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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7UlEQVRYhe2Wv0scURDHP29dV7wYNfjjxHiCHpyFR/BHEAmksAmEJJAmIOEgcAgGCzlMCgstrghRxCJlECxM4Z9gZ61ga6mNnU2qBMRwk2Jvn3dL3u6iT8XgF5Zd5s2873dn5g0P7nFH4AJeAr8Z4Ei5HALvbZEXAXE8xGmlFOE3BwggmTH/DUxfldwNNi3+QLwOBEgZfH8Fvp92kfF3SGOawzgCJ+n6owwoJzJGl+hhGrxmcJxEZYtFCZCGZqQxTTnC7zPVDORf6hIUbQgAP+0tCfwWgDOvk5/AR1vk97ABB+i7DWIPWKXanCgEImeJdaxrcpCWx/p7zhRQAKQ3z5IF8lQtefYZMr+DdA0iqo1zU5B8OUJG3iIWBORrBWyLkpUTZLKgbf881oV0DsmM2s/Aq2VkcR/pziKq3ZwB29A90D+OdAzE94BteMDXQIRquPlTEMA4B5RlohwwAVSAPeDY8v5GpIANapqu+nwj2U3qyqgj78rqqSfA2nWT5wj9+ZsyUvheJ6LHFBx3Iwow/XyWGcPaRNjw5DUMTcHwC216atrYTSjgtzKLrYQNTQ/AbQK5WPmTkOdSGCRUguIW8mGzztZ5nQLA73ZN2JuvI4+6R1qDh9/t4WNYJqbMtgdRD37DVYAD4NTy/v8h/gL5kJlo8UIIVwAAAABJRU5ErkJggg==) 15 15, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhe3WO2gUURQG4G93Z3dDErKiSTCGCJJG0CZdFARtgiioWNn46CPpbGxEQSyCBJQgYqEYIoiFrWBtoZWNBlELkzLEwo2PSMy12Ae7kZ28NpPC/NU9M/89/8+5Z84dtrHFyGxCzqPYg5lmJWzFaK7TODpieGn8REhnhUKfL80yMIpwbFjoOWAyhncCAWHkhZAtCBhcKXl6FQZaoNBLlNUaw8tVFoUeMvn6ZxtBByZ27fMcO2N4aeUK5LuErn7FZoivFWmcwtBWiG9jXdiMQbQc3RjGZfTiHX4noAt2Y0H560AQmUJ7ow1RKm1EvjFhjbhZEe4/LJy7UzVyqdGGM0NXhIPH3W6SgZcVA0+CcGtaKPQJuFchLO+BT7PT5mbeG7PYlHPajyPwY5Ff33j9GIzjbRPyr4hqD+S7yuXP1vdAKgET3UpnPoBXeIT5BHT/Q+zFUxQxhwmlHkhMvDpsUlF5nbGAziQMPKs1cPKacOhCNb6/4ewDZ0Wnb7S1xFCKtQauvhGuTwlRm4CPcblX80smylma//p9KYayWBvk2snkCH/+fbdZmFRTgYsPhcHz1fhuEgbqbr1Upio+ix1JGKA08R7gMz4ozfvExLexbvwFeGODXoMhLPgAAAAASUVORK5CYII=) 15 15, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACH0lEQVRYhe2XT2sTURTFfzOdTKYlJOCiqaG60C4ERZOF0H8LQYQaFasLxX6AoJviyo0lLrv0A7gsLYJooa5aEZUao1RBuxMRceMnEFel18XLjDOvM5MxnaSbHBh4777z7jkzc+fmBfo4YAx0IecoMAT8TjPpdSPDHGC24a0CYpiIXeRRauKAnL2FDJa4HcMbAwSQO88QM4sAw+2St7sjAAcgXwQno8YRsNxBoQSGGYztByZQc4a5myDhJiCmjeRHeZqGeCc4ARw7KPE+/hvdaEQ6bOAScBPIAt97