@keyframes rwdcur35763 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
19%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRoge2ZvW8cRRiHn/nYvfX6bHI5E0uJ+ZDlCEVCwkh0KDFQpUhDAQ0lRPAvUOUPoKCgpkQiUlwgJApkF3FQOhdAkQgEQhFJHJ9jn+372NudeYfiFPEP5BU6iam2ep979jfvzOwcKI4b26988/n3q59pMqxW4U++fHOts7L3ocnGH2sxQFFg6eLj6/Odif9la7i2vr5+XoujJtBU9i1j4PHvJ2f6/f47Whw1AZeldhIYHEFVVStaHDUBY2QRYDIEYFmLo5dAnnwCMGCMKbU4KgIblzewrmkngVEfrLWzJZAi+AxI0NRgjPEaHFASCHXKXdaUCTBTxGwJSJOsdclKyDh8IFhr2xoc0EpgIoX1TZGS4Miw1i5qcECrBwLWZwAFESHGOFsJNMNYWlf4JBGXgYic1eCAVgJJcpclJHRITYnJpLhy+YoKS6VojLFwriTGY4Qxcy/GIimtRDpvZSF5Y4+xdPGUhKbJSSlXYakUXQztLO8Q4ymBATaviyg6jawi4OdjkRiRxANC0Y7gZ0ggm48FWPL5Iz76AowLmFajsheoNFa70/pr2B8IJtr1q9BdQe59Z0caLJUEFs6Wh9VQGJ/M1ePjzt7KJSuLS/m+BkslgRQ5Od2/8OmTe0tbh3+0Dlbf7V1NiUqD9f/4r4fRKPr+9Y38tWtPrv250/mxeKFZWts4eu/nW8vfbn5197k3ss72nknZXn50840Peg+MG58vF2xhs3M/AM9dQGUVOu6NX314f+RDeLramssL54vQ+/tU5XJLRWDQE7a/Dvy6DZPxCdX4wNejcE6DpXOcnriRBLh1wzE4dIQJVH0bNFg6PWDdaLo6RFKKxABSOZV9QOc0Kv5kdNSqATAQapDhLAk4WxnjawDnIAYw4gcqLJWi1tQm5QOAlKYJmGRqFZZG0ds7txnv/ztlkiA+n6EEALIsO3z23FR6LMXrdTPK2tMeEGnVPnezlYAxZiAREhBqK9YjGhxVgWc/OTZZ7TI7O00MkFKqOxfAWpCAaJE0BSqYTqEk2eDOnR2Vo4SaACA+n35wxEbnHASKAjHGg3IRjIWUnMqNBOg2cW/6AE2lswKBokBRFHv53HQKOe8eaXHUBLrd7tbLr585wIB16b4WR01gd3d3/9Lb5W+hhjjubGpx1P49BDC0NkdPX9p7+FP3rhbjH3hNYSJXg9kvAAAAAElFTkSuQmCC) 23 23, auto;}
20%,20.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADb0lEQVRoge2ZzYscRRiHn6qu6u352NnZZd2NkI0fh0BUFLy4QWXuooYo6E0PehWvQYin4En8C7yKl4CeclAQ1oDKCiqIBiNGNBJ2x2XYncxXd1XX6yEOHkXYlzDge+rLvA/PvF2/6q4Gxbr46X0fvHXl/guaDKvV+JV3Hn9wbWvvJaF8TosBigKtzf3nl9dL9+u3w0e3t7fXtDhqAqHkrM3g4Oa4PRgMntLiqAnkDToGqCNMJpPFm4AxOAyUY4gxbmhx9CZQSDG/FpEVLY7eBDIpjIHZGIwxWhg9gaUmSRLECqy1XS2OmgCkzry9tbapRXFaja0TJykjlJYsyxYrhXq9Hoi0RZYoRwC0NTigJCA1+CJhTQNjMowxareQikBdSW4szSSCtUuklBbrFkpRrM2stbQRqUkpLdYEYpmazi0VKSWs9aSUmr1eTyUwdARmddNk0SEeQ0YIoRCRXIOlIlCN67ZzS6S6pk5TQgh5Sqn491/+91IRKMdVx/opdZpibEm+WjoxsaPB0kkhCW1hDASeebMmEajKWmUhqwhsPuH3qkmZxkcDth6GV98jFespabBUkuHE6eYgBiEOW5Mwbd1Y3zo6vbrZ+EODpSIgNcPh3snXbn238cmf3xf9My/sPxtLM9Ng/V93uzKNpudefzo//3ZxrmMf+vnsy/ecPH+x8eJa68xP176+GY6bpbO9O4r2xt6HT75xeF2YnmquhI6YzSvA5NhZx90QYLhfrfd/K22d+o+0V1sdI53Y/2W2OBvZ7f1YXL5UuutfWcrpHqOjvju4Vp7SYKkImOhGt36Az973hMpSTsDW+aEGS0XAeTf03sdQlSCJGMA33EiDpSJgra2895UAIlAH8Hm2OALGmMo5N0MAgVj56PLs2BMI9ASic27W6gIGUu2qzFuVRwkVgZ2dHbz3h5kDY6AOvsq8rTRYaidz1toRgCSoA0mLpCnwT2wmP7p69fOowtFoCmCMGcKdFAql4h+l1TilNGJ+qm7cUIujJiAio9bKfBEblddJ0J7AvMSq7AGg+n2A2/OLMEMlQkF3Ec8ay4ABjF28NZDn+YGxd1KoHGtRFAWKohjkfx9lWSeLN4Fut/vF6r3tIQlAvtTiqAns7u4OHnhs+cdq2qjqoxMfa3HUPvIBGCk+Gg82b1x+95vftRh/AWIAXSRiFanAAAAAAElFTkSuQmCC) 23 23, auto;}
