@keyframes rwdcur118536 {
0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 13 10, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 13 10, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYhe3WvW8cVRQF8N+sd5f118ZxjGSSENkxASqEgv+CgESBKKgRBUKipUhDuR0NHRVFUlHSIiGE0hGgCUqEkggStLKSyHE2ztpsnPV6dobiPSdbxLsTxxXKlZ5mNPPm3HPPO+++SRSMvLFQRXXgUYpu0mgWhXhqJAWT11De43XneUiUCiQvDUkOtX1nL0JgRHIo542FfRMYBT44r+5JtV1sCgVUeazUri+yogSKKABzA8lLmMfb8VrGVBwzmIuGLRRFFBgEK+FETFTDLNbRi/O62EI1byysJo1mehAEyhG4huNYiMlqWEIfrUiiFO/XIpH1UeBFliAbGFMxURmLghqLOCZ4ZEJYlhnMF1mKIgpsReDd5Is4gzdjAU3BfKU4HgqK3RJU6g0DL9qI6jgtVPyJucp76lWynK2M9W3SfBU38A+u4cd43xm2K0YqkDcWduesCx6YMTXGdIlSQi3jlQqtdF4nnbexcxKrgnIjt2MRDwyeAR+bqSybrfBSQjnnSDmQOVRmusLh6lEsCz4ojyIxVIHY4XbXdhlvmasynjBRYTylWwpvezljY3R2CEpNCYbcHEaiaCfM8EYEpIJjtSB/KyPL6Gakj/O0B76bQGcv4KFLEE+5THA5pLZSsoRqzmQ1vH6YhhlJznafsDN2sYcWWcQDvUjgV/xps89Gn5uPuPYv93a436edhuuj7BJWhB1TF8y4fwKxnXZxFed00ivWdthIaaXkCe0+az3a23L56Ui4JvhgaBQ6jCKJJq7jN5spt3us7gQFJkuMlfQfpH660XXu0uaX+Euofva5CUQSPaHR/HKt+YjtZX//sRGMl6HMWCXx/mvj3312uv6uoELPiB+WwgRi3MJ6s933w+8/O3Wk+mnrcofVbdo70l7Ok7MiVaAZPROB2FJXrtzt+uDU+EdY+f5qh1e/YPyMu50+oeKacCoS+sDemM9CAPLGwhROCpWtoPz1xQf3z35zQXL9opsXvrJ0uHoe5wTf3Bn201q0ET1h3Gh2cGXw2cs4e/x1eeu21lZu6XD4QUkazTuj8J6ZwNPiHklpcjr/9sNZJw5V4LKwY0bGgRCIkXz+Tr2Ko4L51g4Q+0W8iP9x/AcsIiMqNgagyQAAAABJRU5ErkJggg==) 13 10, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 13 10, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe3WTWtcVRgH8N+9mZlM0qSGGEN8q1OpC7sR8YWK0g9QwZ3gQgQ/gF/A1f0CrtwoCG67cCF26a4ggi8FaSklWLjEqmmIQwzT6WRm7hwX5wRj0iSTWAWxDzzcmXvO85z//Z//eZ7D/92y4waGopWjgVp6NUQ/K8rRPw4gLT69z3AvK8rhuLny4wBA85hjfx9AKFq74/LdeRJDY1nt8Cl7LE9xNZzEvLgdQ6wn72EsLRwJQChaNZHihR3eTAvCHGZwbdycY4kwFK2GqPh5nMISzmIW3bTwJu6IDHyD5awoe/dMeBQAoWg1RaaaOIMn8B6exkYCUGIx/f4RP+AyVrOi7BwbwA7Kift9Di9YaryvOUEv0K8YhrjjdyuqcDmBuITrWDmIicPUmu94NkXqLwiYylms82SThUlO1Jmr08jO4zG8kuYvHXQqxhVhU9TAM5jXrXi4wcmUt0IYRRU0cvrV2QT6Znp2sXbQF+5nI38eu+kEZEY9j4sOkWVMIM8ZjOL/OK+bYqexmLR0NAA7SmpDPF7TpvJ59ZxmRhUi7Yt1FmpMTdCr4Fby7Xqwb+kep2J1UpI51FQpapBGeyNqWWREYBC6ovi+R9tfdXR0AKm7tZNv6o/aOkPuVPRDnFSJm1TP4RdRDdu5e8n798o/rgi3z/dNbOiN5vWGbAZqIbJRBSYnqGdnDMKGWCNWRfFtikzusbGaRmJhFRfxsSCKrRxwq89mRaei3We2Ti17USxMyylufb97wthdKyvKbSbaa79XDM/ZGgyYfIPyLr/24ylo968Yho/wEzayolw/6H5w1Hbcw/Dq7S2ffnnJZC17/edrFzk9zeOTzNaIvaKf/NAtPhKArCi7+OzzGx3vPn/yJbQfauZMZAxCFGY9WxD7xBWRsfsHIIHofHjhkQwrWJtp5J8YBX7r05kSBiP4Gtezoty87wASCFlRrold8NvOjQ6PvsWzb7t6ewBf2Kf07sl1HAA7LRStl/HaVytbH1RhpNwYeee5E6ezoizHiT/OlWy3fYfaq6cm30T3/FOWxTL871ooWnm6PzywB/bfsj8Au88Yo3/J0woAAAAASUVORK5CYII=) 