@keyframes rwdcur73009 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIOUlEQVRYhe2XaZBU1RWAv/uW3nt69h2FYR+YkV1BKYxGy4hxo6wgqVJBDUk0FkglMS6lkqqoBSQK7pXENRgkBnejLFEWKRRQQRwWoYdhBmbtnun19dtufljB6ppF/O/5d9+555zvnvPOXQTfUxbe8px0yzOM+rgMf1Zne8NxAplKLplZxsLfXCy+rz/tTCYtWni/rGirQYnrnFRBqhLdEUghQYBp2ghVcsdtr8i416aiqIqV9/34jGCU75pw58I/SiFUfEk/pmYzseFKyuunMTY5h/HJOaglE0gkJnHqYIhiv5e0kUVT4J93bZdnAjAk5dKFD0rVUamZPIdRz9YTq+vlxGUSLVFDa/AEiaRNwWfVGN3QWdjMpKDKttJWWpsK+cOMNIVaAdcunzFkjEGVv7r+Pnn+zB/h6/Ugkn46IxamUFHcEFqugph5kLo9NfyrsRfjhMvFVogdpknL4WJipSdZUuOn5mgJR286xm+Xzhw0zoAlePimB+T0xssof/g8ev0Ww44VI5IOY58fRSYZp+Arjc5MKR/UmwSP1eFJlBHXJUrIQEdhVK3NX3M9rB5xhDVP5XjhH9sGLUc/snsW3yNvqJ/HWuUEo7IlODEXw+dSe6CClsoEv15z7qCruWZirzQyMGdqGwEFlm+WlGZVGm45zK1VI7n0ron9bPM+/P7WO+XlF12JkXEY1lXKF8Vxwo810H3JEYqmO6iORMkKLl98/pB1vWp2k/wyZpLsUgnVxDg7oHJ/dDLv/GwnK/6S36p5g60v/0f2rZxCZmETdaaPTE7SbZukWgN0hFI0NGoohobtwtzbzxsS4oKSLtlW3sIaZTiPeI8Q03J0RqGra06e3el/4PFLF8sOwyVe30kQg/27Q8REkuFNETIFKUq6JMfftsERoMBrT+0Yss2295SJy8dorIocJe01sD6tQzheNiz7NM/uNE3vknXylOqScRUOhSOYzeUUFKVp02ymb46wd3wcLe3H36ETucHGVcARknm/nDVkJhoCx6ShZpF1cQIB+FNfPVd8VXza5nQGPvMb7CtwKDjsMvJAH5/HN9CluJT26Hw1Nkfx0TSumyBRp3DwVRsHF4Tk+TX/HTITPQVP4wxL8mhmAinNpf2sWJ5eADw2foEsnvA7wnoOn7+btiKFm1f9RAB8eMFGeehsD57OFKbiIeuxsa0IyVyOxvkeEpaFAtx4+4WDZmJG4z5Z35Bk45cKVlxy86IeHnrgp+J0BubXTqO7NoEeaiUVq6Kzeddp4wu3XyJKd7eip2wsTwpdBOk12kFI9r1uowAS+Pszg/f60fg63ltbR8+hEqxYIW/ttU7rFIDwKYWLjuyj4aN2VP9eNKs4z8G8Qz8XZlkNoXYfGasLrxYgbsaIn0qyaW0MBQVVgadXD7z/u7ZGcHIHyxZ1UzIjxkMtF+QD2KbFvnqJzFo4wsDQAv2cLHpzmkiHc2hxieN3UE0FK2ghAy4bX+n7pp5CsPqxXf0gcqYXX8Rl3OFqCGsIS80HaJqgUfTuAr6c4mC3zaUs6PDKinf6Obpty9XC1SVe04diqYCLgktCz7HprSwS0BR48olvW00tfUIWF8DXn9TyQGWcjr0juHf2znwAxTCxdAdHunRNbKasVEczPQNlk2XbrhOOa5COJEl7swg0ci5oWZUNL2eQ8pvYj6/ZKQE0DXwBjcBIG0XRIKLQsb8qH2D0jjjOpBcYvSPBrLUfoVZXoBkaH658e8Ca3rtxrgj5gwQqQ5SWhBlRXEhzr0F9SYR1L7o4ElRV5eJrn5Nej6QrpzN/bJYFwsfEaa3cNs3MB5CWQ/2mHjpGarSPC9LepFOoKODR2fzk1gEhVr53jUgnDPbH4zhSUF9ezObWDAVBL+vX6ng1haKQl9KIiyEXEa2I8U6Jw1TXS/BkYT5AUXaFaDq3itbC6zGKVWp3TEcpSCJVHSEEHzz7/oAQL709X0yOVNGSc9janeKa+gI6hcXxjM72zTrhgEooAI5fZWt8DPtSZ/HxyBhL14/vvxOGehNEWouxVB99o14mu+YItg5SSKSADc9slC/9+fV+II+sny3caoOrzwnzYmuW+jKdcWNSvPpJGYlUHUrZpTw4qZUpw5vxV8aJnqrJs8/bvd64apUMR3MUHtY5cPUw9JSPkrlhpO7QmwGDDHGR5cQXfUSTaTK9HqiwSfokBeYkUj6wNBVbapTZgi07x1DY2M3dUvLoVJUluwR3rBs98GkI0LipD7NQZf+8MH5DJRSdzcl3o9iKSy7nIBQwTBvXkQghQQHdFWgCouYuchFBVI0w0efisXyUTGkjZYdYVlVNjZOj6mi4XxnzAEakl4u+Kh9nb7kRW1foalyP6EsR3dZGznBBcbEdFyklUn67EFVIHEUldXwTo8/q4k23ku4ieHpXLcXje7GDGkcKda7bXTn0jej/8rfFG+SxSoNZ77YRr/CTCczB8WfJlX9NT2GG5EGTFjNNJunBWyjJhG2iaUnN5Kn0hQQdbSUMU/pwMyE8GlSVHee1pVcNGGvQE2zLRQ/L6DkBsr4ackVJElYQjzDptHxUnqzm82wv6a4QYoRBqtTmpFLK+Zks177RwN2/OEDzwVHUjWvm0VWNXHgyMGic73y9/HtKu4yP7iI+cw961s8JQ6c2Opxd5SfI+Fyu230Oe8a28f5YHU/YwM26+GN+WtwQp+5u+E7/Z/R8Wv7MizKYdOn0q1R/NpqDoR664z4SZQpyTBIr7KUzVwCqyZ3raqiIFnHFgZIz8v29H5NPLfhcxqsT7KnqwGwMsXjJDCy/xYrVzXw8a+iL6g8ykPwPnXaYbCYIzEYAAAAASUVORK5CYII=) