@keyframes rwdcur27607 {
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,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHIUlEQVRYhe1WbWxT1xl+7rnX177OtR3biT9CHPIFSXGaxMk6IBDqQvhwCgzIzDpEhbZJjViltWLSxDaxRd3WTkxbt1UVY1Kl9WMKDQytDCF1ilho05IBCQGTi53EtUOimCR24iSO49i+vvsBTCFxIOvaH5P2SK/uxznveZ7z3vc97wX+j/toamoiz2/bpvyyeaqrq5n5z/SDGwvLcgf27DlSkp9vkjIyvH6/P/lFE397797nbCUljom5uY5AIJB6SMBNrzdRv2OHYXd9fUu+Umm35eYmVDrdkNvnm/1viL+zfbtuy9q1X/uGw/G7Mqv1JZfbfeLM+fPCg3F6/mSa5z/b6XDYV1gsG2tKS/fpCWlYYTZLEs/fHBoa+o8i4rRa2SPbth2qsFpPrK+pedFSVJTvd7vbP/F6fyQIgpRWgCAIyV12+2yZzfb1GMtCs2KFjiWk3iCTbSo2GsMFer1feIyQF6qrmafXrdu3wWb7/eqKipe0paVGjdmMEZ8P19rbf/5mS0vn/PnMwgVa3n///NMOR5emoKBKYzRieGwMjFK5adWqVZt4Sfpoa339r184duxcOvI3jh7dX5KZeTilUNjjKhWSWi0MWVmIRSLwu1y3eicnWxb60AtfXBWE+Po1a0hxeflOyGQIB4OYTSRAOA4Ko3Hleput4cnCwq6/trb2zfd75fDhTRXFxR8k9PrCpFIJRqGA3mAAIQRRnw/ezs5fHT937h8L+Ui6nfzm+PF3hq5cacfsLLQ6HebicRjMZmiNRvS4XGwgFNq+0IcnZMuo38/MiCJomobZbIZcLkdkehrDvb3d7eHwH9NxLfoEAPD3mzejF06dOlETDG6cIgRqtRqQyRCZmUFVRgbqKivrj9bWxjA7mwWOG4cojqG8/KArHoebppEAIEkSMhQKTAaDyX/29Lx2urV1atkCAODy9etnDQZDO5Obu9GYlwcqkUB2PA6dxwN4PMVQKH4AiwWgaWB0FLh2DU9areBVKnRHIgDDIBGLgRofv+jluDNL8Swp4E9tbTFrWdnJNQrFRpFlQU9Oonh0FOjrA3JygJoaJM1mEJoGiUQAjwdgGBQMDyORSKCnrw8ZanXsutv9xunTp1NL8SxKwvkYF0XBqFJdJ5FIKjcUorJ8PgPMZkTWrsVdsxnTHIdZjoOo1UKRmwsMDwPDw9Dn5V37cGDgHXcg8LOfvPXWh4/ioB41OB837PaXy02m12e2bMGwxQIQApYQyGgacpqGSqEA6/MBb78NhMM/pj799NXlrJu2CtIhm+cLUFiIWY0GSQASgNQ8iyWTgMEAZGcDklSy3HWXLYBNpdQQRcxJEiQAuH+VJAmp+4ZU6p4RMv6FC0jE4z5EozBGo5DNI39glCQBweC9PKCotCWXDo9MQgD4aWPjjt0bNjRWPvPMroxQyEhSKUgqFeZYFiAEFEVBRlHQz8wAFy8CVVXAvn0F+QUFtRuqqpIJjuvz+/1LVsGSZQgArzU27qiurPxbkhAmZbEAY2OAx4OsmRnwxcWI8zxSNI3M6WnA67033tCAyWQyjwfySq3WPRaT6ZttbW2LesBjI+B0Osnmp576rdJiKVHo9UgZDIjn5ECdTAI+H5iuLsjv3IHi9m2gowPgOKC0FP1aLSZZFjVbt2JldTVlZBijv7f31FJddMkIlOn1uxUazQ65TAZerYZOq0U0lcJnZjPE0VG/WRDeUwaDSiKKiiQhg0xd3bfGOW71EEUhX6sFKArhcBhTsdimouzsnQDSnoZpBeyy27NsNtsxc34+MeXkwFBUhBGvF4FgECMeDwITE2e/19FxbL5P8+DgKi3PrxbVakzK5UhIEkAIxlMprM7Le9Fut59va2uLLeRKWwU7a2sP5BcXV2VmZiI0MQGfIKDz8mXQySS+UlsbUxcWLjrdXB7Pu5RcPiXG4wgMDqL39m1MTkxApdEgv6TEvtlkei4d16IceH7vXsOBZ599U6TprPGJCYTDYYwODGClSoVslu346NKlHx5qavpgod/HV6/611dXd4iBQBbNMKsZmQzxuTnIJAkiwyB8966Jl8n+vDAXFgn4/sGDh9ZVVBwai0QwHgphKhDAzMDAFY/b/crJ5uYjv2hu7k63EwC4cPGify4j4y/0yIhbnkw+kcFx2RQhACGAJOWGIpEbVwRBmO/zkACHw8E21NW9HqHpXF9fH0Zu3brZd+fOLz92uV4+3tJy+XH/gwDQ398vXurpcVFK5ZnMaDSoA1Y+odXqUzod4qJo4hOJhyriIQGN+/c3mHJyDru7u6/4BeHV9v7+IyfOnr0k+P3xxxEvhNvrnbnQ1fUJzbKn+Gg0pOS4Ar3RaBufnr7dfuOG68G8f3dDp9NJNldUfLfX5/MPTU1deFQP/zxwOhxZXy0s3KzhecPJ1tY/dHZ2Lo6m0+lcdm/4vGhqavrSOf638C/6hegHfsPn0wAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHDklEQVRYhe1WbUxb1xl+7vW9ti8YbGxjMNjGcQyJYYQkBkSCV5xkc0ZEWD5GlK1b0zbT2q2NyDIpUrr9yLq1m9ZGlUpVVqmaJkVborGhJcsihaFhvgqEEAbDhgGmjjEf8QczYPz9sR+UzAGTkq39MWmPdKR733Pe93nOe9/3nAv8H5/gMkAaDIaUz5tHq9VSie+stQe2wcA8d/jw+bKSEmmUzbZYrdbIZ018pqbmdFlRUfVCINA7NzcXe0yAxWIJ7ykpSX321KnmL+TnHyhITw/LhEL70Mcf+/9b4pOVlSe+WlXVUFFa+oOx8fEPrt+8ObI2z0pcHGez7bsLCg4cqK7W7SkrO8EJhU5q5fK4gMsdNtvtT5URrVZLHausPKFTqxv2VVRc1JSWKoN2+8ifjcZLZqs1lFSA1WqN7JLJgiKB4GTOrl0oKCoSztvtR/bs3PnMjoICV3t///inEX9Hq6WqKitP6FSqBk1+/sXtxcVKVXExgktLGLtz58qbN260Ja5nrQ8Q5HInFBkZ+jyFQsERi+F0OuF2ufJSafprNTqdplAmG+seGXEmI//FSy+dKlKp3pXm5l5MVyqVMrUa2/PzEfT5YOnpGb9tNtcPWywriT7k+iBGozEw63Y32iyWVQNNgxaJ4IvF2Ky0tG8c0unaf/rKK7Xr/X509uxXtDLZbzJzcvR8tRppUil4QiEi4TCmhoYwZTJ9cLWlxbHeb4MAAPhje3vzUH9/FwIB5BcUgGIY7Ny7F4WlpQinp4tDkcjR9T4aqfRZXzhMObhcsLhcpKakgGaxYJuchMtiudu3sPBhMi4qmdFoNAa+WVvb2HHrlo4RCpErl4OiaaTxeOD5/djN5+t/fPDgRfh8WYjFeMjMnEBW1v67i4vwMwyWAwGwCQKBWAyLKyuR+zbbT5paW5eScW2ogTUIg8GJHVKpHgSh2KbRwDE3hwyPBwWBANI6OoSIx78MuXwfBAItfD4DPJ6MXJKELy8PToKAJCsLS8vL8MzM3BxwOt8wm83xLWcAAH5tNAb2V1Q0PldTU85Rqdi2e/eg7OgAwmFAKgV270ZIJAKbJAG3G7DZAA4HZdPTyExNhSkYRCwa9U45nW81NTXFNuPZVAAAzHK51yeWllyFLteZlJGRnfB49kKlgqekBB4+HyRJgs1iIVUkQppcDrS3A5OTUB47Nv6H4eGP5qenr7599epHT+IgnjSZCGt5+at5hYUN4f37YVMoAJIE9YkANosFHocDjtMJvPce4POdJTo6frWVuEm7IBlyRKI9EIvhzchAGEAcQCxhBKJRIC0NyM4GCKJ4q3G3LAAME4JQCBZJIh6Prw7g38/xOBCNro5AQPiZC5jwegfhcIBZXgaF1QwggZwCgJkZYGEBSE39x1bjbtqGa3jr5ZePHTcY3lCLREdETqeEBYAjFsNH04iTJEiCAJskkbG8DDidgEIBaDTyw7W1BwrV6kiIYSasVuumXfDEIrx07lzhD+vr2+bdbomAYSDq7wdMJkAgQEwqxYpQCCIeB8/rBQYGAIoCysthFQoh5vMxNToasy0ufv3o+fO/e+oM6PV66rX6+nfZ6enlD91u8PPykKJUrhZaaysIiwWcqSmwR0eBvj5gZQV48UX4BQK4GAZzgQCcDx8SXL8/y+f1Xt/sOt9UwGmD4UvFO3a8GQiFiF06HVJ4PICmAQ4Hsy7XCD04+A41Pz8Pj6cFXO6f8PzzhQ6lMm0KQK5MBoqiQDAMpsbH8yLh8FCXyWROxpP0INLr9dxyjabetbBAVh069MjucDggYRhMcjjDVZ2dP0/06b5woUQSDJ4OLi7inzSNaCwGhseDQKmEdGbmXN2+fbeaenoC67mSdkF9Xd23NaWlR5iMjEe2+52dMHd1YXZ0NDC0sHBtvU93b28D4fPZxgYHcefGDczYbCAAyFUqCHJynhFnZ9ck49rwCb51/Ljki8XF7wdZLDEIApbRUViGhuB68ACk293b3dt76dyVK83r/f7S1jZN03QLFY9nSShKRYbDFIvNBovFQiQeR8ThyBYwzIZa2CDg1draM2K1+ow/HEbI78fy7CzsY2N3B83m19t6ei683dz8t2Q7AYCegQFnS1dXkywzs1Oenp7L5XC2+0MhBGMxUOFwnjcaHepbVwuPCaiurmYf0uneITgcmcdmQ9zvv/vAan29rbv7+x/evt231R/TPpPpAcXl3pRGo0vwehUsmhaBz0c8FhOH2OzfJp4Ljwl44ejRk5kSyXftVutf52dnX+uwWi/9rLFxy8SJ+PvkZPD3PT1dIi73+jafz53C4WxLEQi0Sx6P6Z7JZFpb9+ggqqurI0tksu/Nzs9b37927dbTEn4aXqiuFufk5h6MEISk9f79Xw4MDGzcVF1d3dYvp/8Qly9f/tw5/rfwL7fO42Cp1tuVAAAAAElFTkSuQmCC) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHHUlEQVRYhe1WbUxb1xl+7rnXH9ef2AZ/EEz4CtCYAoZ1SUhI3YQkmCZZEuasi1JF26SirNJaZdKUbcqGuq2dMm3dVlVZJlVaPyZSkkVrFkXqhBhpacNIIASHiw24NgHhADYYMMbYvr77kWQiYBLWtT8m7ZFe3Y9z3vM8573ve94L/B/30djYSJ7fvVv2ZfNUVlYyS5/pBzdmsZg9cuDAiaKcHKMgl3t8Pl/iiyb+9sGDz1mLiuzTi4sdfr8/+ZCAXo8nXldbq99fV9ecI5PZrFlZcaVWO+ryehf+G+Lv7Nmj3blp09e+Ybf/rsRiecnpcp25cPky92CcXjqZVig+22u329aZzduqiosP6QipX2cyCYJC0Ts6OvofRcRhsYhP7N59rMxiObOlqupFc35+js/lav/E4/kRx3FCSgEcxyX22WwLJVbr16NiMdTr1mnFhNTpRaLtBQZDKFen83GPEfJCZSXz9ObNh7Zarb8vLCt7SVNcbFCbTBj3enGjvf3nbzY3dy2dzyxfoPn99y8/bbd3q3NzK9QGA8YmJ8HIZNs3bNiwXSEIH+2qq/v1C6dOXUpF/sbJk4eL0tKOJ6VS26JSiYRGA316OqLhMHxO5+2BmZnm5T708hfXOS62ZeNGUlBauhciEUKBABbicRCWhdRgWL/Faq1/Mi+v+68tLYNL/V45fnx7WUHBB3GdLi8hk0EklUKn14MQgojXC09X169OX7r0j+V8JNVOfnP69DujnZ3tWFiARqtFNBaD3mSCxmBAn9Mp9geDe5b7KAjZOeHzMfM8D5qmYTKZIJFIEJ6bw9jAQE97KPTHVFwrPgEA/L23N3Ll3LkzVYHAtllCoFapAJEI4fl5VMjlqCkvrztZXR3FwkI6WHYKPD+J0tKjzlgMLppGHIAgCJBLpZgJBBL/7Ot77XxLy+yaBQDAtZs3L+r1+nYmK2ubITsbVDyOjFgMWrcbcLsLIJX+AGYzQNPAxARw4waetFigUCrREw4DDIN4NApqaqrVw7IXVuNZVcCf2tqilpKSsxul0m28WAx6ZgYFExPA4CCQmQlUVSFhMoHQNEg4DLjdAMMgd2wM8XgcfYODkKtU0Zsu1xvnz59PrsazIgmXYornOYNSeZOEw8msYJBK93r1MJkQ3rQJd00mzLEsFlgWvEYDaVYWMDYGjI1Bl51948Ph4Xdcfv/PfvLWWx8+ioN61OBS3LLZXi41Gl+f37kTY2YzCCFgCIGIpiGhaSilUoi9XuDtt4FQ6MfUp5++upZ1U1ZBKmQoFLnIy8OCWo0EgOQyiyYSgF4PZGQAglC01nXXLECcTKrA81gUBAi4l+UPrsn7hmTynhEy9YULiMdiXkQiMEQiEC0Vcd8oQQACgXt5QFEpSy4VHpmEAPDThoba/Vu3NpQ/88w+eTBoIMkkBKUSi2IxQAgoioKIoqCbnwdaW4GKCuDQodyc3NzqrRUViTjLDvp8vlWrYNUyBIDXGhpqK8vL/5YghEmazcDkJOB2I31+HoqCAsQUCiRpGmlzc4DHc2+8vh4ziUS2HMgutlgOmI3Gb7a1ta3oAY+NgMPhIDueeuq3MrO5SKrTIanXI5aZCVUiAXi9YLq7IblzB9L+fqCjA2BZoLgYQxoNZsRiVO3ahfWVlZSBYQy+gYFzq3XRVSNQotPtl6rVtRKRCAqVClqNBpFkEp+ZTOAnJnwmjntPFgjICM9LE4SMMDU135pi2cJRikKORgNQFEKhEGaj0e35GRl7AaQ8DVMK2GezpVut1lOmnBxizMyEPj8f4x4P/IEAxt1u+KenL36vo+PUUp+mkZENGoWikFepMCORIC4IACGYSiZRmJ39os1mu9zW1hZdzpWyCvZWVx/JKSioSEtLQ3B6Gl6OQ9e1a6ATCXylujqqystbcbo53e53KYlklo/F4B8ZwUB/P2amp6FUq5FTVGTbYTQ+l4prRQ48f/Cg/sizz77J03T61PQ0QqEQJoaHsV6pRIZY3PHR1as/PNbY+MFyv4+vX/dtqazs4P3+dJphChmRCLHFRYgEATzDIHT3rlEhEv15eS6sEPD9o0ePbS4rOzYZDmMqGMSs34/54eFOt8v1ytmmphO/aGrqSbUTALjS2upblMv/Qo+PuySJxBNyls2gCAEIAQQhKxgO3+rkOG6pz0MC7Ha7uL6m5vUwTWd5Bwcxfvt27+CdO7/82Ol8+XRz87XH/Q8CwNDQEH+1r89JyWQX0iKRgBZY/4RGo0tqtYjxvFERjz9UEQ8JaDh8uN6YmXnc1dPT6eO4V9uHhk6cuXjxKufzxR5HvBwuj2f+Snf3J7RYfE4RiQRlLJurMxisU3Nz/e23bjkfzPt3N3Q4HGRHWdl3B7xe3+js7JVH9fDPA4fdnv7VvLwdaoVCf7al5Q9dXV0ro+lwONbcGz4vGhsbv3SO/y38C7qg6QRWVukXAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHE0lEQVRYhe2WfUwb5x3Hv747n33YxmAsA7Z5MTEOryXEkJGZgQktLS1J81JQm01rq3ZLmqhN1kmR0r0o2tZu0hpNahQytK6qFm1BaRspURYpWRQMDZDwlpDGDiGYHK8GerzYwcbGZ9/+YGQUTEq29o9J+0qnu3ue5/f7/J7n+f3uOeD/+peOAERFRUXUt80xm83U0ndy8YGuqGB++PTTBwvz8hJDNO1kWZb/psEvV1W9WJidXTnl919zuVzhrwTgdDqD+Xl5su/X1JzJSU8vy4iODupUquHu+/fn/ltwjcWyc2tp6bGigoKf9vT21tWfO3d7sZ9cOlig6eENJlNZWWVl8YbCwp2S+fld+UlJQqxUessxPPxYK2I2m6ntFstOq9F47DtFRYcyCwpSA8PDt/9usx12sOx8xABYluWfSEwMqGJjd2nz8mDKzlaNDw8/m5+RUbLeZOIa29t7vw78Y7OZKrVYdhYbDMcy0tMPpeXmpqbl5iLg8aDn4sWj750927B0PLncQYBh7qXExVmTk5KSJWo1OI7DFMelyMTiF54rLs7M0ut7mm/f/jIS/Lf79tXkGAwf6HS6Q4rU1FS90Yh16ekI+Hzob23tveBwHLjldHqX2hDLndhsNv8Yx50YdDoBAAJFgYyLgzccpgmFYvcWi6XxN/v3b1tu9/PXXnumIDHxr3FarVVuNEKRkACFSgU+GER/dzfu2+11Jy9dmlhutyIAAPissfHMrfb2q/D7YTSZQDEMMjZuRHZBAXilUh3k+eeX22RptS8FgkFqUioFIZEgSiYDRZIY6usD19/f1jo19WEkFhWp0Waz+X+wbduJpvPni8XR0UjUakFLpZArFJD7fMiNiSn4ZXn5PsLt/h7E4mFoNJPQaLa0ud2Yk0rhCwRAkyR8ggC318t3jYz8+pPLlz2RWCtyYFGqQOBeul5vFRFE8rqsLEy4XIibnES60wlle3u8iCCeg06XA7X6u/B6n8TERLROEBDMysJ4OAyNRoMHDx5gemTkXOf4+LsOh0N4rABusixvNZsDVZWVW2ONRnK0sxPZzc0AywLr1gGFhQht2gRRTg5EJhPAccDx40g4fRrKigoMeDzgfb7ZnoGBN45/9NHgapyIW7CoUbG4/p7Hw2Vx3MsJN29uQH9/FgwGePLzMRMTAxAEKJKETK2GMj4eqK0FACRrNLc+7ejocg0NnXz/5MmWRzFEj+pcqs6iotc3mkx/mi8rw1Bi4gKcICAmSdAkCTnDQOpyAR9/DMzM/Eh05UrEpFuuiFUQSQa1ej0MBngVCswDCC+7/MEgoFIBSiUwO1u+Vr9rDkAOqACAIUlAECAIAgRg4S4ICAsCEAgA4TDAMKPfeADc/PwXEIkg9XofJs4iXBAEUIIATE4uJCNB3F2r31WrYFG/379/+/NPPfVuqlpdHut2x4PnMa9QgJdKF2ZAEJCIRFB5vUBzMxAKARZL7jM7dpRkGY38PMPcY1k2vJr/R1bB4T17sva89VbdlzMzmjiGARobgaYmJHq9CJhMCCgUiCJJUG430NsLTE8Du3djgKZTs2WyVBnDbDcZDC/ZbLbTj70CVquVeufttz8Qy+WbxqenoUhJQVRS0kJnQwMopxOSwUEQd+4AHR2A2w3s3QtBq8VYOIyxuTnMcJyI9vnifbOz9asd56sG8GJFxZO569e/F+B50RMWC6LkckAuBxIS4Pd6+wZv3PiFbHr6Djk21geZrB6vvJI2rdfH2ufmoNPrQVIUwlIpnHfvpvA8333VbndE4kTcAqvVKt2UmXmAm5oiSsv/XVHjLhfiJRK00XRbaUtL7VKb5oMH8zTBYFrQ48E0TSMUDoORyxFrMEA3Ovpm9ebN5z9pbfUvZ0WsggPV1a9nFhQ8y8TGPmzr+vxzOJqaMOpw+Lunpk4tt2m+du2YyOcb7LlxAxfPnsXI4CBEAHRpaYjWakvUCQlVkVgrtmDvjh2azbm5tX6SVIcFAf09PXB2d4MbGAAxNXWt+fr1w28ePXpmud0/GhqGxGLxJTIUitcQRBoVClEETYMiSfCCgNDEREIMw6zIhRVbsCE9/YWwUpnhn5uDwPPwchy4wcG2XpfrzwNO518iLeOijtbVOQBUH6ipKbGKxT8LRkdX+CUSCBSFeJ2uROvzVaG19dNVV6CyspLeUlz8B1Ii0c8MDQF+fxvLsr+ytbT85MMLF66v9cf0ut0+QEkk5+JDIQ9mZ5NJsThOUCohhMPqeZr+29LvwlcCeHXr1l0ajeaNAZa9Mjo6+s5Vlj38uxMn1gxeqi/6+gKftbZelUql9Zk+36RcIjEwMTFmz8yMvcNuty+Oe3gaVldXE3l6/b7RsTG29tSp848L/Dq9Wlmp1up0W3iRSHO5q+uPnZ2dKydVXV295rPhP9WRI0e+dcb/lv4JPorkG2lOntgAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG+klEQVRYhe1WbUxb1xl+7r3G18Y2tgFjMGA7fAYF0jpOKTSUmJLQRG0+msqIad2iNa1WaWmWNYm6RIuEtEjtVk1VQkijqpmmKihtMiWTkpDWAQqIhqzBSSB8GhtcAuIjjjEGf3+c/XDYCDWUZu2PSXukq3vPOe/7Ps9576vzHuD/+A/oioqK2J+aRKvVchaOmfmPiooK/ivFxYfV6ekyjkBgGR0dDf6YxDqdjlO5eXNVnkKx1QXcHB8fDz8mwGKxBF7dvDm9uLCwTimTlWYplY50Pt/a+18KeaW8PP5nGzf+fINW+5c0qXRf79DQR1caG3vn15mFxtxw2FJWXLxFLJcXxXO5VXEiUWlmaqpjlUTyg4W8vn278LX1639ZodWeSl69+k0mJkY1MTLSNuhyHent7SVRBfRarf5NGg2dqlK9TPH5YHk8VWJsbJVKLi/NTU93pMXFfa8QrVbLea2oaNcWpbI2LSfnN4LsbLkoPh4PTCY8vH//WM3588aF9sziAJKkpJGKvDx9jlYrkcjlICwListVJYlEVcVJSaW6nBznrEQyaLVaw4t9a/bv3/KcRlMjYtnDQrU6fXVZGQo0Gsw5HLDcudN9a3z8wD2z2fe96bt24sQ+3+goIYQQEggQ4veT262t5MaFC2SuvT30ycGDVYt93tm9+4UvT56c/fDdd0l9XR0hHk/Ef3aWfHnqFPlzVdXBaFycaJMfXrnyiTQ9fduzqambwImYaJ5/fn6Zzm1r2wHgs4U+yUrlr8ZDIWFqXh627tgB8HgAgD6jEfe7u+92zsx8vGIBBoPBXZKb+8dnd+4sgccTicTnRxaHhlA4M1PoLiray2eYVAQCaiQntyA7u9C0Zg3umM1ou3kTJeXlAIBbBgPMNltN3bVrzmhcVLTJeXgdjjOsWPz6Y5MdHcDRowDDAAkJQDgMTEwA2dnAkSMImEy4/O23SElLQzqfj/b6ekODwfDSx0Zj1OL9ThEuSk+XbtOmXQDEIAS4dAmor48Qb9wI77p14BQUAFlZwNwc0NoKJj8fToEAzokJuHp7vbaZmYN/uHixfymOZQU0t7U57CbTbffYGJtiNAb416+nIDERjmeewVRyMlw8Hjx8PiCTgatUAsPDwK1bSFMoTIb+/saukZHf76+trV+OY9lfsBBjOt1eRVZWTbCwECMqFQhFgUPT4DIMWIaBkGXBtdmA2lqAYfZQly//dSVx6ZUKkHG5GkgkcEil8BMCAoAACD96PKEQIBAAUilgtxesNO6KBQSFQj9kMtAMA0IICCEIA5H3ozHCYYCmAb9f+aMLGPZ47sBuh3h2FjGI7B6PiAkhYAgBRkeBBw+AhISWlcZdtggB4Ox771VWv/FGNY9hXoqfnEyiw2HQEgl8XC4ITYOiKLA0DanTGclAUhKwdm0mf82acm1GxvTXXV2WJxZw+sCBXdu2bTu36sUX860uV1LK5CRgt4PnckFCCGJpGgKfD+KpKeCbb4DkZIBlccPpTKDE4tVPZ2aWyeXya1/fvm37wQL0ej395u7dxymBIMtkNkPF5yO2vDxSaA0NoAYHwbFaETMwABiNkcMoFIKRx8NAYiL4PB7sTmcch6YlX7S2XlqKZ8kayElI2C5OTHzh4dwc7E4nEpVKYNUqQKOBWaXqdkxPv42+vr/BYnnf5/e/jbKyiZaMDFiFQvBpGjEcDliWhSQYrDpcWblzKZ6ovUCv1/NyVKpDNqeTBoeDoN+P4MwMOBSFnp4eXPL5uo+2tJxc6NO8Z88GaUxMldPnQzAcBmEYCOLj4Z+Y4OQqFL/V6XRfNDc3e1eUATXLVsaw7HNhANN2O8QCAeq++gq1n36Kfqt11OXznVns09HZecb98GHQNzYGr9OJcCgEimGQkp+PRJVK94u8vLeicX2nBnQ6Ha8oO/ukIisrTSASYXpqCo7hYcxOTgYnbbaLXf39vz5+9mz7Yj8/w4wksOygx26XubxeFUVRiBOJIIqLQ2xcHHhudz6fyz1ntFjmlhWwtaTk5afXrn0nu6CACvv9iI+NBRUMGox9fXuPnT79vrGnZzLaTqxWa/jqjRv3GLn874zb3ScNhdQhjyclBEAoFoMSCuOc4+M9jZ2dd5cUoNfr6RKN5kTeU09lwuNBrM02NGw2Hzt+9eqhM+fOLdnRFmJgYMDffu9eVwLLnqcCgR7G7Vb7vd4UiUIBLpebTGZm6hbeKx8T8OqGDfr1Gs0hz8hIT39T058ae3p+99YHH1w3mUyBlZAvxF2r1dvU1dVFcbnnPW73P0OECFNkslJ3KDTY0tHRNW/3726o1+vpYrV6n9/rtRv7+v5xoaEh6g3mSaHT6Tjr1OqKZJks4/OmptPGaBeU6urqFfeGJ4Ver//JOf638C8Ev98VXdxqzQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJ0lEQVRYhe2We0xb1x3Hv773+oltsI1tDBgbMI/hABbGgfCSC6mzoFJtZd5IE2lL1KpZpqWpMk2qtkpUnbSoa1pp0tRKrdotzfqQQtQhjYQUQrJ0rGAwBoPDGxMcHDHzsA347bs/kmwUDErW9o9J+0pHOvee8/t9P+fc87jA//UfESaTifdtm+j1emrrM/mwYjKZuEcbGl7OysiQEjzejMvlin6TxkajkWp58smWYrX6sC8W+9Ltdse/AjAzMxM5ceSI6nuNjRfZkUidUiZbY6WkOL8uyHMNDbKnqqqOGGtqzheo1adHxsff/su1a46H7eTWzmyxePzHZrMxNTW1lhEOt2RxuXXlOTlrCqHQ6XhMkKerq/knjMYTpUVF72nKyn4ilkpVE5OT1297PK84HA46IYDNZos2NzQwC2trmwJraxCKxSqxQNCiFovrynNz11ILCpwOh2NPEL1eTzVVVj5TnpPzhwy1+qey/HyxQCTCot0etTgcL37Y1ja5tT+5PQGLy11o0GrNvkAghWKxQIlEYHI4qsp9+1qqs7Lq6kpLfSsEMeV0OuPbY888/7zOVFj4Vnpm5qsSiUSZrtFAZzCAZDDwj56ertlI5NWto08I0Ge1blSWltLytLTDNEWhxGDAvupqDIyMQFNWpiqQy38k4nKH2rq7x7fG/ezo0fr9Ol17klxuEAqFKNbrUd7YCK5YjIErV6I9fX1nPmpvn9zuRySaxj92dl6cn58fCIfDWJibA0gSjceOQVFSAvv4ONbn5p7YHiORSI7TNJ1K8XhoOnQIhbW1AIDAwgJGe3uvbwqFVxN57ZgBAHA4HIGGqip/VkbGD/w+HyIbGxClpQEA1KWlyLDZ2L+KxTbOyWQvtyqVpta8vJIn1GozJZEI3Xw+1jc3oczNBQD0trdHb/T2nvkwwegBgEr0EgD+2tb2mSIe78qsqTm4EQph2e1GbHERsuVlyG02HZKT/wSNhgBNAysrQF8ftHI5QJK4PTWFbp8PDcXF2HQ6r6/uMvpdZwAAHC5XNEcud2vU6mfpzU0iRyxGUmcn0NEBZGcDFRWMyP79YGi1YOTlAQQB+P2QKZVQpKUhPD8P59hY8Lbb/YvfffDBxGMDAEABk3lng6aH73o8rrLlZT5x65YcSiX8BgP+mZ6OdQ4HAQ4HcYkEHJUKuHcPmJ4GVyCwDq2uft5ht//y1+++27mXB2Ovxq2y19ef3KdSvY3qasxmZgIEAZIgwCRJsEgSfDYbnLk54MIFwOM5wujv/+RR8ibcBYmURpKlkMuxlJyMEID4g0I/KMFYDFAoAJkMoOkdu+RrA3AJggWKAoeiAJpGnKZBA4g/rNM0EAoBNA3weJvfOIAvGh0DSYK/sQEm4/6Xox8Y0zR9P9HKCnDnDhCJ9D1q3j0XIQC889pr3z2s17+gUKmapaurckY4jKhAgAiHAxoAgyDAIghIfD7AYgEyM4HXX08v0Gj0OpWK1TMwML5X/j0B3jh16pnKoqLLKVJpjUylkqeEw8DiIpJWV8FnscCkaQjCYYju3QP6+wG/H6ioQGx5WelaWTHIZLKnixSKgZ6hoZnHBjAajdT3q6reXOdy89gKBUprawGTCfB4AKsV5OgoOE4nWBMTgNUKeL2AVApbZia+DIWgLCqCQqViCmIxVZDP/2S3W3TXk/Bkff2zuvJyEy0SYcXrBUSi+w3Z2cChQ6MTFy68leN2FzNjsSwwmZa15ubjE5FI/lIoBAaTCUSjYCUlIcbj1UnD4acAXHpkgAMHDnCMTU0vyHU6AMDY5cvQWizYiETw96kp3J6e7jrT3f3+1piPm5vzQktL+ZRIBAFJYsXrRSgUAofPR7FGc/bgwYPXurq6fNu9Eu6CYzU1PwxFIlUAgGAQaQoFOmdncdPpREZGRpAnEFzZHnN3aeljRW5ulKJpxCIReNfW4Pf7wUlKQm5BQWWFRPJcIq8da8BsNnPqdLrfi9PTlclcLpYWF+FyOhFaXY1Sy8sdgxbL2VPnzu04XsNM5p3C/Pwpyu2WJsXjqjhFgc3hgM/lgs1mgx8MZsd5vI8cMzOBPQF+bjK1ZGq1L6YpFFh0uTBmsWDSZhsZtdtPnzx//pUr/f3TiUbidDrjl69etQvi8UuMYHCCH49/h01RqVGSRBKfD5VQKFm7e3e8a2TEtiuA2Wwm9hsMb+RpNDmpkQhmh4dnh63W39x0OF56r719MJHxdg0tLISv2e3DEAg+ja2v24UEURQliFSOTAYxi5U24fX+eeuf9lcAjjc1mcvLys6uOZ0DN7/44s0Oi+Wl3168+Pn43Fxgp9XeckxPb14fGhrhMpmfhgOB4RAgSJFKq+n19am/Wa0jD/v9+zY0m81EfUnJaa/H47k6PHzpxo0bwcc13UtGo5E6oNWaeExmzme3br0zODi481xobW195Lvhv5XZbP7WPf639C964dsnfxzhfgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJElEQVRYhe1We0xb1xn/3Yftey8YLL/APGxsQ1peLsSFEkiIGRHppuwRIrfNoqlTumaKpi6LoqXJlHVM67ZMaheprGuySdWktFsmSLoGZc1CFtE1AdPglBAwGGxqEx6C2OZhg9+++yNKRohBsHV/bT/pSOfc833f73fP+c45H/B//AtkQ0MD998mMRqN9PIx9aDT0NDAPr9ly/HyigoFIRQ6XS5X7Ismfr6u7oVyne7LCzxvmZqaSjwiwOl0RndUVmpM27a9V5yfb9qs00WzVKrx20NDwf+U+Lm6usbtxcXNxtLSI+7JyTN/vnSp/8E8tdw4KBQOlel0pky1eqtWq20skEj2VKvVPCcU9tnGxze0Ikajkf5qRUVjjV7frMvOPqorLs4TBYP9V7q6jttcrsgDu0f2o6OjI7TPYDgrVSi2Zuh0IGg6X0QQzXqx2GzIyzvVF4tdbmlpCa1FfMBopNn8/G9oFYrvKbKzTbKMDKRJpSBiMdgtlrMtHR2B5fbUygByqdRdrtfv8kejimAshgjLIswwGgnLvrBFp6utKynxXezqsicj//2hQ8/l5eW9pVSpjmoMhrzcJ56AXKUCTZKYHRoa/ktPz6E+p3NxTQG9DsfS/j17EpsNhl3Tc3MgaBqcTIYwScLn8Wjk6elf1+h0PdetVudyvxOHDz9r1GpbSZbVlVRWglMqIWJZJKJR8A4HRm/dOtl0/nz7Sj4y2Z+0d3Ze4CjKtq2+HizHIZ5IoKC0FGX19UjLz+cyxeKXVvpolMq9CaWSpjQazFMUSIEAoXAYY7dvY9JqvXZlYuK3ybgeWwEA+LinZ7Hm6acX9EZjY05GBhzDw2DT0wGCAEkQMExOUj8RCv2/kskONKlU5qbycvHm7dvNTopS+qNRhONxkADG7HYsTk4mLBMTr5xua7OtWwAAhKanh3cajVWi3Fzd4twcQpEIlD4fCm02SHt65BxB7EZubgUUijIsLjbC61XqIxHEaRouksS9u3cR8XhQWFLy4UeDg7+w2Wz8hgTYxsdjpWr13dKqqkYGEAU8Hmzq6wN6ewG1Gti6FVGjEURpKYjCQmBpCQiFkCEWYzYaxYTPh6y0tPGxmZmDv2xunlyNZ1UBAHDh2jWXOjPTMufzCSsDAYq6fl2BrCzMVlTAo1LBzzAIMgziUimY7GwgFAICAWhZtu+G1/vJnZGR48dOnepai4NYa3I5BmprDxRpNGcStbVwqdXgCQI0SUJAURBSFFIZBozbDZw+DQgELxGXL7+7nrhJT0Ey5KSk1ECjwZxUijDPIwE8bDyAcCwGyOVATg6wtPTMeuOuW0CCJGOgKJAUBZ7n7zfgYT/B80AkAsRiAM8vfeEC7iUS3QiFIPH7ISTu79xychoAZmbuN46zrjfumkkIAO8cO9b4otn8esmTT36FHR9XIhJBRCxGjGEAAARJQkCSkM7PA6OjwKZNwFNPlUgNhvoyvX7+em+vY634aybhe6+99qV9Bw+2+UIhzuvxoMBqBUZGAIEA4YIChCQSkBQF8fw80NcHJBJASQnaOQ4Ls7PgAoHAvUhk34snTlzc8AqYzWbyZydPNkMmK7LbbEiVy0HLZBDOzwODg6D7+8FMTEBktwMWCxCPA1ot7CyLcZEIlECASDAorKquzp4MBM7ZbLakzzmd7CMAbNdovoa0tGcBgCdJKJRKzNE0vDU1SE1N7b977txPy6amdiIeZ8KFhZ+IXn31+D+Gh/PmeR4pDINUkQh+ioLdYqndlpq6qwVoTcaTNAmP7N0rryoq+rFnaIgcs9tRVlYGTixG0O+Hd3oaHzoc/eXt7a1Ed/fLRE/Pt5izZ38Hnc7CcRz4SAQikkQ0FgMrkYCUSlEmlx8x79iRtm4BjSbTN9WFhZvHZmbg9XoRjUQw0N2NzrY2BNzu0D2f7/2VPu82N5+Jzs4u+EZH4ZuaQjQchoAkwSqVEGo0VXVZWd9JxvVYDph37pSW6vXvzNK0nCdJLPn9GLl5Ex6bLcESxCWb233kh2+//deVfhevXnUVZWdbVGKxnAqFNvGJBAiaBknTSLAs0mhaG6KoP9qczkdqzMcE7G9oMCvz81+mOQ4sTSPd50Osv7+/z+3+0f433zz6N4tl1WN1pbvbtSAUnk8Nh4cMJFnIAooFggBBUaBSUmQxn2/o77du9a4qwGQyMTuqq3/DSCQ5EpEICmDUOTDw+oWurh/8/IMPOlcjXg6HwxG/+tlnd9KEwlZBOOwR0rQ2Go9LSY4DxzCZWFh4f3mB+4iA/bt3N2p1ulf4QKDH43L9us1iOfzdN95ov/n55xsuzTudzsULVusNPhr9ExUM3pExTJ5YKq1YIojBjz/99M4Du4cXkdlsJp8pKPg+H497Brq7W//Q0bFm9btRfNtkkuQWFDTwLKv86MaN01ar9fF7oampad1vw7+Lpg28P/8b+Ccrltlibb+bKQAAAABJRU5ErkJggg==) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJ0lEQVRYhe2We0xb1x3Hv773+oltsI1f2MYGzGM4gIUhEF5yIXUWVKqtzBtpIm2JWjXLtDRVpknVVomqkxZ1TStNmlqpVbulWR9SiDqkkZBCSJaOFQzGYHB4Y4KDI2Ze5uG37/5IslEwKFnbPybtKx3p3HvO7/f9nHPP4wL/139EWCwW3rdtYjKZqK3P5MOKxWLhHq2rezldpZISPN6Ux+OJfpPGZrOZanryyaYCne6wPxb70uv1xr8CMDU1FTlx5Ij2e/X1F9mRSI1GJlthpaS4vy7Ic3V1sqcqKo6Yq6rO5+p0p4dGR9/+y7Vrroft5NbObLF49MdWqzk1NbWaEQ43pXO5NSWZmStKodDtekyQpysr+SfM5hNF+fnv6YuLfyKWSrVj4+PXb/t8r7hcLjohgMPhiDbW1THzqqsbAisrEIrFWrFA0KQTi2tKsrJWUnNz3S6Xa08Qk8lENZSXP1OSmfkHlU73U1lOjlggEmHe6YzaXK4XP2xpGd/an9yegMXlztUZDFZ/IJBCsVigRCIwORxt+b59TZXp6TU1RUX+JYKYcLvd8e2xZ55/3mjJy3tLpVa/KpFINGl6PYylpSAZDPyjq6tjOhJ5devoEwL02O0b5UVFtFyhOExTFApLS7GvshJ9Q0PQFxdrc+XyH4m43IGWzs7RrXE/O3q0dr/R2Jokl5cKhUIUmEwoqa8HVyxG35Ur0a6enjMftbaOb/cjEk3jH9vbL87OzvaFw2HMzcwAJIn6Y8egLCyEc3QU6zMzT2yPkUgkx2maTqV4PDQcOoS86moAQGBuDsPd3dc3hcKribx2zAAAuFyuQF1FxVq6SvWDNb8fkY0NiBQKAICuqAgqh4P9q1hs45xM9nKzRmNpzs4ufEKns1ISidDL52N9cxOarCwAQHdra/RGd/eZDxOMHgCoRC8B4K8tLZ8p4/EOdVXVwY1QCIteL2Lz85AtLkLucBiRnPwn6PUEaBpYWgJ6emCQywGSxO2JCXT6/agrKMCm2319eZfR7zoDAODyeKKZcrlXr9M9S29uEpliMZLa24G2NiAjAygrY0T27wfDYAAjOxsgCGBtDTKNBkqFAuHZWbhHRoK3vd5f/O6DD8YeGwAAcpnMOxs0PXjX5/MULy7yiVu35NBosFZain+mpWGdw0GAw0FcIgFHqwXu3QMmJ8EVCOwDy8uftzmdv/z1u++27+XB2Ktxq5y1tSf3abVvo7IS02o1QBAgCQJMkgSLJMFns8GZmQEuXAB8viOM3t5PHiVvwl2QSAqSLIJcjoXkZIQAxB8U+kEJxmKAUgnIZABN79glXxuASxAsUBQ4FAXQNOI0DRpA/GGdpoFQCKBpgMfb/MYB/NHoCEgS/I