13 10, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 13 10, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhe2Wu28UVxTGf3dmPF4v69f4EROZMAWRYxAohUWFEkSRIohIUZQ2DVQoFLQp0C2QInrqKP9AmkSiTVokS6YiGCgmycY4C7usF+96PY+9FHPG3iDv7ngtOn/Nncc953zzne/eOzAkjPaHDf0f1CGLWkABsORRBwiVDuL3TkCKe4Arj9pAmF0PS8IaPGUPHwqBEjAl91PyrjBsS5w8k4z2S0BR5ne3YEHGhjzrHJZAXgWyot3FM2TkDqPmHnIpQPplrhTJxnbXewtwutoQKx3kSpyXdSgkzgAXgU/lGiAWUiVShQpAyWjfPSDP0ARawKwUPQd8A3wrZCakaDZmqrpG+wMVztuCKWAbsCg5N3AUbEVg2CQ14CsZCzIvJG1Rdt8TAxXo2nwqwBwOMO7AfAHgJnAdWAEuAGeF7J5hJb4n8iiQJYiBdUZtOO2mJGouBNFl/tvxgQekKsRAnX3j9l2aeQjEMs8BvmbUBm8E2gl85ILnwKOOTyW8SWJWpWCN1DdtGVuDvq4fiqQ9XQDOYAy8jMAGZgowY8OpAiyMwqSzAnwnMUjclNF+8eDUAwjIUrLIDAjlvZdvDLxoQ5jAvKjijYCjFkm90GL/rJgYigD7B48jJFZ5GcLTFtQT+HcXmhaECloJtA3YCuADicsI9DRjTw+8c7hYpMZap508SXbiT2yAEyPwugXGgq0YxhQkBtJNyZMYgI7SwYFm7KnAO1tpR75mE/ijvJVANYJND/7xoBmBARoJWArgL2CedCnCEUwYd42zpK5ee1jehfO3wIQQlcFRMG5DwaK6FfPrevOexE1I8cZQBJQO2uyv48wHlagDZvkSf26UwVWgFNRC2I6ZGbNqXy2duC1kK0oH9X4H08BlqHSQuTkUAhtBPeTH779gec69+nclgp0EijaMOVCyPWBJ5tf7pM5HQEiEpFvxNlB/sR3zw2fTy0D550dvoBqmKthAbLK8r4T80QkIKsgWe//LuY9J+/r4zufTJ39aa0AjBssi2AwBfgc28iTNTUDpAKWDCvAceK50sCE/orWn1QS8a9Bc4lk1AgjIIT8c8re8F4z2i788bjYXJx1+W29x98r0pNJBT+e/Fxjtu4OO3mMc4xgH4S36oyGe7v6tlAAAAABJRU5ErkJggg==) 13 10, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 13 10, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe3WzY9TZRQG8N/tdNoyMKVTBhwnSCoQBBP8ikrixo0Lo4kLo0ujLDRuZOPWxOvexLj3b9AYVxpWxmDiiigiEQYaFDIaUsax7XTa0uvifYssysx1kIWRJ7nJve255zznOR/35f+OZCsvZWmjGG+LKMX7XpI2+3eVQJY2KqjGoDUUsILhmARaSdrM7bO4ucnN4MUYtIJF7EA/+liOZpVos5LXbyGvYQxYxR7sxT4cwuH4+xgzWdrI7Te3ApHAAvbjSAxaFFSo4CuMbvGbqx82JZClDZgRMn8SR/E0VnEumj2EM/g1Po/kRB4FKtFuHrtQj4TmI6mfcU1QZ1nIPDeBDWsVa1mMJAq4LkxAxa7SHovl/SqF5/E2nookKqjHibkzArf8XxBGbRmrasUF5SIS6iVq0zW8IjRmUVQoD4nNSjCWcog2HscLamXqBWoVWgN+R3t42DB7DY/iW6EfSlnauCosqQ0znIgkbY4JjIR6P2c62aGccH+Fg2UWC+wuMjfNtsJLeA+vCtNSidfM7WLkmdee0HCHsWyQXTBb4OB25krMzTA/xf4yB2d4YBuJN/C6MKoFFLK0UZrkPA+BkbADruEyFshor3PlBqtd5srMV5hN2D7FzqKowD5/74OJsfIQKEa7i2hhWWvEUpdWl/kq9XIIXC+zI6FcEIjqbhYrrwLDmM0SvnO1x8qIckIpY7bAdEYxCXTXM7ggTM1Y+uEk55sSSNLmUJC/FO0X9WNvtvFHj8tr/HmD82ss9VkZfI+PhW1Zi64mrua8H42rMaMRasoFLq1xfRBE/qXHmTXOd2gPffpT55FoP46xtTEcI47j1ziJD07+2Gbvm5ztsLTOasa26GrtxrmXj2w/LqjWjddE+dniiej9Z3dm9ZkpJ45VV+0uVVWngqeLa4x8E8l+JijXT9Lmtdv5+ifngZvoDIZOHKvuxLs/nGlzZZ3WwPXOiLCwnsAzQsk2PJxsicCHpzpJkjZXcerofaV3JAmdkbkHX7TU6h8SMq+gHZv43yUwRpI2z+KT05e6HHiLwUkHFiuEmp+W47N8RwQiid5jC+XZL7/4SO+3PlMJfC6cE7obv73FJpyELG0s4mHh29jC8mby3xXEI9w93MN/B38BTnr7L66kUh4AAAAASUVORK5CYII=) 