@keyframes rwdcur72634 {
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0.5%,0.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,10.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEW0lEQVRYhe2XS2wVVRjHf+ecedxpFamCFRREoAsbqjysxPoIEkVzC+gKTJANwcSo0QQXijHEFYnRDRuMkhBNhMpTBdpAIkjUWDQkECHlbamlxSZtoY/b3rkzc44LMpd7uZeWQmWj32pmkpnf//t/j5mB/3qI+GCR/NRESJRQ7I7eEUPdNJoh44MYHiFZaK03tfbn5rYKiOFSKIxQCCSLnY2m1v7qXxWSZ/VCa72J4VIoIqOQWEQShLGpzywZ9dLI3JNceLv4LQ8upSSZ2GkWet+PqiMFGS12Npo4887Er/Sle3lIvZQtT4TMCtozsOCWHZHXXsi1vXbps0yaPJHmcBfNQX0ePDKKZMlBU1vy0y05UjSDpLvJxKBZSzIc/b2Jc2faMEKBUDxoLUHklCsUAmFsGlLVI3akwAG4WvMIieN5zJxbRcdjk6h+ehqYiJZwK63Rjjy4FIpFdx4xyTF/jMiR6ypOJnaauOZPLouYXFHGqp378S3B0jvG8suB0yhhY4Riqr0cIQSRUGAUruvjOGm2tNcM60hRB4C8hlO2TcvZbjwd4YaGuoFeTs+v4In50xEmoiWzmeagLg9u2T4rK/aZNyp3DenIkAqTib0mbria5SmmPjyeDzbvISUVfaUu/j1l3DdrLC/82MWRn1sIsRBIZpY/j+dkcGwfx8mQcH1k5LP28IoC3nUdALLdLoRCKZs/T3VRFgSUhQFj0mlUEHD3eMnfbx1g9o79VM2ZAMDxzr0c727Ig0vj8+GczwrcGLZGyZKDJu726mU9TK8cx7e76+hIKc4Il1nvnadmSiPl5Sm8RIirDF/PW0N7cwueO8hTDzyOND525DNw/yAAH9evznKt4QTkjpoUinNN3YzrPMAUN82rE7t4ZcYYWqZc5pKICMSVBN8+vAYhDOsefTcLV5FP/6VLhS4PJ6B+4BkRj9qhTeMRSOYu30DVpDZmVHTT32MxtfUuKsMSJoYJ7tUWpdqiRFtU2eVZuNGDBIMp3FI37/nDOgBk51wIgcHir9OXqS4bxPUMQWcf/sUyPGDyBJ8eLfGE4cuaj/Lgx/tOYlsKz/NG5gBAQ6paxHPeWFeO1hbt0w4hXYnuzxB2WIRtDlx0GRs4ReGRzhBEPoMDPSMXAOQtGakEF5r7kAIEEXp2Gt1lEXZYrJ23ugCuTQhSoEPDF0c35DX+DQto6H1ExEvm1F5QUtMYNqJ9je5PE/ZYfPLmqjz4sd4TRDqDQCGMYFvbjpHtgWsj3nCek8F1MvR1XsYYg/ZD1q17vQCuTYCQFoaIba3bi478iN9eKyv2mXjDVbxYgltayvnvmorCpbDRJmT7hcLM47ihKciN3PXa9kNv3pxfrfmVzLUeGg4jLAHA+qbFIne9Fms4KWwwelg43IQDQFH4sf4ToDVGGjDXr/m1cdPfdK89975pPXkeYQJsNBKwhEQi2HrhxuC3JADg5coVV5Z/4CNNhIPhm7Nbbttf1f8xKvEP/oYu/98QWbYAAAAASUVORK5CYII=) 2 2, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
24%,24.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXUlEQVRYhe2XS2xUVRjHf+ece+5MOyVCpI6VhzERH8RgDI+FCwwECCzEJpqWhFSxsnFVTYzCQle6IBoCIYEASuICIUCqYkogMYjyCBBMTIACfaTyqKm005Z53ztz73HR3tJhph0KlY1+qzOTuff3//7f496B/3qI4PCVXGckGiUkTd5OMd5Fkxny7mEILtFst5rMTv2ReaQCArgSCiU0Eskee4P5Vn/2rwopsHq71WQCuBISZWwsFEgLbSzq3E8mvTRy9IfR8HPiSgFcSklzeKv5sWLbpDpSlNEee4MJMj8Tvkg8m+INtRSJPVwme0TQivS7D+2IvPeL0bYvqV/JU7NncDj/Cy25XwvgyoQ4Ubnf/FZ54KEcKZnB3tAXJgC5dRFaz1+ku70bJTRKaOqs1cNuSJRQCKHRRrMwtWrCjpS84IC9yUg5ZLd4ZxpuNsvmzOPU9l6g82QbSmhsqVlj1Y7Ah4QIlAgxL774voWM+cPm8FYT1NxbG2banOl8/HuW6AuCJecu0Xa8DT3sSIN+awSujMIJpcjaaV79q7askKIeCGJ0w2kdor8jRn9Hnr+vGs6seJmO5mU8u/Q5PJPjO/cQ+3LfF8AdneHYnN3m8Nwt4/bIuAqPhr8xQcOlGqD6xSj123upeUVT87rm1rTj3Fhwik8b6rl+sh2LCiSS5dFFuHYSR6dw7SxOKIXjJWi8sKWIN6YDwEi3KyHRShO7FiN/M8uNExl6fnKJmNmYUJptLV/SOtBCzfyaIeF9pznSf6oA7pgkO+avL3KjbI1OVO43QbffWWuYPrea+g9b8cI2zzdW0bOpiWUmQrVvUeEptBHklzdwvauNTCjOopkzcUwSxxskM6MagI0tO0a4VjkBo0dNiTz9rX1MDcUIaZeZp7MsOJ8kP8uhxw5jLAtPStSRXeSAJ1fU4pg4jjeIo64xMOCXuH+ZWJyuE8GoVe+tQiLZ+flrvPSMQ8WsU6hOTWX3Hab036Yq0UtlJobODBB2EkT1Xbhr+6TcLkKRSMH9yzoAFMy5hc1gWz9V0RjZKWlESmMGNFo6eJ6H0gq0y4yGtwvgl/sSWNqioqJzYg4ALEytEsGcR/dNxfJt1i5Zhx3JY3IKUhovoVFpsByvJDyPTw6PeC49cQFAwZIRSpDoSmCF8nh5iXEUKqMgK4m+v74I7mFASPxcnl1n/yho/PsWMC++WARLhqMD+DLPmie+RhqBGBYR3dhYAL/UGyePjzQgjOFge3fR1N1XDwQRbDjXTuLZksG+HCYqMK5FzeY3i+CeMEgkvjAcbL9ZcuQn/PQ6Nme3CTZc5cqniUQeo/WH5pJwZQQehkMdt8bkTMgBoGC9xn8+N7JkCmo+nLmHPy4cJtADQaxu/UCMXq+lGk4ZgSmT+QMLAErCL8WS+MbHCIEvGLPm98YDv9NtWPae+fPqFXImg2/dBglKCaSEA23lM39oAQCNc1caACeXxKMHbNh/ueOR/av6PyYl/gG8DSk6PQ8AtwAAAABJRU5ErkJggg==) 