n[e](t)}}r=r[0]||{};var s=mt[e],o=ha(r),u=o.harness&&(o.harness.aliases||{})[e]||e,h=s?function(t){var e=new s;d._pt=0,e.init(r,i?t+i:t,d,0,[r]),e.render(1,e),d._pt&&ve(1,d)}:o.set(r,u);return s?h:function(t){return h(r,u,i?t+i:t,o,1)}},quickTo:function quickTo(t,i,e){function by(t,e,r){return n.resetTo(i,t,e,r)}var r,n=Fe.to(t,ta(((r={})[i]="+=0.1",r.paused=!0,r.stagger=0,r),e||{}));return by.tween=n,by},isTweening:function isTweening(t){return 0<L.getTweensOf(t,!0).length},defaults:function defaults(t){return t&&t.ease&&(t.ease=Vt(t.ease,j.ease)),wa(j,t||{})},config:function config(t){return wa(N,t||{})},registerEffect:function registerEffect(t){var i=t.name,n=t.effect,e=t.plugins,a=t.defaults,r=t.extendTimeline;(e||"").split(",").forEach(function(t){return t&&!mt[t]&&!ht[t]&&T(i+" effect requires "+t+" plugin.")}),gt[i]=function(t,e,r){return n(Pt(t),ta(e||{},a),r)},r&&(Zt.prototype[i]=function(t,e,r){return this.add(gt[i](t,v(e)?e:(r=e)&&{},this),r)})},registerEase:function registerEase(t,e){Bt[t]=Vt(e)},parseEase:function parseEase(t,e){return arguments.length?Vt(t,e):Bt},getById:function getById(t){return L.getById(t)},exportRoot:function exportRoot(t,e){void 0===t&&(t={});var r,i,n=new Zt(t);for(n.smoothChildTiming=w(t.smoothChildTiming),L.remove(n),n._dp=0,n._time=n._tTime=L._time,r=L._first;r;)i=r._next,!e&&!r._dur&&r instanceof te&&r.vars.onComplete===r._targets[0]||Na(n,r,r._start-r._delay),r=i;return Na(L,n,0),n},context:function context(t,e){return t?new De(t,e):l},matchMedia:function matchMedia(t){return new Ee(t)},matchMediaRefresh:function matchMediaRefresh(){return ke.forEach(function(t){var e,r,i=t.conditions;for(r in i)i[r]&&(i[r]=!1,e=1);e&&t.revert()})||Ic()},addEventListener:function addEventListener(t,e){var r=Oe[t]||(Oe[t]=[]);~r.indexOf(e)||r.push(e)},removeEventListener:function removeEventListener(t,e){var r=Oe[t],i=r&&r.indexOf(e);0<=i&&r.splice(i,1)},utils:{wrap:function wrap(e,t,r){var i=t-e;return $(e)?ob(e,wrap(0,e.length),t):Za(r,function(t){return(i+(t-e)%i)%i+e})},wrapYoyo:function wrapYoyo(e,t,r){var i=t-e,n=2*i;return $(e)?ob(e,wrapYoyo(0,e.length-1),t):Za(r,function(t){return e+(i<(t=(n+(t-e)%n)%n||0)?n-t:t)})},distribute:hb,random:kb,snap:jb,normalize:function normalize(t,e,r){return At(t,e,0,1,r)},getUnit:_a,clamp:function clamp(e,r,t){return Za(t,function(t){return Mt(e,r,t)})},splitColor:Db,toArray:Pt,selector:fb,mapRange:At,pipe:function pipe(){for(var t=arguments.length,e=new Array(t),r=0;r<t;r++)e[r]=arguments[r];return function(t){return e.reduce(function(t,e){return e(t)},t)}},unitize:function unitize(e,r){return function(t){return e(parseFloat(t))+(r||_a(t))}},interpolate:function interpolate(e,i,t,n){var a=isNaN(e+i)?0:function(t){return(1-t)*e+t*i};if(!a){var s,o,u,h,l,f=r(e),d={};if(!0===t&&(n=1)&&(t=null),f)e={p:e},i={p:i};else if($(e)&&!$(i)){for(u=[],h=e.length,l=h-2,o=1;o<h;o++)u.push(interpolate(e[o-1],e[o]));h--,a=function func(t){t*=h;var e=Math.min(l,~~t);return u[e](t-e)},t=i}else n||(e=bt($(e)?[]:{},e));if(!u){for(s in i)Jt.call(d,e,s,"get",i[s]);a=function func(t){return ve(t,d)||(f?e.p:e)}}}return Za(t,a)},shuffle:gb},install:R,effects:gt,ticker:It,updateRoot:Zt.updateRoot,plugins:mt,globalTimeline:L,core:{PropTween:we,globals:U,Tween:te,Timeline:Zt,Animation:qt,getCache:ha,_removeLinkedListItem:Ba,reverting:function reverting(){return I},context:function context(t){return t&&l&&(l.data.push(t),t._ctx=l),l},suppressOverwrites:function suppressOverwrites(t){return F=t}}};ja("to,from,fromTo,delayedCall,set,killTweensOf",function(t){return Re[t]=te[t]}),It.add(Zt.updateRoot),d=Re.to({},{duration:0});function Mc(t,e){for(var r=t._pt;r&&r.p!==e&&r.op!==e&&r.fp!==e;)r=r._next;return r}function Oc(t,a){return{name:t,headless:1,rawVars:1,init:function init(t,n,e){e._onInit=function(t){var e,i;if(r(n)&&(e={},ja(n,function(t){return e[t]=1}),n=e),a){for(i in e={},n)e[i]=a(n[i]);n=e}!function _addModifiers(t,e){var r,i,n,a=t._targets;for(r in e)for(i=a.length;i--;)(n=(n=t._ptLookup[i][r])&&n.d)&&(n._pt&&(n=Mc(n,r)),n&&n.modifier&&n.modifier(e[r],t,a[i],r))}(t,n)}}}}var Fe=Re.registerPlugin({name:"attr",init:function init(t,e,r,i,n){var a,s,o;for(a in this.tween=r,e)o=t.getAttribute(a)||"",(s=this.add(t,"setAttribute",(o||0)+"",e[a],i,n,0,0,a)).op=a,s.b=o,this._props.push(a)},render:function render(t,e){for(var r=e._pt;r;)I?r.set(r.t,r.p,r.b,r):r.r(t,r.d),r=r._next}},{name:"endArray",headless:1,init:function init(t,e){for(var r=e.length;r--;)this.add(t,r,t[r]||0,e[r],0,0,0,0,0,1)}},Oc("roundProps",ib),Oc("modifiers"),Oc("snap",jb))||Re;te.version=Zt.version=Fe.version="3.14.2",o=1,x()&&Lt();function yd(t,e){return e.set(e.t,e.p,Math.round(1e4*(e.s+e.c*t))/1e4+e.u,e)}function zd(t,e){return e.set(e.t,e.p,1===t?e.e:Math.round(1e4*(e.s+e.c*t))/1e4+e.u,e)}function Ad(t,e){return e.set(e.t,e.p,t?Math.round(1e4*(e.s+e.c*t))/1e4+e.u:e.b,e)}function Bd(t,e){return e.set(e.t,e.p,1===t?e.e:t?Math.round(1e4*(e.s+e.c*t))/1e4+e.u:e.b,e)}function Cd(t,e){var r=e.s+e.c*t;e.set(e.t,e.p,~~(r+(r<0?-.5:.5))+e.u,e)}function Dd(t,e){return e.set(e.t,e.p,t?e.e:e.b,e)}function Ed(t,e){return e.set(e.t,e.p,1!==t?e.b:e.e,e)}function Fd(t,e,r){return t.style[e]=r}function Gd(t,e,r){return t.style.setProperty(e,r)}function Hd(t,e,r){return t._gsap[e]=r}function Id(t,e,r){return t._gsap.scaleX=t._gsap.scaleY=r}function Jd(t,e,r,i,n){var a=t._gsap;a.scaleX=a.scaleY=r,a.renderTransform(n,a)}function Kd(t,e,r,i,n){var a=t._gsap;a[e]=r,a.renderTransform(n,a)}function Nd(t,e){var r=this,i=this.target,n=i.style,a=i._gsap;if(t in hr&&n){if(this.tfm=this.tfm||{},"transform"===t)return mr.transform.split(",").forEach(function(t){return Nd.call(r,t,e)});if(~(t=mr[t]||t).indexOf(",")?t.split(",").forEach(function(t){return r.tfm[t]=xr(i,t)}):this.tfm[t]=a.x?a[t]:xr(i,t),t===vr&&(this.tfm.zOrigin=a.zOrigin),0<=this.props.indexOf(gr))return;a.svg&&(this.svgo=i.getAttribute("data-svg-origin"),this.props.push(vr,e,"")),t=gr}(n||e)&&this.props.push(t,e,n[t])}function Od(t){t.translate&&(t.removeProperty("translate"),t.removeProperty("scale"),t.removeProperty("rotate"))}function Pd(){var t,e,r=this.props,i=this.target,n=i.style,a=i._gsap;for(t=0;t<r.length;t+=3)r[t+1]?2===r[t+1]?i[r[t]](r[t+2]):i[r[t]]=r[t+2]:r[t+2]?n[r[t]]=r[t+2]:n.removeProperty("--"===r[t].substr(0,2)?r[t]:r[t].replace(cr,"-$1").toLowerCase());if(this.tfm){for(e in this.tfm)a[e]=this.tfm[e];a.svg&&(a.renderTransform(),i.setAttribute("data-svg-origin",this.svgo||"")),(t=Ue())&&t.isStart||n[gr]||(Od(n),a.zOrigin&&n[vr]&&(n[vr]+=" "+a.zOrigin+"px",a.zOrigin=0,a.renderTransform()),a.uncache=1)}}function Qd(t,e){var r={target:t,props:[],revert:Pd,save:Nd};return t._gsap||Fe.core.getCache(t),e&&t.style&&t.nodeType&&e.split(",").forEach(function(t){return r.save(t)}),r}function Sd(t,e){var r=Le.createElementNS?Le.createElementNS((e||"http://www.w3.org/1999/xhtml").replace(/^https/,"http"),t):Le.createElement(t);return r&&r.style?r:Le.createElement(t)}function Td(t,e,r){var i=getComputedStyle(t);return i[e]||i.getPropertyValue(e.replace(cr,"-$1").toLowerCase())||i.getPropertyValue(e)||!r&&Td(t,Tr(e)||e,1)||""}function Wd(){(function _windowExists(){return"undefined"!