13 10, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe3WT28bRRjH8c86G9d2S1qlIYWqUo1UIRRVvbRCvSBOcOAd8OeOxGtAYiVOvBAOHJCQ4NQbPXAsqFShigq1ohISk0aJ7brOZrPLYSaKL00cB8SljzRarT07853f8/xmhv85kpN0rrJ2DQ3UUMY2SrLOfw9QZe10bPKDVqLAYFqIdMLJxcnHIcRnHkGG0wDUju9CnDhFK37TwAJew2UsRsgTx0QKjE3awjwuCNKX8f85QYHuSQEmVQAWY7sirH4R9bFxFqqsXX/Bt6cGOBf7jtfAFbyDtsMUNU4KcGwKYm7rGAhSt/AuliLIKlbwI5786wAOLTcUcv4ePkBdLakrq4NU1LBZZe0n2DahNSfaB6qsvYAbwso/d7Fe8+osrRm6BevPKao7+FpQpCMotnkcxKQumMMtQX6aNa41aKQsjGgkrA7fl1cXhHT8hp/wAJtHDXxsEVZZuxUBetjBwBsN2i0WUuabLKZcbjI/+7aZ5BN8iNu4VWXtIwtzEgVagudHQg20nE3CL0lCK+VSSprQTSgq+sV1latYF/aM9akViJB5fL6Cjp19Vgds7ZGULDa52uT8DK+fIa0R9om5CPDCmASgjAOt4nfkNgqe7rO9F1Q4n3Iu5exMeD9TgzXBDXk8RacGGAo2y4WN5oGNEXsVTdQTqordkjLhecmguIfHgvSbDnfMqQAGQgES6mHJbI1eSTpLkdDbp1/yNKe7Cw8FF9wXFJxegejjFWwJh02pV7BTsJWzs8ejZyz3+TM36hcebeUfxb7HHtETnQVJ1smxjO/wRbdfstVk+Rkrz+jvh44pjTTpXZuv/4C3xsYvTgUQIYok62xj+deNXffXuqznQ3/vsVEEoRsp3BVyvyTcFcq4gNMBjMUf3zwYuHGpfhOfPvylR1Ey2qe/R3DMQEBacEwaTnQpHY9ordv42Fz6mflZzs0wKOkM7+Bb3E2yzsOjxplGAZBknVKo9C9XHg/p5mE5s4kI9sQEN6SpASKEJOusv3mxfvP7nwes5fw1gq9wz6F9XzzGaQAOIl7ZrwtF1xNsu31U8b2Ml/EyDuIfYM0PqUb8ODcAAAAASUVORK5CYII=) 13 10, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe3WT2tcVRgG8N+9M3M7Mxnb2CY2xqjTKvFfKYiiO1elIIIguHUpfgE/wCz8CIorwQ8gLgouFLHgQgURRKS0LtqhLbW2cRLbJPMnd+64OCd21HQy0XbVPnA5cO8573ne532fcy73ca8j2euCUauZIosP5OglrXZx1wmMWs0yqqijPPYpx42k1e7dNQIx8zksRAIZUqzjGjaxvlcSUxEYtZp1PIRmJLGI53EQV/A9vsbVSOLOERi1mlXMYilueBRvKCUnpRiOKPyCD/ApeoIagxiimNQf6RQkG3FeWZD9CQ9XT1pusFRnvkq9tIy38TQei2Mzrq3HJPZOINa9HOeFHki86+g+jlRYKDFfYanGwcoxvIPlOHe/oByUR61mttMe5Z1e7jCnjgIN1RL9gnKF/SXmMzo9ioyN4Zv6BXyOnwTHZEI5tsfpFfjHnB4aSgl/FKwOObSPuRILNWZKHMrgRTwjNOvfkoyK7olAWbBZWZDzsvV8TZGwOSQbMSyoFzySMlvhllMagmr5NNlN+j4Ye8r4xIV12l0u56QpWcbhKodLNEri5muCahPdsBuBYmzMY2DFcBTs1y/YzKmkFCOGSShLKEMnktjGv+o/DYF8bFwU/F1PZys8XqWa0B/Sy2+dKIMhfIFjQtkKbCat9o6lmEggSjYQ+iAVFHjFAyUOVFis8WCVm1t0E7oF1wbwQ1zXGIuzI3Z1QdJqDwQpz+AwOtKEfMSvG/zWZSWn0w+lqCROndv4MGbeEyx8W0xzDmxncHbUan6EphvD465v8XsSemEmpZQGpx8oe/2pma/Ea3q3PaY5B8aJnMfpzesDZ75Z5dz6ey51uVEEB8xmPFqD43hBuMD+lw13ws+nL/Q8O5+9hc9WVnP6eah/vwhNOZ/NCXosCv1zRwn8+Npy7QhOYWWunn6sG0/Gta1gxYABVtzGftvY8y/ZOOLR+tKX57vfnniyxsEKI9wcMihexZmk1b44KcZ/UeAvxOa8eOJo7eXrNwudS30bVwcMivdxVvhZmYipXLALrqCYn0mfE67iAb5LWu3OHYh9H/dxD+BPllcO2KmroycAAAAASUVORK5CYII=) 