@keyframes rwdcur255791 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpUlEQVRoge2azU8bRxjGn3d2vRgcQhI2pIoSaVXZCOGqVdWqiVxiYqmcmhNWL82hR5RzD8SFkJYPWRz6B3CqekilKjKHRL2kVa06VfoRpEhVXRHgsIc2IhBEERiwd3emB9uA8S7+AtxE/h13RjPPM7P2vO+8S97PEaPT6EetCECs4y9som8himd2Xbw3cQotuE+t6AGreUaIVUzLdBr9risAqJaRAP4cMH/HEoCMYz+CCQ5deh097AJQkwkBGA/Rz3ID1zQQXwLMx0hgGx8tRPHCqetCFBtI44b5BN/wfwDwGubNaZb3PpOUCpeEZ1eez4gEpRGejwpH8XkWotjwDdEA/wMXpJMUZCqqWkArk3Uv72+Qm4se2cMBa1HAnLESSFN4foKXFJ9nfkJsdN5mn5iPEXf3Shprp4pMmFvmrl67Dk0nXQePIADzGUf6NyNBGQo/HbPKFp9n7guud41LIeMXEff0yZrUUcbuE5BeMwoeOS43W2TYSpr2jRwwl/k0ZWhgdsSsWHye2WFL908qoe0f+R1ZRcBpF5r9MtzdLmyupovaHA1sJU0Yf1vSn59mavmplSQ5mNEBvO/U/saXCgNgubvt34oD9+2oxZdDKQ2HcJzUl4aBevOKGhCo7Zg/bIRzU7EBnj2kzGU+fYSSKsJ8wR8Zi5atkUIDufBg8wcjwVN84Jj0lYSnxPW1e9u6tcyLTOwayIXE6Z+tBE+JcDJiVH3CHjbJwYxurYlQ6oGh8xVRYCJrIBcSG7+KhEghPDtSeWxz1CQHMzpfF6Htnyydr2DHBNuTjCTEFsJzY+VHlcfN7LCliw2EjEdCFysAOEDeMSTBsVQqGfk/4RsmTbjEVyAo5I3gPIDMyyI+jzeCExDOwWiDBg0aHA/kvYlTIJgLUWzUW0wleCNQASgMLfgObtz3fgat3qLKxTdEKty4ixZ8z6gVAVcAV8mDuG+YtHqLK0XnLaZSM2Lye7hKrehmYAC1A/IlaORBvPM20+ot0omuUUklD2KuyxRk5wBQPholgM4ArgBpdALxrnFJq6tSG/xRl8o8FGvqkXbEA3vzAQJYO+DulTTWSnH/pKLVRakN/qhLZa0s1vKBKyi9RgVpWGFGRgBrJ3j6XBrz0J1j1ukI87CptmvuoHyeFSXBxTkxAVIHg6yywDHpK4l8lvUrFyXbKwjna5Vaih6HDYOjnlf0XuglomGg3hxoIFdcqCulNDgmxc1+GQCst79tLm4U2es+nhLXcxWWqsmesGxKPsv6nZYzp8UWxxZ3twtOZR0AMBatwNq97bh/UglVayJ/wrZdcweVi1JVf932Bgi2BbUCFKCpl2mpB0a8a1wKzQ5beiUTd41KqlBErOkKC5oeE+a/DgXFEtga2F/KdEQB5MukpeP8684R9uHcKC8rKeq8xVShiJh8iQUtjwVr3Spf8T6KDOwtIpdFCyC9iaAxI6Z8QzQwPyEONOEbIhVNIia/S0HRZsEssdGlyBoQAGi3fF8x5wDpLXxsPgH3RnDDKT31RqAKRdyV3kFQnBGwqntrsKMZgCxWMW08PITPbTgABq3EdZ8Chg7rKWDN1TwjxCqm/wMsbbOeNHbydAAAAABJRU5ErkJggg==) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRoge2Z3WsUVxjGn/