=typeof window})()&&window.document&&(Ie=window,Le=Ie.document,Ye=Le.documentElement,je=Sd("div")||{style:{}},Sd("div"),gr=Tr(gr),vr=gr+"Origin",je.style.cssText="border-width:0;line-height:0;position:absolute;padding:0",Xe=!!Tr("perspective"),Ue=Fe.core.reverting,Ne=1)}function Xd(t){var e,r=t.ownerSVGElement,i=Sd("svg",r&&r.getAttribute("xmlns")||"http://www.w3.org/2000/svg"),n=t.cloneNode(!0);n.style.display="block",i.appendChild(n),Ye.appendChild(i);try{e=n.getBBox()}catch(t){}return i.removeChild(n),Ye.removeChild(i),e}function Yd(t,e){for(var r=e.length;r--;)if(t.hasAttribute(e[r]))return t.getAttribute(e[r])}function Zd(e){var r,i;try{r=e.getBBox()}catch(t){r=Xd(e),i=1}return r&&(r.width||r.height)||i||(r=Xd(e)),!r||r.width||r.x||r.y?r:{x:+Yd(e,["x","cx","x1"])||0,y:+Yd(e,["y","cy","y1"])||0,width:0,height:0}}function $d(t){return!(!t.getCTM||t.parentNode&&!t.ownerSVGElement||!Zd(t))}function _d(t,e){if(e){var r,i=t.style;e in hr&&e!==vr&&(e=gr),i.removeProperty?("ms"!==(r=e.substr(0,2))&&"webkit"!==e.substr(0,6)||(e="-"+e),i.removeProperty("--"===r?e:e.replace(cr,"-$1").toLowerCase())):i.removeAttribute(e)}}function ae(t,e,r,i,n,a){var s=new we(t._pt,e,r,0,1,a?Ed:Dd);return(t._pt=s).b=i,s.e=n,t._props.push(r),s}function de(t,e,r,i){var n,a,s,o,u=parseFloat(r)||0,h=(r+"").trim().substr((u+"").length)||"px",l=je.style,f=pr.test(e),d="svg"===t.tagName.toLowerCase(),c=(d?"client":"offset")+(f?"Width":"Height"),p="px"===i,_="%"===i;if(i===h||!u||br[i]||br[h])return u;if("px"===h||p||(u=de(t,e,r,"px")),o=t.getCTM&&$d(t),(_||"%"===h)&&(hr[e]||~e.indexOf("adius")))return n=o?t.getBBox()[f?"width":"height"]:t[c],ka(_?u/n*100:u/100*n);if(l[f?"width":"height"]=100+(p?h:i),a="rem"!==i&&~e.indexOf("adius")||"em"===i&&t.appendChild&&!d?t:t.parentNode,o&&(a=(t.ownerSVGElement||{}).parentNode),a&&a!==Le&&a.appendChild||(a=Le.body),(s=a._gsap)&&_&&s.width&&f&&s.time===It.time&&!s.uncache)return ka(u/s.width*100);if(!_||"height"!==e&&"width"!==e)!_&&"%"!==h||wr[Td(a,"display")]||(l.position=Td(t,"position")),a===t&&(l.position="static"),a.appendChild(je),n=je[c],a.removeChild(je),l.position="absolute";else{var m=t.style[e];t.style[e]=100+i,n=t[c],m?t.style[e]=m:_d(t,e)}return f&&_&&((s=ha(a)).time=It.time,s.width=a[c]),ka(p?n*u/100:n&&u?100/n*u:0)}function fe(t,e,r,i){if(!r||"none"===r){var n=Tr(e,t,1),a=n&&Td(t,n,1);a&&a!==r?(e=n,r=a):"borderColor"===e&&(r=Td(t,"borderTopColor"))}var s,o,u,h,l,f,d,c,p,_,m,g=new we(this._pt,t.style,e,0,1,ge),v=0,y=0;if(g.b=r,g.e=i,r+="","var(--"===(i+="").substring(0,6)&&(i=Td(t,i.substring(4,i.indexOf(")")))),"auto"===i&&(f=t.style[e],t.style[e]=i,i=Td(t,e)||i,f?t.style[e]=f:_d(t,e)),Ib(s=[r,i]),i=s[1],u=(r=s[0]).match(nt)||[],(i.match(nt)||[]).length){for(;o=nt.exec(i);)d=o[0],p=i.substring(v,o.index),l?l=(l+1)%5:"rgba("!==p.substr(-5)&&"hsla("!==p.substr(-5)||(l=1),d!==(f=u[y++]||"")&&(h=parseFloat(f)||0,m=f.substr((h+"").length),"="===d.charAt(1)&&(d=ma(h,d)+m),c=parseFloat(d),_=d.substr((c+"").length),v=nt.lastIndex-_.length,_||(_=_||N.units[e]||m,v===i.length&&(i+=_,g.e+=_)),m!==_&&(h=de(t,e,f,_)||0),g._pt={_next:g._pt,p:p||1===y?p:",",s:h,c:c-h,m:l&&l<4||"zIndex"===e?Math.round:0});g.c=v<i.length?i.substring(v,i.length):""}else g.r="display"===e&&"none"===i?Ed:Dd;return st.test(i)&&(g.e=0),this._pt=g}function he(t){var e=t.split(" "),r=e[0],i=e[1]||"50%";return"top"!==r&&"bottom"!==r&&"left"!==i&&"right"!==i||(t=r,r=i,i=t),e[0]=kr[r]||r,e[1]=kr[i]||i,e.join(" ")}function ie(t,e){if(e.tween&&e.tween._time===e.tween._dur){var r,i,n,a=e.t,s=a.style,o=e.u,u=a._gsap;if("all"===o||!0===o)s.cssText="",i=1;else for(n=(o=o.split(",")).length;-1<--n;)r=o[n],hr[r]&&(i=1,r="transformOrigin"===r?vr:gr),_d(a,r);i&&(_d(a,gr),u&&(u.svg&&a.removeAttribute("transform"),s.scale=s.rotate=s.translate="none",Pr(a,1),u.uncache=1,Od(s)))}}function me(t){return"matrix(1, 0, 0, 1, 0, 0)"===t||"none"===t||!t}function ne(t){var e=Td(t,gr);return me(e)?Mr:e.substr(7).match(it).map(ka)}function oe(t,e){var r,i,n,a,s=t._gsap||ha(t),o=t.style,u=ne(t);return s.svg&&t.getAttribute("transform")?"1,0,0,1,0,0"===(u=[(n=t.transform.baseVal.consolidate().matrix).a,n.b,n.c,n.d,n.e,n.f]).join(",")?Mr:u:(u!==Mr||t.offsetParent||t===Ye||s.svg||(n=o.display,o.display="block",(r=t.parentNode)&&(t.offsetParent||t.getBoundingClientRect().width)||(a=1,i=t.nextElementSibling,Ye.appendChild(t)),u=ne(t),n?o.display=n:_d(t,"display"),a&&(i?r.insertBefore(t,i):r?r.appendChild(t):Ye.removeChild(t))),e&&6<u.length?[u[0],u[1],u[4],u[5],u[12],u[13]]:u)}function pe(t,e,r,i,n,a){var s,o,u,h=t._gsap,l=n||oe(t,!0),f=h.xOrigin||0,d=h.yOrigin||0,c=h.xOffset||0,p=h.yOffset||0,_=l[0],m=l[1],g=l[2],v=l[3],y=l[4],T=l[5],b=e.split(" "),w=parseFloat(b[0])||0,x=parseFloat(b[1])||0;r?l!==Mr&&(o=_*v-m*g)&&(u=w*(-m/o)+x*(_/o)-(_*T-m*y)/o,w=w*(v/o)+x*(-g/o)+(g*T-v*y)/o,x=u):(w=(s=Zd(t)).x+(~b[0].indexOf("%")?w/100*s.width:w),x=s.y+(~(b[1]||b[0]).indexOf("%")?x/100*s.height:x)),i||!1!==i&&h.smooth?(y=w-f,T=x-d,h.xOffset=c+(y*_+T*g)-y,h.yOffset=p+(y*m+T*v)-T):h.xOffset=h.yOffset=0,h.xOrigin=w,h.yOrigin=x,h.smooth=!!i,h.origin=e,h.originIsAbsolute=!!r,t.style[vr]="0px 0px",a&&(ae(a,h,"xOrigin",f,w),ae(a,h,"yOrigin",d,x),ae(a,h,"xOffset",c,h.xOffset),ae(a,h,"yOffset",p,h.yOffset)),t.setAttribute("data-svg-origin",w+" "+x)}function se(t,e,r){var i=_a(e);return ka(parseFloat(e)+parseFloat(de(t,"x",r+"px",i)))+i}function ze(t,e,i,n,a){var s,o,u=360,h=r(a),l=parseFloat(a)*(h&&~a.indexOf("rad")?lr:1)-n,f=n+l+"deg";return h&&("short"===(s=a.split("_")[1])&&(l%=u)!==l%180&&(l+=l<0?u:-u),"cw"===s&&l<0?l=(l+36e9)%u-~~(l/u)*u:"ccw"===s&&0<l&&(l=(l-36e9)%u-~~(l/u)*u)),t._pt=o=new we(t._pt,e,i,n,l,zd),o.e=f,o.u="deg",t._props.push(i),o}function Ae(t,e){for(var r in e)t[r]=e[r];return t}function Be(t,e,r){var i,n,a,s,o,u,h,l=Ae({},r._gsap),f=r.style;for(n in l.svg?(a=r.getAttribute("transform"),r.setAttribute("transform",""),f[gr]=e,i=Pr(r,1),_d(r,gr),r.setAttribute("transform",a)):(a=getComputedStyle(r)[gr],f[gr]=e,i=Pr(r,1),f[gr]=a),hr)(a=l[n])!==(s=i[n])&&"perspective,force3D,transformOrigin,svgOrigin".indexOf(n)<0&&(o=_a(a)!