13 10, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe3WvW9bZRTH8c9j+zqOE7l5I0RRZCxgoAhVCJZKneB/QCz8AwzsHe/OwspfgQSsSAwdKoFUKFlASmQikqaQpnmP45d7GZ5rWlVK4iR0as5i6dHjc77Pefmdy7W96hYucjlPW1BB6bnjLKTt/ksHyNNWBTVUUccM5nCEv7ER0nbnpQA8F7xSBH8HHxRnXWzhFyyHtN29CEBlxHvV4reGBXyEVgGTFQBz6ORpq13czdANaTv7PwCGNZ/EJybKd5UD+31ya9hAEwf4FjvFfyp52jo6C2JUgCHEIu6aTJgs06iw12vq5E39nCzfwh4eYg19MWtH573sPOuLZViUBGolxgLTVd6e4OYEcwmxL24WoIvDGHnaOjXOqABZAZDp5T/rZiRlZiu8lnCjQiOB98QGbYg9UT8vzrkABX0VHbHZqroDkpy8GKKxwGzCQg3ex3wRfFjiU3tglAwMnVQLgFWHAx73yPJY4UZgqhyzkYQ38YZhxqJQXQlgmIGmKD4/PH7SZesk+q+Xma8zEWiUGC/Bx3hX7J0zxWkUgKwIDFO483ojYa7KeKCT8ddxlLRuPpS2vjiKM55pyKUBhqPUx4doqpeYSbgxRl5iokRSimMZAiyLY1hHtVDSywEU9dvxTIZrZseYL1MvxdPxEgPkA25UFa8eLqjMGXoz6hhuYhv/4JbJMoPAYZ+nJ2z3WO/E1zfKNg/6n+GOqJxn2kgAxbpdxfd4aPOE9R6/HbHSo92jWWU6YTJYWKoRyzYlasKVpmAIkYl1/ebB8r6V+9v8fvBVb/WQWmAvZ7fP9n+xlsQM1MWNeTWAwjLc+2n9xFvT1U/x4NH+gF7O7oBHPY4HQ68tcQd0zopzoS8iyNPWoiizW6L03lIvf2l+jJMBvSyO5sHgR3yBrZC2N0/zd5FtGInT9oa4fuVpq4ud+38cuX0cCIk86wjCGr4TG3fvLH8XLcGLtoO120tjn//5tGPlya5fN7vwNe5hJ6TtU1cxlyjBi1aITFNcv3Wx7htYDWn7qu6v7dpeAfsXQdX7LJ9uEO4AAAAASUVORK5CYII=) 13 10, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 13 10, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 13 10, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 13 10, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 13 10, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 13 10, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe3WzW4bVRjG8d+MP5I6iWtCiVBBlamKFCrEgkKQAKHuWHIFLNl0gwQ3MBIXULHhKrpA4g4KKxQhVJENQsWkqCrGadJ8OI49nmFxxlhCdTKJCmzySkceec6c8z/P+57nHM7jf47oNJ3zpB2jigyT50GUdLJ/FSBP2tDCYtEuYx49pOji4VlA4pL9mgVAE9fwLj7Cx7iOK3ixAD1VnKhAMejLaOASPsSbggqE1f+Ib7GOnSjpDMsCVEv2mS+eW8JqVwU1mrha/NcUFL2XJ+1elHT6ZQBOTEGUdNJ/9L+pEl0TWbFQmbdUbalF1/EGVorf5Txp18sAlFEAdoXVN3DFc1XGuFAJb8cZo7yJV9AXVHmME1NRtgh3CojQ4oiLVV6o0axSjwm7431BhWWUUqAUQFFUfaHw+vbG7KdkOTVUK1Sjq/gAbws+kc4ecRqlUpAn7aqwA95Riy577QIjtGLmYqoRUc7WMJZZFVY/eCYARTEtCxI/sFxneY4lAaI5RysNqdjI6Y3qgkGVijIKTLbXEJv6Y+bj8GWzGt4sYVyjVac3mhRhnCftHu5HSWd/1uDH1kBhQpNiGmDeXvrYzhFpzCBjb0Q3Y2vEbkpwxp6pcbWPm+NYgCjpEApqAtLB11Lsj0P744gHQ34bMBgzPS8agnqN4yy6zC4YmKbqEb4ZfPeE7SN2hxzm7GdEkVAftRg3BN9YKWBmproMwI7plhrg/p2NPptrPMo4yFmMQl1UEEe6B9lnxaRd/F7AnA2gSENXcLZ9+OnPIa/eZDRma8hWyvPVMGWFlZUavFcA11GfZc1lnTAtBkvx+uqliq9uf0rn8J7+mMXCkpcqoWKOMnhLSEFDOMyeOldZJyQ4YR/d7UNurTUv4pPxXhrSsJ2ylwV3TPOdArgpIDXMcMbTXskIkk7AG7hlofKFpVpIwUKFX/sM87v4EpvCHeGXp41Z9jQMtEGJv0+4PGlnWP/+57619jxpThwxzuGHYvJdxzhj2RqYBTTE+tpLczdu333izsaB3f4YPhdW/7AAmOmEp0rBSVHcmlumaRpi9zRXtGcJ85/PeR7ncab4C95HDSUPcp9zAAAAAElFTkSuQmCC) 