2 2, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEY0lEQVRYhe2XXYhUZRjHf+/7nvecmVnGVNQlt8www4QiEhUDIylNJHYhFg1FzIUuQqJEBauLoutEKLDUEALN0pSMNAXzk+wDsUhd98PSxVbSXV13dmd2zpyPtwv3jDvOrOPo5k09V+fMzDm///N/Ps4c+K+HiA4+kIuNRKOE5I3gU3Gri4Yy5I2D63CJZp21zKzXy809FRDBlZAoYSORbLJXmc/02/+qkAKr11nLTARXQqKMxsICaaGNYn7unSEvjRx4MhD+s2gqgEsp2RlbY3bF1w6pI0UZbbJXmSjzY7FTpLJp6tSzSOz+MtloYyGlZE7m1bt2RN78wUDbZy2Yy9hxNXzjH2a3d7QArozDocRmcyTx+V05UjKDLc77JrI9Nz9J4y8naW9tRwmNEpr51ov9bkiUUAih0cZiarq2YkeKHADyNZfYxONJHp/+FIeCWibMfJTAeGzzv2VH8F0BXAnFr8k95vdh31fkyKCKd8bWmKjmwaIEIyaOYunqv8lpzYpZbbQcaEYLCyU0i/VLCCFQwkEZhetkyNoZnr5YX9aRQX+wK77WRDUPlibJ+TlWbsxghMZL2Ohxcd58qJWzB5qx0UipWaJfzsNd3UfOTuPqNLWNKwbl3FLh3th6EzVcerFi9GPVLFnehC8cciPiTFqQwJt3gfoPs7QdbcUihkQyu3pqHp6zs7hOGjfooeH4R0W8kj2Q/7IfroREK4srzZ1U2b3ERA9WKkNnk09atPPeti/ZmN7P/VPGXhfeeYw9V38ogLsmzcdTGor6o2yNDiU2m6jbuxcJRk0ew8p3D5LxFN2xMfhHt+JOPM1Io3CQ2MCCGa/Tdq6FPifFtAdqcE0aNzhBX810AN7avT7PtcoJGDhqShiuNnbycI1LIuHDg/sI7YvUZEbRIX1yMsQThuNHNiCEYMKMOlyTwg1O4NoBXV2XS9y/TDyTWSiiURu9JYZEsKxhHow7zPCZfzDyUhsdVy/T2+cwyY3ziG8zPrSpCTTV+gY8Z4ekvfM4VYmC+5d1AMjPuRACC5trLVcYNqkLki5WFqp6ukGGnHHuIxsOY7oyyNnTCuCnL/dg2Rbx+LnKHACYmq4V0ZxXb01ihTb1yU1g+4SBwHIDEpkMjttN3O0qCfdFiGcCUl6mcgFAwZIRStBzrgepDCoEkQPlejjZLE/WzSmCBxhAEno+G378raDxb1vAE6nnRLRk2HuFUPrU/bkHE0rCEALPMGHRwgL4qUspfBEiDQhj2N7SXjR1t9UDUQzccIGtudbpY4wh9CXjX3ulCB5IgzSSUBi2t1woOfIVP732TfzERBsuMXc8VVXDafx6R0m4CgUBhq9a/xqUU5EDQMF6Te3/Kb9kCmren3lAeEs4VNADUdQ2rhAD12uphlOhwJTJ/I4FACXhpzp6CQkxQhAKBq35zXHH/+lWP7/UnG86g2eyhLoDFCgpkBK2NZfP/K4FADRMfsEAuF4vgbgEDnxx8uw9e6v6P4Yk/gG7+iykcepjWwAAAABJRU5ErkJggg==) 2 2, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28%,28.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZElEQVRYhe2XbYhUVRjHf+ece+6d2Re3QtNcsrSWTNdFWDZDyiIsK5QiUEIRzD4EJtSHkpbCkPoQoQURRm+ChFm+UmFpxSZUW22mbu2Kqfi6u9nm7uqM83Jn7r2nD3rXvczsm21+qefTnYF7fv/zf/7PMwz810uED6vl3UZioYTkKf9LMdBLI1ny0sMFuMRirTXXvK0fMVdUQAhXQqKEjUSwzp5v1uuF/6qQiNVrrbkmhCshUUZjIUFaaKNYkHt/xFsj+37oC/9JtEXgUkq2xZaZT+LLR9SRghuts+eb8OaNsZMkshkeUtOR6Itt0r2C7ku/+o8dKThgvV5owps7i6fy8zeN/HGiDW0cHrbreuHKaJRQSASz0qsuW0jRFzc4S0wIyi24kQNNzbQfPokSGiUsFlgze+FKSISw0UZRl1oxbCGy2JchXKKJx8uYNqOWrfnx3HRnNb7x2OQ1stX/IQJXQrKvfI35ddSbw8pIv4q3xZaZsOf+oglcXTWOec9uRpkMKx+czKGGFrRQKKFZrO9CCIESDspIXMcla2eZ2VE/qCNFHQAigdPaoftIJ8ZY+CLOSzt+Y3uyi5vvmYZv8nyY283G/HcRuKtz7KqqN59OeXpARwZUuDP2jAkDl1o8njG3VjLnyS1gpbG9Lq7KH2dOtozJj87jxLetWMSQCO4dO5WcncXVGXJ2DtdxcU0zS5v2FPD6dQCIpF0ri67fT1PWUY5OVuDJ0aRVKU2+4IvXX+Nww2dcV3vDBeFnmvm8e38E7tqGt+6oLXBj0B7tLllpwrSfWzSO0VMqWVL9PdnRGdITjlHT3khF21mslMJ4EuUL6tY8wYljh8g4KW6bkMS1DW7MJ1NeCUD99h29XGswAX1HTQlJ94EOJpbcTqwR/vy4llsmpUnXHMUvy4LjI2TAvsc+AGDiuw/g2q24MR9X+/Sc7yly/iA1K71KhKM2ZsM5JIIXExadbyQpOdiN31pH2f5JOEeuxWmvQP5Vju4uQSVijB11CZ7TASkvgxMvjZw/qANA75wLIbDQnD10GrvHwxEu6YxgTGc10EI+m0SUZTHxHLV74hF4a1sSy7aIx+PDcwCgLrVChHM+dmMaK9C88nIlQuXxPEk+6WAlJqJ7ylE9pUwvAvcIyBufRC49fAFAZMkIJUge6wbABJDLSVSqApW+nuqObAHcxwCSIO/xztf7I8EfsoCaxHIRLhl2HiWQPi88X0NgBF5e4GUVVV5zBN5yKoFHgDQgMGze214wdUPKQFjhhsvZWXzb5eyZTvwAAiOouuarArgvDBJJIAyb954qOvLD/vXaVVVvwg1Xcn8NpaUVHNi1uihcGYGPYcu+tn45w3IAiKzXRMN7vUsm0vOLN/cJBoTDZTgAsGHG4yZcr8UCJw0Egn5t71tDDmHfKgZvaT9PQIBBDBkOl+kAwHOzZ5vjRw+StwyBDUhQSiAlbPplYNtHRADA0mlTDIAr8vjKgAMf/Xjkiv2r+r9GpP4GD3wUrb6/0CEAAAAASUVORK5CYII=) 2 2, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