==(h=_a(s))?de(r,n,a,h):parseFloat(a),u=parseFloat(s),t._pt=new we(t._pt,i,n,o,u-o,yd),t._pt.u=h||0,t._props.push(n));Ae(i,l)}var Ie,Le,Ye,Ne,je,Ve,Ue,Xe,qe=Bt.Power0,Ze=Bt.Power1,We=Bt.Power2,He=Bt.Power3,Je=Bt.Power4,Qe=Bt.Linear,Ge=Bt.Quad,Ke=Bt.Cubic,$e=Bt.Quart,tr=Bt.Quint,er=Bt.Strong,rr=Bt.Elastic,ir=Bt.Back,nr=Bt.SteppedEase,ar=Bt.Bounce,sr=Bt.Sine,or=Bt.Expo,ur=Bt.Circ,hr={},lr=180/Math.PI,fr=Math.PI/180,dr=Math.atan2,cr=/([A-Z])/g,pr=/(left|right|width|margin|padding|x)/i,_r=/[\s,\(]\S/,mr={autoAlpha:"opacity,visibility",scale:"scaleX,scaleY",alpha:"opacity"},gr="transform",vr=gr+"Origin",yr="O,Moz,ms,Ms,Webkit".split(","),Tr=function _checkPropPrefix(t,e,r){var i=(e||je).style,n=5;if(t in i&&!r)return t;for(t=t.charAt(0).toUpperCase()+t.substr(1);n--&&!(yr[n]+t in i););return n<0?null:(3===n?"ms":0<=n?yr[n]:"")+t},br={deg:1,rad:1,turn:1},wr={grid:1,flex:1},xr=function _get(t,e,r,i){var n;return Ne||Wd(),e in mr&&"transform"!==e&&~(e=mr[e]).indexOf(",")&&(e=e.split(",")[0]),hr[e]&&"transform"!==e?(n=Pr(t,i),n="transformOrigin"!==e?n[e]:n.svg?n.origin:Ar(Td(t,vr))+" "+n.zOrigin+"px"):(n=t.style[e])&&"auto"!==n&&!i&&!~(n+"").indexOf("calc(")||(n=Or[e]&&Or[e](t,e,r)||Td(t,e)||ia(t,e)||("opacity"===e?1:0)),r&&!~(n+"").trim().indexOf(" ")?de(t,e,n,r)+r:n},kr={top:"0%",bottom:"100%",left:"0%",right:"100%",center:"50%"},Or={clearProps:function clearProps(t,e,r,i,n){if("isFromStart"!==n.data){var a=t._pt=new we(t._pt,e,r,0,0,ie);return a.u=i,a.pr=-10,a.tween=n,t._props.push(r),1}}},Mr=[1,0,0,1,0,0],Cr={},Pr=function _parseTransform(t,e){var r=t._gsap||new Xt(t);if("x"in r&&!e&&!r.uncache)return r;var i,n,a,s,o,u,h,l,f,d,c,p,_,m,g,v,y,T,b,w,x,k,O,M,C,P,A,D,S,z,E,R,F=t.style,I=r.scaleX<0,L="deg",B=getComputedStyle(t),Y=Td(t,vr)||"0";return i=n=a=u=h=l=f=d=c=0,s=o=1,r.svg=!(!t.getCTM||!$d(t)),B.translate&&("none"===B.translate&&"none"===B.scale&&"none"===B.rotate||(F[gr]=("none"!==B.translate?"translate3d("+(B.translate+" 0 0").split(" ").slice(0,3).join(", ")+") ":"")+("none"!==B.rotate?"rotate("+B.rotate+") ":"")+("none"!==B.scale?"scale("+B.scale.split(" ").join(",")+") ":"")+("none"!==B[gr]?B[gr]:"")),F.scale=F.rotate=F.translate="none"),m=oe(t,r.svg),r.svg&&(M=r.uncache?(C=t.getBBox(),Y=r.xOrigin-C.x+"px "+(r.yOrigin-C.y)+"px",""):!e&&t.getAttribute("data-svg-origin"),pe(t,M||Y,!!M||r.originIsAbsolute,!1!==r.smooth,m)),p=r.xOrigin||0,_=r.yOrigin||0,m!==Mr&&(T=m[0],b=m[1],w=m[2],x=m[3],i=k=m[4],n=O=m[5],6===m.length?(s=Math.sqrt(T*T+b*b),o=Math.sqrt(x*x+w*w),u=T||b?dr(b,T)*lr:0,(f=w||x?dr(w,x)*lr+u:0)&&(o*=Math.abs(Math.cos(f*fr))),r.svg&&(i-=p-(p*T+_*w),n-=_-(p*b+_*x))):(R=m[6],z=m[7],A=m[8],D=m[9],S=m[10],E=m[11],i=m[12],n=m[13],a=m[14],h=(g=dr(R,S))*lr,g&&(M=k*(v=Math.cos(-g))+A*(y=Math.sin(-g)),C=O*v+D*y,P=R*v+S*y,A=k*-y+A*v,D=O*-y+D*v,S=R*-y+S*v,E=z*-y+E*v,k=M,O=C,R=P),l=(g=dr(-w,S))*lr,g&&(v=Math.cos(-g),E=x*(y=Math.sin(-g))+E*v,T=M=T*v-A*y,b=C=b*v-D*y,w=P=w*v-S*y),u=(g=dr(b,T))*lr,g&&(M=T*(v=Math.cos(g))+b*(y=Math.sin(g)),C=k*v+O*y,b=b*v-T*y,O=O*v-k*y,T=M,k=C),h&&359.9<Math.abs(h)+Math.abs(u)&&(h=u=0,l=180-l),s=ka(Math.sqrt(T*T+b*b+w*w)),o=ka(Math.sqrt(O*O+R*R)),g=dr(k,O),f=2e-4<Math.abs(g)?g*lr:0,c=E?1/(E<0?-E:E):0),r.svg&&(M=t.getAttribute("transform"),r.forceCSS=t.setAttribute("transform","")||!me(Td(t,gr)),M&&t.setAttribute("transform",M))),90<Math.abs(f)&&Math.abs(f)<270&&(I?(s*=-1,f+=u<=0?180:-180,u+=u<=0?180:-180):(o*=-1,f+=f<=0?180:-180)),e=e||r.uncache,r.x=i-((r.xPercent=i&&(!e&&r.xPercent||(Math.round(t.offsetWidth/2)===Math.round(-i)?-50:0)))?t.offsetWidth*r.xPercent/100:0)+"px",r.y=n-((r.yPercent=n&&(!e&&r.yPercent||(Math.round(t.offsetHeight/2)===Math.round(-n)?-50:0)))?t.offsetHeight*r.yPercent/100:0)+"px",r.z=a+"px",r.scaleX=ka(s),r.scaleY=ka(o),r.rotation=ka(u)+L,r.rotationX=ka(h)+L,r.rotationY=ka(l)+L,r.skewX=f+L,r.skewY=d+L,r.transformPerspective=c+"px",(r.zOrigin=parseFloat(Y.split(" ")[2])||!e&&r.zOrigin||0)&&(F[vr]=Ar(Y)),r.xOffset=r.yOffset=0,r.force3D=N.force3D,r.renderTransform=r.svg?Fr:Xe?Rr:Dr,r.uncache=0,r},Ar=function _firstTwoOnly(t){return(t=t.split(" "))[0]+" "+t[1]},Dr=function _renderNon3DTransforms(t,e){e.z="0px",e.rotationY=e.rotationX="0deg",e.force3D=0,Rr(t,e)},Sr="0deg",zr="0px",Er=") ",Rr=function _renderCSSTransforms(t,e){var r=e||this,i=r.xPercent,n=r.yPercent,a=r.x,s=r.y,o=r.z,u=r.rotation,h=r.rotationY,l=r.rotationX,f=r.skewX,d=r.skewY,c=r.scaleX,p=r.scaleY,_=r.transformPerspective,m=r.force3D,g=r.target,v=r.zOrigin,y="",T="auto"===m&&t&&1!==t||!0===m;if(v&&(l!==Sr||h!==Sr)){var b,w=parseFloat(h)*fr,x=Math.sin(w),k=Math.cos(w);w=parseFloat(l)*fr,b=Math.cos(w),a=se(g,a,x*b*-v),s=se(g,s,-Math.sin(w)*-v),o=se(g,o,k*b*-v+v)}_!==zr&&(y+="perspective("+_+Er),(i||n)&&(y+="translate("+i+"%, "+n+"%) "),!T&&a===zr&&s===zr&&o===zr||(y+=o!==zr||T?"translate3d("+a+", "+s+", "+o+") ":"translate("+a+", "+s+Er),u!==Sr&&(y+="rotate("+u+Er),h!==Sr&&(y+="rotateY("+h+Er),l!==Sr&&(y+="rotateX("+l+Er),f===Sr&&d===Sr||(y+="skew("+f+", "+d+Er),1===c&&1===p||(y+="scale("+c+", "+p+Er),g.style[gr]=y||"translate(0, 0)"},Fr=function _renderSVGTransforms(t,e){var r,i,n,a,s,o=e||this,u=o.xPercent,h=o.yPercent,l=o.x,f=o.y,d=o.rotation,c=o.skewX,p=o.skewY,_=o.scaleX,m=o.scaleY,g=o.target,v=o.xOrigin,y=o.yOrigin,T=o.xOffset,b=o.yOffset,w=o.forceCSS,x=parseFloat(l),k=parseFloat(f);d=parseFloat(d),c=parseFloat(c),(p=parseFloat(p))&&(c+=p=parseFloat(p),d+=p),d||c?(d*=fr,c*=fr,r=Math.cos(d)*_,i=Math.sin(d)*_,n=Math.sin(d-c)*-m,a=Math.cos(d-c)*m,c&&(p*=fr,s=Math.tan(c-p),n*=s=Math.sqrt(1+s*s),a*=s,p&&(s=Math.tan(p),r*=s=Math.sqrt(1+s*s),i*=s)),r=ka(r),i=ka(i),n=ka(n),a=ka(a)):(r=_,a=m,i=n=0),(x&&!~(l+"").indexOf("px")||k&&!~(f+"").indexOf("px"))&&(x=de(g,"x",l,"px"),k=de(g,"y",f,"px")),(v||y||T||b)&&(x=ka(x+v-(v*r+y*n)+T),k=ka(k+y-(v*i+y*a)+b)),(u||h)&&(s=g.getBBox(),x=ka(x+u/100*s.width),k=ka(k+h/100*s.height)),s="matrix("+r+","+i+","+n+","+a+","+x+","+k+")",g.setAttribute("transform",s),w&&(g.style[gr]=s)};ja("padding,margin,Width,Radius",function(e,r){var t="Right",i="Bottom",n="Left",o=(r<3?["Top",t,i,n]:["Top"+n,"Top"+t,i+t,i+n]).map(function(t){return r<2?e+t:"border"+t+e});Or[1<r?"border"+e:e]=function(e,t,r,i,n){var a,s;if(arguments.length<4)return a=o.map(function(t){return xr(e,t,r)}),5===(s=a.join(" ")).split(a[0]).length?a[0]:s;a=(i+"").split(" "),s={},o.forEach(function(t,e){return s[t]=a[e]=a[e]||a[(e-1)/2|0]}),e.init(t,s,n)}});var Ir,Lr,Br,Yr={name:"css",register:Wd,targetTest:function targetTest(t){return t.style&&t.nodeType},init:function init(t,e,i,n,a){var s,o,u,h,l,f,d,c,p,_,m,g,v,y,T,b,w,x=this._props,k=t.style,O=i.vars.startAt;for(d in Ne||Wd(),this.styles=this.styles||Qd(t),b=this.styles.props,this.tween=i,e)if("autoRound"!