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIV0lEQVRYhe2XaXBV5RnHf+855+43994EyQJhC1moSQARmhALCLhFkaEpSrUdl0qdMjKi1Q8dyxSduoxjdRzsaAFBhVrEUZHKKowoiRg1RKDI2pD93uzJXXL3c95+YCadO0lYpl/7fjtnnuf//s7/ec67CK5xbHpoqwyoOrquUhzJoD/uB5fCmLxsKtctFNeqp11N0EsPr5NOp4e0mEZSFyQBVQrAAMBIGiiKwuZ7Ppa95iiZ+R4eeu6uq4JRrhTw+n3LpKIoqKqGhspd05dSklPGNNdPWWCbR5lSTnGyBNNhN2kmC5FQFE2o7HvqoPyfAV7/zXIJCoumL+RnefOoLJjHjrY6Fmy9gyztIo2GTo2lndzzH2Kd6aPwbCFpvql4P9cIm6NUP1FzRYhRbVr3yOPy/mIb8Z4kRnsJjs5+BstmMDaoUW/yIIIO5gQnEQx286PeyezudNL8BnsKW1lWv4I9FdspPjAe77puFj1506jzjOjAs48+KW8rL0WXkoBaQCTdQm9xNkqHD9OF82SFm7n+wj+5oLfzY3orN118n++yOwhaFPL6MtiZ8ynt5wQdpkGa1kf5ZsPRUZ0YRvbKMw/LiilLocOgOeJglvwE2RvB6K8gaXcw470HRv2axrkN0pbYxvkpleQdzmG/q4Wlrr2cH1eJ6UaDsj8vGJab8mLNqjXy9/cX0tg6nmmv1dFwz40kZAxX6xckp09HSoke06lY88RlO7xp8jl5OsOP0wm61GnI72Puu246VkdZ/MYtKbkpJZhfsQhkGKe5idOPlkB0kOs/OElUV3Ds3g7JJNgmUPvu3ss21+SmIjFWWigK7sLbEWf+Nhdt6RrOLY5hsUM0T1Q9KCvvm4845ySe0U2OPEN370zsgShOL/jFILamdzEeeQVNMSMjccpW3X1ZJ2rH/0taByXWaJzAkhBWo5OLmW6W/e2OobwhB24rryQe7GH+hjWo0X7628uw68cwJ78mqUE86mfQOQl5oAkQGEiOrN95WSfK20uFd3II47Yf6TxlxZLoRPnEmhIzBDDnll3YbX0cfGgthHr4qmkD8bBGLFJGLPA6JmkB8xzi0T6UQz4wJBgGh9/Yc1mI+rO7SaRZsfZaOF5bRl4oFUAAPDdnhVy9vo+2NieOQR+t3iwWPrNLABz95fMyGf6OgYQXMxm4rbfS3z2AS/Mgf16ArlqRQmXhY7eOWg6f6ZSMChftpiBHbmykcLbC8tfuFEMOVE0sp6FlLJGvfk1PwEl9V3IoueKDtSJiKiZpzcYl5tLZ+xkO9xh6IyFCW08hhYGQULP+81GdeHPaJnoePEltZh9rGleROGBJLUHYHKLz3ypTvq6nNTQFp6UrReD2j18Seqwbr3EA99i76fU1Y83OJIxC/7aLSAFCCGo3fjkixEDATkbTOaxJK8eXbSCW+K9Zl3rgFyfJzWvi8LIg46zfoeumYSL37P1W6KYx6EJiNquE2rzExloIZUp6d7Qj5aW56zYeGQbhuS7Cifo7uKkrD//fpzLLm5kK8JPMbxhnO09B7kHcWiuKK48Dmx4bJrTisz1C9Qcw4kmS6MStJgztkp2x7Z1IITEU+PYv9UO5T+W8LDXFRPQGPy22GD8Ut3M2bTAVYPeBKk51zyZe+wcuxsvJHnsdUo7cUwsPPi8iKtgmTUYbSGIJqtiyMojEzMjP+sEwEApUr70E4XEqNLa7qWz9iGM5Pn4bOoQ2WUkFmP39OJJJhdJ9fyRuaLjsBvGYmaMbN45Y0xXfrxcD3lbsVhtWs4VEp45nokb0rAttdwhDSlRN4cWiHdKWFsUatrIpYwXpHeNoWHwzgQ4tFaAvP58pY77no4eXMUH5BmvDFsymbKSa4PDWV0eEeKD2BZGW7sLjNOPJ0OltduIuiJDsyEbdaMWkqqR5rGiKnUXOKjxnJ0PYQ807heT2ZacClL+5XDi1HuZO3USXnk93sgi3mk5CSaDoGnVvfjgixK3bfyUa+jW8PgfjS6OcaXYTdkjUogRpr2Sh2VTaWu3cnLmVgfF+QvNP0ubu5xZ/zvCl+ETf7fjixVz/5b1EIjmY9/uRagxLQpDQ+tm3+QP5xbNvDwNZ+XmVUNNVdp0XiExoCMao9YYYvLuF7B9mUBZeyv5xd9KaSPD0maUojtTeSnna9cLtMvv4Avy20yhZhxgYcJFXupqQ04k/YcPZFcFvs1F9upmKM43U5eYjAhqFwkdDcAFLCsewc5+CZUKMqml2jh2z4JcJtDPFHCtoYFZJgMd3lo2+HTtPeZDz3yZW1IzZFCdkL2H85lZiJpVEwkAzBHEEhmFgaCaQgriUCJOFAU5S15mk6t4B+i9msOWQwhLzP3C6TVRnXSDhzaR578xhZUwBWLx9h3DaAmTZGmjTN+MOW6iZ5aWr5iiJhERISSAeR9EFGEkkoEuJkAYuu8anJw6zvlYjNrUXEbfzXGA5YQX+mvM+LZ42Xo1Zhv3bw86EJSt7RKtShq1vN3N/mEogy4PF6sPW66BgVwPBWAzdMJBCRQDSAKlqWCySHPMSnp45yOrSIBbdwnW+SYSLmnk7u4rq9hkjLiyj7mDv/WmVTKZ5sER7CWtzCccVTAkLiYjAPwBrqr9le9li+trgfu0cXSUzeflTN0FznCIXLJ5qYtthB5HuMewzMked54q3lw83rpXJlllUvfM7Nj/wFrmKoM+n0BLRmehPp3tA44gIMmA4cXTZ0dUEbxXUEZ14A6Vvzbui/lVdn156cYskqWHTVSbENXIidvK/rGZdwRyiHRmsnB3jhh0rubd0M7mn8ukyDfJJ08yr0r7my+T+x9+RJ0JuTNLG8U5JJOCky2zCHI9wsGbRNev9f/wHz+mYS2RpHnEAAAAASUVORK5CYII=) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIRUlEQVRYhe2Xe3BU9RXHP797d+/ebDa7bJZs3gkRggEMxUch8hDLgDxEFFFLfU2h4owy1TpqR1tbhKk6g1OtTlFAkRHpAwRlRAERK2C0PC0PKUJCEsj7tY/sZje7d+/99Y+2TNcEhE7/7Pnzd875/j73nDP39/sJLtNemr9EejLyyBcge4OEkgnQvZSV5zJ+2Y/E5erZLiXo2XsflfneKC4FOjsVVFUgZAqJCUDCsEARbL7zZRl3eMguyWHW87dcEsx3Bi19eJEkksEVBXGUXour/feipXyU9PVgdjbREo3T2ZuFv6eNvw9J0hbVKRpditbWzJTVD36nvnIx55LFi6UiUtw4cizTRxQya1QFkXgrivJz9vWqdCTzCA3dS/nEJbS4cqn4WlLeXoyyDZIpO9U/e0P+1xVY8thP5IQR03GJWuzBbnoilYz07aGxYyoekSAnMgx3KEFdNE7cDFHceo4W/HhnryUazSa04Ta84ToCz1RR9cStF9xnQMez990hp/1wJtn6NzQdrWRM4kUarKkUZx2nN1iKZYYIRG+nrN1Jc/EWFANKvhhOt3ARkU76NAeOM0EC2dk4wo1oD5cz7uk7B9yr3+Ljix+R88syMa8spi8AHkc9Rkji6Gynp28wk557+YJfc2TRQunJP4u5fgZ6T4i2OR7yCzfTsHIK9ofKGbtsYb/ctIVf/Pp+eX3JXQwq6mboV69TZ59BdkUbwQYP6pAyTNOOMCXj5z1w0eFqLH5Mtl5fhnnShhjaR+JwhNzGE5x9fBrTf7soLTdtCGfOnczQaSeJhwRNyg2kfG66D2bhdDWhnd0CpoICHNy89qLDVdz4stDVaqyqJL6PT+EOddFUNRntz039Ys8DvHJXsYycknR12HAV1yImxJFt3ejOHmIhnVDMRuzIDlQk0hJUr1t5UYjRf9ooct5voc0/jKTuZsyc13ENs7Nn0fK0vPMA91+rY3gi+HfsIVwjCHapOK5qJV5gUhA9R8JUSdk60L7aBv+S2L36pYtCDO9aLgbNrCbj2sPUb19AUM3D9/aBgSuw64qFCNGNS+0gqSXZ/cXXRINOkskkNb4E3qRJpvQQJoxyYDdgAfD5qhUXhdiwPkq0bxZF1TWUfPkNlm1Qml8APHrzfXLuujasgEbibD6EE8yc944AOPHCLbLBGSAedZCRyMRn2elsi6AnU2gT54DUwILJDy2+4GCe8j4tU4qLrtE+lEFxegtdzPj9P4dRAbhx5DSMXpPWL0fi8J7keH3wfPKop7eK7EARiulCV1K0Jrtx6U6MVC/h99agKAoSyeevvnLBSryVfQbb3Gq8aoz8UR+jb+tMb8GUwUsJnq5gRvM2wvUl4AylCVy/dIMg4xgJ4rhw09kTRthzUDKchLduQJGAUNi3etOAEKpq0NkxH/2Qi5pPF+Frb0wHOBadje4/zblYFTIzhE2L9hO5/ckGYRgOLNyoahxpBelJaoTjBqF3NyKlRIhu9q96vx+EkttK3q4I/pigoDaGKlzpAK33HMZZcIwzc46SOeRLnLKULR8+0U/o1uc+FirdSDNCImFiKnZMkYFqV4mtX4+U2QDsf/HD87nLJt4ltfYKen/6V9pzymDhLqLusnSAQO0Q4qkUkUPj6OnKw5dRgRDGQNVk6vIdwqbqKE4/mapKphSornHEzUnILW8CIFSFg0s/kADC1owedWHFdAyPkyLPIaLOwnSAmYcaidRUMqmrhszTxWgeHSkle7auGrCnt639SgS6+0j2KRhmJUbEYvCQBuJ1o1DeOwKAqtrZWLFc2gyLpD9B6Zp55DV52Pfua5QGw+kAPr0ee7OLk4Py6Y3nk1A24RBehCrZtf21ASEWbP1EeAsnkZPbjGbTiTZcjXtUHWYwC2XlWYQd7B4nWZ1jmH3NVQR9uZxyS8bUZeFMaekArqfOiR63iTnzj+iTNuHyf4NLFmBIiU3A3s3rBoSYvuZXIt5dgV3a8FU1YBybiDZYwX51APdLXdhcGs6WwbgLtxPUnJQ9+ABn8xXyw/NFGgCA56q/oNpSxPfeh3FoDkbNVizVAsOGFIKdG96SO1Y/3w9k9s6lImUNIrBnAvrkw8RPltB7YiTqw2sZcbSAWdZ1OH73Ioksg55ICWHTTMtP+3ttWjVfavYoE9rq2TXMixFwUpI3H8vSiPRG0PtChCN51B+tJ1Opw66ZxGorsLLBVzuaPK8DEXFg69DJyoyhX3OaWCyHMe9NoCXDTbce49pg7oWP45uC+4jkmuxwj0d1hvCW/o3UwX0goS+ZxCYsDCOFNC2kKpCWABSEtNHq2k9UsTFkyquQyCCrtYiII4PM4yM4seBT9hbVURJLPwf6AbifahCJcA7OsVuJBstRjsyg2ddL7MgBEgkDRSgkkzak/HYnVOyOBNtPfc7xT57EP28Fp71hyv8wlr6RTfiL1mCLZJCTcPQ7L/rdihfevU60N45D6ikqrRqKIk5iZQ3IUDulTZ8QSSSQ0gILTEsgpUSaoOgJqlw3YfmTGO1zsfVptOhOzhwqYueKN7i7bfil3Qn/bbt/84CsL3JDdw6KI4DWWUl7UuKMKfjDPRT6j6CqJoEvfoAsdZPn/oDqzxYwPJhLZmUX5Tf8mJ0fvUnO/iuZavkv71b8n/bOxmdkX2sB4wOf4dEa+ahjMYWRCMLIgpAbd8DBGUOjogTOJEwGHy4kWNnKiJSH73163XfqX9LzaeXSt2USC1dSY7B1lGDnddx8xTKaI99nT/UdBLJU7rlmBa21T6BVF+JNZHBlZ+H/5mn2bdvxzCPSahvL4ZATZ9yOJ+wlEoOYzeKXB264bL3/2z8ANkWKW3K9y1oAAAAASUVORK5CYII=) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIWElEQVRYhe2XeXBV1R3HP+fet+a9R5KXfSMLEWKIQBIXlK0qWiWoiIoaqbVUZ9ztdFq7aMd2SmtxxqKFqsVqtVPAllHqiGLZigQEAhJJWIUkhKwveS8vLy95211O/7DNTCYhwv89f9059/y+53O/33PmniO4xPaLpXfIinnZ9LQl0K/pwnk6i9z8BNZIJTVP/0Rcqp7lYgatfKVWOiJJWJPCBPZrWG0qUn49l0RgGglQFDa+/IiUEUmmN52FT/zuomCUbxrw65VLpBACM2oiLRrzphRz67eKKU9Oomy2yRWFHq6ePoRo2IfdYSWmJ9AN2Lb7eXkxABNSPv/SQil60rjlkRkM7R0gbV4Yb2s+k8ssRM/4aD8dwlkUIq3CR7TboOurdMIDTjjRyNDcpegzTG6fNbETF3Tgpz9cLufdlEd1biGtzpNEF3UhEm6COT20nQ1x/FCcL++v51x7NtqQnVMtVQxfCynqV2TOiGA7sItg6Qb2/fNPEzoxLt1TKx+Si0unkbh2F2bXbDRnEJIGyOtPR7iHSM+Kkm04ad0YxztlkJRpg/R1qGhpHvQj5xjoAOn0YEaGGDKySZ17Pdfc/ONx5xrT+ewLNXL6kkWkxq3oIswk2wlcUTeNuSfx6Aq1pZ9e0NIT2xbJotLDNO8upvHOfia/VUR6yecEmu3IG37DvOrHxtSO6nj8Ryvk0rtSiZ/Nxldt4B1wkKp0ENYVPLap6IaKlJKF162YMNfTJ2tkZOtZ9OEIcRHFnq7Re+ss5PYaFj/87KjaUWvgpm/PofOKTZgFyUz2qWhxjQZ3Pw57iIhzOzbl612748AbE+Y67fKPhWJTyLoqhKVyEdZrbyBjSzvamYYxY0cAlvzyPhm0W7Dv+TkR2UfnrHXEtCiZviy+MgfpCBlEzd1IIZHC4LN9r08IMfPJkyLguQ392BGi/nySLL1csXATn3zwyqi6EYCqZfNpc/n417QGeqIa2hf34EhrxZXRil/vpz8SoX04RJ/8ECklhgk7966dEKJyznohrVayxRtIKRGDAuvgmfEdqI5+wWR/H852ic/0U3ewjmAgmeaeJCryYwwMawS1MElWK53mOyhSIKVkd92aCSG2dg+jhy1ESpYTCFaTXNU26r0AKFs7V75wf4hTh+YwPc9Hd9jOM9e9JwBW7JktCwJZZKQksGNB1wxKXB7CA37SUpaArmAVgrnzH7/w7jh6i9T8TgzFSezzvUQuW8zCZa+JEQeyay8j/MlDbC9tJqVlJgf2h0aK355/QLTpPXT3SdqDcfId6Rz3n4JJJoHYeyiKgilh7+7XLujExl/WkdrxMWzbRnp+L+nyb6Mj6LcEeHP+DnodAR6bupFyl3OUwDv3HBSZORqZ6Sb1fWcosV+Ov8ePYRgMDm1ACIEQgn2fvjwuhIxasSg6/kAZps9Ga9OtowHm/juL545VkN2VyiunlhAV2hiRZ+btFGYgGVMa+GQ3HmcGiV6T/jMQjW4CxUS1quzfunoMhNsR49z+UvwvBhkaLMK6IjAaIMXth7Ivyeh1Ep6/hVA0i3c//e0YoafvfF/o6AhFR6oaZlzFiEjivS7iQ5uQUqKoCoc+f3OkdtW9BVKx2MhK95HzlyuZFPPj+DB3NMBxxUm8fi5HCjto/uhGcvIyUOT4a2rV3UeEw+Ig1JXAk5JKdrmbcFs3xmAGMd+fMRIGigF7D70qAVRhYKip5OSEubLvH2R4QxTEPhoNsKuqhUcWbKI3aZDNufUUJCdjSsnqz14cN9MHb9wpClKmYLFJFCzkzs5FGzyNPXsmZss6pBQIVeWvf1wmLTKBYrPhay+kPn858U4rZw/NGA2gmzort93OzNZCHrTncN6yhyFVkiTsvLdr3bgQt9+1QUQ6VSLnY4SbhvGWlqE3NpJUUoI98TFCUXC6Xah2F3dUpqJXVlBwS4xedzmhN/2jAaKph0VGZRP3u500+WPMUAsIuyHJsGMKybrtr44Lcd+jW4S3OJNJ+bnEG5twV5WRaOxC29FEMHkzVrsdkZlFaaIe69tfYP3+DmIWL7Vpx0fyHXlY/vc75AOygtsq1lDcl8aQ7GONWM2wjGOYJl5sRAYS1N799JjFsXPtbdLmdqCd6kRFxRkNkqz4EA9fj+iRGO83IY7GmWzpolNPpnRf71gAgIKGKtnraKW4M4s/OOazpauH8rQFeKQHazyOHhUoZoLuY8dRbUHM/hixVh1nNEihx8WkcAfOR29Cbj6Ic7gTYXNilxr1rzuZ/Wgq0bY4s/Y3Xvh3HEmKsb7uCab3FdAjQlzj9fJGYDU204KZMFFVAVLD0IyvC6SC4rKg2lRO9PqRlgzsL23G80Q1sraG3LQe1P44Mx7Pw2gZ5uiO4JgYRwEEpp0Q8cqT3Hd1gtf951nva2PWYBXHfXXocQ0pBYrQkKZEKP/9EEUBoaDGDPZnCqJ9TkI/O4q+7jBtV9+DtVNj6sE99OUU8l1X+5j4xhxKH7jqfaEdmkNaPIv+lCEWpJRSvHgvqtJPyDiNpsWRhoE0JQhQrCCFgGGdRQun4kEjb7AZ7Qc3Yk93IkKSFv/3WPDh1os7E/6vLf5kmaztLGfAlSDD6mS4VSLDcYoWxAgdCZFaEkZvHiJ8TJKu9aCejWJdUY3mTcW96gNUNGRSKufW51FTtOuC83zj7eXdSK6Uv38OvSiM9VyUgpoWtHovNnsPsQEvwe/swbViKe7zcTxP+jF3nyevuQG7oZF5cPAb9S/q+vTuqrekafWT4Q2hWE1ULYA9GmK4bhhC5bh8Jq7hKDGHFe+aBJ0NKjc/tfaitC/5MrnBXyF59gGS1cOIKVnIe88Q/VUOhQfdXHXytUvW+3/7D+zxwFcG3mTUAAAAAElFTkSuQmCC) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIPElEQVRYhe2Xe3BU1R3HP+feu3ffSTYPsgkhPAwYJIEIPlAJKmYC6qitFkUG27Hq2IqddmrVae1ox9EZO3YcsLZUKsVWGOqj4KMCVUCkCRIlgEEBA4RAkk1CdpPdTbKPu/fe07+amZ08hOm/PX+ee37f8znf3++cc4/gItumzffLdFRBdUpc3iGGhYkmA5QVzeKmuifFxeppFzLomecfkn63ikO3EYpEqBIhQKigSolpWiiKwqa1K6TDo+L3zuSWlb+5IJhvBVix5juShEAqGigGt99WzbljfeBIkJNvEldtBsI2euIzHLqfVDJMboHGe7t+Le+oe+5bISYccO/a5VLKDD9aWIcmhskPOEi19LNzbgvFdh439EjMQIK9mk5Yj3Ptp3HcgRiD0QL6yhdRqg1zw40vTTjHuB8feeYBmbuyEJdhkGP3cKzkOMvP3UlsZhc10UkQi5PnD5N0JegdUHH7ekgGItDoY8PlBvN6Z3O1sYvk0C+57obHxp1HGatz9bOPyGuWLWRuqJwhUpTGK6k9vZSwHCCUOE9HW4K/BI4Q7lKInVT4wNfPQPtsLFNBDfq5v1mj8vBZVKckFV7D7qaN8oId+MGLj8q62itIOL5Aw+CESyet9TM/nkOfv4/HK7eOu5qmaJVs6ptK/tAk5gQ+RBomxwa/i2CI8uQcahc9PSo2q+Phxx6Q1T+9jeL2BGl9P25jFnHRTcSZJEAFSAmWxQPX/mzCvB48eYl0pGyiiQq05HnO+K6kpO89UvoKbr3p91mxWSmoW3odImZy1jXIWec0DCVOc8UuErbBR563SMsMbunmnxNYCnDFzNMiowq2Th0grReQ430DpscwvBtGjR0BWPnEwzKh5pGU71AStujNxDhtppjUuhjyOpkXnsEm5RWcaEgpef/A+okhLmsT3+/rxek4jqrZqKcq6cipZ8f2x7PiRgAW1l9PKHWS08ETtFkRqkQPEWuQFk8bzlCQkDXAVYnLOGpvRyggpeCdhpcnhFhQ3SEUxSQWX4XLE+dYYRtOfffYDnx2uUpnMA//wXsY1PpZ91EnTiXFkkQpf9b2YZomqqExTIo2dmJLCVLw/p6JIba8m6DfE0b1BljVFMfh78j6LgCWPnW1VFc/yLymGJ9Un8cZifLp1esFwI8/XS6DXsnBc2EKXDpT/V4y0QS5AZUKluE0FFTg5iWPjluYjWe90i0zSCnp2T4Nccld3LLsBTHiQPVdUyg91Iqv6hMKQxaOxthI8Lrr3xZnzpkEhJdgnotIX4Z0ToquWBctyS1IQGKzveGVcZ3Y/FoF8dbv4ejI5Uj9LFyuvdkpSHaUYisxZMKDOxZhyOPIEnj9zndFVB1kV/dpfAFBPDpEiVaGGJCc6NuMQAEh2DVOYfr7w+ye3YUtyihKe1E0XzZAw8LpfD2znP0Dl3Ki0IkzM1rn/dv3icrMFBJWEq/qpTvWi54uJpMO0B7ZjACkEOw+OBrCyCvkjsMdFHjOUHN0Px6tJRsghYlhGBhYGIpgku7nJzueHyW0acVOkcIkIzKIjEBKC69wo0nJ2fQWpJQIW+Hg578biV3zrEdmFA/CEqgpiUsBJU02wFUNrcw41cY1eceZ0T5MfmkpwrLGcpP1dXtF/9AQ03zlCGsYF/04c0twJjOEeBcpJYqqcKT5VxLA8uQy2QixbX4ZscglNFcvwmJeNkBOeQ8Z6cXlMeku8KJ73HgtB283jn3ibbnnqOgZ7MWd50Hk+bBSYYyAl6J4J32OD7AtEMLBmy/PlgmRj8/ZQ/2Xk3F3dRNSh1GGEtkA5a1VNNQEOPRlFUdLBtjsaKTE6WZYZnhlz7oxIX67qkG4fDpOrxM9P0j5wCCpvDIm251orEcIFZcvBxUPK5Yr1Pi2UpwzwJINrRTnHx/RGdm7WugXsqLNYHJvCqeMcH/x7Zy3hxEC/G7JfVeuHnOfb31jmXT6+0gFLyWYOo2maThzHJQWHeLg3vm0nWzHtbKGRf8+h3k0ilacoPLJnhGtkZPw5iaVWZ1JptbuR2RyiKiNGKaKU7exTNj48Tr5+q4XRrlx5307hUgV4fqyl8Q3BnZKxzhn0n6ohgVzmrl1Xozi2GTkVzFefspNwi7Lis9aVf3OJ+TiYDtfH/ewoyREZY/G6lnLsAfdmMNJdD2FFnPS3fo1p8rOMu2EE4dq0Tbd5pYhG/Oa6QT3bSPtm82ZxUEWfLEXTZhMkRG+OVjN8Yfmc2/V6+Nfx8HwMK9a+eybZuKWOnPdfvaVbIS0CjKNrYBlGNiWjYqCqklsE3RF4UBDmNzDbRiX1pMX+oo5bzawsX4KSccczB6Fcv0U9X//x6gUZgH8bdUfRNKpsKCjiKc9RcSGIPfAXD7q/hhME4GCnc5g2zaWYiNtgbQktpAIp5s9207A520kuj1oabj3Yy/amX4+XPIgXaf8FDw3OKqORv0Thqv+KNDdhA2TpRV5HEkbJDw2IthOT1ET6WQasFEsgUAipEQVAhwaS8ucnFoxjciDd5FfHGdK9AuO1dUyS7Gp3tY7ZhGPe4P98K1nZGFc0O8aZLEZwApbuDwGmsfA5UjRuKiF63fnY/an2H9PgsU7ZlDYsA+jqBQGo8hcN+X6Mfo/81Cz5/y483zrw+H5v66VOdXNHC47RO2rd+CZC1pfCF/ARrfOY50cRkl5EC29FBZFiaZy2LTG4qbQQu6e+9r/9jD5b9v0wp+k1LrRChSsrgHa724lkM6lZEMMPZoi8tgUOl1hah/pxVs+QCa/iIUvHrgg7Yt+TG7Y/nNZ3JtAs02s5i70cAK1sggRG+TGtf+6aL3/t/8ANhCc0Ep6FqUAAAAASUVORK5CYII=) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIRUlEQVRYhe2XeXBV9RXHP79771vylqyPbC87m4FEBKWBiLKIlbrAMB1hxLF1bB2dUasdrH/UtrbaqVqtFnA6KFpROlosWpVSSEUrIAkGkRAihCUhJORlednee3nrfff++gdtps8QlKl/9vx1595zvucz59w5v98RXKJdf/8GWTJLQXrLCI/GkCMBNLeDyfmlPLF4vrhUPe3rOK356QMyyzWNuJJFZ+cQQiTBVJBSIFSBkYigKAqrt26WNn2YCo+XXy5b9bVgvtJpxYNPSoerh3TnXJIa4JlHwbwuEqUL6BsexhjwEzLCDGiFlLU3EBo8xbeKptGlunnx+mVfqX9Rh5UPPSkxFWYvy8WM3oSrGML2QeJEiJaXEzj+Mb5/XEFhrY8W2wxMdyfKwD7cIpNSPRePJvjtkm9fNIcy0YfbVj8tS2sXM/nyxUTaq/G1jxKNn6LhLQuxDhXD0NC9FZQtTDKS7SSasHGVP0jg5TXoUvD3fC9vOOD5hnp5yQBL7/q1rJlzM/YmF3aZZNeREkoqz7Fn22SKypOEgmlwbhQtotHbpCGlhs0hOVyYR9EDPoazynGHTlOgG2xOGDz+z88nhBhXnpoVz8grb1nI1CEXg0Gw13bi78zB1JN0dqfz3lMzJyzpzDsG5ZQfdNCoVeCxHCL4VA2z7j3KrmA6j2aFeWxpzbjYlBf3r/mNPFFyG7fO6abPEGS5Q7TUlZBRPcxMj8QwVBKmwj2rxwv9t11df1jmDmqczh3EEh6mxV+JIeM85vbzi5uWpsSmtGDFNau5Z3ov0tB5dVs18SEbpXN68J+2sa9Vopsqqip45f2DF+3r/trZItFqJWGaHI9Vca27mTmTYjQmHeN8xwA8s16Qw7Y2kh356D0G9y5spMPvoLG7kM5WK/5Og/ebrSiagmmYbNi6/6IQO34yXQRlHjOcvZjJMuTWYupdCndv25MSNwZgLb2Lkz6TE9oxBgdi+OrTcYsARQkfjis0pB4l3NbHzlNpY5Hrt318UYie2pki9GI1HR4TcVsDcdXNa+GcC1dg9qwuchMKf26Zhz9ipzP0F/qarLQ3puGM9hA3bdgyLOj+Ht5rFiBNjKRk47t7Lwph5jzOUCyTz9R5FMUbsGSkuisAaxY9LFeNjBA+ncnKmw/i0kO8s+MZ8crri0TxsiRH3oyTCESwajFMYQUxwpZPw6ja+VG8qW7PhBCnNzwnZlsGyXEHKNu3mOqcMA/u2ClTAG6oWk7ocDGBY4WMPl1BW1fbmMDGh64VxcvcqHYVixInPBjGTIARtfDaoWGEIpCG4Pd1H00I0bxrBzMDBnkLh7ER4kObmlqBt7ILGKw4xtDKZqKzvkCPpQrUvXyN6D0axHR5iEYFph7D5oiTl23hryejSCFQFZX1Hxy4IMSkmEJznsHb09x87inhTLwgFaCxoYTRmMnJUAW+UCbuqG2cyNGjq4W/PY4tTSUWi+B2qpw9O0y338/27hAYJkIK1n3SMA5CUzTyoiNkRH1U9dfjyI6kAjz4/TdxHy9l2vBhSgd0hEfj6Yf/Nk7ok61LhTR0AgOCRCIBgN2axK4qbOkNnBdUFF5oaByLLV2yTvqyEpQfKObyWDHZDQsoloFUAPuPVyLPZaLtqkLvyMRbXYjULzzsPn71RmGKdEyZoMTrwVuQQcRMkCntbOk0ME0TIVSe23/+EHJkm6Rbczm76Ax96mGs85tJ8CUA/w+3Ea39jKFrjhNcHcIlNUwp+OPG3Rfs6ZE/fUek2Qxw9xNQwsRjadgsFrQ0ky1xHSkkFlXl6leelelTkriOQVtxCcem5LK7qgRf4eWpACcSs2guyUOOQMBZytF3wJGtYKLw0gQQu361SljNfLLTsjFy4kQdgnSXhma1skVa0FBwOp30ThpG6neQ11XH7QfDOAY+w923NxXg3d9dJabWRHF9UkVlWwOR1lwyCiyYCggpeHXzBxeEeO9HN4iwM4RH95ChpHEuoxerRcGtCN622HBoFqTNQt7aQ0yy5PHpprm4gmc4W3P3WH/HHp6o2Sd9jUUkcgdgeSvhsxauu3USimmCVSGpmCRkkAfu/O64n2PpO8/LXruFmScWc+jKRjQNqprn07TgBE4Djkz3UnRuO56IwG4WcOCKe8YDAKy9b5OM11dwYG4l+UNNaMlRbrkxE8VpIRwNo6bFiTBES+8Io2aMWF8RRmEbYTGCPr2MIaWf+dzOPtcO+gqquW77VJJLkrRoO4k4+gkUlBG33TfxcfxheAXd05NM9u9nSnWQ0H43H37kA00hNhpDs2nEjQSGlAihoKggpQ6Y6AdbUMUoIU8AVfbgiByn+drtnFL3Ih+9l7yQQvq5L8a1MQWgaXOuKF7uJv1wAf2b8qlY1Q+axkdHEsTj5xMlkwnMfxdOUQA0pADNmoa6x8eZ8NsY656gKCbxlUzGFu9ixs/eQqoC/+Q/jGvfuDvh+jW1wmVVyMwyUD051IeXk582QGurlQ5NIa7HkCZgmkgpkdJASokqLJQtuYpBZwTb2kfwaJexoLmVL6a6qCveS8uMpy44WCa8Wt257oD0dLeT7jURuo6RHSKZ7iEQPko482qSliijJyqJX1bPkNZNvqOck2YdQ/lepnZFiWz9Ocp9b9CU2USi5PUJ83zl4rBh/UYZGXUQ8frZtvt7LFvTSDCkEXMOYBdltMvdDLlGmKvewpmd5QwufAhfWTXCCNJTuf5/W0z+Y89ueVKGrF4SsS7MtMsYFhlg66O/9UpE5Yt0pg/iNYqJ2lSOT0oSd2bi9z7yzaxmX7a1b74kg5kegpFPMe02+mytjDoUnCHJvhu2XrLe/+1fUQ6jwcWhsI0AAAAASUVORK5CYII=) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIPUlEQVRYhe2XaXBV1R3Af/fe9+67b89L8l4WXhaFIAZBwAXcoC4FBUzV0Y500bpNddzGaqedjlVhOtoZK8qojDpqR6goEdGO1sYIAgUlUBQDhBCIIQtm5eXt6333nn6gxXkmQZ32Y/8fz/0vv/NfzrlH4nvKjSv/JOxeK1JpHcmoIJeKoLkN6sqnsOLyC6Xv68/yXZR+9rvHhE2uANVFWh5CUSwIQwJTAKBnU8jADY1vC1tugOriEh5fvOw7wXyr0h2/Wi4yNtCU0zHtMjXXziSvpsgUzWZk2CAR6ydJDzGjltpjB0nE25kZrGHQKOWlJZd9q/9TKtz920dFKmVh6qL5ZCNn4gxaGTUPs/d9P5Ov30mk8lzUdxPs3lJL1UO7GTTrsIvd6NkIM83T8Bhunlly8SljTPjxtjsfFXOXXsTxARch3YqjKsax9noqzu1DMrzEz/YTkTwkwp0Y4SwD8Srw9qOs9lEcTHBg6TDRUBkPu0d56JJ5E8aRx1u8/s7HxIUXLKR3WxU2f5Lmj2pJ9Hvo65AY6ijhUIuMcvAI+cgo7r+nKfocJElCzmiYdw0TWzyELpwE1b2sSuk8sWWX+M4ZuPuBB4Vn+o1UmQa4Mxxt9yIcOkO6jdLKGE/fdsmEu7n1zS9Ez04vR28wiKU0GiKDtDVX0LW4m7tsVlYsOX+MbcHCvTc9Is7+8UzUUBmrN03myh92MfJpMa4zwpzmUbBqBkKWuH3ZqcetamOfuEAboN1rMHlU4jMpS99XZTxY1sNT1ywqsC0owdULrqWs/Txwppm/4BgeI49jbohjBxy826QiWwFJ5s8b/zlhSgH6rquSCGvMGzT5MFFCJOFh3uRe3pTVMbonAapmrRK9lgFylmES+1x4WyVCpiA2pKH5U1gsEZp2pRCSgqQIXnhrxykhGn86U3rH6icQGERz5Eg8N4cphos71m0rsDsJoAVuwjYqsXbQzZA1SlYJk/zEhtGZpjdZiSJnGe7M88E+9WThVq7dekqI4w1TpVlfFHFO1I7vrqMozkFeC5WMn4H7Lt1EIiQxPOBCTuXYf2ArpiNBLpdDtB7B8PjwBp1Ee6Ns7ZExjRN2z7+z/ZQQmzvWkylPsCMZ5NNsHRaPWfBdAlhy5/3ili8fIaSOMlrRw0hWZ+XaqySAq+9tE4nPu5EcaZxBO1Z/CfHMCHmbRsMsFdV+Yht3X7Ngwsb0fdAhZGeemeI4RTGZSSR5ruFK6WQG6hddRMJIMli/m2S7j1i47aTxe89OlwLzi3GVyuRNjVDnAA6Pi2RU55XtUWRZRpiCVX+dOBPFza9y/h4LStZHensFH1i1whJsXL2IzLTDNB65knR1L3LEUeBg/RMXSEd3QjqcxVPpInp8BH+5hEOVWb83CrKMLMNLzS3jQii6gnXuMHtqNKKXbWEo/HUfyABLr99H/nCAeZf2Yo1oGImx47K/+zrJ5tTxFJuk4wrhEYFqjaFnojQeiiCEQOQlXtw89tQrTsps8lWQcgTorJyO5FIKAWat9aPvq+T0tTq5T2ux1whWPvT+GEcfvvEjKTSoEI8KDDOLVTGw2w0UFP5yOIWknDB5cufXEBffs0KMVqlc25TEn97D4m1OPOWxQoB0bSdSPk94bhty+XEC04ow9PF7qumlKyTNYSHgl1FsTiSHE1+RguFO8/bRE3EVSWJ5y4nDSmQlEm4LWomJV4+x5+MgjsSBQoD17hnkZhxhn3wJX1bF8WkaQghefHHbuDX9vPEaKZMfRbblMGw6cXRqLaX0aGk2Dp+YbMWqMK1xjTBVC4GkyRsNxRwrL0Z94GXCNQsKAY4eKqHLNUhFqp2iiiT7NsioPgVJSLy6etO4EB/98RapqtKH3+bHoql0exNMEx7CxQYvyDJWJLxWhVCtmznnLKUk3Ipn8DO6pswm77AXAvRucUnVhpPKNdNwbphK+lAA+yQXstAxsbBmwz/GhXjl1kVS2J5GqFZmJ0poq9EpNVVmd1tZWeTCZbHSX2LSv8ODmusj+NQyKkY6iFYEpQIAAOnjsyBvIffzDvIN/bzXrKOYJqYFJASvrmsWjz/bNAak+ealklmUp6W8k3O7NNo9XbQFv2T6SiutZ1ZhLr6KT+5vx62bVJ8VwzCiBfYFnXbrjRtEJqHSarmIecc3k3bkuOKmalS7STwaJ5LRsBVHae3rwoi5MHJWhitHKTYVOmvD+Jw1xJUMw1oOp62WOaFppHwxNs7KY88eREvFCZf9euLr+OORhUwxFBb4mxARB4m9JbQM5AHIZTOYpgXd0DGEQDLFv8fOREh5XIc1ZMJU7ryKrF1nwB3DpsTZ7zzCLbvcBLsOkioKjCljAUD3Zo+EP4r6Xh2eujDeZZD54it296TQ9SyyIpPLxxHim5UwsAknHdu30PeDdSw51IAv3Mvrs9LUZ4J0vRUgbs+Ttd08ZrbH/BOuWPMTqXRuH/a8xpHwDGz1QWJbUwxFBB8dqCGbjiHME5YSBkIIDGGipWVcC6cSyNmI1kfJqKDF2tij/o399/yewamrxz1YJrzBbn9sq6iOdWOtEUSOyWhzBLlcHynZRtQxFevwJAxdobO+hxqRRR2ezs6a5wmXVTIjVEvPH5ZQ/Jtn2HVGBjPw5IRxvvXh8OzDjcKsirKj/0L6urzMXfg6cdd0dDVDhBCjHhe63kq1Yx7ZeBufTTKYMWAhX3oGm8++4b97mPxHlr/2tMDMkVM19NRpjHoP07LuF5x3+Vd0nv4ybiWGsuNhnAtb2FE5TNbuYmTSL/83T7Nvyn2rmkSqLk0k00TaqhL1WUkRwWJm2D1/3ff293/5FyYMlSMtX3cXAAAAAElFTkSuQmCC) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAITklEQVRYhe2XaXBUVRbHf/e91/26O92dTsgOhJCNCAmgoCBSMwVRGNfBIG7juBTquDCOo6XWuJRrjY4DlOUOUzCACyCLoiICFhF1BGGI6