oBkQb9DqD61rKX6LwekUDcy5wscnkcsPPBOTURtK5VnkSIWZlAw8dA2sCLL4EzEsBJh3CXpj+bW9QWX3D9spGdhyB8t1GCyA7ADwMaX8beHVgGmH14DRIxMzQBl4D2z0QDM5kjyBKjCFqpcmsAbsdtOUi0MtQdGuL8BICN8B6sAb4BVwj33+HG/6hQ+fRDKFgAn/WcIBvoaY3erUxDk92cX7SO0J4hS92KyPX/dzqwvIqao3nycGUSeicT1QuQpHyzBxwwtN+JYv+LlnrsC1RW96Ps5A1OPZ0QN2DgZs1D3t5QT42RzIP15swUYZeKcHfjQhPwKNx16o6VteR702AL69hc+rgbWOsI7vvY5NI9aQN/+gcW3gE3uL8CXJDr6hyAEvQpI2UJ+oDgtVcM9R/w9qScSTNKJpVFFaqFb6OsGePhLjL8ODk0OGKMhYAAAAAElFTkSuQmCC) 15 15, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhe2Wzy8DQRTHP1q0kVYFET/SoJGGAxokuIiwpBwQoUgUcZLGhQtxdRcHR2f/ioM/RZwcq30O251Oq10T3dRlP8kmOzvfvO/b2TdvB3x8zOgAOg10FiDRIQRY8Mo8AsjEGgL0/qIVQPYfkOFZxCR4wFQTihjriQ1AoWCiNKcb6DPQbQESiyPAircp+Pg0RhhIAa3/YZ6h1B9aAgiw1EzzLsc8PoPMHSCt0V8alHXFm4cJLDsJvAhy82rfAyMeeriiVsC6RhZPkbZOsxbtJeUaCDa/Bhz+dRe4EjTQtAPTQBx4Bzz+z7lzBuQpfUNaEODSRZ8szV8AiUbNj5UxSMdA+R7I1UlWqq7dRhL41IOlb5HMY0VHC2vapK5dziF9Y2rc72ZS74STxD6KKVI7MLkJ46sgRQCmtOl1XTufhe17NbT+ksBX9YNQBILtyrxaU9S14WhF5B+xTPlAW9bsM3L0pMZ57N3hkNC1G3dI76gqWpOjXE129aA9oxXFdV5Dv8fPIkz/1VxPQl+JT+zdUY9B4AQ4pIE3r0UCuzB9POcbBEd/wNEXPooAAAAASUVORK5CYII=) 15 15, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe2Wu0oDQRSGv2zWXNYYEKJGvOAFLSyCBhUF0RSCCFZBkAgiWNlY2NiIiLWNhaWVz6FYSAoLERHJI0h6o5U5Fpssk/vGXBYkHyzMsGfP/8+Zs8OAw7hbkNMDuIBssxJqQBRYzI0rMQ8kAck9D8BMo+LTwE8+qeZDgEiZuCVFWDRvbuxCGjGhqeJzccQfRtx+BLPMKi+qgc1TZO3Qmt//1UBUTXp8h+zdWPOYEhdU4wA5SSIXKSQ4YlVBr7bKShR8FAyDt7vsu5IcPX3gMcBTUdYeGsqqNk6Q0DiidSGAryg2pcYe3CJb59b8sRETETWxS0cwG66YVTUuMFSwJbONGACz4WLAOqUrLzbxrgg/Y/6abScIBJwQbhrVytxSRoFvQDyh5jRPvaTJNVB0G/EPIO02IIAkrpGzV6uTw81KfnSZ2K0VkwYkGkeW9xEj3P4KWD1gDDrTA3kMp4Q7dKjEBPDRO0YGe/c7neoXnbp5A2TnCplcIWNDXBYS9s8QO06/ALLm2fhZIzYLoHvtyttjGHjqnyKFuR0dOvwvfgF8GoEkunLnJQAAAABJRU5ErkJggg==) 15 15, auto;}
96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur150737 0.5s linear infinite forwards;
}