==d&&(o=e[d],!mt[d]||!dc(d,e,i,n,t,a)))if(l=typeof o,f=Or[d],"function"===l&&(l=typeof(o=o.call(i,n,t,a))),"string"===l&&~o.indexOf("random(")&&(o=rb(o)),f)f(this,t,d,o,i)&&(T=1);else if("--"===d.substr(0,2))s=(getComputedStyle(t).getPropertyValue(d)+"").trim(),o+="",Rt.lastIndex=0,Rt.test(s)||(c=_a(s),(p=_a(o))?c!==p&&(s=de(t,d,s,p)+p):c&&(o+=c)),this.add(k,"setProperty",s,o,n,a,0,0,d),x.push(d),b.push(d,0,k[d]);else if("undefined"!==l){if(O&&d in O?(s="function"==typeof O[d]?O[d].call(i,n,t,a):O[d],r(s)&&~s.indexOf("random(")&&(s=rb(s)),_a(s+"")||"auto"===s||(s+=N.units[d]||_a(xr(t,d))||""),"="===(s+"").charAt(1)&&(s=xr(t,d))):s=xr(t,d),h=parseFloat(s),(_="string"===l&&"="===o.charAt(1)&&o.substr(0,2))&&(o=o.substr(2)),u=parseFloat(o),d in mr&&("autoAlpha"===d&&(1===h&&"hidden"===xr(t,"visibility")&&u&&(h=0),b.push("visibility",0,k.visibility),ae(this,k,"visibility",h?"inherit":"hidden",u?"inherit":"hidden",!u)),"scale"!==d&&"transform"!==d&&~(d=mr[d]).indexOf(",")&&(d=d.split(",")[0])),m=d in hr){if(this.styles.save(d),w=o,"string"===l&&"var(--"===o.substring(0,6)){if("calc("===(o=Td(t,o.substring(4,o.indexOf(")")))).substring(0,5)){var M=t.style.perspective;t.style.perspective=o,o=Td(t,"perspective"),M?t.style.perspective=M:_d(t,"perspective")}u=parseFloat(o)}if(g||((v=t._gsap).renderTransform&&!e.parseTransform||Pr(t,e.parseTransform),y=!1!==e.smoothOrigin&&v.smooth,(g=this._pt=new we(this._pt,k,gr,0,1,v.renderTransform,v,0,-1)).dep=1),"scale"===d)this._pt=new we(this._pt,v,"scaleY",v.scaleY,(_?ma(v.scaleY,_+u):u)-v.scaleY||0,yd),this._pt.u=0,x.push("scaleY",d),d+="X";else{if("transformOrigin"===d){b.push(vr,0,k[vr]),o=he(o),v.svg?pe(t,o,0,y,0,this):((p=parseFloat(o.split(" ")[2])||0)!==v.zOrigin&&ae(this,v,"zOrigin",v.zOrigin,p),ae(this,k,d,Ar(s),Ar(o)));continue}if("svgOrigin"===d){pe(t,o,1,y,0,this);continue}if(d in Cr){ze(this,v,d,h,_?ma(h,_+o):o);continue}if("smoothOrigin"===d){ae(this,v,"smooth",v.smooth,o);continue}if("force3D"===d){v[d]=o;continue}if("transform"===d){Be(this,o,t);continue}}}else d in k||(d=Tr(d)||d);if(m||(u||0===u)&&(h||0===h)&&!_r.test(o)&&d in k)u=u||0,(c=(s+"").substr((h+"").length))!==(p=_a(o)||(d in N.units?N.units[d]:c))&&(h=de(t,d,s,p)),this._pt=new we(this._pt,m?v:k,d,h,(_?ma(h,_+u):u)-h,m||"px"!==p&&"zIndex"!==d||!1===e.autoRound?yd:Cd),this._pt.u=p||0,m&&w!==o?(this._pt.b=s,this._pt.e=w,this._pt.r=Bd):c!==p&&"%"!==p&&(this._pt.b=s,this._pt.r=Ad);else if(d in k)fe.call(this,t,d,s,_?_+o:o);else if(d in t)this.add(t,d,s||t[d],_?_+o:o,n,a);else if("parseTransform"!==d){S(d,o);continue}m||(d in k?b.push(d,0,k[d]):"function"==typeof t[d]?b.push(d,2,t[d]()):b.push(d,1,s||t[d])),x.push(d)}T&&be(this)},render:function render(t,e){if(e.tween._time||!Ue())for(var r=e._pt;r;)r.r(t,r.d),r=r._next;else e.styles.revert()},get:xr,aliases:mr,getSetter:function getSetter(t,e,r){var i=mr[e];return i&&i.indexOf(",")<0&&(e=i),e in hr&&e!==vr&&(t._gsap.x||xr(t,"x"))?r&&Ve===r?"scale"===e?Id:Hd:(Ve=r||{})&&("scale"===e?Jd:Kd):t.style&&!u(t.style[e])?Fd:~e.indexOf("-")?Gd:le(t,e)},core:{_removeProperty:_d,_getMatrix:oe}};Fe.utils.checkPrefix=Tr,Fe.core.getStyleSaver=Qd,Br=ja((Ir="x,y,z,scale,scaleX,scaleY,xPercent,yPercent")+","+(Lr="rotation,rotationX,rotationY,skewX,skewY")+",transform,transformOrigin,svgOrigin,force3D,smoothOrigin,transformPerspective",function(t){hr[t]=1}),ja(Lr,function(t){N.units[t]="deg",Cr[t]=1}),mr[Br[13]]=Ir+","+Lr,ja("0:translateX,1:translateY,2:translateZ,8:rotate,8:rotationZ,8:rotateZ,9:rotateX,10:rotateY",function(t){var e=t.split(":");mr[e[1]]=Br[e[0]]}),ja("x,y,z,top,right,bottom,left,width,height,fontSize,padding,margin,perspective",function(t){N.units[t]="px"}),Fe.registerPlugin(Yr);var Nr=Fe.registerPlugin(Yr)||Fe,jr=Nr.core.Tween;e.Back=ir,e.Bounce=ar,e.CSSPlugin=Yr,e.Circ=ur,e.Cubic=Ke,e.Elastic=rr,e.Expo=or,e.Linear=Qe,e.Power0=qe,e.Power1=Ze,e.Power2=We,e.Power3=He,e.Power4=Je,e.Quad=Ge,e.Quart=$e,e.Quint=tr,e.Sine=sr,e.SteppedEase=nr,e.Strong=er,e.TimelineLite=Zt,e.TimelineMax=Zt,e.TweenLite=te,e.TweenMax=jr,e.default=Nr,e.gsap=Nr;if (typeof(window)==="undefined"||window!==e){Object.defineProperty(e,"__esModule",{value:!0})} else {delete e.default}});
</script>
</div>
<script>(function(){
/* ─── Seeded PRNG ─── */
function mulberry32(s){return function(){s|=0;s=s+0x6D2B79F5|0;var t=Math.imul(s^s>>>15,1|s);t=t+Math.imul(t^t>>>7,61|t)^t;return((t^t>>>14)>>>0)/4294967296}}
var rand=mulberry32(42);
/* ─── Spanish Empire territory ISO numeric codes ─── */
var EMPIRE_CODES=[
"724", /* Spain */
"484", /* Mexico */
"604", /* Peru */
"170", /* Colombia */
"862", /* Venezuela */
"218", /* Ecuador */
"068", /* Bolivia */
"152", /* Chile */
"032", /* Argentina */
"600", /* Paraguay */
"858", /* Uruguay */
"192", /* Cuba */
"214", /* Dominican Republic */
"630", /* Puerto Rico */
"608", /* Philippines */
"320", /* Guatemala */
"340", /* Honduras */
"222", /* El Salvador */
"558", /* Nicaragua */
"188", /* Costa Rica */
"591", /* Panama */
"380", /* Italy (Naples) */
"528", /* Netherlands */
"056" /* Belgium */
];
function isEmpire(feat){
var id=feat.id||feat.properties&&feat.properties.iso_n3||"";
return EMPIRE_CODES.indexOf(String(id))!==-1;
}
/* ─── Load world data synchronously ─── */
var worldData=null;
try{
var xhr=new XMLHttpRequest();
xhr.open("GET","./vendor/countries-110m.json",false);
xhr.send();
if(xhr.status===200) worldData=JSON.parse(xhr.responseText);
}catch(e){/* fallback below */}
/* ─── Build D3 maps if data loaded ─── */
function buildFlatMap(svgId,w,h,opts){
if(!worldData) return;
opts=opts||{};
var svg=d3.select("#"+svgId);
var proj=d3.geoNaturalEarth1().fitSize([w,h],{type:"Sphere"});
var path=d3.geoPath(proj);
var countries=topojson.feature(worldData,worldData.objects.countries);
var borders=topojson.mesh(worldData,worldData.objects.countries,function(a,b){return a!==b});
/* Graticule */
svg.append("path").datum(d3.geoGraticule()()).attr("d",path).attr("class","graticule");
/* Land — render empire territories vs land vs spain-highlight */
svg.selectAll(".country").data(countries.features).enter().append("path")
.attr("d",path)
.attr("class",function(d){
var id=String(d.id);
/* Spain always gets special class when highlightSpain is on */
if(opts.highlightSpain && id==="724") return "spain-highlight";
/* In highlightSpain mode, other empire territories render as normal land */
if(opts.highlightSpain && isEmpire(d)) return "land";
return isEmpire(d)?"empire-territory":"land";
})
.attr("id",function(d){return svgId+"-c"+d.id});
