@keyframes rwdcur77769 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRYhe2WT2gcVRzHP+/N7O7sZpPd/G2sJMSkacTU0KYqsR4kNQpe9ODF0oOCl4KIIngQL4ueKnj1z8GTeik9ilaQaqRYD1pFE/sHs06TNv/abLb7J7s7++Y9D2/AehCEjLd8YWDemxm+n/fe788IXRgxYLRAaKAI3AaWgXlgAahEVwBooAYoUfCbxCC5VlXstBNoY4JorhwZTgAPAT3ACJAHXEACrimMyFgA1msh7sETcmMn7TWVCSIjDewH7ovGXgTi3f1tHADualUzff0sA/vul6Vblx8QollMOeIRYBoHCBkGLgKb2N3JYI8hHoDOJDB1CqdRob++IEnIA6QkJBxohNAIj2F3pBgZLwA7gIoFQBtABXD9PHQC93RAaCAhoKQAM0BDH48M72BXrkTBr8QBIGsBkBuEtg8Y8AT0OZCRkHdhwIO8mwfmgKP8HYTZWAC2mxrcBGSPQtvYVdcNGGFj3pPgSLBnfzACkNF49wAAZHKYsVlM7zNQVZACpAEpoAPodCElPSALJLExEUsdcCf7XTj/MiI5BbUF6JbgOWAMtIytCD0O1FxoBWVsffgBG5C7B8inhb1Tv0JaQKBhLQBXwI6GwICRsBXQ1qYvIUUXMAyUsKm5K8mxiU4bbCnHztRd2GpDPbQw1TbhxjibQy/iV7yB9ZrKYjNiYLfmAJKMBARIMHISaELGASGhqmjsf4Gg9xCpbA796OvuV8v55y+utA5he8auJcyHEwbPgapCdTyLrNxApi+BFKiVBj+vB5QbmuU7bc4sllAhyM6xP77+bWk8DgA3XGviJCTQSz2bplbX+t56IPEcXEdweF/yQsIRP0L6k5emu26Igr8JS3F4W4DLt9pMPP4qVSX45txnQVq2Vf+D05mk+QVcgWs4Fr37JbAam3Mk+fm1Ov7gEd799EwzJ9ZfKW633r/UGgxKk29Tyz/Nn+WE1sZcAw4QUwP6B8DihuK9d95qjsjiybnR9NmVrdunv/huXldSOSrjT1BJjWu/HGaxKVeKHSCTGy4eTi2dPPVw1/dA5fST3Xoo711YvbqgdzLdlKeeS567OTgNfBvXX9Ddcj+aazwGXQqoiIKvgBL4bz613TP/wfhkJjc0yk/+yujHQTtubwDEvz2YmZlZnDs+O/r7latqJvSvvHGkNCsKfizl97+qL5fLvYZtw3va0572tKf/TX8BeA1SiTlk5RIAAAAASUVORK5CYII=) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe2WT2hcVRTGf/e++yaZP5lJzGRMamynSbQlLeJGUSToohYLKkhFcKkFNyrEuhbeUgSp4E5wo4K4sSBuRa1imtoq2pho2iSTaRrTyWSSzJ83M+/PfS7ea7txoc7oxnzwuPctzv2+d853zn3iyvRELaVanw6n1MeABipAPdq3gB1hFar8SxBrp0eDQPZpdO290bQ6GxHHAAcoRyLWolVGcZ6wCrobAuT319v0T70mHdIvlRr6BeAp4CRwFEgDvcAYkI2ExYBEYOV7uyFA9cclqUScxMi43N5afA7lSDSggzngIDADVIE7gKuE5fEAFVj5mLAKTicCZNnWkB5CHnqCwQOBZNCEQRPCDEwCzwCHgRTQT5gJFcXHOiEHkDstHzJZaO6CKSDXAwICAg/YD+SAhwnLsC96H755QGDl5Z+e/BehxgZMqG/DwCisuFD3ISYRSUMhxb3U/AlCA8YAm7AMw4TdYhOa9h/DeOv4gJVq+eC5UP0JlAQEpEzQAvqVIK5MbD8gNKWIHh+4IayC24kAKZBgb0LxA+gzoeGBH4CrQWu4qwdMCXHjMPAkcArIE5Yi2wk5gMzd3QPJy5CKhV+viciDcH+tDa4PGRP6VS/hfOiL1kSnHpAkFHgBNBxouJA0oKWh4eOrh2CzDVJCoKGpIfSA5va07FBAwwu7OgCkgEYCxCB+/BGc0Qexj5yGUougpCiWDa2D4BjwWBTvCKvgdSJA0WvADQVBHQwBsQY4VWR9mZ6VGs39j1I78jo+oHYrcnXuo0Qu4cikKerAeifkAOKXl/cFh6ZeQcczBE4LdW0GaV+CPgVCsFG0+a3sstvW2C4Udx0Wa9nl988vjXdKDqDmN13yRx9HbP/OdmULv2nq3Ojzsqf8CShJLmlsDKfU58BlYA2S68JaOt8NcgC5su2glUllt8qPZ8845es/eDUjjT3yIrVaXlcdQxMOnHVC57cCK98tfqRpGKxWm5x5953WwWT5zbbnflZeXfCc1J34Iw/ITdvIuX4wQzgN60BJWIXuCXj7mwqnXp22L/568cTkUOyL8Yz34fLiBVzPo7e9xcSAr7aa/s3hYwMbXWMHZPrA5NXZ2dkTX6/yFbA8lJSVkps8V1lbQssYjfj9FBsD9wHLhPdBV35EbgmYn5+/BzgHIKzCGvDtpaWFN+pXvvTK+SlKk8+y09jK7rS0Auxuph9u3+u3EBF8N2cYi09nLoy1Vxe0szM8d3ys8jNd6Pu/g2wmk5kGjv2XpHvYwx728P/DH51GfbLyW6CUAAAAAElFTkSuQmCC) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADp0lEQVRYhe2WTWhcVRiGn3PuuXPnL5NJOml+TNIaI0atQqXQdqHdFDW40Sq4UNyJC0HsQrpQMILSbl10oeDCjdQSFaqCG8UflGqMYIz5qUHGpIlJOsxMksnM3Jlz73FxrtSFuMiMu7zwbT6+y/ve97z3fFfcOHdbTYnml9m4/BSYBCQQAypAnZuoiol8SJshdl8+ZNZrqTDrVj7pTshrwG+RiDLwI1D4x/x2u0WIdx/rMWeeeY3a1TfDnqQvMUxGpPVIzAxwHWhEvTpQb5cQFZqA9B3HSM/4kr444VrtQSlEFbgaka0DGtjEOiMBBWy3RUC1CdR2wJMgDXIokaERZig2H0WbLyLyTFR5IARiZuKwBMpiIt+SANmfdqC0Dh2nwDcgJSQdCAzAQeAEMA4cA45EPYUNarwldkD8cXbQDPd7kLwfSl9Bh4JqAMYQ+GHBSascgQE/XMB+JXHgW2AJeyybrbigelOOJU1OgedZw/0QlMBJuTm6XdhqQiwYoxK8guFD7FQdG8wKUN2rAOnFBCBstHYDCEL4u+cAGEg54EpwBMAoNgdZ7FPJPb8+oOjxwA8sEQayHmzUoHYAdjdBGNAGhLAjljAelY5E7BmSQsOe+baGuANNHYVwk+bwUxBIaBpLHpMQd0aB08DdWCd0KwIUnoSEBAQUGpCUsBOAEphQo9UDBIk0orRIrbwYZjytBeJ3btq/3JoD2mCcU4ScxMgha3XWhaRD7Pr76ESO6uBRCidfoHTX8/LPiqt2m2YAWAWWxES+JQfEB0/2mEfOTSJXF3B/Ok9wcJzQieGWPrYGNw3fL9f5YdWnGQR0JRxcN7v+9JFwqFVyADWz3uDheBrdO4o+8BDc+Bl56DSBGMMJ58EYjg96l48Peh8Ba0AVwu12