13 10, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 13 10, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 13 10, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADA0lEQVRYhe3VT2tjVRjH8c+9vUmTOtZ0rB3/TGtwZxU3ygiCoIjOYjbiUvQFCO58A9n6SmYhLgURN4KuHGQYshKR0NYa23Gapp0mzZ97XdyTziCTJrHtQpgfHE5u7nPP8z3PeZ7n8H9TVque63rRDI6LSBCHvwZIkUa1xuBCAbJatRScC/PlMKCNLppRrdE7d4CsVk1QCo8LqOD5h0yO0JJHpBHVGuksAPFkkxObEooe7HykhfAuecS7cwOIg/PEg6Mo4VIYl0cgsyZpMtlE+hBogmW8hB62wiwAFmfybroIjByUsBKcr+IVvIvFAJUE29Ij1hiraatgQZ547+AG1oLTNu7gEHfxM25jB71pynOaKiA/5yq+wLqnkmuWiuwec394S77zI3lE7+AmfsXhJIhpciCRn20VG/jYWplnC1Tm2Ou/YadPZyi8H+Ct8N0oOmM1TQ6k8nPtyjO9RUYp5rmEtTLrT/JCieXimrnoA7yOq6hkteqpPiYChMbSCyB/iazIsN0niXg65krMiwWuzPPMPMX4E7wtj9qpmiYCcE8eylSmZS5GRpxQLpChOMdCRCEMPsI1eeWcDSBEoR4e671f9tnps9mhO6BcpFKkHFGIRwAbWMJ6aOf/HSCoJ8/sr3/a7HLwGn/0OBwwGNJJuY/4pLCa6MgrqHIeAANsY7EyH7P6Jvt9WkMGKUsJw4z9Ae3haO0n5OU5tjlNDRDVGiP7bvs4pbzI4nvsDtns0ezSS7l3rHV0AvB3AB/bC2aJAPyG5l4nlS2vqte/yfPgYMhRxl6PYdarlOI6GvK7IpZf12cHiGqNFr77cePIh59e9+pK8bo0C8GOuVSgEBXl90NbnjfbUa3RHbfmNJ3w3xDN0U9cbXdTi7vHlGP6KYOMvHPuyytn57T1Zj2CE44wby3Oxzd2m332h2x17XVSwfFteejbFwGQU+SJ+e3N+iHLn/Hy5/48GMBXuBXVGneDzcSdnElZrZr80Oj0e0O+/73ry/eXyqed+4Vo0qXzWI/1WOP0D4Z/AgLW7HMUAAAAAElFTkSuQmCC) 13 10, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 13 10, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 13 10, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 13 10, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 13 10, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe3Wz2scZRwG8M/sTjabzaaJMYk1xLpaq9hWrFJ6qXjwIAqeFC+CVP8C/wBBBvwPRPDgVQ/iSRBv9VDxL7AKIg1rKCixjdtkNz9md2Y8vLO2IM1mQ9RLnsvAzrvP+7zPd57v9+UY/zOiw/ypSFoV1BCXPw2QRkk7/9cFFEkrRv0+r7fHFRGPXvIP1DEnOFDBLjaRl++2xyEby4Hy9BewJIjfwHq5+fA5lgsHdqBIWnVcxLs4jxTf4mq5+Ql0Dso3tgCs4BReMhu3RBGd/gtCGb4XyhDjpuDEgVAZQ0ANNRNRy8k6izWWavA8miVXBfNlSo5cwCbWTVZYqfHoBA9Nwst4H5dKITEaByUdpwS3kJqs0ozZS5mIODsT+3X7gl42tP8nYyRhHAdyLMhyOhlzk5yZ4vQkZxqcmjqPz/EmmkXSOjoBZU3raCiQpnRz6lUenuLJBo/UOFWPVXyAJzB/JALK+C1hAavuDIirVCOynKkolKQRMVFlNoYruFj2jcMLKE8+V66LcRZdOzlpxu0Ba3v0BuwVzFbpF0Pey1gZVYpRDtTuWdPCG2ja6Icvop/Ry7i5HQTUK0MBu0IShqk4tIAhGqWYjgjrKX/0SaNAv9JkqhrELNfhNSEJ3VHEo2qUCmcddrbvFBbs5i/6LWU6C6eeHyDiRJU0Z6a6bCvrC9Hdtyvu60A5VLruTrxVfHXtxjZPfSj9ucuffe7kxAU7BTs5W9ktPIiTowbTyBJESbsrTL3rQpP5eq2T+/HL99QmKsH2uAhztZ/Ry5VibyMuktbcfvwH6oRR0t4VXNgokpb1Xurc4vTH8uIdWdFUKSM5U2F3QHDqG8H+hn2m5GGvZPA43sLl9V7+ytK5GfoDN65vOf1A7Tl32/FmlLR/vx/XOK34b0RJG9ZwDZ9cXd1RPPOR4tKnvvih557NcyPuCIdyYIiyUS2j/upn7V/qMa8/vejtZ6cfExLUiZL2WFe0YxzjGP85/gKu/ftLTncB6QAAAABJRU5ErkJggg==) 13 10, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJElEQVRYhe3Wz2tcVRQH8M97bzKZpJmhxpjGkJSxiNQUahcuVLQgSnfiRjcu/Bt06e6tdCf1b3AnCq5EXHXhD9S9iKRlKDEkIU3StEwmmZn3XNw7NEjTTiZZ5sDjceGee77ne8/53sOZjWhl3kzLvHnic5IRAtfQQAUFOthN8lYxCoDKMQJP4Txm4n8Su7gbz9kcBcBQDJR5cxo1zOFNXBGy38Q6fsBKkrcOjgvgqQxEymtxeTEGHzAxh1m08Q1OHwCqh/ZO4zUT2VUZeuj0NyKYP8q8+c9xWUiH2DMorire8crUVUvnWJignjKZzeJa/F4t82bjtAF04v+SavKRLGGqwsI4i+PUx0hcwvu4jhtl3jx/agCSvNUT7nZKlpGUZH1qGTMZsxVma9TSD/AeXsT1WDsnBxCtg5a93obtIgSvIMuoJyyOsVAjS97A23gJC6cJoC30/C07XTa7lAnnx7lYp5HQSLkwRjW9EUEslXlzusybT4wxTBsSlK+BOZ0+u2VoyHpGNaE8FzB2qrQLDoqm0J6TMckjRWoYBgaqN4fvtIs1nT5b+/TLcB2NjOcnmKuEAuWyoB1VVMu8eWSiTwQQHSfjsiEU4/cSZEgS+siS0A3TaeiMWpriBVyKvqMB+J/jQGD+1S64X9DpsbMfn6Mu/UoANFOFdwXW5gXJGgnAYce7cb1Zrnd4WLB5wF5Jr8tByf0uB8Xghbkcg08alYFDGkAopL8xmzwzRlmy3mWnx4OCNKWahZ37JdzCVvSrHNUNw7wFW0IhwgrW7BXci9lOJhijltLrBWAb+8v4GhseKWnqkawPDyAOGlsxgwp+/P32nsVGZr5RYbXHc0lg4mGfe32RqTZWBf040oYVIkneKuJLt/LTctt8vXJT6Y7VDlsHgZEH/cBACL6MtUMMPHZiOvZIRpgHBbldwlsru71PFp4d48I46/t0y8/xxSGXXpK3Oo87a2gGDlu8ljv4GV/d/G2ba58x9bFfbnfgz2GCMyIDA4syXUX65a/bex9eqfv2r7ZPX2+8LFxBL8lbT07mJAAeA2hGYHXjaYHP7MzObGD/AfPpEBCWbuP2AAAAAElFTkSuQmCC) 13 10, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 13 10, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 13 10, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFElEQVRYhe3WPW8cVRQG4Gd2Zz/sdWxnZWxkwEysKKAoBQUECSL+AigVTSjoKPgLaERLR80/oKCAFokPRSKKBAQhJEAKG5M4jhUcx9nd2OvdGYo7BgtMPBuZApFXGt35OHPue897zrmXR/ivIU+TOE+TylH5i8aYuIlZ7E2eYSNKO4N/nUCeJnXMFY9TmC6I9LFRjN0o7QzHJRCXtJtCHY/jFBZxvHj3JdaxnqfJSpR2tschUFbLOtpYRoIFnMN5vI0zxbfFPE3KLgrlIxAX1yJm8JqZOBFVGGZLusOT+AQfYlOQ5UgJ9PfZn9OuJ9o1WhG9jFuedG/4ppCYnTxNBtgukxNlJegKK1swHZ/1WJ12hUbEdJVjMbO1Ol7CSSFnmnmaTB5WsuPU8xQG4oiZKu06c02aEcfj8G6i8hxexvw+/82jIDCNIeriiAaWJzjRZLnFsy2WJjjZouIdvCUk6SQe2LgOzYE8TQhVUMGkKGK2ylyDKGKmwsYoSHGtR7vG7d3TGOAqtrBdPI8fgSjt7Le9YiZmqRUmh1qDhQYLNeZqTNWoRq8IudB2iAxlJRgWtj/oZyHX/8CoGDJqMc0Kx6oKAgOFdRHJhyawIcg15fr9FVf7/Nzjlz5bRaX1MjYHZDnDDNYKAnskDpyrbB+YLMYhPnNx8w3TMadbDEas5vRG3BmxnVGpIPu2IL6nfXaQ47IE2kIfmMS63TxE/sf73BowG7ObM8jYyegO4YrQP2C4L5fGI7CvCjKsYj7fGYnuCqv9rcpig1bM1ojNXTLv4/vin0yoggNRtgr2HGT4Zu3eyLW1AXxhlNPNuLmj/1OPnexdfIqO0I77/7T6UgQKrAn6w3e/bo08PRtfwFfbvRG9Z2idd/nGNtwUJJsvsxeMcyIKjSigX9wv4tTK3eHHS0+9wPwZlz7/wItPNF4VGtDXUdrZepDf0nt3lHYyfyYVdPM0uY7JehXPX+DODXGI6V7p9f/m6K9+yxJ4EPI0OfvexTuXdkdcXr3ro9eTE7gdpZ3uYf8eFQHCgfWhzoWP8Aj/b/wO9QAJKABH4VgAAAAASUVORK5CYII=) 13 10, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 13 10, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 13 10, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 13 10, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 13 10, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 13 10, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRYhe3Wz2scZRgH8M/Mzm62adhskhJqTeMSpXoQLCriQYoi1IMevHjx5j/gVfA0/gUW/wM96VlEEI9aoQiCSPWi7KGk25i2ySZN9sdkxsM7IaFk001ivNgHhjnM+z7Pd57n+32eh/+7RUe9UKStSdSQlc8gStv5qQMo0laCFqaQY4Bu+fSitJ2dGoAy+BIaD30aYAWb2IzS9pEBxGMEj4W/nnroXh1NLOx+L8/+uwCQCDXfPXsO7+FtvIz5EsgsGkXamjrIyWHOxzkzEOrewCcliDpuYBpbQhkgK9JWDWvjkHOcDOQC27u4jEtYMlO7YLb2Lj7GeSEDi6XPGibHKck4GcjKcytCJmKNhLkKQ1QnEnf6H+BH3CrPduzJtHeY80ciLOWVCSlfxjV5QRRTj5mMqcdX8SZeEEg5KRCz/ij/Y7E2Stu9EsQAr6hVSGLmEuoVpqtEruA1vCWU6TyaRdo6OYDS6ngGF5yJma/yxASLE0wnNGvU4xfxuqCQ5+wpY2ScsQCUDhp4FguGBdtD4oIKmglz1ZCNoIgFvCTIcxf88QEIxDqHTdV4VjMJ9d8qKCIWaizWAog4uiSoZUnoETniUVkYRwWE+oc+UI2IIypRYEQ1ohET15hK2MxZ7TftFM/v+8l83/voGSgbyjLW9PJwa1gGjwr6BTM1ZiuBG3NVQsmWBUU4KPjYAEq7hW/kxQ8GBXlBb4eioJux2udmj2pBFMF3ghIS5KO64tgAyn5wAx+5vc39HfoZGzts59wdku2wngdge2XLHdKMjjS9orQ9QGftbsZyj9sZf2dlcgu6OSsD1jP4CX95xMIyLgn3W+/P+0Pz/dzFSsTZhAdxIN/6kI3sOr7CdXsDaqQdeX5HaXv56z+2XJxOPnNvuKrT49dN7vQNO31o46agkZPPgoMsfWOmim/xqWHxhWHO2XdUL3/ol07//dLvGlaNYP+JAJSE/B4/4/dON2PpVba7qnFEmIZr9kb5aF/HAbBr5a64gCtf/vbg86emExuD3NWnzzwp7A95lLa3Tg3APiBTwjJSF9J+T1n/4yyqJwXz3wZ8bI/tpPYPeqcVOHkm+2UAAAAASUVORK5CYII=) 13 10, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe3WS2skZRQG4KeqrwlJJjOOIUaRNrhQ8IbILGQ2ulMU3OlGN25G0JV/oH6KP0FEUHeOC5FZyYioMcTGS0ja2GZy6a7uVHe5+Go0Ct2p9Chu5oWimq6v6rznPed7z8f/jKjswjxpxaijWvw1Rhol7fF/TqAIPj/hcRol7WxWAnHJdc1pz/KkNWv8P+WciOLjp4lWsVDce8VVxUwqnEngH8Hn8SJWcYRNfIvtWYJTvgcWip+v4NGCVL24f433kWIYJe3heQiU7YGhkP260A+X8Rqu4XVBlSbqedKa1i+zESiyauJAKNvz6vGaetzEY3gVTxTEqnnSKlPa8gQKDPEFFtTidfXodgGX8UhB5AGsmL5r/oZSTIudMC4+3B2kI43VORpV+llsO12Xe1zoix