32%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhe2X228UZRiHn/f75rCHbkuxtaCEamFNIIFCAE+JEIwKCQkkREqFcEO88oYLb/QfkGiMJMZgMAFiFEFQgggGEjUIgUQ8FBGq5VTKKcRCgW13u7M7M58XsHWXLi0LlRt9r2YmmXl+7+89zAz810MKB++OVkYFoEVYdT2QoW4ayVADB7fgKoC11ZZZV2WbByqgANci6FBQwIaEYz6O/rtCSqxeW22ZAlyLoH2DBRAqbGNoyeVGvDSq+KQY/qORErhSiu2Reear6PwRdWRQRhsSjilkfigSIZXJskg0ijk3y4SNbQSlFC9ldty3I+r2C8W2z12ylEfGj2dn6LM7f7YEro3NvthSsz/Wel+OlM1gk+uagu251hbaDx/mYsdJtCTRYtFiTUKLQiFoUYjY2EYxK72xYkcGOQAM1Fwxh6g7kSmznmLX6QQTnhtLYHy2+n/wZdBRAteiaEu8ao5Wv1aRI3dUvD0yzxRqHixvoPaJJC+3rMbNZnl91TJOfP8Ltmi0WKywpyAiaHHQRvBcn6zj8+yl9cM6UtYBoKThbLuJnpNZHLseLxJhzZpP2XPwNyY+P5PA+HyWO8rm/PESuGf77E0mzc5pk4d0ZEiFeyILTaHh0iuaqZ/0GK2tb5PxzhPv7SXWbajrTLBkyyt0HfgVCxeF8GLD4+ScQ3hxm1yVg5dw8ayAlV//PIh3RweAgW7XorC1xdWOC0xwQuqi08hUVRNEwM04tDX9RH5BDWNnJG8Kv3KKb3pqS+Cebfhw8YxBbgxbo32xpabQ7TeWT6VuciPLVq6mOszR3e0x+71RjG1rxuqrQvIO+BYNNZfp6uygP97Fk9PH4dkGzw3otx4F4M1Pdg9wreEEFI+aFkVP+zn6nGZSqgbHfRi1o57eG904jo/SBkuEc6lGtNXImNFH8OxLeG6AZwVcS18r8/xhYnZmixRGrX5TBwph5wcL8LON1P/eRN+4OrzcGLzeWrzeOOk+h0xG0Z9VNEz8B56zQtJ+P24kXvL8YR0ABuZcRLDQXD9xgZquOPH0KPprc8RGxdBXBRPYoHKI8mle+HkJ/PiZXizbIhqNVuYAwKz0RinMecPmM1ihYuuuGuy0IfKQor/Gxos5hOIShhGml4H7JiRvAlJepnIBQMmSEa3o7fwLnTbYCcFUK8K4Td5xmLl4/SB4YAygCPM+H+04UtL4dy1gamqtFJYMe9oIleGtnhTYEEYUflTzzIL3S+DHTqfwTYgCBMO2/Rcr2wO3R2HD5ZxD5Jw8169cJgRCV5g7451B8ACDQhEC2/afLzvyFb+99iaTprDhYnPmE4800d62rixcIwTG8MWBC3fk3NUUFEfxek0d/XZgyZTU/FbmgQmHhEOFJQBYeKRditdruYbTCIahM79nAUBZ+LEzfYQmxCBD1vz2uOdvujcWvWDOdv5JXhtCB1CgLUEp2PrD8JnftwCAlU/ffNd7kifQBlzY8t2pB/ZX9X+MSPwNpRQLoZOWQy8AAAAASUVORK5CYII=) 2 2, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
34%,34.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,40.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYhe2XS2xUVRjHf+ece+88KkhBUkVRpJAoAcU0SFAxvqMxmRYWhUiQiEZcmBh1AxviQiMLXZFgMAbjgmDAVkbBaCIEHwFpSHjalPKyQKGESutMh5k7c885LsodO3TaMlDZ6Le6M3Pn/P7f/3vMHfivhwgvPmqQVhpQUvDWVi2G+9JohixeXIFLA+saHLs+4dqbKiCEKylQRiAFbFjg2S/+ZSElVq9rcGwIV1KgtMWRgJG4wtKYzI96aeTAFwPheztFCVxKSXMiapMNsVF1ZFBGGxZ4Nsx898UoqXSO+lqF1FfKpCkKem7r5Rt2RF79xkDbn3xxEZMm3803JwK2nyyUwJW27KqP25/r4zfkSNkMNiYiNgTlH2yk9UALnSeOoRAoK2i81+l3g35XhBa4wjInmanYkUEOwD9ZSg0xN8as2XOZfH4RtXXz0cKy+VRAU4cugSsh2L9gjD1UP7YiR4ZU3JyI2rDmet4SqidPZ8fbBxG+x7jF52nfvRNX9juydJqLEP3jq7D4kQg51+ORjedGdGTIG5INMRvWXD/6CvlCwL71Paish8rGGZOtxnntMMf37MSTIJEsm+IW4b7jko96+J5LYm3rkJxhFX6fiNqw4TJzlzKx9n62rfwVlYkQSY+n2p+EuH0KwQuf03HgF5wApIBnH6opwvOehx+J4EvN8vf3DeKV7YHih1fgSgpcR/HnyaMUJpygUJ0hN7aXgvLJjJdss2+y46Um7phZ1y/8UDffHb5UAvel5ZPVdYP6Y8Qa7aqP27Db/6pbwm21M9j09beoCxki7VPZ/1Qjba9OITO1huCWKNaD1cuepuPcKbKxCA8/dhe+tPieJtt3JwCr1mwvcp2RBAwcNSUFl062cnBCN7335Di9pIWxi+fTG78PLSRW9J+7umknVgjeXTi/CPelpifTU/b8YePx5GURjtrElo1IAWvmLaV9Vp5LM6tx+rLc6v9EPDhMNDiNY7pwTBrHpKmZ5RbhGW3IFLJEvKqS80d0ACjOuRACx0Lv6XaydVFsxCNduEC1rwHwVQZpxmFFFe99sKIEfvT3NMpxiMVilTkAMCeZEeGc17RswjGG37peRkqPvEnhBBfxgi4iugvPXCwLzweGXEHTm7lcuQCgZMkIqUifPQVSoIUlZ2bjmB6coJtVaz4cBA+0RSDBBHz26YGSxr9mAQ8kUyJcMhz7HqMke/Y+gTE+OZPCCfp45+PmEnjbkRT5wKAkCGFp3tI5aOquqQfCGLjhtOfRm+rGWktgcryxdv8geEFbHCnRxtK05UzZka/41+uHFdNtuOHi056nyquitWNrWbirBIG2NH91dkhORQ4AJes11fljyZyHNQ8zD7QZFg4V9EAYibWtYuB6LddwrhIYO3zm1y0AKAtvO9KHNgZrBdowZM2vjut+plv5+jP2jzNtFITFuGAlSCUQEpo2j5z5DQsAWL5whgXwbQGtLMaBzV8ev2n/qv6PUYm/AT1wONnMXDQDAAAAAElFTkSuQmCC) 