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2.6315789473684%,5.1631578947368% {cursor:url(data:image/png;base64,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) 12 4, auto;}
5.2631578947368%,7.7947368421053% {cursor:url(data:image/png;base64,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) 12 4, auto;}
7.8947368421053%,10.426315789474% {cursor:url(data:image/png;base64,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) 12 4, auto;}
10.526315789474%,13.057894736842% {cursor:url(data:image/png;base64,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) 12 4, auto;}
13.157894736842%,15.689473684211% {cursor:url(data:image/png;base64,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) 12 4, auto;}
15.789473684211%,18.321052631579% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhe2Ua0ybZRiG77LSgFmwSgdrMjpUykFJPERhAl03FhYSVzT7ISbGDIXiZhEiTpZsETaHWcZcJA6icWQepoCZLiNbTCGZAjomp0lZORQHo0DXfm1XUkPl6+H7Hn8ohEIxUoHEZNff907uK+/zvg9wj3v8X2loaJjWFGtIlaMiq92esa7lFosldl/ePrJaGbr43QWSSCRkNptD1k3gUFmZu7e3l+aoO/splZSUTK6bgFKppJmZmXkBnuepuLiItFptwboIpKenk9PppIXY7TbKzNxOfTrdljUXqKysNAwODtJibo+N0hNPPk6M1fr0mgoMG4YzsnZnLhEgIhoY0FPsQzIaHB4uWlOJxsb6vc/t2R1QovOX6xQTs4W0zc1711SiqenSC/sPqANK9PR0U7w8jg6WHRyYMplEayLg9XofLSt75/39hWpiLBaanZ31k3DcvUvP56hIocxgrFbrxlUtZxgmRKPRnE9NeYq+/Pwz+vXGDRofHyeHw0E8z89LsCxLBfl5pFCk21ZVoK7u7OG09FS/srmdsBiv10Ov5b1C1dWnb69Kuc1mQ2npW2csFnPA+S9mamqSWJal5OQkmpiY8HsPQe1vsVgcJhKJwsRiMawMA5fL9Y95n8+HK99fQn19Az44feqL/yzgdrvFuv7+bbkv5qK7qxMcxy1bDAAy2VY47NNISnoMIQI+x2AwxM5lBCstr6s7e7irq3uXz+fNrKmpRXh4+LLZAf1N2Gw2bFfugNXKYHragbbWVsTJE1RZWVlXVto9LyCXy4ll2X81/76+Xnq7tIR4jiOPx0OXLzdRZOQDZJww3gcAG1YqkJiYmL1zh1KRoVAsm+F5HgBBIBBg82YpQkOF8Hi9iIqKhkwmwyZJJFpaWo5cu9ZxLKg3IBRuAMuy8zNejN1uxycf12BkZBgAsDNzF6RSKQAgLCwMBerXAfy1zoMSOHHyJDiOQ21tDdxu95LzqKgoqAsP4JvGelz89gIAASIi7gdAAACBIAROp7MVCOIXVFWdOpL/an5j2rOpMJvvoK3tx4A5oTAU75a/hxiZDGO3fgNAICIQ+eeCuoE3i4tf/uhMbX7H9Q40a7V/zzwQhGdSUvFwnBwAMDk5idnZP/xFgxGIjo7mAZzjef5nefwjhtzcl5CSum1J+UJcLhdGR29BJtsaTGVgiGhje3tbgyTyQdLpdMt+RaNxnKqqTpDP5yUinvT9fVSoLuheNZGenu7khIR4On78GI2NjZLZfIdMJhMN6PVUqM6niopy8njcRMQTwzAk2SShoaGhCCCITbgcJpMJ7T+1Fen7byZZGOYNkSgUPMf/fvWHqxEfVldDKpWiq7MT5RUV+Or814eys7OrVqvbD5vNBo7jhBzHCXmeDzEax9M0Gg2pVHvo6NFy78jISOzC/J/n1A5h+pGJqwAAAABJRU5ErkJggg==) 15 10, auto;}
18.421052631579%,20.952631578947% {cursor:url(data:image/png;base64,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) 15 10, auto;}
21.052631578947%,23.584210526316% {cursor:url(data:image/png;base64,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) 15 10, auto;}
23.684210526316%,26.215789473684% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhe2Ua0ybZRiG77LSgFmwSgdrMjpUykFJPERhAl03FhYSVzT7ISbGDIXiZhEiTpZsETaHWcZcJA6icWQepoCZLiNbTCGZAjomp0lZORQHo0DXfm1XUkPl6+H7Hn8ohEIxUoHEZNff907uK+/zvg9wj3v8X2loaJjWFGtIlaMiq92esa7lFosldl/ePrJaGbr43QWSSCRkNptD1k3gUFmZu7e3l+aoO/splZSUTK6bgFKppJmZmXkBnuepuLiItFptwboIpKenk9PppIXY7TbKzNxOfTrdljUXqKysNAwODtJibo+N0hNPPk6M1fr0mgoMG4YzsnZnLhEgIhoY0FPsQzIaHB4uWlOJxsb6vc/t2R1QovOX6xQTs4W0zc1711SiqenSC/sPqANK9PR0U7w8jg6WHRyYMplEayLg9XofLSt75/39hWpiLBaanZ31k3DcvUvP56hIocxgrFbrxlUtZxgmRKPRnE9NeYq+/Pwz+vXGDRofHyeHw0E8z89LsCxLBfl5pFCk21ZVoK7u7OG09FS/srmdsBiv10Ov5b1C1dWnb69Kuc1mQ2npW2csFnPA+S9mamqSWJal5OQkmpiY8HsPQe1vsVgcJhKJwsRiMawMA5fL9Y95n8+HK99fQn19Az44feqL/yzgdrvFuv7+bbkv5qK7qxMcxy1bDAAy2VY47NNISnoMIQI+x2AwxM5lBCstr6s7e7irq3uXz+fNrKmpRXh4+LLZAf1N2Gw2bFfugNXKYHragbbWVsTJE1RZWVlXVto9LyCXy4ll2X81/76+Xnq7tIR4jiOPx0OXLzdRZOQDZJww3gcAG1YqkJiYmL1zh1KRoVAsm+F5HgBBIBBg82YpQkOF8Hi9iIqKhkwmwyZJJFpaWo5cu9ZxLKg3IBRuAMuy8zNejN1uxycf12BkZBgAsDNzF6RSKQAgLCwMBerXAfy1zoMSOHHyJDiOQ21tDdxu95LzqKgoqAsP4JvGelz89gIAASIi7gdAAACBIAROp7MVCOIXVFWdOpL/an5j2rOpMJvvoK3tx4A5oTAU75a/hxiZDGO3fgNAICIQ+eeCuoE3i4tf/uhMbX7H9Q40a7V/zzwQhGdSUvFwnBwAMDk5idnZP/xFgxGIjo7mAZzjef5nefwjhtzcl5CSum1J+UJcLhdGR29BJtsaTGVgiGhje3tbgyTyQdLpdMt+RaNxnKqqTpDP5yUinvT9fVSoLuheNZGenu7khIR4On78GI2NjZLZfIdMJhMN6PVUqM6niopy8njcRMQTwzAk2SShoaGhCCCITbgcJpMJ7T+1Fen7byZZGOYNkSgUPMf/fvWHqxEfVldDKpWiq7MT5RUV+Or814eys7OrVqvbD5vNBo7jhBzHCXmeDzEax9M0Gg2pVHvo6NFy78jISOzC/J/n1A5h+pGJqwAAAABJRU5ErkJggg==) 15 10, auto;}
26.315789473684%,28.847368421053% {cursor:url(data:image/png;base64,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) 12 4, auto;}
28.947368421053%,31.478947368421% {cursor:url(data:image/png;base64,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) 12 4, auto;}
31.578947368421%,34.110526315789% {cursor:url(data:image/png;base64,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) 12 4, auto;}
34.210526315789%,36.742105263158% {cursor:url(data:image/png;base64,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) 12 4, auto;}
36.842105263158%,39.373684210526% {cursor:url(data:image/png;base64,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) 12 4, auto;}
39.473684210526%,42.005263157895% {cursor:url(data:image/png;base64,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) 12 4, auto;}
42.105263157895%,44.636842105263% {cursor:url(data:image/png;base64,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) 12 4, auto;}
44.736842105263%,47.268421052632% {cursor:url(data:image/png;base64,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) 12 4, auto;}
47.368421052632%,49.9% {cursor:url(data:image/png;base64,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) 12 4, auto;}
50%,52.531578947368% {cursor:url(data:image/png;base64,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) 12 4, auto;}
52.631578947368%,55.163157894737% {cursor:url(data:image/png;base64,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) 12 4, auto;}
55.263157894737%,57.794736842105% {cursor:url(data:image/png;base64,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) 12 4, auto;}
57.894736842105%,60.426315789474% {cursor:url(data:image/png;base64,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) 12 4, auto;}