21%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXElEQVRoge2Zy4scVRSHf+feW49+pqfTPaNhwBGEMIjBXRKUmU1WQYwBXehCF7oV3Gv8D/wjshJxG0VEhM5uCBEJSIIjgph5Safn0T3Vt+s+jotuzc6Nc5ACz6oKivPxUeeee6ouIBi3vl27/fHXax9JMpRU4uvvXm53Ljx5Hcq+/erVTTGOWGLd23mnvTzu7P1y9LKLtifFERMg45/XCTA5tOl4PL4kxRETqDVVTymgnALe+7oUR0zAZAAtsltru1IcMYEkoyYRAAa8900pjpxADkUE8Py2giWUwgAKdgwAOCfFkWujGk1SCQANIqrgGqgB4BaYCVrrthRHTACMNuBByEBE1RPQJrbBTSxKqCPFERPgqJpgA0CBmavVRjc2NlKlY5uQgaCBqrVRjqxIaYVYA5DCe9/Z3JSZSEWSBh/rJjE5gxGcg/c+B2AkWCICrnQdZm84EOwp4JxLmTmVYIkIlFPfNKlCZEZSP8F0Os2l5iERAXvsm0n9GGW5j5eulaj1HUII1RFor6b7zJN48uQAq+vAe58hJg2UEiwRgZX1bBQDxdPDzvB4/9m7/TXtu88lIwmWSGcIMyomw9X3/3jY++bgh9po/ebBa35GVoL1f/zXoSWSvvHBRnrj0+xGGy9uX3mr3735SevNpdrF7Uf3f3dnzRJZA8ycN/qPP3/lw8ndEItLjU7RDf78HQDFWbNEutDw17K3tx1U4N1r3ZVzyxz62HlQiPzcktmJJ9F8cWtmdh4p2NlvGO3tmWIYliVYIgLGmKPjXR1/+j4FB2ByqJE3zESCJSKgtbbGGO+dRWQgeAeTmhMJlsyMrpQ1xsxHBwacTXyaJ0ciLImkRFRmWXYCAMwAWHmlVHVmocFgAGMWNc9AcElJRNURAACt9d+LljkplFJegiN3PkBUAPMS8qUpBoNBlODIHf0oNXx6nQz/6dl/xZFKzMxFVgcIgC9lPmYAYQFlgBiB6JXIHgAICoQQhgBABIQzn0GfhtzPXWAMLN5A5Oq9Aa31iBbXbgaRDgRIntAYU2R1LDayCgrkeT4CzfeB0sbqlZAxplB6LsCRq9dGW63Wg8ZSbmMA3Gn6UIojJrC1tTW88MLSj25as8au3JHiiHzU/xVE+Veno2d+/u7Le7tSjD8B+kJU19gJ8VQAAAAASUVORK5CYII=) 23 23, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRoge2Zz2tcVRTHv+f+ei8zb16GhlSjaNUKQhRdiEWhSehGcadCXemuf4R2L278A1wJrt2I4qKrktBCCVhKQUhAAjEhdZFfncy8mffevee4SP0PcpAH3tVbnQ8fzv2ee+8MoLhu//baV1//evUbTYbRKvzBuysu9KuPi8Xq+nvL13MtjtMqPJvWL8f492q/B5wdPrcM4KEGR60DLLHgBPgMqCfNJS2OmkDbxoIIIAPUk9jT4qgJNHUzxDOBU0y714F62hREgHNAXqRCi6MW4mbWFgQDEAGe1baQmkA0sQR5GEOwDvNaHDUB8lIamgMZC+eMWgbUBKyjeaI+rAmwJpVaHLUQO2cuh6xECEP0F1z3QgxQ4WwJZ3twplITUOsAQEUwJYIdwvvQvQwwS+nNAJkvkQ9M905iZik99eDNALAyXF1dVWGpFF1bW0OMqSA4WAqAIIdSt1UERMTFmHLYBCILuDYwc9BgqQm0bZU3PEbiGlMchJSSSg5UBJi598aNJudsD0fjLVx556lJsUMCsWFe+SI0Z5NHfLB3B2/eyBvAVBosFYH5F3xVLoKP/1r6/mj/8mbIwQuvu7EGS+ccMOCT3Re/3Ppp6ed8MYWrHz75RBI1Kqz/13+8rEbRj26uuJvfhs/m/fKfV156RT7/Lnw6V721vbO9KxfN0skAIwyeP/jx2q3RYyC/Z7OTW5KWfgHAF41SETjZq4dH+zG8+nbxforttd0/2qY6SQWA04tmqYxRArmte9HVsx1MRk/M3R+SA6Q7lzljzWznoePYAqNDj+27rjHGzFRYGkWttbO6oigMpDiF935mjFE5B3Q6YMyMyDUigDDgva82NjaiCkujKBE17SQbcQIggHNupMEBlATW19eB5MbCACfAWqtyDwIUn5TG2rEIEFuAiDooYKgSASAAEXVrCwFAe2oOUwQEgIh0rwMiUgkDIkCM6VCLo/izCh8DAARgZpXXGKAokCKPOf37bZ5qcdQEYsSZMM7Pganr3haSqT0WOQ9xPsi6N4UCXIVnYzTkvntTqD/Mj4HzDoTQQQHT+iq2OM9AFwVc5qoUs0gGcE7vLqT2/0C5UDwydOlBlguHEPa1OGod2Hx8f9ZO5jYl9u48+P2+ymsMAP4Ba9dUmpu7cFEAAAAASUVORK5CYII=) 23 23, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,32.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlklEQVRoge2Zz2tcVRSAv/vrvUkySWYaraFJ2whqS0UEf2yitiBFF3YhihZXIu7FjSC4cOnCv8KloJsaXAhVa0W7ENy50KJNFYtJO06mk5k37917rovU6B+Qgwx4dndzPr53zn33vPtAMd7+5N433r147OOz585YLYZaYoDYjF/vrFx/4ZHXtp7UYqgJrD/78Op3G6NjM/PQPdp/UYvjtRL3ereeqXqDjiTY3ZGzWhw1gZTj/cMepAiGuKDF0dtc1q3GGgzgy6b91PpplYelJmCMaTcTkAQ+iE21DktNwBW0cwLJ4IqmSLUUGhw1gVBYJmNIjcUX2cdxni6BpmIhjS1ZDL5IXmKaLoFQGgsGSQW+cMQmtTU4aq9RF6wHSE3AOkdmylqoLIs2OMglPpS4xTSrwVEROP3EGURiGyDVLXxo4xdTS4OlIiBC4UOYBUNK4GxJMU0VMBgrtrIgIAFjDTOHdMYJFYEsMhuCa4EnNQbrSloLeXpGCXGxk93Iw4R6MsHgmOnGKWqhUtoggJBpEKmZ7ehsYpWyurmqnfKQc2/B0tEeTeOY6/pKg6UiUM7b6sRzwpEHQKShv/07pFPXNFgqAgtLM9dWTqQ4GXZvGld1ch63hltlT4OlImCsVL3NlVevXly+cPfJ3dXu8Z3HRlvlzxqs/+O/DqeR9KU312dffs++cmr9eHPy8bXJ8+8U5w8vPfjTD1d+bQ6apbIHumuTtcXlzQ9mOjNVlnIA40NZjmwAo4NmqRxkYX607ILF+XErxf7hG1eF3o3dVQ2WSgUGt4ZrzUSYjODbj+DmZuPt7TQ9w9xuPxUSYXsTNt7fu9xqBmGowVIRGO0YEYEse+ucgegGGiydCtwMQ0mQ76zrcYguh74GS+ebOBYDEfYNjLXRGltroFQExn9akQg+7K2bKtTWmekRiDtFP8V/slsTRsbZqMFSEUhjIymy30LW+tHlry+JBkvnxjj5QYpg7gwq1cAd+Am8z9JJ6oepAft3Czk7ZQLGiPyr441Bpf9BScAFN0wx1C6ALaC+jUr/g1YFnJFYW8jgCnCFVTmFQasCha1i7WvnoZwDGzQoe6FzL+QQia4GKErIkqerAtabKNFX1kE5D6mJP2pwQEngq8uXyDn0MeALQNwfGhxQ/MExu+g+dx7ue7Q9uKtzzwUtjprAaLv7YYrw0NPt61e+/P43LY7aP7JfPlv6ZmFl9VNr/BdaDIC/AJNHY3GSk0DiAAAAAElFTkSuQmCC) 23 23, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRoge2Zv4tcVRTHP/fXmzczu5PJJptIsvgjPyqDqxAElRCxCQQD/ugULCzSCHYWdlYWWlnY2SpoIQhqEwiyChFJoQmIqBFd1rCbJZvN7MybN/e9e6/Fy2L+gD3IA0/3mvN5X8753nvPvSAYb31+/OI73yx99fKbT/WkGFoqMYDp3H17/tDa+cdeXH9NiiEm4MIbp079dGnniDEwOOwvSHHEBGxubL50e22WTe6CL7eeO33ymaEER0yAUna5mkE1haw3zUMMuQRHTIA24VhVQoxgMwgxzIlwJJIC5IM450uoSnAd0PP1QIIjIuDs2bNoW89NR1D5pgLZwVpkKRURkFKyRmN3bkOowFjotUkAoFEh377ZmFgb6B7w7WmhlJJ2rgcRQq3RRjM84ttj4hhjjq5zgNkEUIr+gswqZCWSBh9za60GiCFD4egOYns8UPtkjTMawE8TKRn6+9M+CZaIgDCNWaICIEVIMcPluj1HiWoSc01zcphNLSkGXKZbZGIV55KaAJBCIkWLNqo9Z6FsiFVkAFQzTwxgnGlPBfTAD2NqKoCqiaFCqToTYUkk7S1GlEqcfgGWz0FdFWQ9tSXBEtkHukPKB5dLHj8PWRd27pSUo+QlWCIVWFwa/PrACQ+pX/gp1B5ur5pvJVgiFagKtbV545FX/7qyePnAsenD+5ZGJ/6+evhLWJXA/R//aSiJpK+/d/rgQ0/een79l+G1crtz6+jy1tO/XT709afvXxnvNUvEA8fPrL/SmV/74MSZVULVK1FlnvUXTgK/7zVLZBVyeVy2zhAq8GWRb9yIrP85WZJgiVSg3FG5toHtW3D5I1g4CqONqj2n0ck2h2KE65fg+89AafB33J73P0idRoMak6BuRgKUhnpsSgmWkIBUpNT8ePMNYdQiAb5MZUqQ7U4ACrTRtQRLaiYuUrrvuwLXM+3xwHQnjknNnSg0c7Hr6Pa0UDVlJyVQ/+7zUbsWtVA5NlspgbvngTDreOta1ELFHVukCLs+uN8Pex0iAsabtojh3ruAA6WcV0q1ZyLzo6yIodkH5hchBV0rpaIES+ZmbpJtx9B4oDuAmNx4ZWWlPSau79qirsA46PShngm+xUkkVbUpYt28zHR6ELwTuVIBKQGYIlRgHXS6EGv7hwQHhARYY7fram5kO81KFHx1TYIDQgJ+uP7d2LnBSncA/YXcD/qHP5bggOA7sZ9kX2gNT5ybu+mq4Z7PwrthpBIf6D768/5j4dlY9T/85N0fr0px/gH6uHsHJZ3yogAAAABJRU5ErkJggg==) 23 23, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
49%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFS0lEQVRoge2ZS2xUVRjHf/d959Ghj+m0FAptNUgrAYKPyKuJwRg1CokLwQQFjUkXkhCjLlgZ48KdUWJ04caQGIMxYgIkaKJGioagIBJ8ALWUaR3bMu1My8zcuW8XU5zRhBDMmTgLv93939zvn1/Od+455zsSdYqtz240b9uS39DWO7c3Oxp/5c2dv56th49cj6QAa3ZMPN1z709fBOHE1mXrJj974YP+dfXwqQvAtuc26XPZwr4whMNvgGvnU8vumjr0yJObVdFedQHQu8Z3Z8dnesIARs/A6SMQaZpdlhxwlor2qgtA+py7XdPB92DmMox8B5IEqRXFxgcYHByULx0vr9RjEAYgazA1Cr4PLUsLy0T7CQcIgiBeLBaTslIZgcCF6VFwLDAT1h2i/YQDOI6TtG1b1yPguxXNLYFrAZLaJ9pPOIBt20kAVQfPrerlAqha2PhzoFQqdQLohkngVfXinIyqO40/ApZlJQEUvYxrV/ViTkbRreSjuzZFRfoJB5AibheAqkHgV/ViLkDTiS5ea3eJ9BMOYMTlxVCZA265ql+bkZAUn9blVmMD4MudAIoGdqkq56dMpDBGS3de6DwQDhBt8/ugAhAEVX32d58g1NGjbq9IP+EAnucm1QjIysK/fyFyf4T4roOE1rgj8NATm03XKzcn2gxkBTyn+i57ScMph0iyLHQtEAqgt9hJq1iOmgkbWVH/WokB5nMOjuUhq17jjoAStbtKc74cawFZlnHKtW8d7FIBzfA7H9+zsVmUp9ADRlNnqTMSh3iLiiQZhEGlhh57Ge68H5o7AwjzenO3nQTyIjyFAnT1W6ln3oKp3zzC0GLFenjtW2hdApIMhGAVQk9SQlOUpyIqEcDaB7sKZkLrT/VYPZKs2Yl2TzWiSuCUFl117VCbGe84mj69ZPd7e3/8QZSnJCpRbQy9vXpt4CmFRUuKKyXZj9sF7YxblpvfHfr5VD38/o//MupSQi8e7N8QeGTjSWd1uaDPW3k9HXih+c7QOeHNLaEALx0cuLutL7fPiGe3Bl5sVtHzSUJkzzEd13bV8nz7l/mJRc/v33XhoihPYb/Rp169p2/xqvPDqm6bQRCgaPlULgOuDa1dZX3sLKR6Jx+ItqqbgMYDCHxkz7VMSYKxczByEk5+AoM7YcN2OHUIpsdgyy5TyAJ2PYQB5Mf0adc2HGve1vfvqDHQKyez0rXKIb+QSYyK8gSBe6GjB76Z98pNGekfs0qWFwDmKjDOnJYV5QmCN3Oeo6cV9e9ZVaPS4CrkwIhESl5BE1pCQgHCQJqQFei4varpEfAdyI+DGTHnQ08p3TjDrYdYgNC7ICnQUbPjlxZKCBn8opn+/NOvgxsm+BchFMAtGWmARLKqqcZChy4A31EmRfqBYIDC1Xg6DKC5o6qpas3RUg2mRfqBYID8lVg69MFsqmqSQk2HLsiI9APBALmLZsZ1ooVozYHx+joA4OWMSyL9QDDAsY+HS54dmzRjVU3VwVsYgUgkInQNgHpccLjaRKSmhGSpWkKmaTY+QBgyasSrz8rCXRmApmnzov3qAOBfUfXqsyRVmryapnmaJnYbAfW4oSlERjQdUgursaxWSigaic0qitL4I1DMxjOyCu09oCdAUSt3Zb33Rc8PDw97N01wiyEcYHYkNkoI3QMQiVdKKPBh6YD2oWgvqANAIaNNOqXWzJoHoXtVBaB9eduYlO8+INoL6gBw7KMTzszl1DYj2px9eE+lzR6NNb1++P0Tzs2/vvUQ2pm7Ht8fyWb61/d8FU0YfVO/9AyNHW8/fPHsuPD6B/gTSUUFTTG30qoAAAAASUVORK5CYII=) 23 23, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFy0lEQVRoge2ZTWxcVxXHf+++z/nIZGbs2I7ttLZJmzhto6JUVK0iK1JZpLRICFqQECuQikCETTdlgUQlFghVSAgqJAQSC4TColTpVygFIYpSuqhCqEsakS/HjB1/jj32zPPMe/fdx+KNOzRCAqEzIgvOZu455+n+9dO795177lj0yb7wrQfLQ4eaE5XxnVONm94PnvvspQv90LH6MSnAt88deD7YE53Yruvi4IEkuHF+/6PPPfn+eWkdJT0hwKmfTZ/Y3lh6ynZ3Rv78alxavLw5dOexm69/7af33S2tJQ7wqaeOe42Nte8vX40d240DY6LgJ1+Fne3NweFD6yel9cQB8sPtifd+v3rUL4Dt6AAr8lavwXoN/EI6La0nDrA01zj87m+zsaVilcRGAbTqoGx1+y+hsBWO6xC8HIBLorN4sw5+Ph6X1hMHWJ1L7gRQNljKphNm8ZU5cPztiSe+/lBVUk8coFixDwJ4eUWaRrRbWXz1Bjhe5JUn4hFJPXEAv5BMASjbgdSgoyy+dEWRGp/RezeOSOqJAnzi8zNKeZ0RAMfVGAPN9Sy3dFURdTSFaiS6D0QBnMAUw+2wCuB4BoC0m4tbKe2tPMpRxyQ1RQGK4+EdrUbHA1BKYRJobexmU5qbO3h+7vZ9A7nB7anGSjZ2PEVqIG7vZg3NdQc3iA4/8uiMmK4oQJqG42vXsrGlPJIYVq708lurNq7vlit36ZKUpijAxnJWA8BBOZ1MwOvlt1YNttcO9k13pqQ0RQGSuFsDihqlEnQMJurl6wsJSrkMTjZuUwBtRgEKFVAOmOTD+dUbCq1bFAf1fVKaYgAnn5hRttueAPDyYFnqgyK2a5vLEUan2HZwUErXkZrIr5hicTCsloZhzwBYliHtFoGxe+DBz8CRmRjlNEgtT2wJiQEUhqLBex/peJPHYG0eLAXFCjzzGowchFwxey5JOsQdLaYrtoS2F9zF5uqBb3j+0MWpj0KaguPBgXvAcT2904R6bfitv8+Of3n2pbHHpHTFm/qPf3JG3fVY46jtmWJlrDUabtphou161LLV5VcG3nrjpTeNtOb/7X9pfbkXevr09Allp5GbM2XH1/ntldxiFNrty6+UL/zmjOwSEgP44ncfGJ18ePnTfl4/GezZOm5MbCwVOamBRNvoOKHTHLoQ77gv/PXMHd/71Q//FEroin3Opo4vvFgauvmx1IBJod1CLV+F/XeDZSVcPw8D4yv3F6vcH5RHTwNX/u2k/4GJAcRtq20SmJ+FS+fgnZezk+g3fweFMrz+I1ifh8efDqJwzV2T0hUD0JFVizrwy2dhYbYXVzYkGlqbsLUMmwu5enzT3ZLSFStkxiR/sYC9+z4cT1MwBuJO97kkmH/jzB/ENrIYQLuRq5HCwC0No3IgiWFjfjdiL0ppgiDA+rXyRWOgfMutj0X2BrAzv1DRIpt31+TOQov+YtzxdLHSi/nlbA/oCOj2BrmiuiqlCYIALz7/9krcLtUK/wSQLwIWJN2+oDQKpl2a/5cT/Jcm2pHptlfL7+35XgEsiw8ueCsjoHfyNUlNUQBj+FtQ7PmOC6Q9gPKIqzsbwe0LkMTp+16uN2uulDU2u62lowr1qGGL1QAQBmg38nNeAEMfyXw/D1i95j7Zyc2dPf1HLakpClC/Vr5oKRiazHzHA9Le7ZzlyNYAkL7YuhLUTOJHA2OZ73QvtXb3QJLoOUk9EAZ49efntnSnNF/Zn/lekB0lkjjzHUddl9SDPvzBoTtuLV/Oxn4++zXdk48dl0SrMPQBIE3Td/Pdq1vlZG8gbsPRkzA2LVsDoA8AScz16hiUx0GpfGh0PkxiOPTQvveieuGitJ44wMaNgV/n9pTXPvcspMaJEu2F1TFflweqp177hewnFPrU1H/lx4cfGD60dLax4jQLe+1QR87b33l84Uv90LL7Mek7L68tHnl48qyXs0c3F0rPrF6qvjD75qJIE3+r/QNXajgm6+/i7wAAAABJRU5ErkJggg==) 23 23, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
