@keyframes rwdcur89856 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 7, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
38%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjklEQVRYhe2Vv5ITRxDGf90z2pUEdxwYJygxxeHYOc/AIxA48zM5ooqcKr+DCTnKGVU4uUsPWWfV6d/uTLeDWXGyQbKOItS3tTuztTP7fd399a4AOPjo0aO/jo6OEBHcHRHhayEihBBQVcyM6XTKeDxmNpsBEGOkHY0eyPm5xD/BW+D+7w9Pju8foz3FcVAQFRDKeQuoBOpYMWSY3Pz9H4/Pfl4sFp+ep5Tg/Pytn556PIWPvOTBkx8aKlmh6DqOjve2mXAUpaKioqbS6vri4uLssyzBs3uXl79FAGaw+HtO7yQiG8Rya/K1gEhFTSIzIGxdOZ1Ou3BbyIuMZcNLAbpX+dbN28gdMDKOIbCR0S8jrgVIAzTggxtS6Y5IRNFP99pdtZsvaVixYi1fOin/DmeXgBX4zLFrQ7KgfV0/4YRjfuQpQ+5QU1HT78Yy6zPgjHe85R1z5h0xGEYmk1d5DwELsCsja0IGivUNqQSphMv4kbFOSjPIfxwigojSWkOyDAaeHDUhaybltjj+fwXMII2NlFIhjoWcWOZI++XdnUdlo8zupe5tbEm0tN7sIWAJ+SqT21z6P0gZYxl3+UhEIAAqSChrPQZynckhk2WfEjSdB/LGYulEKBB2t6MEoCdIr8tYX3DPWDSst92EInLTBT4zbGmljrbRCSo7M4BQStV5RmqBO5AtY30rNdkWfYw3HlhO5gD4yjAzvPVOwM7gIXSRV4oOlDAM9I4iIQeu0zW111u3DodD4i/w0F7Dr88bm9HiK6AB2j0/QirQA2qQGhgCd5XqXsXq+yXL7+Z3R6PRTyklJpMJTVNMeQlvJOfi4xfgr+BqP8Zvgw9w8vT2P5oDDjjggAMOOOCAb49/ABcNEKfvtywiAAAAAElFTkSuQmCC) 15 7, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
62%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqUlEQVRYhe2VsW7cRhCGv1kuj+QpOpwEFYZUxEDkNGnS5xnyCOn9Fn4PVwbcB0ifMqkCJ1DvIkYMNTrHl4uPOnJ3Z1wsTzobunMUJN39C3JJcHf/f2b2XwqAgZ2dnv55eHiIiGBmiAj/BiKC9x4RIcbIYrFgNpvRdR1mBgJlVdI/OD2W31+JfwkWgKOfTqaTowmudBgGDsQJCPn6hyhcQV3UVDR9nHc/Xnz125MbckAQUkrw+o8Xdn5u/hxmPOP4i4c9I+lwuHUsA+99MmF4PBU1NZUW02Z2eXn56wcjzLBguEK+mVxd/eABWML1Xy3l1CMbxHIv8rWAERUVNojZMZTFYjGEGyBdJzQplgswjLHtC9yxog33/CQUFDsFAIPEANIDPVhzSypD83gc7ubdITgKCoSOwIoVekO9bml3AJJFZAEd2NLQd4okwdVu/YUpE77kEWMOqBit68vB0C644BdesKQdiBVFSUlJMW1PgNkQHMA16FxJLiKNQ2tFRoKMhCs/4417m80gGztEHE4cQXuiJkhgMds3xUiwQNS4uwSyjnMJ8Y0SY8zEPpPj8zMS7k6hwOZxYQpSQCQSJBDvmvcRsoAVpHkihZT9X0jufe5vnPmxBhEogEKQYZwbCdEn1CeS316