kAOogYyDWvyOLS3ZWvpaO0KTORxXHekh/MIOsrmyHVeoaF5ifSm3gxxABiGspYe4fOmdes3ferVQDa4Ul+e0nxsjyB0lHiODFGeAQewdAFBsm4DetMP5C29U+9TKs/f0xj4bSDcuzi9Oh+7GLInqCru6M9Q6LAMd2GWk22U/gLzwa27p7c+nxh+/M3UJqNzSoYpdydisKC8iGwVMakQulNIam/pGVG2Dmpqdvx0gWijXAKaf63/rlw334siJJ1Sx61bmps92j2RclXRFBft/0D4B/9a8r9977/Vp89K92fzwXP4b7fh9c0m3eAW7+drqwH8h19nZ+SL22t3HPvaxj338b/gLrZhuiWUtDMMAAAAASUVORK5CYII=) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADp0lEQVRYhe2Wz2tcVRzFP/fHe/MzM9M0TdOYhLGJhRbxt4LgSvy1aF0oKIKLgripIO3Gpbx/QTfVjRQUxerKldZiq4KtVqQGDUXNZJqmNMkk43Qmecm8ee9eF3cKWlzNJG7MgcvjXbh8zz33nO+9InqznESJ/THniQbwB/B19wvQBCoiqBq2Cfp6M5bFTOahHB0JaCDqFq4DBWAYWNwuAvL9n1uk7z4qySpIq8fR4jhwpDvGgFEblH0blLeFgM56kLnjAFQN5DQgIUyOEZnzQAm4hFOlboNyCKyJoBpvFQHx6Qt77PMP3gdUIKsgsWAt3IzrwDtADUgD88AMYHBH0gAiEVT7IqAfHU+BqsBQCjYSN2uhk9jQU2IQeATnhSawAnwJrAHTwIINymE/JtUjeQUpCSkBvgYJLEY0In90KB0dFZ5ME1uAZWATCIFzOH9EODXCXglI6SvwBHSA0EJaQl6xp2SkyOo0WQklDZ4c7q4pdYfGKSNtUNY9E+i0EwgN1DcBAyuxI2EMYGGXD1KAApSY6O72XmAU5w1wuvUErSXQAnZJ8AUUusfgS8ho2DBQ7wDWoKRE8jKGGZwnmsBvuKPpTQHhS8gY5/5EOAVWY/cfG2jFWJFjvuW7FYYGLhES8IE80HMsNVl1iwpEBpoRZDWkJJ3MM5hSESM1nvHlxQsfxFPFtbNDWTnf3bUPNPuJoqzMbcLmuItgLe9SLnBkhEI1ZvFWryDGD5J/6g39Uy3/bG3djHXXXxZBtdFzdUCcPDxoXzlxErFSRTSuQSdE1b8n9vahbYX1tZgbazHTSx3OzYUM5zS7B4YWjj2QPC2C6kw/xQF0q50garOI9VX+LOynNXfZjJcelkaloDFLLqOY8uXi1KB/+rmDuU+AOiQNnAH7hsz5CisUduVXKt+8Fy9d/SFqFidBasJknE7H3moyE0AWdzum6aP5/IPAXYMeTeNx9sr1KGqvnlhvR6fnr81HcmOZjF2lnci0xVa6RUdwbTjeqjeCvNk2XPjiVKSS5dcem0idmSxF74ob56VuXULoDaTKUw8tuLw3cO13y25DebG2u3pmZvbIk/szHwLNcknLVpyZ3lCTYCydgUNyISwcAL7FZcTgVNgSiNsnbFCemF6KDnupvW9Njd2pq4de4rO3Xzev3u+9WEjJFbYgen/Hv10iC/fs9T//+He7GA6kR7766FTUlPt+KaTq3wGL2/k+vB1DxWLxOPDEf1VwBzvYwQ7+n/gLhv9wBikLMawAAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur77769 2.6666666666667s linear infinite forwards;
}