73%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMklEQVRoge2ZbWwbRRrH/zM7u2uvHcexU4ekSVtKmjYhpLQUyFVNP4BAQO8qXaUD8SoEEkIC8SaQEFAQupPQnXj5CJ96CHHoeDkdErQpSKiIcuXlUAnQJG0oJQ0mcZu0iR3H9u7O7PDBSe2Ej3ks+oGRVvY8sp7f/jSzz8yOGWrUnnivs0fYMmaGg6ibN0//7fqjh2vB4bVI+vh/u7qbuzIfRBrzl0YaimuaOjL9u/d3bq4Fi1zg4dc3tqxYl+n/un/6AsPQFuPAl+/OpFLrJvqf/nDDpdQ8coGWSyafOfT22daz4wDjADd0KD0MfPjKTCrRNvsYNY9c4MRXQe9/np1PbgDc0A7AsfcFjvSwOr9HYOddfY6UubUAYNoAGMAYA8DAmAHpF9b86c5tDiWTVGD11rm1xdlCFCgLMMbAOAdjJixLoDCjndW9bgslk1Qg1THbPjVWSc0AMGaCwYZlWchNCay+PEs6jUgF7FiuJz20KCQ4D4HzMCzLws/DBkL17uWUTFKBUk6sTw9X+oZp1RvcAWdlgYlBA15BtFIyBWWyYl51z/xc6TMmYPAoBC/CNDWyaQ3pBufnFPrjHX2O9MoV6FxqLWDyCAQPQwgBzg34vtu+676tcSoumUDLpmKrVyxXoHIzAG3C4BEIw4JhGBCcoTSrraYuL0XFpRPYmO2aOVUdEdBaQPAwDCbAGAMXGtMTAVZvyfZQcckE6lbkeioltJyaaQ7OBHTAoLVGEASYPCkRSZSupOKSCQRKrJ/4viqgGTQYlAQKWR9KKSilMDnmQ2u2hopLJuCXVPdPVWuABgCtEWgFFUhIKaGUwslvFQLpd1FxSQR23NbnSD+3dvKHqqDW0FpBKRdSefB9H77vIzMioYJc+18e3pqgYJMINPUUW32vugIBVkgjCFxIWYJULlzXhZQS3lwAt+BaDRe6F1CwaQQ6sxuiCWDXU0B770LmElRQgtRz4KEiisUSund4uPnvGk5co7VnmmQakazEVsSPOfXAVXcDfbcD0+OA7UgESkLKOfTepHDtAzbqUwyMuwAk8qaKUbANiiTJyMUjdn3oC8OwM1pH7VijTEbi0ijlowcAPrviwtx1IuR5bj78Y2k2+kbmWPNfh95P7R36PO0tl80oBJa2Gx/5Q6Lj2sltc2eso4UzztmVG6d2Hv8kte+13V9masH7vf2WrSZT6J7nt7au3DJ+1dj/G/clLyrG7IjX/f1HjYf+/Y/PpqhZJAI7bu+zunZObUusmruJGd4VdrTYxY2slZ9seZBxFY8kTz0bSNvzCvEjgeKfTKdj/aOfJg699eJn+eWyScro5jvGbmlYefKfABAEwJk0UMwBK1bJJuUza2oMCALXijed2mw62NzcNfFQKNZ2N17EnuWySQSUzz23CAweAI4cAAb2Alv+DOx6vHy4dewQ8NZuoKMPWN8LXLkLKOXsGQo2iUBmMDEA40e8/mglpgNAa4Cx8ncAGDlYvjq3A5mh+BEKNslWYnIwlBamvWhR0npeYl5kEdSomzk1EB6lYJMIvPfq/3KGiI2u2rQ4fu7mqwQaWgEhIukP3jm47FUYIHwfYMwaaF63ODY/CrJ6AJo7AGEaJNMHIDxW0VoONlRvkDWgAyY1g1s9hZrbAcbVCBWXbARK2fDxZFtVgAE6YFksmUKJViB/JvoNFZdMIDOUHIhUn/bo+SmkAa9UCdclgcx3NBUIIBSYOOyMhuuccyurRqX6BLLyO9N2ClPHQuNUXDKB/W8eLJh2ZHxpxoVRWGiGiB3vf+PTZW8hFhrp4a4wrYHURfMd/esSatiA7YgTlExSASssB9s6qwJ64Xil3F2zCQhF5beUTFIBd65SiaqfgYVBaFkP+HN0FQggFjg9nByIL6wFeskngORK4Oxo7Dglk1Rg4rAzGopWVaIlz4EdcQqZAef8fQb2v3mwEG2IVEqkrroACDN2Yt+/6CoQUIP/ietT1uHtdwLCQnk1nr/5a+4D2i7mH1PzyAXyp+ue235rfKqlo9zXGogkgctuSKSnTyZeoubV5KX+/j0btsTbMv2BDD2nFS+YTunJyZGWq1++9wjZJm6h1UQAAO7fs+EKMyQbS3l7HAFKL987eLQWnF8AnxxyeRvGWWwAAAAASUVORK5CYII=) 