CDwX0wx5IGxNkEOEywTZIAZSCDJc2itaKqmKfcLGI3LrAloquFBRMN5zgZGsGEHKZRoLUglSCC44UIzZWzO22sff+dg+s3rYAWDeoD8PRuY0ccupLQUYO1ziKzzw6SRRHBUtaSlfuFDAej/GP4US/h6ff9rokYB3QA+ETh5Ab8lsCFUgDNCAHjvq4oX/Qu3cHf5+cnZ19HUKgbVvatkVVAZjDz6hmT30H9hzmuxn/W7yC6ef3+9Hssccee+yxxx57/D94D7+tKtjTgiSGAAAAAElFTkSuQmCC) 15 7, auto;}
64%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVRYhe2VPY/bRhCGn1kuJeqE08lnN7aaALZTp/dvyE9wn98UIIAB9wb8H5IqcACnzUfn4pD70vnII7m7MymWsgTHoGXA6fQQxArkct93ZmdWAmBgq0ePLo+PjxERzAwR4UtxzlEUBSJC3/es12suLy/p+x4EXOko5yXz2Zzzo5NT+eNv8X+CBeDezw+Wi3sLXOkwDByIExDyvQe+8MzcjClV+/6v9y+unr39qes6ELYBybBuc/XGnj4x/wTOecHp4296JtLhcGxmyuaLvTAMqIAJpd5/fP/d2dnZb8MrLBkpJVKXaC9aTh4unrmL89cegBru1g3l0iM7wrK3eFZJKDMqDKOkHJ9txs3NzRBugHSX0KTYEMk2pv1it51RkJ1MjuM3BqQHerDZVlSGy+NxuGFhwVHgcfRE7mgx0iC+vdBx4WpS0UgzGOjAakNvFUmCq9zGGksWfMtTjpgzZUJFxYIFJyz5nbf8yhtuqTEMRVFNpD6hNu6g7VtMbZC5A71WkovIzKGVIhNBJsI//pwLd5WbQYaciMOJI2hP1AQJLBoFkRgSMUUiYdRAc93sGKghXigxxizsszg+/0Y+WmynNUXAcgFQFI5ogWCBovCjBlKXhu0FaCFdJ1JIuf8LyaPP48f1JDKcDwXgBBnmpGlBlETyCZ18pggGsoF+qIGUdlWGwwgoPt2OUgriyZkqBT1SrFQM/VBDY4jItgusVrRVUDDd6QQn/8lAfsF2myrBVUKMkTiLGJazN4aBL/22BtqrJj/vFFXFgg0GPvHxZouK3DFuVuCOCqZLZbKc0LgGX44fRADz+Rz/AzzQV/Dj973WBKwDeiCMHEJO8v57YAoyBeYgxwXNaUP/sHNrWa9Wq9V3IQTquiaEQIwR1Vwbt/CLppRr+TnYS7j+rOWvyDtYrvb/ozlw4MCBAwcOHPj/+BdpLz3VlR1VugAAAABJRU5ErkJggg==) 15 7, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
72%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACs0lEQVRYhe2VPY8cRRBAX9V87MytfeydTYB1AQEmACOZDMkBKQ78E8jJ+TdESAiJCIkfASYARECAACEC7ny24Lz3Mbs7091VBDPjs+STpSFwtE/qbo161PWmqrtHABxc4G9eIf7BnQP5/hfJ/wAPwHt/vn/rtb1dpFAcAxVEARGQFxdQEaq8oqKO8Sx+9/M7P3x6dHQECsW1gv3X96nmFZops3rGfG/O9ZvXKesSSwa/P/rR377t+VvwD5+zf/vNllI2KBkwxny+H8yHMUMpmVFQWL1bLw8PD38CIEF32nF8evzSDNz58N17x8uTb3IAGlifrigWGYIgKCBXhB8lnJycGTMcJxukp2BmnF2coQAESOuEJceHAGP/IuOcYxgAajpZQIbS5qMAHdA5Xl+