/* Borders */
svg.append("path").datum(borders).attr("d",path).attr("class","border");
/* Add glowing highlight elements behind Spain when requested */
if(opts.highlightSpain){
var spainFeat=countries.features.filter(function(f){return String(f.id)==="724"})[0];
if(spainFeat){
var centroid=path.centroid(spainFeat);
if(centroid && !isNaN(centroid[0])){
/* Outer glow ring */
svg.append("circle").attr("cx",centroid[0]).attr("cy",centroid[1]).attr("r",55)
.attr("fill","rgba(240,199,94,0.12)").attr("id",svgId+"-spain-glow-outer").attr("opacity",0);
/* Inner glow */
svg.append("circle").attr("cx",centroid[0]).attr("cy",centroid[1]).attr("r",30)
.attr("fill","rgba(240,199,94,0.25)").attr("id",svgId+"-spain-glow-inner").attr("opacity",0);
/* Pulse ring */
svg.append("circle").attr("cx",centroid[0]).attr("cy",centroid[1]).attr("r",22)
.attr("fill","none").attr("stroke","#F0C75E").attr("stroke-width",2)
.attr("id",svgId+"-spain-pulse").attr("opacity",0);
/* Label */
svg.append("text").attr("x",centroid[0]).attr("y",centroid[1]-40)
.attr("text-anchor","middle").attr("fill","#F0C75E")
.attr("font-family","Space Grotesk").attr("font-size",18).attr("font-weight",700)
.attr("letter-spacing","0.25em").attr("id",svgId+"-spain-label").attr("opacity",0)
.text("SPAIN");
}
}
}
if(opts.showRoutes){
/* Route arcs from Spain */
var spainCoords=[-3.7,40.4];
var routes=[[-75,20],[-58,-15],[-99,19],[121,14]];
routes.forEach(function(dest,i){
var arcGen=d3.geoPath(proj);
var line={type:"LineString",coordinates:[spainCoords,dest]};
svg.append("path").datum(line).attr("d",arcGen)
.attr("fill","none").attr("stroke","#F0C75E").attr("stroke-width",1.5)
.attr("stroke-dasharray","6 4").attr("opacity",0)
.attr("class","empire-route").attr("id",svgId+"-route"+i);
});
}
}
function buildGlobe(svgId,w,h,opts){
if(!worldData) return;
opts=opts||{};
var svg=d3.select("#"+svgId);
var rotation=opts.rotation||[-20,0];
var proj=d3.geoOrthographic().fitSize([w,h],{type:"Sphere"}).rotate(rotation);
var path=d3.geoPath(proj);
var countries=topojson.feature(worldData,worldData.objects.countries);
/* Globe ocean */
svg.append("circle").attr("cx",w/2).attr("cy",h/2).attr("r",proj.scale())
.attr("class",opts.spaceView?"globe-ocean":"ocean");
/* Graticule */
svg.append("path").datum(d3.geoGraticule()()).attr("d",path).attr("class","graticule");
/* Countries */
svg.selectAll(".country").data(countries.features).enter().append("path")
.attr("d",path)
.attr("class",function(d){
if(opts.faded) return isEmpire(d)?"empire-territory-faded":"land";
return isEmpire(d)?"empire-territory":"land"
})
.attr("id",function(d){return svgId+"-c"+d.id});
/* Atmosphere ring */
if(opts.spaceView){
svg.append("circle").attr("cx",w/2).attr("cy",h/2).attr("r",proj.scale()+8)
.attr("fill","none").attr("stroke","#1a6ba0").attr("stroke-width",6).attr("opacity",0.15);
svg.append("circle").attr("cx",w/2).attr("cy",h/2).attr("r",proj.scale()+4)
.attr("fill","none").attr("stroke","#1a6ba0").attr("stroke-width",3).attr("opacity",0.1);
}
/* Spain highlight glow */
if(opts.highlightSpain){
var spainCenter=proj([-3.7,40.4]);
if(spainCenter){
svg.append("circle").attr("cx",spainCenter[0]).attr("cy",spainCenter[1]).attr("r",20)
.attr("fill","#F0C75E").attr("opacity",0.6).attr("id",svgId+"-spain-glow");
svg.append("circle").attr("cx",spainCenter[0]).attr("cy",spainCenter[1]).attr("r",35)
.attr("fill","none").attr("stroke","#F0C75E").attr("stroke-width",1).attr("opacity",0.2);
}
}
}
/* Build Scene 1 route overlay using the same projection */
function buildS1Route(){
if(!worldData) return;
var proj=d3.geoNaturalEarth1().fitSize([1920,1080],{type:"Sphere"});
var pathGen=d3.geoPath(proj);
var svg=d3.select("#s1-route-svg");
/* Spain coords [-3.7, 40.4] → projected pixel */
var spainPx=proj([-3.7,40.4]);
/* Caribbean / Hispaniola [-69.9, 18.7] */
var caribPx=proj([-69.9,18.7]);
/* Midpoint control points for a nice arc across Atlantic */
var mid1=proj([-25,38]);
var mid2=proj([-48,26]);
if(spainPx&&caribPx&&mid1&&mid2){
/* Route path: Spain → Caribbean via Atlantic arc */
var routeD="M"+spainPx[0]+","+spainPx[1]
+" C"+mid1[0]+","+(mid1[1]-20)+","+mid2[0]+","+(mid2[1]+10)+","+caribPx[0]+","+caribPx[1];
svg.append("path").attr("id","s1-route-path")
.attr("d",routeD).attr("fill","none")
.attr("stroke","#F0C75E").attr("stroke-width",3.5)
.attr("stroke-linecap","round").attr("opacity",0.95);
/* Start dot (Spain) */
svg.append("circle").attr("id","s1-dot-start")
.attr("cx",spainPx[0]).attr("cy",spainPx[1]).attr("r",8)
.attr("fill","#F0C75E").attr("opacity",0);
/* End dot (Caribbean) */
svg.append("circle").attr("id","s1-dot-end")
.attr("cx",caribPx[0]).attr("cy",caribPx[1]).attr("r",8)
.attr("fill","#F0C75E").attr("opacity",0);
/* Pulsing rings around dots */
svg.append("circle").attr("id","s1-ring-start")
.attr("cx",spainPx[0]).attr("cy",spainPx[1]).attr("r",16)
.attr("fill","none").attr("stroke","#F0C75E").attr("stroke-width",1).attr("opacity",0);
svg.append("circle").attr("id","s1-ring-end")
.attr("cx",caribPx[0]).attr("cy",caribPx[1]).attr("r",16)
.attr("fill","none").attr("stroke","#F0C75E").attr("stroke-width",1).attr("opacity",0);
/* Label: "Spain" near start */
svg.append("text").attr("id","s1-label-spain")
.attr("x",spainPx[0]+15).attr("y",spainPx[1]-18)
.attr("fill","#D4A24C").attr("font-family","Space Grotesk")
.attr("font-size",16).attr("font-weight",500)
.attr("letter-spacing","0.15em").attr("opacity",0).text("SPAIN");
/* Label: "New World" near end */
svg.append("text").attr("id","s1-label-newworld")
.attr("x",caribPx[0]+15).attr("y",caribPx[1]-18)
.attr("fill","#D4A24C").attr("font-family","Space Grotesk")
.attr("font-size",16).attr("font-weight",500)
.attr("letter-spacing","0.15em").attr("opacity",0).text("NEW WORLD");
}
/* Compass rose (top-right area) */
var compassG=svg.append("g").attr("id","s1-compass")
.attr("transform","translate(1720,140)").attr("opacity",0);
compassG.append("circle").attr("cx",0).attr("cy",0).attr("r",36)
.attr("fill","none").attr("stroke","#D4A24C").attr("stroke-width",1.5).attr("opacity",0.6);
compassG.append("circle").attr("cx",0).attr("cy",0).attr("r",24)
.attr("fill","none").attr("stroke","#D4A24C").attr("stroke-width",0.8).attr("opacity",0.3);
compassG.append("line").attr("x1",0).attr("y1",-30).attr("x2",0).attr("y2",30)
.attr("stroke","#D4A24C").attr("stroke-width",1.2).attr("opacity",0.7);
compassG.append("line").attr("x1",-30).attr("y1",0).attr("x2",30).attr("y2",0)
.attr("stroke","#D4A24C").attr("stroke-width",1.2).attr("opacity",0.7);
/* Diagonal ticks */
compassG.append("line").attr("x1",-18).attr("y1",-18).attr("x2",18).attr("y2",18)