0NMBn3vxz9wJim6fuJlpaAO3eASKTnUfPuuQgB4J3XXvvuYZPpBaVW2yhdXpYzwmFEBQJEOBzQABgEARZBQOL3AzYboFYDr7+elqvXm4xaLaurr290r/x7Arxx6tQz5fn5l1Ok0iqZVitPCYeB+XkkLS+Dz2KBSdMQhMMQ3bsH9PYCa2tAWRlii4saz9JSqUwmezpfqezrGhiYemwAs9lMfb+i4s11LjebrVSiqLoasFgAnw+w20EOD4PjdoM1NgbY7cDqKiCVwqFW48tQCJr8fCi1WqYgFtMG+fxPdrtFdz0JT9bWPmssKbHQIhGWVlcBkeh+Q0YGcOjQ8NiFC29ler0FzFgsHUymbaWx8fhYJJKzEAqBwWQC0ShYSUmI8Xg10nD4KQCXHhngwIEDHHNDwwtyoxEAMHL5Mgw2GzYiEfx9YgK3Jyc7znR2vr815uPGxuzQwkIOJRJBQJJYWl1FKBQCh89HgV5/9uDBg9c6Ojr8270S7oJjVVU/DEUiFQCAYBAKpRLt09O46XZDpVIFeQLBle0xdxcWPlZmZUUpmkYsEsHqygrW1tbASUpCVm5ueZlE8lwirx1rwGq1cmqMxt+L09I0yVwuFubn4XG7EVpejlKLi239NtvZU+fO7Thew0zmnbycnAnK65UmxePaOEWBzeGAz+WCzWaDHwxmxHm8j1xTU4E9AX5usTSpDYYXFUol5j0ejNhsGHc4hoadztMnz59/5Upv72Sikbjd7vjlq1edgnj8EiMYHOPH499hU1RqlCSRxOdDKxRKVu7eHe0YGnLsCmC1Won9paVvZOv1mamRCKYHB6cH7fbf3HS5XnqvtbU/kfF2DczNha85nYMQCD6Nra87hQSRHyWIVI5MBjGLpRhbXf3z1j/trwAcb2iwlhQXn11xu/tufvHFm20220u/vXjx89GZmcBOq73lmpzcvD4wMMRlMj8NBwKDIUCQIpVW0uvrE3+z24ce9vv3bWi1WonawsLTqz6f7+rg4KUbN24EH9d0L5nNZuqAwWDhMZmZn9269U5/f//Oc6G5ufmR74b/Vlar9Vv3+N/SvwCHJdsoP2SgLwAAAABJRU5ErkJggg==) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHOElEQVRYhe2Ve2xT5xnGHx8fn2M7vsSXHDt2jHFCbIcQYM7IgJDELEmBQhighDIQ0ap105SJqmxj01akpRJS/1lB2iib1GldJCQYoKJpazNCkBK1INomxhfipGATQ5zYuThxLnYcX87ZPzCFxEFp102atEc60vnO973v7znf+12A/+upWltbiePHj4v/05zy8nJycZv/7MVgMIhe2b79l2t1ujy+TOYPBALprxNst9vJY7t3HykrLNwznU7fDYVC7HMG3G536tihQ8b9e/depBIJ+0aDIaNlmEHvo0cL/w64ubZW+WpNzbGGmpp3zGbz6/cGBn5/vb3d+6yfv3gwpVQOHG5osCsZZodCLD7IiMX127TaBVFR0cMHDx6kvgx4f2WlpGHbtubdmzdfqKus/AGdn290eTyfuEZGfuX1ermsBpxOZ/pgba1gw5YtDVPRKFR6vU6pVB5ck5NTVVFcHFUKhQFvMPjC0vywvJysqKw89C2r9d1NZWU/1pjNmpRMhkB/P3wez5l3r1zpXTyevzQBTdOP99TW7hNQVN58MokFkoREpTJutVqP7LTZqjeXlc3M8ngPA4EAuzS27e23D1tLSn5rLCr6OVNQYJAyDPIYBqlkEl98+qnTEQ6f8vh8z5V0mYHPnM64vaSELbXZ9gnEYiRZFnK1GoPj45AaDMbtpaWvSAji3ge3bg0sjjvd0rLbajZfY2WyQgFNQyiTYa3ZDHluLoIeD9z9/b8+f/36naU8Its0Xrh8+cpDt7tncnwcsbk55AiF2Flfj/U2G1xOJyb9/p1LY4xa7XcXZmdJjiShUKuxo7IS+vx8RCcmEHQ47tyNRC5mY5HZPl69cWOysarqHcv69ZdAkhh+8gQJlkVqYQHFUiksFov9RH19C6amqiAQBCEQRFBQ8O0RmsYdjkMsmcR8PA6lSoXp4eH0g0DgXEdHRzwba1kJnok3P++zMEy1SKMxUhIJCIIAOTMD0/g4clwuDWZn96KgYAMUiu1IJusQjcqkWi14ajUWpqcRnpuDCMBYX1/nh+Hw6cUrf1UGvMFgelNZ2aTVaGwiZmYI1fw8Cp1OwOEA9HqgogKZigoQZWWAxQJMTwOZDPLEYmhzcnC3sxMRvz/RFwz+7Fxb2xcrcVY0AAApodAvI0lXNBwOWkIhcc79+1owDGIVFRjT6TArEiEuEgFqNWijERgcBCYmQMrl7p4nT9q9Q0O/eLOt7caLGLwXdS7Ww7q6N9atWXMuXVWFJzodwOOBJAgI+HzQfD5kQiHIx4+B998HRkdP8Hp7z68mb9ZdkE0MRZmg12NOKkWS48ACzz3xdBrQaoG8PICmy1ebd9UGqExGApYFy+OB4zhwT01wHAeW45DhOCCZBFgW4PMnv3YDEcADioI0HgfJ44EDgKdGOI4DyXFAJAKMjgIc17favC9chABw9tSp3ftttleNJtN3lLGYnp9KgZNKkaRpcAAIggDF40ERiwHd3YBOBzQ3G+QMo62vrhZ03L796Csb+E1Ly6HtpaUf5KrVNcr8fL0imQRCIYgjEUgoChTHQZVMQjo6CjidwNgYcPQopmZn82enp3duLC4++s116zx/u3NnYCXGigbsdjvZZLefzeTlFctMJuRv2gReaSnIWAy4fx98txvCoSEQ/f1ATw+QSAAmE3rkcvjTaWyoqYHRaiXyaVo3HAhcXukWzXoUA8BPGhuPrLfZXooCSKfTUEgkSMRi8NE0pEVFvkx39zlmYsJEJpOFEAjuobn5+KNYzDzJsiAoCmwqhel4HFGWrdYzzD4A11Zt4IDdnrtr166TlMEAHU2j7+OP0dffj6lYDNGJCYzOzPz9ta6uC4tjrjY0mDKJhJkSCCDi8xEJhSCQSrFA0/jGunU/baqr67ja2TmzlJV1F+zfurVxLh63QSDAwtQU4qkUgkNDEPP52LJtW4LSaNqXxkQJ4tLakpIETRBIZzIYHh9HZHISJEnCarVutSuVh7Oxlq2B7zc1KRt27