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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE20lEQVRYhb1XXUhbZxh+kohNjoe0Da2BIVZkrYdRJpOyu8KwN8HL1auVWgvDdbvqTW6cbsyBPzcF2UVZ5yAwWDuQ2RYCbWHmIpVQqplr3VlO1ByN0JO/c0xyzsnRpCffLvSsmkU96Y8PfBf58uZ9nu8978n3vBaYhK7rTCqV+jKfzzOqqjYWi0WaEFJnsVhenjt3irbZ5AWAZgH3TYvFFjGb90CIotizuLj4ZGlpSfZ4PATArnXp0iWi69MyISCEeAghv64TwoUIyfS+EbGqqkwsFpsZHR3VAJDFxcWcQdrd3U0GBwfJyMgIuX//PiHkN21LwM41qhHChwjZ+Hg/Hku1zWQy2cey7NfXrl1r5jgOABAOhzccDkfKbrfPUxT1jKbpOYqispqmvedwKO2AygDSGcDfCnxTDwC5XESJRnPKqVMtg263e8LUyQVB6Pf5fKJxWq/XW4pGo3OSJPVUhO58FK82idRDCPe0VPpDm5r6XQZAfD6fKAhC/4Hk6XT6q5WVFbmpqYkAIHfv3hUSicTIHuFVBRhYX0//NDU1JRgxPp9PTCQSn+9JrqoqEwgE1sbHx0ssy8rBYHBNFMWuffTuKwAARFHsCgQCq0ZcIBBYVVWVqRoci8Vm2traCAASDAbTuVyusuQ1CwCATCbTZVSira2NxGKxmWpKe41u93q9pX3KXrMAAEgkEiNer7c0MDBA4vG4LElS364AjuNCRjKO456aIK9JAAC8ePFieXp6Wj5//jzZ5gMAWHVdZ8Lh8BkAGBoaKp48efIHkwJqgt1u/+7x48f2YDCIcDjM6Lq+1QupVOqXGzdukNbWVjI3N/dPDTlrqgAAbOcnHo+HCIIwDgB1iqI0tbe3Fx8+fLhBUVTGJPFee1X/2Ay4XK4oAObBgwfI5/MMAFiz2eyxCxcu1Pf39zttNtu02dNskxnLFBwOx7Pu7m4AQKFQaAQAa7FYpAGAYRjQNP1XDeT7fa4Kmqb/ZJitR7+5uUkDgLVcLtdtqwNFUZJJAa+FhoaGQm9vr7KwsJBtbm4+AQBWq9X6EgA0TUOhUHC9SwGqqlI+n48+e/bssXg8ngEAa319vQIAkUgEiqK0m8xV2Yim3gRFUT6KRLa8ypEjRxQAqHM6ndlbt24VOzo6NsrlcieAb19TxIHQNO3DyclJAABFUSkAsB49ejR+/Pjx+qtXrzoFQThhIk+1zjf1NkiSdAYAPB4PnE5nBACsLpdrpFQqSc+fP4ff72+tcu+/FUiS1OP3+98HgCtXrmQbGxtv/vflId0FPMuy8sWLF3fdBQAO7za8fPkyWV5eltfX1/v+F7TTDzx69Cidz+cPzw8ArxzR9evXSysrK/LMzMzhOiJgyxOura3Jp0+ffmNPKEnSzzV5QgNv6opFUezlOO7pnTt3tNnZ2dpcsYFkMtkXCARWjZ7AVl+oPM+v8jx/L5FIfK8oyqflcvkTVVU/S6fTYzzP35udnf17aGho0/hNMBiU5+fnhWQyefDJK1E5GbEsu2syGhgYIMPDw2RiYoKEQiGtoiJkbGxM43k+tLGx/2R0IDKZTE80Gn0Sj8erzoadnZ2EZVkZAOnq6iK3b98WOY4LZTLmZkPTZkLXdSaZTH4hy/IHldNxS0sLnc/nF2iaXnC73T/abG9xOn7X+Bfq/VUTE5WlKwAAAABJRU5ErkJggg==) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