.attr("stroke","#D4A24C").attr("stroke-width",0.6).attr("opacity",0.4);
compassG.append("line").attr("x1",18).attr("y1",-18).attr("x2",-18).attr("y2",18)
.attr("stroke","#D4A24C").attr("stroke-width",0.6).attr("opacity",0.4);
/* North arrow */
compassG.append("polygon").attr("points","0,-30 -6,-14 6,-14")
.attr("fill","#F0C75E").attr("opacity",0.9);
compassG.append("polygon").attr("points","0,30 -5,16 5,16")
.attr("fill","#D4A24C").attr("opacity",0.5);
/* Cardinal labels */
compassG.append("text").attr("x",0).attr("y",-42).attr("text-anchor","middle")
.attr("fill","#F0C75E").attr("font-size",14).attr("font-family","Space Grotesk")
.attr("font-weight",600).attr("opacity",0.85).text("N");
compassG.append("text").attr("x",0).attr("y",52).attr("text-anchor","middle")
.attr("fill","#D4A24C").attr("font-size",11).attr("font-family","Space Grotesk")
.attr("opacity",0.5).text("S");
compassG.append("text").attr("x",44).attr("y",5).attr("text-anchor","middle")
.attr("fill","#D4A24C").attr("font-size",11).attr("font-family","Space Grotesk")
.attr("opacity",0.5).text("E");
compassG.append("text").attr("x",-44).attr("y",5).attr("text-anchor","middle")
.attr("fill","#D4A24C").attr("font-size",11).attr("font-family","Space Grotesk")
.attr("opacity",0.5).text("W");
}
/* Build all maps */
buildFlatMap("s1-map-svg",1920,1080,{highlightSpain:true});
buildS1Route();
buildFlatMap("s3-map-svg",1100,660,{showRoutes:true});
buildFlatMap("s6-map-svg",1000,580);
buildGlobe("s7-globe-svg",540,540,{rotation:[-50,-10],faded:false,highlightSpain:true});
buildGlobe("s8-globe-svg",520,520,{rotation:[-10,0],spaceView:true,highlightSpain:true});
/* Scene 2 inset globe */
buildGlobe("s2-inset-globe",500,400,{rotation:[30,-15],highlightSpain:true});
/* ─── WebGL Shader Transition System ─── */
var glCanvas=document.getElementById("gl-canvas");
glCanvas.width=1920; glCanvas.height=1080;
var gl=glCanvas.getContext("webgl",{alpha:true,premultipliedAlpha:false});
var glReady=false;
var glProgram=null;
var uProgress=null, uMode=null, uResolution=null, uColor1=null, uColor2=null;
if(gl){
var vsrc="attribute vec2 a_pos;varying vec2 v_uv;void main(){v_uv=(a_pos+1.0)*0.5;gl_Position=vec4(a_pos,0,1);}";
var fsrc=[
"precision mediump float;",
"varying vec2 v_uv;",
"uniform float u_progress;",
"uniform float u_mode;",
"uniform vec2 u_resolution;",
"uniform vec3 u_color1;",
"uniform vec3 u_color2;",
"",
"float hash(vec2 p){return fract(sin(dot(p,vec2(127.1,311.7)))*43758.5453);}",
"float noise(vec2 p){",
" vec2 i=floor(p);vec2 f=fract(p);f=f*f*(3.0-2.0*f);",
" return mix(mix(hash(i),hash(i+vec2(1,0)),f.x),mix(hash(i+vec2(0,1)),hash(i+vec2(1,1)),f.x),f.y);",
"}",
"float fbm(vec2 p){float v=0.0;float a=0.5;for(int i=0;i<5;i++){v+=a*noise(p);p*=2.0;a*=0.5;}return v;}",
"",
"void main(){",
" vec2 uv=v_uv;",
" float p=u_progress;",
" float alpha=0.0;",
" vec3 col=vec3(0.0);",
"",
" if(u_mode<0.5){",
" /* Mode 0: Gold noise dissolve */",
" float n=fbm(uv*6.0+vec2(1.7,3.2));",
" float edge=smoothstep(p-0.15,p,n)*smoothstep(p+0.15,p,n);",
" float mask=smoothstep(p-0.08,p+0.08,n);",
" col=mix(u_color1,u_color2,edge*2.5);",
" alpha=max(edge*1.8,(1.0-mask)*p*0.3);",
" alpha=clamp(alpha,0.0,1.0);",
" }else if(u_mode<1.5){",
" /* Mode 1: Radial burn wipe */",
" vec2 center=uv-0.5;",
" float dist=length(center)*1.4;",
" float ring=smoothstep(p-0.2,p,dist)*smoothstep(p+0.2,p,dist);",
" float fill=smoothstep(p+0.1,p-0.05,dist);",
" col=mix(u_color1,u_color2,ring*2.0);",
" alpha=max(ring*1.5,fill*p*0.4);",
" alpha=clamp(alpha,0.0,1.0);",
" }else{",
" /* Mode 2: Chromatic warp */",
" vec2 center=uv-0.5;",
" float warp=p*0.08;",
" float d=length(center);",
" vec2 uv_r=uv+center*warp;",
" vec2 uv_b=uv-center*warp;",
" float n1=fbm(uv_r*4.0);",
" float n2=fbm(uv_b*4.0+vec2(5.0));",
" float band=smoothstep(0.3,0.7,abs(sin(d*12.0-p*8.0)));",
" col=vec3(u_color1.r*n1,u_color2.g*0.6,u_color1.b*n2);",
" alpha=band*p*1.2;",
" alpha=clamp(alpha,0.0,0.85);",
" }",
" gl_FragColor=vec4(col,alpha);",
"}"
].join("\n");
function compileShader(src,type){
var s=gl.createShader(type);gl.shaderSource(s,src);gl.compileShader(s);
return s;
}
var vs=compileShader(vsrc,gl.VERTEX_SHADER);
var fs=compileShader(fsrc,gl.FRAGMENT_SHADER);
glProgram=gl.createProgram();gl.attachShader(glProgram,vs);gl.attachShader(glProgram,fs);gl.linkProgram(glProgram);
if(gl.getProgramParameter(glProgram,gl.LINK_STATUS)){
gl.useProgram(glProgram);
var buf=gl.createBuffer();gl.bindBuffer(gl.ARRAY_BUFFER,buf);
gl.bufferData(gl.ARRAY_BUFFER,new Float32Array([-1,-1,1,-1,-1,1,1,1]),gl.STATIC_DRAW);
var aPos=gl.getAttribLocation(glProgram,"a_pos");gl.enableVertexAttribArray(aPos);gl.vertexAttribPointer(aPos,2,gl.FLOAT,false,0,0);
uProgress=gl.getUniformLocation(glProgram,"u_progress");
uMode=gl.getUniformLocation(glProgram,"u_mode");
uResolution=gl.getUniformLocation(glProgram,"u_resolution");
uColor1=gl.getUniformLocation(glProgram,"u_color1");
uColor2=gl.getUniformLocation(glProgram,"u_color2");
gl.uniform2f(uResolution,1920,1080);
gl.enable(gl.BLEND);gl.blendFunc(gl.SRC_ALPHA,gl.ONE_MINUS_SRC_ALPHA);
glReady=true;
}
}
function renderGL(progress,mode,c1,c2){
if(!glReady) return;
gl.viewport(0,0,1920,1080);
gl.clearColor(0,0,0,0);gl.clear(gl.COLOR_BUFFER_BIT);
gl.uniform1f(uProgress,progress);
gl.uniform1f(uMode,mode);
gl.uniform3f(uColor1,c1[0],c1[1],c1[2]);
gl.uniform3f(uColor2,c2[0],c2[1],c2[2]);
gl.drawArrays(gl.TRIANGLE_STRIP,0,4);
}
/* Transition state object (GSAP animates this) */
var trState={progress:0,mode:0,active:false};
var goldColor=[0.83,0.64,0.30];
var darkColor=[0.04,0.09,0.16];
var redColor=[0.7,0.12,0.12];
function shaderTransition(tl,outSel,inSel,time,dur,mode,c1,c2){
dur=dur||0.7;mode=mode||0;c1=c1||goldColor;c2=c2||darkColor;
/* Show canvas */
tl.set("#gl-canvas",{opacity:1},time);
/* Animate underlying scenes */
var half=dur*0.5;
tl.to(outSel,{opacity:0,duration:dur*0.6,ease:"power2.in"},time);
tl.fromTo(inSel,{opacity:0},{opacity:1,duration:dur*0.6,ease:"power2.out"},time+dur*0.4);
/* Drive shader progress */
var proxy={p:0};
tl.to(proxy,{p:1,duration:dur,ease:"power2.inOut",
onUpdate:function(){renderGL(proxy.p,mode,c1,c2)}
},time);
/* Hide canvas */
tl.set("#gl-canvas",{opacity:0},time+dur+0.01);
}
/* ─── SVG path setup for crack animations ─── */
function setupPathDraw(id){var p=document.getElementById(id);if(!p)return 0;var len=p.getTotalLength();gsap.set(p,{strokeDasharray:len,strokeDashoffset:len});return len}
/* ─── Build master timeline ─── */
var tl=gsap.timeline({paused:true});
gsap.set(".scene",{opacity:0});
/* Setup crack paths */