GFfo8zNmhpGRDy5o1hg0KvYSHq1VfxnwxRzIZBFrwxrELQxJoJZALoNxgj/t8xIyKhzzkV34jEvvQbqQ2YV2aLNCuWqyzQWANvjSSJqR2rBK0FCiN4+IxX2ZfgUCIHWb+7ItjjMQQCClOFnjy1xMsjAINpH8TMUakFCQXpOyzIDl0GmAssw9NnUgkWCAyXeDk8QluPghsIC6NFCKoQAai/Q6R4ZlsuBeGUUpIGrHMMJ1egjSUrRfowBtIyS7fEPqAKsgoUPSNQtDasNLxwvFycvx+fZHLU+BNwjYJDNyeOwljBoaySClorcQAVkdsx3rRiVgwiry43APrp00/0RpmBmHIhgpkghaClIrWGdmOUuxmrG7krFhRZtNT4MmZ787JP4Gb9jV89qC1SNcfya7PyjMUKEBmQA1UglwTzvfOad/Y6MXifHFwcHA3xkjTNHRdh4iguZLv5GSaYWaszlaENoBDA9+mlPp79mPwL2A5PZH/nyNY3LryN7dly5YtW7Zs2fKK+Q/pQzSZdnvMLAAAAABJRU5ErkJggg==) 15 7, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
76%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACp0lEQVRYhe2VPW8cVRSGn3M/Zme8seMYN8SRQBGhIZFAShGJgpoiPyCR0vNr0iKokNKD+BFIFHwU0IEQSBEfkb2xox3vzty556S448WYxiwSNPuMppmrq/e97znnjgAYmMBT/kPs3u0b8uX3En4ES8Cdn965fvXaDhIdhoIXxAnIXzfGEGhki0hcnnx18vi797/97Gh2RGgC1bTCe4/3nhgivvJUk4ore1fY3tumudpQNRWaFX747Wt785aFN+CQT9i79XpHJUscHjjTlZW+rSwIDUJNPcS78ZfDw8NvAFKbSG26dAK333vr3d+PZ58HAFpYnJwSdz2CILhR/PzxDQMMpaEuaRAuLXgRVeXF/AUOgAR5kdF8JmLjme3CNhvXSkI++7UNiJTyrgzQA71x/gF4hV12mCK41XdFMQNLFw1enunuFPEyGujAWkPnis4VGxRDmVDxkAfc5CYeN0ormrUk1uW1DXSnHdrrWMQF2LGSXUYaQ2vBTYR50/Jh/Ihu6Ep5kjFIJqeBlBLo2vo8+/kZms4MtJCPMsMwIJUgQZBJeVMYO3tsCe8dyRJJ08UJ/UfM/phhaqOBJQzHSk4DOAFPMREEKkE8470AufJkyWQ/oH79Jsx9KV8x0IO1kPO5TAUkSnkrWSWjjaITxcwQ/y8ykDIJxUACazO6zKBgOo6aE5gIrh4N1I48ZDRnrLaS0JpoUmKIf/bA4nlbFjpFVSEpOMHVDqkdfhrwW4J2SqUVDaeEuP5FZNmY7kwJH8C+fgof3+90oC8j2ZdUcEAEaYAGaAS37Vjsd/SvdmG2OHrt4ODg7ZQS8/mcnDMiQpxG9g/2qbYq+tOe5XzJol3QnrSkLoFBC1/knEsjPwJ7AsdrH2cNfoXd63/71W3YsGHDhg0bNvwPvAQJaT3peeF0UgAAAABJRU5ErkJggg==) 15 7, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
