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18.461538461538%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.438461538462% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHp0lEQVRYhe1WaVCV5xk933JXLqt4ES4IiKDILmUkEaOioBFERtuxEmNDXaIOdUPjGJcIREkx0aqjFdQE4xYTtQ0ucdwCwQAuBGM0iFbRIKkGKygIXO5y+uOKiCEmbTKddqZn5vvxnvd7n3Oe512B/yWUl5fzyba7APXc7lgxyxVZngLUAFBbW8uuR/9MrJw5g297IDdMgkM7N6+vH42hoDEUzOqB7e38pUuXflkT2zb9mfdDQGsYuMYDm9v5LV4oZzjIcDDPC6fb+eOHD3ONB8pTdJjzixgIlQX+LRBsDAGXuSHL3t6ecXFxnKDD8x96o25bT3D54sUEgF9JCC/zt5mq6gvGqZH4bwsXFBRQoVBQEASO1yF2qgsmAuiyvAaDgZIkMcUBy5pDbQbMYeAs146K/WTs9Ebx5/7gAIXApUuXUhTFdtFnzq1SqWR6ejrXGcArgeAmT1DxI2O6gljmb5vvV11FiqLI5OTkx0EkSfpeQD8/Pzo6OlIQBKalpVGSJPaQJDo7O9NoNNLLw4OTHLC5pwAfACgpKekco6amphOxSI/kDZ5YM1AB3eDBI1hbe+txf3h3V8YaIrkyM6eD89Lyxq16TnV2Z2N9I6cPD6YWoNFoZJAEHvQFTWHgXh9woAIjNRpNZwNdZYVHpVNCRYupkdb7f+eD9WPpYieztW4/I/Rq9h8QRbWs483cV1hTspvPGZQsXpXOA9MH0Goy02Qy8Q0323po/zJ7oCInp8O8CAAWiwWFhYWdyixCxJaNmzhsVBwEqx2q0ydiR1UZ6h7ch1EeipeT/ZHirEPlhH6Inp2Pg59eQcr01zDwhTuw3tLAYjTjLwcKUNkMtFltcR9agOpWnEpKSvp+tlWVldzRE1kTHeCalpZGCKBGp2NGfCLXrF5H0/qxzJwWQju1SIvpGhvv7ub1MbGsn5pAY+uXbGqsplYjsqFgAjfEBNLc2kp7QaAIcJkbTud5govdUCwATy5qGxISEliat4kMB9/viQwAGB4/jHcfPODFcUmErGbLrpfo7qxla9NtNt2v4IxgA3eNGspL88aweP86fn3uHGdnTKGLHTi3jytnB3jSSZL5sLmZYWFhjIyMfLyTWlpaeOTIkQ4Tvr6+XKBHwD4fbJjhAk9ZlinJMk3GNqo1AnOHRHKot55tTee4e9dq3v7ifVorfs/mSSN5dslohugc+W5WLI0PL7BkZwbtZA1vzUvhmNFJvHjhKwLgeB3e+ZMBzPHpzuNPirdDrVZ3IuNGxNNiNBMKgVXTEqkVlbxU+gHTxw2hwU1H87EsNs1P5uWFMbTeK+eoqD6cExvDX0f50l0CT05JoNlspAgwSEL0Sb+OhZjnCQLQAoDULmg2mzMEQSBgm4IVK1csHzs6EXU1t+HS5ysc2Hkex/IL8F7hcUQPGYLz5Rfg5/IQJgcV8o9dRfba9+Dk54HkaiMEw10IL8YgOHgQ1AoVdF8UeaTp4S8INi0HCShrwJVvrfhSfDJrPz+/x1vy8KGj8PI2ABolhF5LUXp8HA6uHYKFA+NRduoznNnxCVQeaoiOD5Gd/S7ubJsP9f6t6D7aiAfKZqT+LgPXr1dDVihR2oisoqYOncJG4KwZewFAbif1To4Mu30NqZlvIjg4mHHxI7F922bYaxW4e78Vb+YR4uXrcDDfwXe7/4qBfR0gDtDCvtYdQ51V+Ojk1+htZ8IrMz7HntISfLTvCKa/OgONjY0wW1D2tuSPC3VXYbQCnzUgFUBzpzWwxgNjjaHg8wqwra2NEEEBIq1mC4PCfWhpOEpL5eucFejDyikRbEoby3+U/oaW6ok8/XIyWzLHc91LPrR8s5rrc+dT7+ZCtVrNwMBAnq+o4P7du6gEuHHjxq7vhsFKiAv0iBEEgRqNhi0tLZw2bRq7Oek4fFAU3Zy0dHVSMnO4F2+uiqd1/2TWV6bQVJnKWQEB/HbeII4J8KCjvZKjB/dnVEQQFQoFU3TYecAXbAgB9/mA43XI7dLA01i+fDm1Wi2z38qmVqOir7eBweFBnJQ6gtbmKpbu3cOLW5bx0yVzaXB34OyZw7j9483sH9SPvfz9KcsSc3JyuMmz81G8zgACtufbTwWVSiUTExPYLyiA76xewVNnDvF2fSVfm/1bXrlzlhnZi3ii+BNGPxfJESPiGBERQUEQeOPGDR7q1dnAHm8QQM8fVa2pqaEgCBRFkd26dSMAOjjqGBzizyWZC7lqbRYHv9CPvdx0XPj6H6h3c6SdTsXw8FDCdpERABfpQUuYTdwUZms/qSN0Jf6BN2L8VJgcdQWpAFBUVMSGhgYYjUbk5+fj+NHDKK74GKpuveHgqMSJD/dg+uQ3sHffXqhkCWVTkhCpBS62AkX3kBfthEn2EtQNFjTt+A5BN4lvnpn9Aj10W70Q+qx/VJJMWSFSEEBZUrVn1eOP7p1LvtUL1OHZsf5lCILAR6cmAfDRA4PRMuZc7tvZwL1gMFGDrT8US/yhjqex2gPqfT5wBQCSAkkBtikUWlpaBADCNQvKrrV1HnetDbjRhhM/24CnEroeCuif5nM9IRf2tsWpI84caMC9q0ZbX20bsLMeuGixHbv/KcixSmTPdEXVi2qsx6Nb7//4r8U/AThl2z9C4WKhAAAAAElFTkSuQmCC) 15 15, auto;}
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53.846153846154%,55.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.384615384615%,56.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.923076923077%,58.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.461538461538%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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90.769230769231%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur64293 3.25s linear infinite forwards;
}