setupPathDraw("s6-crack1");setupPathDraw("s6-crack2");setupPathDraw("s6-crack3");setupPathDraw("s6-crack4");
/* Setup route path */
setupPathDraw("s1-route-path");
/* ═════════════════════════════════════
SCENE 1 · Opening Hook · 0–5 s
═════════════════════════════════════ */
tl.to("#s1",{opacity:1,duration:0.8,ease:"power1.out"},0.1);
/* Map land fades in gently */
tl.from("#s1-map-svg .land",{opacity:0,duration:1.8,ease:"power1.out"},0.15);
/* ── SPAIN HIGHLIGHT: make it clearly visible ── */
/* Spain country shape brightens to gold */
tl.to("#s1-map-svg-c724",{opacity:0.95,duration:0.8,ease:"power2.out"},0.3);
/* Spain glow effects */
tl.to("#s1-map-svg-spain-glow-outer",{opacity:1,duration:1.0,ease:"power1.out"},0.35);
tl.to("#s1-map-svg-spain-glow-inner",{opacity:1,duration:0.8,ease:"power2.out"},0.4);
/* Pulse ring expands */
tl.to("#s1-map-svg-spain-pulse",{opacity:0.7,scale:1.8,duration:1.2,ease:"power2.out"},0.5);
tl.to("#s1-map-svg-spain-pulse",{opacity:0,scale:2.5,duration:1.0,ease:"power1.in"},1.7);
/* Spain label fades in */
tl.to("#s1-map-svg-spain-label",{opacity:0.9,duration:0.6,ease:"power2.out"},0.6);
/* Spain origin dot on route overlay */
tl.to("#s1-dot-start",{opacity:1,duration:0.4,ease:"back.out(2)"},0.5);
tl.to("#s1-ring-start",{opacity:0.6,scale:1.5,duration:0.8,ease:"power2.out"},0.55);
tl.to("#s1-label-spain",{opacity:0.85,duration:0.5,ease:"power2.out"},0.7);
/* Route line draws from Spain to the New World */
tl.to("#s1-route-path",{strokeDashoffset:0,duration:2.6,ease:"power2.inOut"},0.8);
/* Caribbean dot + label appear as route arrives */
tl.to("#s1-dot-end",{opacity:1,duration:0.4,ease:"back.out(2)"},3.1);
tl.to("#s1-ring-end",{opacity:0.6,scale:1.5,duration:0.8,ease:"power2.out"},3.15);
tl.to("#s1-label-newworld",{opacity:0.85,duration:0.5,ease:"power2.out"},3.3);
/* Compass rose */
tl.to("#s1-compass",{opacity:0.85,rotation:8,duration:1.5,ease:"power3.out"},0.5);
/* Content */
tl.from("#s1-sub",{opacity:0,y:20,duration:0.5,ease:"power3.out"},0.6);
tl.from("#s1-title",{opacity:0,y:50,duration:0.8,ease:"expo.out"},1.0);
tl.from("#s1-subtitle",{opacity:0,x:-30,duration:0.7,ease:"power2.out"},1.7);
/* Ambient zoom */
tl.to("#s1",{scale:1.025,duration:5,ease:"none"},0);
/* ── TRANSITION 1→2: Gold noise dissolve ── */
shaderTransition(tl,"#s1","#s2",4.4,0.75,0,goldColor,darkColor);
/* ═════════════════════════════════════
SCENE 2 · Discovery Era · 5–12 s
═════════════════════════════════════ */
var S2=5.15;
/* Inset globe with Spain highlighted enters */
tl.fromTo("#s2-inset",{opacity:0,scale:0.92},{opacity:1,scale:1,duration:0.9,ease:"power3.out"},S2+0.15);
/* Animate Spain on the inset globe */
tl.to("#s2-inset-globe-spain-glow",{opacity:0.8,duration:0.6,ease:"power2.out"},S2+0.5);
/* Spain territory visible on inset */
(function(){
var el=document.getElementById("s2-inset-globe-c724");
if(el) tl.to(el,{opacity:0.85,fill:"#D4A24C",duration:0.7,ease:"power2.out"},S2+0.4);
})();
/* Ship rocking */
var waveDur=2.2; var waveRep=Math.ceil(7/waveDur)-1;
tl.to("#s2-ship-svg",{y:"-=8",rotation:1.5,transformOrigin:"center bottom",duration:waveDur/2,ease:"sine.inOut",yoyo:true,repeat:waveRep*2+1},S2+0.2);
tl.to("#s2-waves",{y:5,duration:1.8,ease:"sine.inOut",yoyo:true,repeat:Math.ceil(7/1.8)*2},S2+0.1);
/* Flag entrance */
tl.fromTo("#s2-flag",{opacity:0,y:30},{opacity:1,y:0,duration:0.8,ease:"power3.out"},S2+0.4);
/* Content */
tl.from(".s2-content .scene-label",{opacity:0,y:18,duration:0.5,ease:"power3.out"},S2+0.2);
tl.from("#s2-title",{opacity:0,y:40,duration:0.7,ease:"expo.out"},S2+0.5);
tl.from("#s2-body",{opacity:0,x:-25,duration:0.6,ease:"power2.out"},S2+0.9);
/* Map pins */
tl.to("#s2-pin1",{opacity:1,duration:0.4,ease:"back.out(1.8)"},S2+1.4);
tl.to("#s2-pin2",{opacity:1,duration:0.4,ease:"back.out(1.8)"},S2+1.8);
tl.to("#s2-pin3",{opacity:1,duration:0.4,ease:"back.out(1.8)"},S2+2.2);
tl.from(".s2-ghost-text",{x:40,opacity:0,duration:2.5,ease:"power1.out"},S2);
/* ── TRANSITION 2→3: Gold noise dissolve ── */
shaderTransition(tl,"#s2","#s3",11.4,0.7,0,goldColor,darkColor);
/* ═════════════════════════════════════
SCENE 3 · Expansion · 12–20 s
═════════════════════════════════════ */
var S3=12.1;
/* Content */
tl.from(".s3-content .scene-label",{opacity:0,y:18,duration:0.45,ease:"power3.out"},S3);
tl.from("#s3-title",{opacity:0,y:45,duration:0.75,ease:"expo.out"},S3+0.3);
tl.from("#s3-body",{opacity:0,x:-20,duration:0.6,ease:"power2.out"},S3+0.8);
/* Territory fills staggered */
EMPIRE_CODES.forEach(function(code,i){
var el=document.getElementById("s3-map-svg-c"+code);
if(el){
tl.to(el,{opacity:0.75,duration:0.5,ease:"power2.out"},S3+0.8+i*0.1);
}
});
/* Route arcs fade */
[0,1,2,3].forEach(function(i){
tl.to("#s3-map-svg-route"+i,{opacity:0.55,duration:0.8,ease:"power1.out"},S3+2.0+i*0.4);
});
/* Sidebar labels */
gsap.set(["#s3-label1","#s3-label2","#s3-label3","#s3-label4","#s3-label5"],{x:20});
tl.to("#s3-label1",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S3+1.2);
tl.to("#s3-label2",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S3+1.6);
tl.to("#s3-label3",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S3+2.0);
tl.to("#s3-label4",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S3+2.4);
tl.to("#s3-label5",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S3+2.8);
/* Map ambient drift */
tl.from("#s3-map-svg",{x:40,duration:3.0,ease:"power1.out"},S3);
/* ── TRANSITION 3→4: Radial burn ── */
shaderTransition(tl,"#s3","#s4",19.4,0.7,1,goldColor,darkColor);
/* ═════════════════════════════════════
SCENE 4 · Power & Wealth · 20–28 s
═════════════════════════════════════ */
var S4=20.1;
/* Content */
tl.from(".s4-content .scene-label",{opacity:0,y:18,duration:0.45,ease:"power3.out"},S4);
tl.from("#s4-title",{opacity:0,y:42,duration:0.7,ease:"expo.out"},S4+0.3);
tl.from("#s4-body",{opacity:0,x:-20,duration:0.6,ease:"power2.out"},S4+0.85);
/* Flag entrance */
tl.fromTo("#s4-flag",{opacity:0,scale:0.9},{opacity:1,scale:1,duration:0.8,ease:"back.out(1.4)"},S4+0.3);
/* Coins fall */
var coinIds=["s4-c1","s4-c2","s4-c3","s4-c4","s4-c5","s4-c6","s4-c7","s4-c8"];
coinIds.forEach(function(id,i){
tl.fromTo("#"+id,
{y:-120-(rand()*80),opacity:0,rotation:(rand()-0.5)*30},
{y:0,opacity:1,rotation:0,duration:0.6+rand()*0.2,ease:"bounce.out"},
S4+0.6+i*0.14
);
});
/* Bars */
tl.from("#s4-bars",{opacity:0,y:20,duration:0.6,ease:"power3.out"},S4+1.0);
tl.to("#s4-bar1",{width:"91%",duration:1.4,ease:"power3.out"},S4+1.4);
tl.to("#s4-bar2",{width:"84%",duration:1.4,ease:"power3.out"},S4+1.8);
tl.to("#s4-bar3",{width:"76%",duration:1.4,ease:"power3.out"},S4+2.2);