82%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2VzWocRxCAv+r5XY9WK60VbGsDuUS+RAH7ZjDCj+An8Dl5ppwMuQaDH8LgixIIuSWQgEJsSYlYrXZ2tne6q3KYjXWJSGIG57LfofvQ0PVVdVe3ABiYwK98QOzR4cfy+gdJfwJrgc9/frg/2t3GFQnmFEQASJyjSAoKysBSv//u/vEXp9NTRrsj8ipHRAg+0PoWHzwxRgBEhKqsGIwGDMdDhuMhg9GAfJCjUeHHN8d2/8DST+F3njM++MRTiMeRdBusTR2OjJycXLMym52cnHwLcH51/o9ZLljcuHb45LPHb6cXL1MAamhmC7JRisMhyDuFBEdKxhAlJX2fav8tqspsPsMB0EJsIopiGAYIQk6KAaxHUblpv/+MiIBwLcBqPWOAcYc97nF3LWSdXGu9CVQ7FZLIWsCDzQ2bK2pdwCOOmLDfhTYlLiPqtTcBv/DoSteH2oBNlVBGkghWKd/kL4gxYK0RVoEQAiG0vQmc/XKGtn8J1BD/iAQJ2FyRW46Qde3kzBE0EKyl1f4ELk4vMLW1wBLipRE1oAOHKwXJBRIhSRzRRWISUdffEcRVl2AnsAKdG2oRaRQrHVIIkgpSguaKZYrlvcUH6TqhE2jBFkpsI5IKpNpVoXBQgQ4COjDE9deG2ipZml3fgeZijiRbAFhiuMLhSkc2TEj2EmpqyrTsTcCiUW1XpF/Cnr6Ar556nbGCQPc6ZEApSCXkuwX+rnfN7Xp7Mpk8iDHSNA3L5RIRIasyRh+NGE/GbO1uISL4haee1jRXDX7uaeqG+rKm9S0Y1PAqxti9t8/AvoZpb+n9C36Dnf3rL2fDhg0bNmzYsOH/40/2YCb2NTZY4AAAAABJRU5ErkJggg==) 15 7, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
88%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQ0lEQVRYhe2Vu24TQRSGv5nZtb1ebCfmJkyQEBJQEBREhURBw3PQ0PIOPAMPQBlBS08RCSHRQIWQIihSQK5gmWQvXu/OORRrRaGIICim8teONOf7z8yZMQAKauAr/xG9t7xk3n00wQYowMq3u4Nuv4cNLEHgaBMTEmR7r/eerj/6tBZ0A3rne7iGY5JNyA9yiqQgHaeIFxTFGHNYwBhD3IqJehGdfodOv0PUi2hEDcQLfN56rzeua3AVvrNK/+agoEGBw6E0sFjaxHLxofvyZmvtA1uwub55opQZ2bFryw9u3d8eDV8FAOSQ+ZzQhRgsAQ6LBaBBeMLm/h0iwn6yTy1Qgkw8GgkWxxWWUMBgcTMpXx8RhmnMqpYAQ5uIFW7j8SiCljoTgXghxjgzFZiA5ooitGgSEzNmjFePFH4mAkVWIBOZCuSg+4I/EHbKXVZ5STbJqPYrqmw2Arsbu0gp0zuQgfwQKldhm4a0kdL0DcqyxFYzqc9wZ4iKHhEYCd55tGnwrYrKVFRaEUybdNr4Sd3ZwynQVJGwFpBKkFBQJ5hgRnNg6kmoBSagiSLGYyJL5St80yNNwWD+sNO/IaUQBuFUIIFkmOAKCy2DnhHSTkJbot+e19NEvRJ3Y4IncM69gGcuk73WGBMabGTJF8cUlwrb3G5eGwwGd8qyJEkSRAQbWLpnuyxeXqR7oUsQ1jmOyhZZQTpKD/+MPM1Jf6aURQkKKbz13tf9fQz6HEYziXoMm7AwYEbnO2fOnDlz5syZcxJ+AY/rB0odKHpoAAAAAElFTkSuQmCC) 15 7, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
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}
div.testarea{
animation:rwdcur89856 1.6666666666667s linear infinite forwards;
}