1s5UlrE92zPKKsArGw9Zaw0FioUq2EcBeqLFbhGTxZXA8LiqwVJnbHBOqC1OGdwYilCosx9YiVBvc2nsJVf9n1JayZ7KAoWYJT6+bxhgs17qsFElspFyvUY+pRyy/pS8W6baFsG/8GAYLTrYk0LVaZj0Oul2sheCViv0qjsm7rOMZn+N0ZDVmWQCpkk4miUPPuCXGTe2LmqizX+S2ll9GtteyfjPGNM8pc1gcy/IzUON9ykDHMGeT0R2Rjjk+IK+Qx8xVoCXY9dVidpwQH+AAvq0fr5qLw9uGQPgbHjCtkOSc5oQe6QukmDqvSRlQcPHbQ1hvRyfiuR2fMrwP6OWlGN+PwhDCo9gviE+OcRwFCdx/YGxJH3Mq4VGO1xuGYQcTegHR8gE9wQ3DQiTiPFYuSdg8ffflTys6Ao2zT3jBkvZex2+do9CnewntC85pG4lwECnz+4UaPUf4uPm5vD/ihz05qdzslbL+9U8HTKGlPTmoGAvKktYRnBWt+rnM8vrayvErtohvf33Tl/sYLgvz7Zx1aZ1FAlLQPhMm4ges3dwdceUd+9W2d4zFB8qMyJ+aZFLiNPGnNC+P3wa86w+s7hyM/3jrx5tNLD0VJu13mG3dE4BSRBWH4xMIhtTOt7ndxF3dxGn8Ayh4K7+2qlzoAAAAASUVORK5CYII=) 13 10, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 13 10, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 13 10, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 13 10, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 13 10, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 13 10, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 13 10, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 13 10, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 13 10, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe3WvW8cVRQF8N/Mjtf2+iOWY5IlQjAFBTRAJIRCgRSlRIgOUUWipKGmoZiWv4IeUdBQUoEQIAQoBSKArBEY44BljO1svOvZHYr3JjGON1knQJMc6RXz9u255368+y4POpL7JaiLPEUaP0dJUY7+NwF1kc8gO7I9SIpy8J8KqIscjjN+YhHjCMYZfhxnUGELPexHniYVVSNiEs6JI1AXeY48fjbCvxMiUaEd96q41ieph4kE1EWe4Xl0o6F2FFGiI3jeRKMneL+J35OivCP3pClYioYew4t4Lor5EFej4VFc2/jZrUhs3Yn4rhGI1ywXcv8WLlnMuq4PaSe0U/6q4HN8jR+jgO+xh82kKHvj+NNxPxxCO55bwY5E11zGozM82eH0NOdmWW5fwBt4WojWolAf89GJexbQnMvQ0UoYjJhvkSUspyykLGQstzt4FeeFdC1G4d1xIiYRMBByu4MvVPVAO2E+ZS7h9BRnpzibcSpjaaqLl92qieaGLN+TgHiVtuPawJfShP4oROBUmydmWWjxyBRpQkjBilCcopB2XeTto/yTpmAP68LVyu0PuXHIvyyh07pVLaEI54W0NaeOtTepgMaTDpYsZKy00GJYs3kQmK5V/DkQjTf8+4d4KkcwkYDYTFYEb/a0BMPVkN0+WxXbQ3YqWimhXnpC5Jpu2EuK8jYBEzWimLssEmeyhNmUNGX7gIN48OBm550RaqZJQS/+9zac5DEa4Bw29esV1wZBwGDEbsVBffPgNxv9F853p5vHaDspyv3jCJk8BQPBi3ls+WPAjVHoo1uD0An3KvaH1LXz3elSaN8jY67fiQRErGEVq7/+1jcsb3D1up2NAYsXqbHcZjoVjTeFOPOvCEiKskqK8iu8+9kvfa00uWxYv/7tRp/WVBBQjRjVcEUoQELkxvNOKuAo6iLvCOF9Zn23+uhcfom5M6x9wMjbwqywih+Oq/4GJ0nBP5AUZS8pyjV8+vFqX33xTfWF17x/5TphTlhHeSfjnHAkG4O9y8/OvfTeO698cmhvzV2e4Qb3PZZDXeTzeEqYGXbwkzANnWhEf4iHeDDxN4T0FOSkvgjHAAAAAElFTkSuQmCC) 13 10, auto;}
}
div.testarea{
animation:rwdcur118536 12.8s linear infinite forwards;
}