fpjhqbVsWgU4XAYYyMjKJLLIaeof/z1o49OvvbWW8uO1/IdOwJsOv0ZHY0qcjjOnCJJEDweaB4PhEiERCxmztD0pYHBwfnFcctKsNFk2idVKKyZTAZj4TDmR0aQGh297wR+96fu7j+3t7cns/1Ja2srC6Bjz549XdUqVaPFZHpTqNevnwcgEomgMxqta/z+OgBXVpwBu90ubHz55fPC3NyC+VAIY319j/o///zMTZfrjdPvvfeJz+fLZIMvls/ny9xyuz2UUHiNjscnxIBJQNNKUqUCCWioROK5HfGcgR81Nh6ylJScCHi9PQ8djrNdweDJMxcv3nQtmbbVyO33xz50OG5LxOJL6XjckyuVrtVrNFtn4/H+LofD82zcv27DpqYmwr5hw+vRycmJmy7Xta6ursSXhb5I3ztwINdqMr1EUBTzl87OP/T29i4/F1pbW1d9N3xV/TcY/1v6J3E+5uE53zGZAAAAAElFTkSuQmCC) 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,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHEklEQVRYhe1Va0xb5xl+zjk+to8BG/Ax2Mb4QsiFDJMEp6Q0QAlWO6jGQgBX6TapmrJEyS7tpkldpqpaqrXbNG2KVrQ1VBNNF/Wi0kWN0m7rRBtDKZAL2BgwJDjBGW7ADhfP5mIfzvHZD0pFuI1m649Je6RP5/K93/s83/u97/sB/8dnOAWQ1dXVii+bx2azSZZ/U0svTFUV/Xhl5bE9eXkmyGQ3/X4//98mPlpff9hutVbdmZ3tGhsbS9wjwOfzCWVFRWmO2trzW/T6A1uk0gWLThfoHRmZ/0+J68rKamvs9oaHbbYf9w0ONp67cKF/aZ5abqwjiMD+iooD23fuLNnz4IO1KoKoK8zIEFOTkz3eQOALRcRms0l+VFZWW7RjR8O+4uJn9hYWmrnh4f63W1t/6vX7uSW7e87jrNMZq/F4Xi4rLy/JKiiAkmVzY4lEA52W5sjU609zHPf3Vy5enNuI+JjNJpFaLDXbWPZ7lpyccnVODrKMRkjHxtB6+fJrzU7nzHJ7aqUDOcsOV5SUlCexrFGWkgIhHgdF06bM9PTDWw2GYusDD3gutbePr0X+26effnzPjh0vmczmZ1RmsznNaER2djZis7Nwtbd7/nTz5vd9Pl98QwFut5vfbbXGC2y2OgCYCIUQnpmBVKGATK227Nq6tT5Pr7/+QUfH9eXrfnbkSOU2rfYdIisrR5qWBiopCZqMDPAch8DQELpcrt80vfvupZV85Fo7+eObb54faGlpBwC9yQROFJGekQFWp8Od0VGWi0YPrlyTmZLyzX9OTUnmBQEiRYFlWRAEgYlQCCGfz31jYuKVtbgka/10Op2xlvz8l7lYrISTy2GxWMALAqQKBXZLpXhEpSo8Ybd/SxmJlIIgEpDLryY0mpI+hsEoTSMmCBAWFgCaRmx+nvf4fL9sbmmJrMW16giWoFUohs1KZflcPG7MLSjA5Pg4NCQJs88H2u3WygiiBmbzXrDsXojiQWJ6OlXLMIjn5mJSEKDV6zE/N4ep27dbPhkbe9br9YqbjgCwWBG78/Mbv2qxlOgtFlBDQ8js6gL6+oC8PCAnh4RGA5AkEIkAXi/wwguwAjA0NeGax4O5WCw24PU2NDc3J9bjWTcCAHBXELzJSqVrV15egmpro2QdHRqYTIgUFiKk1SIik2FOLoegVkNuMgG9vYDVCqampueNjz9+bfjWrZ//4uzZDzbiIDaaXI6B/fuP7bRYGufKy3EnOxsiQUBKkqApClKKQrJcDnkgAJw5A3DcEcLpbNqM3zWrYC3oGeZh6HSIqFRYEBePM7FsxHgeYFlArwfm5/dt1u+mBShpmgTDQCGRAKIIURQhAovPzwZiscVBEBt2y/sS8A+SvASSBBONfp65S8QJUVw8y1AICIcBkuzerN8NkxAAnj96tKayqOgnewyGQ8pgMIPiecRVKghyOUQABElCRpJQRyLAtWsARQH19fmPVVTYzQbDQkKpHPb7/etWwYZJ+OJTT1UcKC29OCMIinydDjqXC+jpAbKyEM/NRSw1FTKKgnx6GvB4gKkp4PBhLNA0pnkekcnJxHA0+sRjx4+//YUj4HA4yCcOHmyQqdU7JQwDsCzCSiXUHAdcuQLJyAjkgQAk168DV68uhr+6GhGzGXcJAsr0dFAkSUQDgcyZSOSt9a7zdRvRLp3u63FBqOTCYdgeegjJGg24iQlApUKIIPpD779/euunn1plALsgl3eLdvuJqMGwbZjnkWcygSFJTJMkwqJYlq3Vfg3AO5sWUF1dzVqysp4TeJ607duHZI0GADA2Pg5lOAxfenr//ra2e+r8d3a79SvT09sYgsDkxASmaBogSSRlZ8OgVv/AUVz8XnNnZ2wl15pV8Mj27d9QqdWFSSkpkDEMAODD8+cx6nZDpCjee/du88o1t/3+c3KpNDIdDMLT04ORGzcgxOMwmEzQGo1l7GIUVmFVDhw/dCijrLT091KViiUWHaO7tRXSuTleSVEdzsuXn3u9tfXPKzO70+Xy26zWLjISYUVRzKFFkVzgOEhpGgJBIB4MalPl8lW5sFpAXd2Tui1bngRFYX5mBpOjo3zw1q2WQZ/v5IWBgZO/amzsXa+s/vLRR/5JQWiWRKO9ySS5G4LAxngefCIBCc+bwvF47xWv17uugKqqKumj5eWnKYYxBP1+bqi//8OegYGTL7766rNtbvfgelfqcvj9/kR7X9+QTCJpZmOxiQWeN9EymVqm0YAA2BhFvbF8A/cI+E5NTV2mTndiaHDwb53d3T/8dVPT8z2Dg4P/jnQt9I+MzF50uT5RMsxbutnZyRSFwpKSnm6LRiIDVz2egSW7zxuRw+EgC02m744Gg/4/nDv33v2QboRvV1Wx2UZjRYKmM/7a2Xmmu7t7dV9wOBybvhvuF6dOnfrSOf638C+AMuLbL+i52gAAAABJRU5ErkJggg==) 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:rwdcur27607 5.3333333333333s linear infinite forwards;
}