5ElEQVRYhb1XT2gTeRh9TUvVOEQN2l6KSlnNILJlPexNkHoJOS1rT4q1wuKye/KSS6ksW8G0F6HsQdZ1IbDgH5CtFQpa2I44W4rYZN21m2ZSm2lS6OTPzLTNzCRt4uTbQzra1rROrO6DOWTyzffe75vf8HuvDjZhmiabyWS+y+VyrGEYTcVikSGihrq6uteHDh1iNE2bZBgm0tzcfKO+vj5qt+97oShK5/T09LNXr15pXq+XAKy7zp07R6OjoxoA8nq9dPv27QVBEMZlWe7aFrFhGGw8Hh/r6+srAKDp6ekli7Sjo4OuXLlCgUCAHj58SPfu3StsFNbX11cQRXF8eXn5y5rJ0+n0JY7jEh6P503DcDhcmJqaSoiiOJROp68ahvEVEZ3K5/NnM5lMvyiKQ6FQaKq3t3fFeiaTiWpEzySi9De2ySVJ6g4Gg4rVxO/3l2KxWEhV1c4NpWtX/AaqqnYKgvCc5/8olMu/a0QgoqBCJHW/lzybzX4/OzurtbS0EAB68OCBlEqlApuUVxVgoVTK/kI0KFUEWCJSm0/CMAyW47i5gYGBUiQS0Xien1MUxbeF3i0FAACR4iPiEm9FcAkig61aHI/Hx6x3zvN8dmlpaePIaxZQESH73k7CQ0TxsXeKFEXpsna73+8vbTH2mgVURKQCRP4SUQ/JclJTVfXSugJBEMatZoIgPLdBXpMAAFhamp958mRUO3nyJK3yAQAcpmmy4XD4KAD09vYWDxw48JNNATXBNHf++PTpnzt5nkc4HGZN06zshUwm89v169eptbWVQqHQVA09a5oAAKz2J6/XS5IkDQBAg67rLW1tbcXHjx8vO51O2SbxZvfqtnrQ7XbHALCPHj1CLpdjAcCxuLi49/Tp043d3d2u+vr6UburWSWzLlvYtWvXPx0dHQCAfD7fBACOYrHIAADLsmAY5u8ayLf6XRUMw/zFspVXv7KywgCAo1wuN6yqg9PpVG0K+CDs3r0739XVpU9OTi4ePHhwPwA4HA7HawAoFArI5/PuTynAMAxnMBhkjh8/vjeZTMoA4GhsbNQBIBqNQtf1Npu9Nm5EW1+CrutfRKMVr7Jjxw4dABpcLtfizZs3iydOnFgul8vtAH74QBHvRaFQ+Pz+/fsAAKfTmQEAx549e5L79u1rvHjxokuSpP02+lTb+ba+BlVVjwKA1+uFy+WKAoDD7XYHSqWS+vLlSwwPD7dWOfc/ClRV7RweHv4MAC5cuLDY1NR0482f/8dZMD8/L0YiEe3MmTPrzgIAn/40TKVSAb/fXzp//jzNzMxoCwsLl94pWusHRkZGsrlc7qP4AVmWfYODgxIA8ng8FI9X8QPAW0d0+fLl0uzsrDY2NrZtR6Qoio/juIRVx3FcwjA2cURAxRPOzc1pR44c2bYnVFX1V2vlACgYDCqp1Bae0MJ2XbGiKF2CIDy/e/duYWJiQrPIJcmGK7ZQLReMjIwYoigmRFEcSqVSV3Vd/7pcLp8yDONsNpvtF0VxaGJi4t+1uYDnee3FixdSOl1DLrCwMRlFIpF1yainp4euXbtGt27dovHx8XeSUX9//4cno7WQZbkzFos9SyaTVbNhe3s7RSIRDQD5fD66c+eOUks2tG0mTNNk0+n0t5qmHduYjg8fPszkcrlJhmEmm5ubf/6o6fhT4z9OLnVKyuAoYgAAAABJRU5ErkJggg==) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur41183 1.7333333333333s linear infinite forwards;
}