DAQEpbE7Hvvy+vud+cDU5mKSVi+z/323r3nf3/3nHPvuVdwju32t9dIVY+TVE0iRh5G0ItbVygsyOHpy2eJc9XTzmbQHY+8KJ0eJzHpIikEkEAKDZKn+hOmiaIoLHh/k7RKL8WeNJ69suqsYM4IMH/eK1JRY6iaCkmNiZdfTVewHp+qIbzFJPwdJOJBqi2SHAIEo1GEqvHwpp1yyfzLzgihnK7zlutekSgw8ZLZFF40k5Ipl9Nc/zFrbilD2xPHzI6i68eoeyOHyc1hatNLaSsaxQ4thjUZ5cEPv5FnAhiWcOHvnpaFnpvpNQ26XSYdLSlMmxUiEM/EMrGVQIpOQC8j0NJFUu2gqz0bX9hFaUYN390/jV8u3cN2/0iezurij7MvGXaeIT1w933PyOnT5yBlEofHT5orwoSyHtobFOq/txDeK6l/2Uky1EJasokTj+WT4/4J3RagN5pO/t8OctQRw2IN8Wo4yrKde4b1xCCyR+/4qyypnEF7FCKjfAQ3F9JnSKJZJo7UBKufmDTsai7++KSMr7Iz9vZGqo2RuLMacL9USt5NdUxxWHh+/rRBtgN+3PvAH+T8cQ/RmXGSpe+VsaDqODIW58SPbiael0BKSVIkeXDRjNMmV8G6Bpnu7sQZBZlMUuzoYlVtEYvy2nntpsoBtgNCMKNyNmYYRJuTu+cdJhqAdVvGo1ijbFibQiIBDhes2rD3tMnVcGOBkBGdwIoxtNsN3jlSRtrIACv7nIPG9gNU3figtHTb2Oc5So+1Hd+BVIQR4NILa/FrNkZN6WTFMommA6rCW+9/d1qI7+dPEp0LO+nqTUNzmMw2FOb67dyz8fMBdv0A0y+bg7/b4PUlvyDUo9JX2keo3oHvqBVNSRD1GYwcH2J7jfxv4Exefeer00K0VFWIAleQOe0mh9JM4q06m8O2oT1w0RcXYu11cNetO/F3Q90Hu4loBkpBjKaNMaTFgtUN0V6DL/6tYJpgmvDaB9WnhajdsAuXM04POnuv8hL0ZwzoFwAXVj4rn1cW0eZsxt+WQld2Ey9sOXWu33jPtzLsS9BX78WeZyVlTCpdfX1oTjfXXiJRHUmEKrl/3vB1wLK8TYr0OBZLgCnqQabG01h67RWi3wP5E6poyzzOgUsjBJ3d9CZq+o3XvT1DWKwRUkcn0NLc9BzrIHVECpFID2uqgwhTIhG8umn4U6/syze5rbeDrPRGTj41j+1SHxgCazTMCbWDf3w2FmNsE2rnwGzdtHquCLQmCRxtJbM0lbaGHnLybGAJ886+PgQSIQTLPx16d/hHJGjYn07ClsK8Bw4S1//nLAXgV30wumEUVxZVI/blIS3JQSK7v1sg3HlJBEmsqpXmn4JkumJk2YOsP9SDlKfmXr71n4MgMrwaNXdF6dTKeXd8Bq29WQMBXHvOQ6nLI21nCTSl4ilUeO3+7YOEtm6+Qfh6VIy4CTKBzW6g6SYAaw/FEEgUYbL4q5p+29zn/iIVi8b5cR/2zBgTQjW4ckIDAfZWfUpo6iFqbzNQpp8gMyMHxNAh3fnuLKGqEcaU2PFGNAKmTnamnZge4ZN6iWmCIuHJr09BOCMKLYUGTY+fR27HVwQXV1KgKwMBDganklASbFtXgdQMbKYbw2qwfOW3Q1Ls/+gG0droxWZ3YLXZ6IjGydc91FqjfHpSQwqJpiqMW79WuvyCsM1F+su7ac/Lp/Lm47S7fgZQfEEvKfvHcsvMjRh7RvOvlTb0HCtmRLJiydD7fO+qW0Vaqgun5iHd9NCYGqIkkUp7hslyrw1VqHh0B4pDw1l1HbUFhYQ9On+fGaM3Ja9fpz8dl2mtMqAG8F9Qh9cwqViUhfTFQAgSKSncd+fUIff5nPc2S5+wM643k5qSMJmGHVfSwpcj8rjAu48jzY2M3L4A4+UD5Pb1cswa4eT5d/Zr9fsiNvcHmNDG/knjMXIjfF5jRY1J4kJHJc6K1dvkM4t3DfLGjt9UiTSbSl3+QbIsEEiL0JrRzdVdTXw/cRLha64m7/GjxONN/HhrFSk/W8aAzyfmbpF1Y3PQ4z7sWxUCbi8zHirEaQ8Slz46e53YPT4Odx7gyO7JjJpdh1+zIA5mELg+SWm0nG2jjzM6lqSseyIHSmLIuJcjE/IoOb6Dcn8RH0779fDl+Fi2k0k7JPl1MTTDiqc8yIpNI1FFjLgZx5QaKAamaaJZTaQAKQ0sNgE/NtOR3cX1tcWcSDf5ouAA1kcLSLXYya7/hNYsnc8mD47iAID1ayqFxe9EPZ6N+60eQnoq5Tnf8O3+TuIyjkRgiChJoWImACRSmsikwKE4+KF6I3tHfUZRTxeGw4L/hU0ohMl9ZCGe5iPE9GsGEQy6Ez7WXS4c05roroYjoYvJdfuRjTo9mp0tu0qIGSFM81QBAoGJRLVK9JjEetUEJtfNo+LwXJK6g7YxRYxrbCLnuV20THp9yCQetoL96d7V0u1JEO7RcUyPY6gx4rqNiDDxEuLrN37LtMd20UwIbctMymd18lHpVqyGDzdFFGkzqHZuo2uEgpn1xLDznPHh8OaTH8jWCo3lT13Bwhc3oATctLkkEVrxpY3Dq3kRgWpMZ4BOxwjUeIKStb8nf0aUt26qOKP+WT2f/rxyiUxoKknVgREeQUTJ5cv1xZTc9Qbt6SpTmytZv/R8Kl56mEPFk7GEWmmY/OxZaZ/zY/KBxZ/LYGEL0q7TIQ/jd5qoljaSERvfzF52znr/b/8B1LmVbQE+vy0AAAAASUVORK5CYII=) 15 15, auto;}
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91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73009 2.6666666666667s linear infinite forwards;
}