/* ── TRANSITION 4→5: Gold noise ── */
shaderTransition(tl,"#s4","#s5",27.4,0.7,0,goldColor,darkColor);
/* ═════════════════════════════════════
SCENE 5 · Culture & Impact · 28–36 s
═════════════════════════════════════ */
var S5=28.1;
tl.from(".s5-content .scene-label",{opacity:0,y:18,duration:0.45,ease:"power3.out"},S5);
tl.from("#s5-title",{opacity:0,y:40,duration:0.7,ease:"expo.out"},S5+0.3);
tl.from("#s5-body",{opacity:0,x:-18,duration:0.55,ease:"power2.out"},S5+0.8);
gsap.set(["#s5-p1","#s5-p2","#s5-p3"],{y:40});
tl.to("#s5-p1",{opacity:1,y:0,duration:0.65,ease:"power3.out"},S5+0.6);
tl.to("#s5-p2",{opacity:1,y:0,duration:0.65,ease:"expo.out"},S5+0.95);
tl.to("#s5-p3",{opacity:1,y:0,duration:0.65,ease:"power3.out"},S5+1.3);
tl.to("#s5-p1",{y:-6,duration:3.5,ease:"sine.inOut",yoyo:true,repeat:1},S5+2.0);
tl.to("#s5-p2",{y:-4,duration:3.2,ease:"sine.inOut",yoyo:true,repeat:1},S5+2.3);
tl.to("#s5-p3",{y:-8,duration:3.8,ease:"sine.inOut",yoyo:true,repeat:1},S5+1.8);
/* ── TRANSITION 5→6: Chromatic warp (dramatic) ── */
shaderTransition(tl,"#s5","#s6",35.3,0.9,2,redColor,darkColor);
/* ═════════════════════════════════════
SCENE 6 · Challenges · 36–45 s
═════════════════════════════════════ */
var S6=36.2;
tl.to("#s6-storm-overlay",{opacity:1,duration:3.5,ease:"power1.inOut"},S6);
tl.from(".s6-content .scene-label",{opacity:0,y:18,duration:0.45,ease:"power3.out"},S6+0.1);
tl.from("#s6-title",{opacity:0,y:42,duration:0.7,ease:"expo.out"},S6+0.45);
tl.from("#s6-body",{opacity:0,x:-18,duration:0.6,ease:"power2.out"},S6+0.95);
/* Show empire territories faded on s6 map */
EMPIRE_CODES.forEach(function(code){
var el=document.getElementById("s6-map-svg-c"+code);
if(el){tl.to(el,{opacity:0.5,fill:"#5A3A2A",duration:1.5,ease:"power1.out"},S6+0.2)}
});
/* Cracks */
tl.to("#s6-crack1",{opacity:1,strokeDashoffset:0,duration:1.1,ease:"power2.inOut"},S6+0.8);
tl.to("#s6-crack2",{opacity:0.8,strokeDashoffset:0,duration:0.9,ease:"power3.inOut"},S6+1.5);
tl.to("#s6-crack3",{opacity:0.7,strokeDashoffset:0,duration:0.7,ease:"power2.in"},S6+2.1);
tl.to("#s6-crack4",{opacity:0.6,strokeDashoffset:0,duration:0.8,ease:"power2.in"},S6+2.6);
/* Lightning */
function lightning(tl,el,t){
tl.to(el,{opacity:1,duration:0.05,ease:"none"},t);tl.to(el,{opacity:0,duration:0.1,ease:"none"},t+0.05);
tl.to(el,{opacity:0.7,duration:0.04,ease:"none"},t+0.2);tl.to(el,{opacity:0,duration:0.08,ease:"none"},t+0.24);
}
lightning(tl,"#s6-lightning1",S6+1.0);lightning(tl,"#s6-lightning2",S6+2.4);
lightning(tl,"#s6-lightning1",S6+4.2);lightning(tl,"#s6-lightning2",S6+6.5);
lightning(tl,"#s6-lightning1",S6+7.8);
/* Cards */
gsap.set(["#s6-card1","#s6-card2","#s6-card3"],{x:30});
tl.to("#s6-card1",{opacity:1,x:0,duration:0.55,ease:"power3.out"},S6+1.2);
tl.to("#s6-card2",{opacity:1,x:0,duration:0.55,ease:"power3.out"},S6+1.65);
tl.to("#s6-card3",{opacity:1,x:0,duration:0.55,ease:"power3.out"},S6+2.1);
/* ── TRANSITION 6→7: Radial burn ── */
shaderTransition(tl,"#s6","#s7",44.3,0.8,1,redColor,darkColor);
/* ═════════════════════════════════════
SCENE 7 · Decline · 45–55 s
═════════════════════════════════════ */
var S7=45.1;
tl.from(".s7-content .scene-label",{opacity:0,y:18,duration:0.45,ease:"power3.out"},S7+0.2);
tl.from("#s7-title",{opacity:0,y:42,duration:0.72,ease:"expo.out"},S7+0.55);
tl.from("#s7-body",{opacity:0,x:-18,duration:0.6,ease:"power2.out"},S7+1.05);
/* Globe entrance */
tl.from("#s7-globe-wrap",{scale:0.88,opacity:0,duration:1.2,ease:"power3.out"},S7+0.15);
/* Gold territory drain on globe */
EMPIRE_CODES.forEach(function(code){
var el=document.getElementById("s7-globe-svg-c"+code);
if(el&&el.classList.contains("empire-territory")){
tl.to(el,{opacity:0.6,duration:0.8,ease:"power2.out"},S7+0.5);
tl.to(el,{opacity:0.08,fill:"#2A3A55",duration:5.0,ease:"power1.inOut"},S7+2.0);
}
});
/* Spain glow fades */
tl.to("#s7-globe-svg-spain-glow",{opacity:0.15,duration:6,ease:"power1.inOut"},S7+2.5);
/* Drain overlay */
tl.to("#s7-drain",{height:"100%",duration:6.5,ease:"power1.inOut"},S7+1.5);
/* Timeline items */
gsap.set(["#s7-tl1","#s7-tl2","#s7-tl3","#s7-tl4"],{x:20});
tl.to("#s7-tl1",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S7+0.8);
tl.to("#s7-tl2",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S7+1.5);
tl.to("#s7-tl3",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S7+2.2);
tl.to("#s7-tl4",{opacity:1,x:0,duration:0.5,ease:"power3.out"},S7+2.9);
/* Globe zoom out */
tl.to("#s7-globe-wrap",{scale:0.92,duration:7.5,ease:"power1.out"},S7+1.4);
/* ── TRANSITION 7→8: Chromatic warp ── */
shaderTransition(tl,"#s7","#s8",54.3,0.8,2,goldColor,darkColor);
/* ═════════════════════════════════════
SCENE 8 · Ending · 55–60 s
═════════════════════════════════════ */
var S8=55.1;
tl.from(".s8-content .scene-label",{opacity:0,y:18,duration:0.5,ease:"power3.out"},S8+0.2);
tl.from("#s8-title",{opacity:0,y:50,duration:0.85,ease:"expo.out"},S8+0.6);
tl.from("#s8-body",{opacity:0,y:20,duration:0.7,ease:"power2.out"},S8+1.4);
/* Globe entrance */
tl.from("#s8-globe-wrap",{scale:0.85,opacity:0,duration:1.2,ease:"power3.out"},S8+0.1);
/* Spain glow pulse */
tl.to("#s8-spain-glow",{scale:1.5,opacity:0.8,duration:0.7,ease:"sine.inOut",yoyo:true,repeat:5},S8+0.8);
tl.to(".s8-stars",{opacity:0.7,duration:1.8,ease:"power1.in"},S8);
/* Fade to black */
tl.to("#s8-fade",{opacity:1,duration:0.9,ease:"power2.in"},59.1);
/* ── TRANSITION 8→End: Radial burn ── */
tl.fromTo("#s-end",{opacity:0},{opacity:1,duration:0.8,ease:"power2.out"},59.8);
/* ═════════════════════════════════════
END CARD · 60–65 s
═════════════════════════════════════ */
var SE=60.0;
tl.to("#send-line-top",{width:800,duration:1.2,ease:"power3.out"},SE+0.3);
tl.to("#send-line-bot",{width:800,duration:1.2,ease:"power3.out"},SE+0.5);
gsap.set("#send-crown",{y:-15});
tl.to("#send-crown",{opacity:1,y:0,duration:0.8,ease:"back.out(1.5)"},SE+0.5);
tl.from("#send-eyebrow",{opacity:0,y:20,duration:0.6,ease:"power3.out"},SE+0.8);
tl.from("#send-main-title",{opacity:0,y:55,scale:0.96,duration:1.0,ease:"expo.out"},SE+1.1);
tl.to("#send-divider",{width:350,duration:0.9,ease:"power3.out"},SE+1.8);
tl.from("#send-sub",{opacity:0,y:15,duration:0.55,ease:"power2.out"},SE+2.4);
/* Breathing */
tl.to("#send-main-title",{scale:1.012,duration:2.0,ease:"sine.inOut",yoyo:true,repeat:1},SE+2.2);
/* Final fade */
tl.to("#send-final-fade",{opacity:1,duration:1.2,ease:"power2.in"},63.8);
/* ─── Register ─── */
window.__timelines=window.__timelines||{};
window.__timelines["spanish-empire"]=tl;
})();</script></body>
</html>
Reference in New Issue View Git Blame Copy Permalink