60.526315789474%,63.057894736842% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhe2Ua0ybZRiG77LSgFmwSgdrMjpUykFJPERhAl03FhYSVzT7ISbGDIXiZhEiTpZsETaHWcZcJA6icWQepoCZLiNbTCGZAjomp0lZORQHo0DXfm1XUkPl6+H7Hn8ohEIxUoHEZNff907uK+/zvg9wj3v8X2loaJjWFGtIlaMiq92esa7lFosldl/ePrJaGbr43QWSSCRkNptD1k3gUFmZu7e3l+aoO/splZSUTK6bgFKppJmZmXkBnuepuLiItFptwboIpKenk9PppIXY7TbKzNxOfTrdljUXqKysNAwODtJibo+N0hNPPk6M1fr0mgoMG4YzsnZnLhEgIhoY0FPsQzIaHB4uWlOJxsb6vc/t2R1QovOX6xQTs4W0zc1711SiqenSC/sPqANK9PR0U7w8jg6WHRyYMplEayLg9XofLSt75/39hWpiLBaanZ31k3DcvUvP56hIocxgrFbrxlUtZxgmRKPRnE9NeYq+/Pwz+vXGDRofHyeHw0E8z89LsCxLBfl5pFCk21ZVoK7u7OG09FS/srmdsBiv10Ov5b1C1dWnb69Kuc1mQ2npW2csFnPA+S9mamqSWJal5OQkmpiY8HsPQe1vsVgcJhKJwsRiMawMA5fL9Y95n8+HK99fQn19Az44feqL/yzgdrvFuv7+bbkv5qK7qxMcxy1bDAAy2VY47NNISnoMIQI+x2AwxM5lBCstr6s7e7irq3uXz+fNrKmpRXh4+LLZAf1N2Gw2bFfugNXKYHragbbWVsTJE1RZWVlXVto9LyCXy4ll2X81/76+Xnq7tIR4jiOPx0OXLzdRZOQDZJww3gcAG1YqkJiYmL1zh1KRoVAsm+F5HgBBIBBg82YpQkOF8Hi9iIqKhkwmwyZJJFpaWo5cu9ZxLKg3IBRuAMuy8zNejN1uxycf12BkZBgAsDNzF6RSKQAgLCwMBerXAfy1zoMSOHHyJDiOQ21tDdxu95LzqKgoqAsP4JvGelz89gIAASIi7gdAAACBIAROp7MVCOIXVFWdOpL/an5j2rOpMJvvoK3tx4A5oTAU75a/hxiZDGO3fgNAICIQ+eeCuoE3i4tf/uhMbX7H9Q40a7V/zzwQhGdSUvFwnBwAMDk5idnZP/xFgxGIjo7mAZzjef5nefwjhtzcl5CSum1J+UJcLhdGR29BJtsaTGVgiGhje3tbgyTyQdLpdMt+RaNxnKqqTpDP5yUinvT9fVSoLuheNZGenu7khIR4On78GI2NjZLZfIdMJhMN6PVUqM6niopy8njcRMQTwzAk2SShoaGhCCCITbgcJpMJ7T+1Fen7byZZGOYNkSgUPMf/fvWHqxEfVldDKpWiq7MT5RUV+Or814eys7OrVqvbD5vNBo7jhBzHCXmeDzEax9M0Gg2pVHvo6NFy78jISOzC/J/n1A5h+pGJqwAAAABJRU5ErkJggg==) 12 4, auto;}
63.157894736842%,65.689473684211% {cursor:url(data:image/png;base64,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) 12 4, auto;}
65.789473684211%,68.321052631579% {cursor:url(data:image/png;base64,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) 12 4, auto;}
68.421052631579%,70.952631578947% {cursor:url(data:image/png;base64,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) 12 4, auto;}
71.052631578947%,73.584210526316% {cursor:url(data:image/png;base64,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) 12 4, auto;}
73.684210526316%,76.215789473684% {cursor:url(data:image/png;base64,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) 12 4, auto;}
76.315789473684%,78.847368421053% {cursor:url(data:image/png;base64,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) 12 4, auto;}
78.947368421053%,81.478947368421% {cursor:url(data:image/png;base64,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) 12 4, auto;}
81.578947368421%,84.110526315789% {cursor:url(data:image/png;base64,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) 12 4, auto;}
84.210526315789%,86.742105263158% {cursor:url(data:image/png;base64,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) 12 4, auto;}
86.842105263158%,89.373684210526% {cursor:url(data:image/png;base64,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) 12 4, auto;}
89.473684210526%,92.005263157895% {cursor:url(data:image/png;base64,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) 12 4, auto;}
92.105263157895%,94.636842105263% {cursor:url(data:image/png;base64,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) 15 10, auto;}
94.736842105263%,97.268421052632% {cursor:url(data:image/png;base64,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) 15 10, auto;}
97.368421052632%,99.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
}
div.testarea{
animation:rwdcur194237 6.3333333333333s linear infinite forwards;
}