23 23, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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79%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGf0lEQVRoge2ZW2xcRxnH/zNzbrt7vLu217HXdjaJu6qDs02xtbShNCAQjUrS9oXyVBoV8VBQBUggECjiASEqgcRF7QtCXFIJQaGoXKq6pVS0St20StO0hMSxEzdNnbWxnbW96909e64zPNhrO0GCB38WPDDSrmbOGc1vfnvmzDczy7BN6Rt/GirYmWbBWTauKLDw0SMTp7eDI7aj0WPPvu+27r1zo0YsmtUtL5fqqX9n9+C+X50enXWoWZy6wW8+v3ekd2jmLy/+dLnHdwGuI3X+xOLAwIeuPPfwY8UMNY9coCO38vDYkyvJt0YBKG4wxtBcAU4+VS7e/NHZr1LzyAUqc+rAb44JgHEwweJKAgzAHx4Fxk+wIjWPVODIpw/Gw9Ad4FwDAwdnAJRIC231fuA2CvcePahRMkkFch90Brw6bMvUEbo6pGQQmgnNXL3frFV2dO3z+ymZpAK9tzTy1XkDpmUiqJmQoQ4hrPX7lQVgx2Djf1egPRsUytMaTNOEZcTAEIszZa7fn50E0v1LI5RM0vGopDF8bSqEaXIIg0ETcY0xIwTjACQuvg40V+QeSiatgGL5akmDaerQTQFd2GBK2QwSABA0gGZN7Kdkkg2hww/cGY/CaKA+w6HrOkzLgibapK7b3ExsBHzPdYY+fvjDZFyyhnbe7gz4jrI5F9A0DYZmQOMJAApQGw/arTXTnUNhkopLJtBbcPIrZQlNBzjnQCAQuVpSRkoyxNbreY5r5Q6sFKi4ZALprFdYng2hmIRSCowxCKFzKUNNIVqvt1gC2vvqOSoumQDjfPjaVR9RFCGKIkgpwcChlLTZJsrMBKDHvWEqLt0sxILC3JSHINAQBAECFkAqiUg2oZtyvdr8O4DviL1UWJIncOTBg3GwZu/0uQBBEMD3fXiejzDyEUZNKLVRd+Y80KwHAxRcgEigd6QxEIVNe+FiuNZ5D67jIgwdK4q86wQAQMpq/v4v3tFBwSYZQtlblgu6JXH0MY5Lp3ycf0HBrQKBdCzFI8nFahzo2wcU7wOSXa6R3uX1AFjaKptEwIz7aa4FGP6EhZHDcbhfMbE4rSGWbqJW96zuAQ9fewboyQPG2oya6nV7AIxvlU2yJ05ZhQlhGq8Jgy2FHpKm7XSks4IFLvu77zlo66zuactYfuRlLnj15G8XLvZ9a/L5zpcn35qO/nPr/z4xCoEb02e/V8znbl/4mFuxx7ju9XPB7KunO04eP3Zqbjt4/0//zbQtQ+gz3y3m+grNESHMlcZyOBtr9/fOTybGf/KlNy9Ss0gEjjxw0Bi8p3xn+87qp7hQ7zftpREuPMOr5U5wLarEUnP3KcWl73RMyUC8uHQ1+cfLr7SffOoHr9W3yiaZhe75evyu3sLEC5pZK4ZhvX9mMhKaATBmvycjyNlL1bxugVmJeqdm1j6Q3FF+sC2rZl5+ovbGVtkkcaBSSkzbWeDU74Ezo8C1d4DP/QLoHwSqC8AP7wdSWYlbDwH524ChjwC+o285iAFES4nyBavUWDb9Pz++2nkAUBKre5m1dVz1H8CJJ4CfPwJ4DWBuvGPLQQwgEnjm+KsrQiSvbL4WNAEp4d64DurfD3Aed+bOxKco2GT7ASGMs5ndG2WlACjmKnl9ve49QBTapdFfj5GcVJMJGAlZyg5ulBUAqRQ0A9d1tGs3oKRBMnwAQoHAMd/ouWnTBbX2AfzN9dLdgAyDs1RcMoHl91KXk5tO/9Xa143vQKobcCqxC1RcMoHypdhUrM0IW+XAAZRioVLXM+wOYP4CzQwEEAr87kevl41YstQqSwWAqTpueAJGLO7Mvx2/TMUlPdzVDGNdYC0GcCXV+nKhOw9wlpx67smxLS8hWolUINamzvzrVSVblK49ABca2a8PEAuYCbybv2M135r/NRPo2Lma79oFMBaSzUAAsUBjof1sZq2zgQsoJR2lNha8nX1AY9H+GyWTVKA8kRxP7xCbYq8KN7/EbRmgPJUkWUK0EqlAfU5biiUTFaAVBxiUUm5LwrTjzsJZuhkIIBZ49pdjvpWwzwHAxi8v3VZO05KXKWcgYBv+J961n5089MhqXsnVSKwUcPjLQDLD/0rNIxcovZn9/vDdmTNWG6AQVbgAbj0EFO9NLVVK6Z9R87ZlU3/028VM7sC7L0WB9jQXsJjwHqqWej75+EMTY9SsbREAgC8cv7kY+ZqMpd18YzH+9o8/f478RAIA/gmh3o0bmh7wWwAAAABJRU5ErkJggg==) 23 23, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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93%,93.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