2 2, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYhe2XW2wUVRjHf+ecuey2BVpLaaH6gAQbKiHEWo0mgleC0aC8oIlpQKIJhBBNTIyJD8aE0LShEl8w+oChCdGAIfCikFRIqFGKGkWh4SrXtl7a7XaX3e7M7szxoc7acbdXKi/6Pc1k5pzf//uf7/tmF/7rIYKLHduklj4oJXjtbU+Mt2gmQ+Yv/oJLDbuaDf3hdlPfVgEBXCmB0gIpYXerpfe0/LtCQlbvajZ0AFdSoLTGMICcxDQ0695wZ/xo5Oib0fCuUyIEl1JyoC2iD+2MzqgjBRntbrV0kPnXP0VIDGV4bqUaqREpkD55Qau2pm/ZkYIN9rSYOsjcrmni265j9PVexUTz/CNWHq58PSJIwoot0xdSdOHeFlsHILdsHd2nT9Jz9QJKCBSCdY8aebiSAuEJTKVp3JyaspCiC/a1WVpKifRBzF2Pm83wwj01NB85yaXuThQCy5S8+JiRhyslEEKgPMGyTYlJCxnzxQNtER2cuTfvJSqqFrOyJIbMDNP2zTnO/3AU0xhxpGmVmYcrqXGkTQaLh1/pnVDImC8c2hnVQcF5VS/jujnW1tdCZhiVShAdSLD90gAXfz6KZYLUkvWPm3m4o01cw8IRJms2dI/JGVfh4fcjOii4VHkTVbVLeKh8GNJD2AODzLneR83ZPl6dW8HVC50YPkgBTz1RnYe70sKRNknXY9PG7wp4shg4/3BUtZumYqDnHJGyBahZ1WQrynFKI1RowbVTMewz1cxf1DAi/Fg/nx+NheAJR9P6QUPBDBlXwKqtaRFU++yhdqTwOd4Tp7JyObNqHyS7sI774xbRE5exL9aSbpPMPtDI/AV1SO3T0fFrHh5zPFLxGt5pfiYkwhhPwIgLf7eaUoJYXzd3NDTgiXpSxtMsGVwKQ1+QdeJ42gdy+DtKWcg8Yq/35uEJx0MPDhbuP5GAFVvSImi1qtRepID2ri4SV+7GOeGxh1LK73uW2XOXMsuuISLLiYoyLGxK6sw8POn6xFPDRO3S0P4TOgCE+twQEP/9PBnfwBpKkJojOGlbPOAvR/X+gkr04zlD/Pbe9yF4z5kk0jCIRqNTcwCgcXNKBH1effMTDOHTIVtRTpacBWdTgut3WZjzF2FW3lkU7uZ8nKxHLJGeugNAaMgIoUj+cRnpuHgRm5hwuJLRRGoUyQ3tBfCcp5FIfD/HwY9+DLXipBwAWLYpIYIhQ/owvpAcvLcdbShyJdDraJKrt4XgN04ncHM+SgJC89X+noI5MGkHgNCE85RF/Gb/iAAFjWvfLYBnPY0hJZ6vOb7/etGhN+Wv15GPF+tgwpWUrabULqXr2sGicFMJcp6m87MbY3Km5AAQGq/98Y5QnwdnHmSe8/xx4TCFGghizYZuMXq8Fis4Uwl8PX7m0xYAFIXfOH2TnO+DFng+Y575P2PaP6XefOtJff7KWYazmowPHiCUAAmd+ybO/JYFADRtrNcASSeL42lc4MtPL962f1X/x4zEnwfgS5LTSB2gAAAAAElFTkSuQmCC) 2 2, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEW0lEQVRYhe2XT2wUVRzHP++9mbfdImwhQEXwf2qEAwcREyQSD8g/LaAQQkIKkZMHo8GDfzBGTxijJMYYDJJACCFUaoiYgGBMMRAhWjAcoFaKgWKhUmG33d1uO7Mz73kgs9llty2FykV/pzeZee/z/f2dGfivm4gW730irStBKcG7r4diqE2jaTJaRHAtYfMWx36+1bV3VUAEl0oQUwIpYet2bXfs/HeFlIR68xbHRnClBFpZHAekkbiuZdVqf9RTI4sviuEtP4sSuJSSfY1Vdn9TfFQjUubR1u3aRp7/dLyKbHqA5fUKaW4Ik4aCoAXLc3cckbIDdux0beS5jjfQ0nKErq4OtLQsX6wLcGXsDUES5tXfvpCKG3fvitkI5AWraG39hSud7SghUAhW1TsFuFICEQhc1zJ7cd+IhVTcsLdRWykl0oBw1uEHA/Subuf6phh/tB9DIdBasnqZU4ArKRBCoKxg5sL0LQsZ9MF9jVU2ynmo11AzoY72Z7/FdWtIbQo4d7YZ1xEoIWhY4RbgSlo8G2PAaJ5edGVYIYM+sL8pbqOCC52X8f2ArpXbcMVcdHUt8drH+OvV05z/rRmtQVrJuhfdAtwzLr7QZPMuK5a2DsoZUuGhfVU2Krg+GphUO51T8zYQM3OJj3+U6ieWsCM/hgUvfEbHxWM4FqSA556vLcD7fE3ai5H2QjauP1nGk5XAhZtF1e46iutXfyeb0GSqTpBLXyK41kGXEXzw9162PdjHlAdm3RB+8BoHDyRL4FnPsvGLWWUzZNgc/bi/2kbV3uutYeK9MzjQ8D4qm2eyP5+P1nxI5sk6VI1FakDDWyfm0NF1gWwY4+GnppH1LCkv5J7+qQB8/M6BAtcZTkBxqyklSHa34k2fSjC2mubEdXhFM3FqiiAXx4QSGwg+nXYUIQTrds0pwNNeSC6VKj9/OAHz6nMiarVJsd1ICS+9uZ6jCUFb3SN0pI7SnUwS6+4nXt2JntCDnhLgTg7x73ML8Ixv6Onrpzo2puT8YSMAlPS5I6EneY7k+El4YxMw0Etv5hym5nESyQTjMg72ocss/WptCbz7bAblOMTj8ZFFAGD24j4R9Xmt3oMjDHuWPEOgNSI0hF4vudwlet00qYRXEe4HBi8fkkrnRi4AKBkyQioyqQtYJcH44OfIez0MDFxl7ffLyuBhaFFIjAk4/OXpksK/ZQEzF6ZFNGSQhzBImu8fhzQWjMXm87xxZEMJ/OqZNH5gkBIQll+bLo9sDtxsxRPOR9PTdw1rLTII2Xhqcxk8H1pcKTEGWpr+rNjyI357Hf6uzkYTbkL1IsbGx3C47ZvKcCUIQ8vJrzsH5dxSFxRb8XjtTP9Q0udRziPPw9AMCYcRpgBgxdJWUTxeKxWcqwTGDu35bQsAKsPPZAmNASuGzPnNdtufUq+9Pd+2XWyjP2/xDISAUAIr4dTe4T2/YwEAK9fPsAAZL48XWnzgeOP5u/ZX9b+Niv0DJqhe+XaWXjYAAAAASUVORK5CYII=) 2 2, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