98%,98.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFa0lEQVRoge2aS2xUVRjHf/d95850OmWmLyhQ2lJCfSDSkJAAITFNQIyPlcSEGDUuMAaUmOjGle40bjQxGkMEEzVGxERURMXwkKALEHwgUkuBMpR22mmn87xPF3eoLZgYzZnYhWd17ncn3y//fN855zvfHYUajR17em6979nI6yv7FqSX9CzJ/Xj4SrkWHKUWTne+t3x155rhz0r53IpUe+HB+gWudmjX5KFasGTRDh9+sbdt8aorX06MZFu+equkq0Yunstmtz/y0spFollQAwGN3YUePZKLf/IylHIgSXCtfyrmMvKCaBbUQEB9a66rNAXf7wW7FCJ0C85/V9h41+Z1qmiecAGq6S8r5sK5UwYkH0WBEx9ONE2N2m2iecIFSJLcVZoK54VJCDzQTFAMkBOl+aJ5wgVoptNVzIZz14YA0CPgVaBYKMxtAZu2rDONaGl+vipgPA2+C1KVIkeLczuFkssqKd0MrMlroVu7CH41hQCKk8FikTwQLKBxabFDVpHHroRu3SIEAWhG+KzpytyOQKJtsiPwZC7/FEzbXBukag5JBHNbgG65yzxPZ/yyOdtuxgDQopW5vYhlxeh2KwqZS960zamAokmAQqVcTN390FpLKFOkM03XuyrFAJCmbU4FJDkHeNh2yYo0OU0imcIE9N27XtVMb/7UeA4oTdsDH+RqzVuYAFPwYSZMQEOnl9B0EvkxfZbdLoEke9S3wsgABGpe6EIWJiDZXWhXNFctTLiz7IEfHmRmHLwy+BTaRTFBoIB57dkuZI9yYbaAShFkGWIJA4BcRmoVxQSBAsx4uSvwy9zeZ7NtF/Q+8Oc7SYJYskJzNzS0qF2imADC6nOnrOLYWaw43LEJbuuDe3aCZgASrN0CyYWgqn5CFBME3oktZ8UJLaGcJDBakEqLCKxSXdLRzCi4DiSawXebjxfGrFe+fT97VhRX+vuf/PPx5K5bVitqUDZidoesKHZu2BhXTU/99ePk8YP7jvi1YP4//qtRkxTavrtnPb46bsbtJtX09fyYOuw7Kq89duYH0SyhAp7Zu2RLJF7eZsSvrjUtzZcVR5VkCHyrLMkVvVJoOlIYjb166t3m/fv3HLNFMIUWc2Zd+WnHubr+/Alk33PUXAZGB8H3imaAJ5uxqxuSHef39j564SlRTKF9mrNH5fThd6CxHZavg/Q5ePNxWLEJVm6EztVgxcH33agoptAIVIp+OjMI5Xx4F75ehZ7+HN7eAT8fCmuj0mTknCim4PtAcBHCfpDvgXJDfBUVPA8mLsf7RTHFXimNyJARh2waPAcUbfb7SD14tuZmL1iXRDHFNrbcaLouGbYUffdmAbF54NrR8amLWkYUUqiA0mh0IN4IeOC6N6eQHgGnHBn84qOj7l86+BdDqAA7q2d008pDmELyDaWiboHvKWmRTKECDnxwtKhrVgbAm9FSBEi0gW5C4LvCFjDUoLnrVfQ0VBfxjBRKtoURccuasC0UaiAgCKQ0hO2UmSmUWhhGJDcsbguFWkTA9YegepDN8N7QGh5i2YHYoEie+Ai4XIRqT1SBuubQbtWDW6mbyPYbc3cRA0TrrCEAuxyWukq1TVSXAteOjBzcd0RIFXp9CBfgZ2NDEH5akmSIVa/wRhQ8RxsQzRMuwDTN6UUMIFd3IisOBP7cFxBLacN3bo6Pe04YgWhDaDei4LmS0C0UaiDg60+P2Z29sQOeEz6bFixdA4YF+VGxWyjUQACAoTY9n1ocy4Pi65bsb9oOBPUTmd/iJ0WzavJnjzPfDGc3bG1VNNNd1bhIDuqbYtnR/tb7dz93+hfRrJoIAGhpWn7S8yNfWwl1Xub31NY3njh7qhacPwCzgvbp5hMrIQAAAABJRU5ErkJggg==) 23 23, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur35763 1.6666666666667s linear infinite forwards;
}