61%,61.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYhe2XW2xUVRSGv733uXQGW2nkkiqRAC1BQLQSbg0g8RbSiJhIKhGbEOKDPhHjiyaaaHzSGKMPYJCEBANCihLRKCVB0XiLSqAIHYGiUEoRKEzbKZ3OuW4f4Iw9ztALVF50PZ0zydnfWv/61zpn4L8eIrqY+pbUhgShBM1rAzHQQyMZMrqI4IaE6vWGnrvB1Dc1gQgulcBUAiFh/iZLL9z87yYSk7p6vaEjuFACQ2mkASYSYWr21rkj3hrZ/6Y/vPMnEYNLKandWaIf3ZUYUUUKKpq/ydJR5ekfSshlckxerv5ujwR5NaEdj2RvWJGCAxZuNnVUeY1dz3e/7KPtz1ZMUzPtcSsPN5VGKgEStiy+/kSKPvjgVltHsle7dRxM/cyp9haMqwadUWfk4VIJLCEQpmbjnN5hJyKL/RjBDQmliQRz7p6He9srVE9ZhBdomht8Uh8HMbhUgmcPluq1v5YNyyPXzLh2Z4mOen5vsIoJ5VW8/lkfts6waEIzB45/hTIFhhLMqjcRQmArgVAa37HxchYbas4OqkhRBSBuOMs0OZs+QS68BUeU8eOpSmxZy32VD+AHmqYPXY5s82Jw3zGp31Oln/x0+oCKDJjhE40lOjLczN56Jo69i+d3CpK6i9GZFiYlO5iW/IPuikkcaP0W2wAhYcrD43FdC9cx8V0Lz7HpdQK+XLO/gHdNBYCY2w1T0X7pGFk9hm4q6CqrotNXiFyOyYf2sfpSjsqK2QC0NF6k5Yt0DN7naGrem12gxqA9evrrpI7cPrN7FRPHTGdVQyUWWSp0M890v8Pt2RDDT6J8G6EVjfeXc6z1JLk+m/K5E+hzNFlHMrFvHAC7Xvo8zzUGS6D/qEklOJ1OEfiLCIISSs/XcDy1gOmT0lDSRuhcQAeHWbbbZ5m6h81z03RchQeOSUdnV7HjB44ti7MiGrWWsVsRErY/tY+p58bRmS1n/9klNBybTKptBp67BGWuxkisRCWW0zHezMND16KvN2CUnYydP7gCkJ9zIQTKgPau4zh32njfKHKByen0VAglnV4HdyTKGGOXsm7FqzF4T/N5DMMkkUgMTwGAjXN6RTTnreO3oYyQ11auQ7sCX2h6vFLO91bQ3j2W33tEUXjoQ+Bpshl3+AoAsSUjhaKj5yTa1fgS8BU9zq2Y0ufkC88VwHVwpVI/9Gl6//uY8YekAMC7szIiWjJNNBKGkrc/eBMAFwi8BN0vr4jBM0fOEfqA1GgB7Tt+K5i6ISsA5Dec61p4gcW5rosACKGx3phfANeBQErQoaCtCByGsAf+GfV7qnS04RYklzJ61Cg2pT4pChdKowM489HRa3KGpQAQW6+7M3vzSybe8yuVh4PA4ToUAHhs6zwdrddihkNqGED2/jFkE/aPYvDLRy4QhhqhGTIcrlMBgGUvPqQPnzqK5wGhDUiEUiAlZxpSQz73hj4qq9dceddfdjx0YAAWJ7Yfumn/qv6PEYm/AKXOHr7K3DXpAAAAAElFTkSuQmCC) 2 2, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVklEQVRYhe2X228UZRiHn/f7ZmZ3uz3YhNoWCsGUQgArSjkYEkGJooYgESOYEC7kH+BSvfFSEqMxMQSjUYwapKASOWhKQjxr1BQhtDRy0EIoBzmWbne7Ozsznxd1Njt02VKo3Oh7NbPJfs/v/b2HmYH/ekh40fSaMpYC0ULvBl/K/Wk8Q4UXIdxSMH2zZWa/bZs7KiCEixZsLYiC1i2OeeCDf1dIxOrpmy0TwkULljaIBTYKsQ0/r3bHvTSq+KYYnvpFInClFEt2xs3DuxLj6siIjFq3OCbMPPVTnNxAlqaVGjssj6IgqGNZ5rYdUdf/UGz7M4+sYfLEKfTt9uj7Ih+B29qw8psKs/K7ittypGQGC7fGTAh60F3Nbz2/cvLMcSwtWFpoWW2htIACpQVbBGUb2uenx+zICAegKEsFVYkEC1oX0j/4B3ObH8LzDcd3eJz4zI/AlRbWHqwyzx+uHpMjN1S8ZGfchDVf4K9lSm0LL2xaQ9bJsmbeBjqPfYWyhx2Zuc5GRHC0INrg5WL4WYeti86O6khJByDacDHbpu/KCZKuTdyNs+3gGxzJ/Mj8aUvxfMORj12ObstH4H7OZtW+FrNi96yyjpRVuKwjbsKGm5dex9S6mby88TmuxXKkkimMvkiV08uzs9o5cOp7HAtEwdTH6nFdh3zOxncd/FyMdM7nh/WdI3g3dAAodLvSgmVr+i4fpXKOQ2M2QXW6EojjqAwHuxuYkF/M9MY2AP7suETvl1ci8KGcoe2tthFulBXQsSwjYbd3Vn+IUQEvrfiIfGWC+om1TOqvoynoYlbVcaYlzlJ7/hKLzCSmNc5AqYDT+88X4H4uTkN/A8s3Lo+IsMoJCCUWul0Lp670MPi1Q3WgmOnEePrxPVy0ruEFDkZpxBKazw3QHLforLmbC//A/ZzN1avpUseXj12LMxKOWnfdVkTB67s3cY+XZUFdFxNSTTS4LrVuiqSbwskMojIZ1FCWC/V2AR64DkNpj2QsETl/dAegMOcigrbgdP8xGmtOMTlp0EO1VFTehejL2Pi4RuGJYvuMORF46sg5LMsmkYgKGNUBgPb5aQnn/Gj9NpQVsHTHXpK2Qen7sYdqcHIVxAIhbgK2zx4JDzzw84bMgDt2AUBkySjR/JXqpUIbxK5C+dXYQRIn7/Bea9sIuPGHQV7gceidbyOjeNMC3r9vQMIl00kHJlCkXjkEWKggjvYSvDn33gh8oPssgQcogxE480nX2PbA9RFuONd18FyH8/2XIBAkiPHqogkj4MYXlDIQCKdLwGGUTVgqVu1rMeGGW1zxBDXJJO/2fF4SLtpgfOj7tPuGnJuaguIoXq97B/YXlky05sOZB6PAYYwlANjzVI8Ur9dSDSfaYIyMCr8lAUBJ+GD3OYLAIIayNb8+bvmd7skXHzVdJ3/H5C0IHEAjWoNS9O04fNPn3tZLZev64Wd9NmcwvgU4nGg/cMe+qv6PcYm/AZHWEy79CelEAAAAAElFTkSuQmCC) 2 2, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
64%,64.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAETklEQVRYhe2WS2wVVRjHf+ecOXNvW1okpKnlpQYbpQQSUh5KglIFNDY+SeqCsCFx4Uo3Jm5cqdGFiYkxqCyIj1QIaBMhEDBEUBIIUBQVixSwhT6oUNrS9t52pjPzuSjTdLiXlgIaE/1WM5PM/P7f/3vMgf96qPhiyntajAZlFL2vhGq8l+5k6PgihjsaSjc6MuMTK/+ogBiujMIaBRpmbXblns/+XiEJq0s3OhLDtVEYIygHLBqscKbWv+Ol0WNvxsK9IyoB11ozvz4tC74puKOO5GQ0a7Mrceb+oTR+3xDTnzU414Q5mlFBx9dkb9sRff2DsbbXVr/I7Blz6NoR0LVrOAG3Rnj4QKEs/6HwthzJm0FFXUpi0ON+LQ2NR2luP4MxCscoZtU6KKNQ15rWVQqssH9JZtKO5DgAjGbpaJhSUMCyBcv4mMUsnbuCIBTatgV0fB0m4NooVv1ULE/9UjIpR26oeH59WuKaV4fruHdaBTM/rUcNlbF1qceRpu/QdsSROestSilco8AI4qWIhlz2Lu+Y0JH8DpBsuJS1tHafJUh3I+k/WXeohA/P1vHQ/Y8RhELLlz6tW4YT8MizVO+tkBU7Ksd1ZFyFi/akJW64lZn1zC2dR3Hd+9hMObZnLc1tlZy+sJirb6znyPmDuA4oDTNWlxH4LoFnEd8l8lL4nqZhw+Ec3g0dAEa7XRmFsYbzV04zVHSJwanN+NPqmVkkDEmKjjd3obb0MK+8CoD2PV107O5OwMVzqfro0Rw3xhVwfE1Wxd1+oORzREdEa9+lv/gyV8t+JpzzAU3GcqHCQy/zOdWwEzrbqSh/AKUjLu7rHIWHXpq7e6dT884LCRHOeAKAxKgpozjX3UgBKXxruVB+mRNVR7HZ2aQ7XRxx0JHm11O7IYDZNWsYuAYPPYeenkyuyxMJOPRIVsWjdri0bqTGT79Fi38fTQOV2OJzXC1u59KUbi4X9nPFHaTHGaTf9RgomzYKj3zLYCagKFWQ+P6EDgCjc66UwjjQ0ttEl1dGNizBuhms34OX1oR+iHEsvlgWPP9yAt7/WxuOYykoSAqY0AGA/UsyKp7zY2Vb0E7Ec+uqCSIXo4axNoPV/eBmCa2XFx4FEA4L2T5/8gKAxJLRynCxv5kABx0FGO1h7CBaD1FV81oOXEJBA0EUcGLTt4lRvGkBuxf2qXjJHGQPEmlefekulBa0HhGx6Im3E/C+k61EwQhFlNC+vWFye+D6iDdc4LuEvktnbxcKwVE+D67clAOXUKG1QASt24/nXXqT/ntV762QeMOtLnySqUVFfNG4Ly9cGUFCoe2rH2/IubkpGBNj1+vOvu9Hl0yy5iOZRxPAYZIlADj4TKMau17zNZwygggTwm9JAJAXPnCyjSgSlKhxa3593PKZbtXrq+X3lj+QYQciF9AoY0Ab2rYdu+nv3tahsnLDQgEY9hQSOoDL2a25v9z/418dfwHWuxqD90pQJgAAAABJRU5ErkJggg==) 2 2, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVElEQVRYhe2XXWxTZRjHf+/7nnO6rgyYfGxMQEhoohM1EVgMFxo/QCCoURLQEGJCvPPCWzV6QTReGTWaYDSBhBCEgCGRBBkxQcJwMFgIibjI5xxsk4/uq9vanfac83gxTtPSsm4wudHn6rTp6e///p//8/QU/uulwgv9uRajQRlF5j1fjXXTZJYOL0K4pSG21ZJp39nyQAWEcGUUllEoDdXbHZm5498VUmB1bKslIVwZhTECFjhoxBb+Xp+Z9Nbo/Bf5cL9FFcC11izYXyELf4pOqiNFJ6re7kh4cporcJMjTH3NYOdlhNuCzq9M3bcj+s438m3f8PwG5tfNJ3nAY+BgtgBuGWHx0Up54ljlfTlS8gR1uyIS2r4ms57Tbae40nURyyiMUcxeb6Hy2uUoBbbQumx4wo6UvGHOXke01tgaXldvk86McLm5D6t2kJbLTRijMI5m9ptWDq6MQimFYxTHn0yOW8hdP7hgf4WEPV/lb2RhdZxD+3/DMUmceRFOXDiCtkdHtmaTnYNjBNwIwYhD8/LuskKKMpBTlhe4iG3T0XuJlFdFxp+G35lixbQ4yxe9gOcL3T9kuLE7WwDHtWk4HJelB+rHzMiYCuONFRIGbtXwJhbNeowdO89SZfcz1emmNtLFvMoEZ6qeo7mjCccCpaFmRQ1exiFwbSTjYLlT8F2L1s1Hi3h3dQDIpV0ZhbEN7T3n6U/NIDFSw4BbR9qPYQUBa2+d5stMnMfnLAHgemOCmz/3FsDFdVjy7coiN8r2aPHRSgnT/vLARuIz69nyRZqoPcjC6W28FTvDQ11LYeAZVLYK5Vewdc03nO9ox09HmN3wKOI6+G6Eh9NRAA5+sDfHtcoJyB81ZRQXe9voHXgRP4iSuPgGdZ1zWRTpIhLtIWKyOEZYt/MTtBK2rf0Q9zbcd236+oaLXS4n4PdnUyoctV9n7UJp+GrLNWTwEWr753IhmE53z1Pc6m7gVqKeG33zuDk4g+tDU3BranPwIGORHvaIRSoKvr+sA0DBnBsL2vsvMGVoHWaZTf8xn4SlkcxU/KEoxq7COCl++fidAvjgH1exLJtoNDoxBwBalw2rcM6banajrIBPt+1B0gpPCT1WQNIKSInNiFtdEh544GeFVNK9BwegYMkYZegebCcY1nhKkdaQtgJsUZz+bHURXHxBA17gcfb7QwXBH5cDwOh6vb1kjtCIBJp3t3yNcgRPCSklnLsDnjzXQeCNUkRB176TRVM3bgeA3IbzMg6B73C9PwGAb4TER68UwcVXaC1IANf2tZQc+Qn/ejUcjku44VZXrmJ6LMbutqaScGUE8YXOH0/dlTMhB4CC9dqYPJlbMoU9Hz15UAYOE8hAWK2vtqn89VoqcMoIIpSF35MAoCR86NxVgkBQAozR8zvrnp/pXnp/tfz51xUka0HgABplDGhD594T9/9AMp6q3/y0AGRdhfgGcLi05/gD+1f1f01K/QOsnRVG++pbMQAAAABJRU5ErkJggg==) 2 2, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVUlEQVRYhe2X228UZRTAf9/3zczuzralQEuDIkqkBmvBRES8APEeY7xESGqQEBKMiYkx3l4g8S8gEuMLRh6ImgAGgUgNBiKRhkYS1ERDoCltk3IpVLRsly3d+8zxoczSYZdeoPKi52l2k/1+5/zOd05m4b8eKnjQn8wWtIcyCu+9i2qsH01l6GtPI3C0h7WlXuwvZsptTSCAK6NQxgcNzrY6sb+q/VcTCam2ttRLAFdGIaYIFmh8xIZ8S2rKW6NHfxgNV8fCcK010b1VEttXPaVGyipyttVJUHn0qEM2NYx51QZdvNqmImILWmvSz6dv2Yi+/ovR2l9/ahVz75hLsTVPYX8uBDdGqGlzpeaIe0tGKlYQ2V4jgfaW/Cp+6fiV7vOnUEZQRoi2WFdtjLTLUQqxhYElw5M2UmYAKPUcXSQWc1i68GG2tbez/N4ViKfI7iqS2+OF4MooZv1eLXOO10zKyA0zju6tkqDna7x1NE5vpO7N5XjZGez56F3aug6hbIVlFLG1NkopHKMQI+hcBJV1OPv4hXGNVDQAhC6cbRt6El248b+JRBOs3LSVzTvSPDn/aYqecGVHnszOQgiucjaNB5ulqXXpmEbGzDB6ICrBhVs9vJb765u46535DKdmkU3O53JhGqfiBS5sfJkjZ9qxrZGSpj3XgJOvxs7FcfJxIrkqvJzFb+v3lvFuaAAo3XZlFMY2dF/qxJnRzcy6czjTTxHTeRK2x4XWHdR/3cWDsxcDcPnAAIkfLobgkrNY/HlLmY1xe1TT5kpw21dfXsOCuibmbf0Z+h8g0buMzfFF9J6+RFZl8bQH+Dy24W06z/QSyUxjziMPITkLLxfhzowBYP/GL0tca7wERo+aMorORAcNi45SXHyI/vSnZA6/j59vRmdcRGxAc+yzTYCmed2HJbiXsxgcvFLp+LEjtSKtglHbXb8dNPz56Af0ZIboSLjcfU8XDXNOUlXfh1vzF46bxHaH0NE0dsN9Jbift8gMF4hHoqHzxzcApTlXSqEt6E52IUMR8hLD2INMr+0HIJ2uJZ+popCP0PzW9yH40MkeLMshFotNzgDAwJJhFcz5voadYPnMe/FjPDGIyuLWesTjg7hukmgsyYIKcL8IXsEnncpN3gAQWjJGGc4O9eKJQSkPR6eJuoaiP8TMlzrK4OKBRij6Rf7YGh7FCRkA6FuUUsGSaeUA+JqlK99AKQ9LF7BdoeqZcyF46kQ3fhHQgijF+W8Pl03dhA0ApQ3n5KvRXpT+5MBIBapAYWGyDC6eQmtBfMW5CnCYwB64PhoPNkuw4V5wlxGPO3zXcbwiXBlBPOjb3XZDzqQMAKH1eih1IjTn13o+Urk/DhwmcQeC6HjlmBq9XitdOGUEETUu/KYSACrCr5zowfdBicAYPb8+bvqd7tkNr0nn6dNIwYBvAwZlLNCavl0/TfjcW3qpbFr/hAAUcgrxDODQ882Pt+1f1f8xJfEPBdIUI1lf1VAAAAAASUVORK5CYII=) 2 2, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZElEQVRYhe2XW2wUVRjHf+ecnZ3ZXXZhufWCGKGtlUrBlBAjAfFSCIlR5KUkGnzghcQXfdPE+GBiYjS+6ANGjRgxgIJiQUEwlZAaTCCihmAvUCgIeEFY6C677OzOzPEBp3TY7cJC5UW/pzOTzPz+5/9d5gz810P4C/nmXI30EErgPndIVHpoLENeXV2BIz1Ca1u18e69+rYK8OFCCYTyQArC61q18VHLvyokYHVobav24UIJtHIhJJC4aENQ6Ogd89TIkRcj4WJ/JgCXUmJtbdaRbbPG1JGSHYXXtWp/59b3BfLpLGp5EqSDUBKkgzZASkluaf8tOyKvvTHS9pUPP8md9dNxtqco7kgF4FoVie5t1NHuxltypOwOzA33aN/2jkI7B3oOcvTMUYTSCKUJdcT/ceNK8Qrhog3Izj9etSMlDgDDOUc6RCJh7m+dh/vhFhY1LEC7AmdzBvfzSwG4UIL4T406ceiuqhwZVbG1tVn7OX/aXU5TciYvLJ6NDOdZ8vr77DmyB2FIhPIwVk1ACIFQDlqBaUcJ5y1+W/DjdR0p6wAQKDjDUAykjmFg4RUsul5ejbntLR5pXIx2JYWNGYqbhgJwwzZp2t2uW7Y/XtGRigqtXU3aL7hV2RXMmtLMSw+0kSOHOf484+84Re3MPmqWnua7k/sh5ICEmiV3Ey7EMOwI4UIE047i2oofVn9QwhvVAbha7UJJlKHoP9/PVGscSRWnmEliZ2OYEzWFX8/wkGkxr64NgHO7BkntPBGAazvEvHfWlLhRUUBuab/wq3194gs86fF8dzf3TZrE3Pg09NkZRCcfYkJkkKT5Fw25blYmMjTXNeBJlz+6eofhrh2m9qLisdeeDYgIVRLgS/SrXShJT6oPa2IHs1xBR3YaMybEOVaXY6ho47oaB1jo7WPhDNibWjQMd23FhQvpcq+vHLkHB4TfahumdIKER9d/zKK0xVzbJfbNMpovtdGSmEx93GSiJUlEBFYYjJqWYbhXUFzOFomZZnUCgOE+F0JAyOPIxWPU50MYMo/ITsU4OIVxZxuYJmuotxIkwxbf6jUBeOaXPoaGcmQvu9ULyM4/Lvw+31TTiRdy6Ol6G6mK4EQQv8/B+HM6xvk6EoVJbMw9UwL3HI1b9Mil89ULAAJDRgnFYGYQZAHDHYfMJ5EDeWSqljfs9hK4djUSjeO5/PzehkAr3rCA9JwTwh8yuziA9ELs6/wUtAInjk7P5tW62gA8fbgXz9EgQQvBmS07SubA9btgRPgTLlyIEXajnLuYRmsFTphXVqRK4NoFKTXaE5zasrPs0Kv669W0u137E25ZtI1YzKSzp68sXCjQrub0Z1+PyqnKASAwXrvSRwN9fjXnV3buuVSEQxU14EfPE1+KkeO1XMEJBVqL68JvSgBQFn7pcC+epxFag8eoOb82bvpM1/7iU7rvxEl0UYJnAAqhQiAVpzd/dcPvvaVDZcvqdg1QtAXalYDJwCfbb9tf1f8xJvE3WCoVpDSuGNkAAAAASUVORK5CYII=) 2 2, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEX0lEQVRYhe2Xb2hVZRzHP7/nOefc3a0tV4kO+kPMJQmNUocYKCklQVLSC3sRJvhWSnMMhJCC/FOWGEGKSoaRaVqWvRBNMygy1IkhNm2Nurs6dTK3uzt3vefcc87TizzXXe91c7p8U79XzznwPJ/v8/394Rz4r4dEC/X+YoMyiFYEi9bKYJtGMtS11T9wVIi1bomxN7xu7qiACC5aI9qAEpzNTcbe0vivCimw2lq3xERw0RqjQ7A0igBja7y5q0c8NWrgw0C4HD5dAFdKUbarycR3Lx1RR4pu5GxuMtHNyw61kU33ol9oABUgWoO6Jigza+VtO1J0gL2l0UQ3nxcbxw9Hf6H9/DmMHeLMmZSHGx1crRtFZvqKWxZScmNsa6OJQHO9Go60nOCPjgSiQTRYcyfn4aIVIj7G1vQ3LB+2EFXqZQRHBcTjNlMeq+fxqd8zrbYeE4C/o5ngq+MFcNGKyuNvmqoTy4ZVIzdUXLaryUQ5fzmopa66hp2tcxhl2+iexRxsbUZsC9EGe95URATRIUYLMVfjZBXnnlw2pCMlHQAKCs62NW3dHXg5QyqXw7rnI16dkWDmuCcwgeB9fpTctiMFcNtV1O1bbSZ8u2ZQRwZVWLZ3qYkKbl7/Qzw6+kE2HZtNeUyojVczu3wioz7L8eGMyfzUfgqsAJQw5plpOJ6N7WocTxNzLQJXaF6wsIh3QweAgmrXts3vl5JkLzuk+4RkJk3C70KSdex4axb9m95lUs14ALr2HqJ7z6ECuHGFSevXFbkxqIDMrJUSVfunVUlCJbw282syvZVcuODwc3eShy89RYXU45fVsv+d9+j8ZDfja+4nVCEXDvyYhwc9HmNTKZ5btbJAhDWYgKs25KtdtKKl+wxV7iOU+9X0HavlJFM4dV+ce30fJwxxjPDxB2sQEV6ZvygPD3pderxU8fFD8TPTV0jUaltHd4ASFrz4BnKilvBwHfvaO+m62E1Z7Aqn4y5tjk/SCTlnB9hjJubhYdrjSqqfinis4PyhHYB8n4sIWEJr6jy5P6updCvpI0trbx8SKh64O8bYqpBmo9mwcHsBvK/9NyxlEY/Hh+cAQH/Dcon6fNuYs4QWvLStAe07GAlIBy7JTIYzvS6JHrckPPR8AjdH5lJ6+A4ABUNGi+Kvvk4wd5EjJItHb86lM6vYuOpgEdz4AUrANyG/frGxoBVvygGAdP3bEg2ZvXShQmHawRiiQgwhgcmxe20hPJ04Sej5oBVGhI4DO4c3B66PaMI5no3jWXSl+jDGYJTPkfXNRXCTC1CWgiDkzHfFcBhiEpaKun2rTTThni0fTUVFjG9aLpaEi60xfsDZ/V/ekHPTNRDFwPF6IJ0q6PN8zq/ePBwCDsNMAUDL840ycLyWKjixNSY0Q8JvSQBQEn45cZLQDxFjBs359XHLn1JPL11iTic6MBkfsiGEIKIBxdn9O2763Nv6qJywYL4ByGV8TDYAD9r2bL9jf1X/x4jE3yBbWYGRVSMUAAAAAElFTkSuQmCC) 2 2, auto;}
80%,80.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYhe2XXWwUVRTHf/femd2dVloKQsNHjNGUWAwmStBEY40ErC+iLzQhQETAIFHTJyM8mfiCEiEQIqgJGDAEg0qsCYqJfIlgUJNaUhooDW21BaFfdHe7uzO7c68PMGuX3bItVF70PM3n/f3vOf9zMgP/9RDBgfxgg0EahFL49W+LW700niH/OboOR2qs7RuN/fH75q4KCOBCKYQyICWhXZuNvXvTvyokJ9XW9o0mgAulMMqApZD4GNvCq6sf99LI4SfD4eJ0Yw5cSknkwFbjNGwb14zk7Si0a7MJdh451UQqOoh68dkb5ZEgdVZQ4rm1d5yRvAXs3ZtMsPPl4akc/fU0nZcvYWwIvfRMFm5UIEiSqFlz20IKvhjeu8kEoDqvhF9amrnQ/QdCgVBg1c3PwoWSCHG9TEPzVo9ZiCx0MYAjNY5j88ScOfQc28PTD1ZjfMjsP4L/1Y85cKEkExo/NWVndo7JIyMqjhzYaoKaL/UnU1UxlVdXPMVV26d+7RaOtDYhbAuhwF5eixACoTRGScKuIJSCS0+uKJqRER9wGraZwHCv+JPJeB5b62tJqXvotn3OOS47V33EkbZmCFlICfbLC7Jw2zWEPIXtSloWLRuRc0uFkUMfmsBwy4fKqJ4ynbWLq0nY5ZwNpwlH45y+0sM3Wxo40dkGlgYpqFy4IAsPeYJwCvxBl99eX5nHK+iB7M1hble2xfm+Swi3g9LUZR52bSrLLAaNy7R1VSz8bC5zpz0AQO+hw/R/ezgHbmIuc9/bkeePojUqObbDBG5fOugw+97pvFnr4SuH6ITHWN93kPNTz5ByYqQtDxkCs2Qi7Z2XCSclM+fUYGIufr/LjEgSgIPvrs9yrWIChreaUIqW/r/ot/roj/RwvvYdvpvUzX3e45T7FeBFMJ5BNyV51Eyk934rC/cHXQYGB/KXL8ZP1KwRQavtnZIEKdh98CFaF5/k+PwoqcqLXHCO0xFppKe0nXh5L5mKGEzysCNVWbiOeySvDVFaEs5Zv3gGINvnQgiwBK3XrjKzppyLyVZkSJMs6WEgKUmLBBFdRtiUYlW8kAOPdZ/FUhaO44wtAwBD81aLoM/3VSbRlqB9xmvEdQpLggmnSao+4lYfcdlbEK69DL6bJjEQHbsAIGfIKCFoj/WSMmmEBGlpRDiNK6JUlr2RBze+j1SQ0ZrfGz7JMf6oBUQfWSWCIXOIFFILFs7ahwLUDRGznA058GhXM9rLgJQYBN2nvsjrulF5IIjhEy7kS3qvxa+PYGmoymzLg5u0j7QlRmv+PJEPh1HMgZuj6vs9Jphwz5eUUFoa5uufOwvCha0wvk/XT1+OyBlTBoCc8frDlYGcPs/W/MbOdRE4jMEDQbQsWiaGj9dChhO2wmhTFH5bAqAwPN7djPY1AgO3qPnNcdufUgveWmfOtXZgEmlIadAghAIj6Tq5f9Tr3tFH5exlKw1AOuZiXB9caDv6+V37q/o/xiX+BrJ2Th/Cj2qKAAAAAElFTkSuQmCC) 2 2, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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99.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur72634 6.6666666666667s linear infinite forwards;
}