fM2clmk1VZQaQUHcJmDexQTEFbK9bOhdBLxT+g0KveFxoS16q4NUbofa8KveilSL1psdCtiFqtYYW6EGKQEXohLUbztbvZOXPeXsQYNzuz2Y8mG2F/MDfnY87zDGfOec97KPk1xqgXoyBE0R6aPTxCGZ/NfINHQQ2SZ2BTDD+jD++C2h0N4Jf4TlIvRuXH6CezvffxHKDuY4AZxfBGWARDSRugBNCWCQ/wfsPnAoQomQBk6w8XAfUAipdwbOYSnoSNOXMJLhfhqHtweRYAt2FgxbwQb5YZpmjuiQiIsoB/jxSWaDhs6qw3gRI5/p/k0sLKO5oe11yTLdcPIHtrioJhQM8zlu9qhSKGH1/UG4pf5XGW3dQ54aj7yEWPG5bYTU1NJ1VSa3qDGvTsiGz4Ev8lo3jbUyhiePp84+JXmb6g3aGs4Xh3Odd3QlrGHrFxJwKW57yqotDPLZ4JlAoqrBr+rJ5GkU5PZfymxa8ylfHd9ITpLP+ur5n76SACPJAg9ByQMPcZKL5YrqkPNVAqKHh/+8ajLyu6VYGNUBipuOnxyNHSX9wfqIewF8Ckuc8I7F93wm+2+FUKo14RCF5+05dNsA5frhqYeNubroFO0zWwBSjUWUpqDfDKJuXP6ulNFNU4zIuVp/5D75kfGDtVG3gVHhR/8ZS/wKe3SGJdCqNe0V/gU3PXy67/r64xUWWAF4DlnFb+Sz1c+KrS8g77f1MYqbj+HDtLNzxXP+cqE68N8DxQucVKz/NwO+HBZlEYqbh6gZ3yTd/Vz/HahACgeQ5Qd6F4obXAbKuYyvguL8Lx7rCrV84TipIXMUkGBngJxxqJ57cDgxmyuId/gsYsJc/ABqNY7yS1HUmOYg82iOW6dOnSZfOh5CjeAaBmxvFPp8U0Q3IMAyDEBKL4ETH8mhyD1WlRjTJ4lmzqxySi+EGQiQ/lIbxHfcgNZsjqtLiNSJ0XNsWRl4exiyKwBQhSJAD5ASzqQy51TlidFhnGUNawxQ7Km8dI0k4Ar3OjtJItjnxEFvUjN5Q1rA7qDCR9xbSNXSLf4whJ8bXytfMAAWI3ED1uWCJOufSEaW29zGDSV0xbJkQ+9mlEih3VedTqExkBYjeh70TEMuJ0LT0eiW2x1kCMOF3deTIqjV21SeDaMzEBxh4Bc79xEET9W6SxLkZCpGRCBGaww7MSKzXbPlx9G9Iqdeka6DRvvYHQn5QEAYS96cuB968KzIuv8vqbiv2tWfcjhxroOSABYDLwckEDlaf+w/SEeaowUnHbEZi+YtpGnK4aCZEKa9ObDl8MQ2vMfQbCrnUAwHvmH5y7Xs6lJ0ynVROrO+zOk1EpE63N5mADhMALtSpMoOe4sJZueLmhrOFMZXy3mYGHsoaNGOfNT4SswEPlRTO91wg0sP4qMxQTiBwhq3xT51LnhDN9QbuNdEudFzZiyMujkIoU1HzDemuoMfDmJXJDxAB5GJZ3h3ODGXIeZ9mt13zwLNmIcV4egdQRH7rc3HDrkQD0aqLUb/VSMg4Yh2CpP5BLjsGZuQQ3qFlyDAPo5VvG+5BaMlBqbTgA4AoARllyCd97t/FF2zsCAyBIEMIDQEKMfTxRD2Cj3T2IUeYSxv8D417DkCaEEREAAAAASUVORK5CYII=) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFklEQVRoge2aT28TRxjGn3dmd53EgTSOKahqm62UhFAjTlVTKHGwVCEaVapQvkEPSEi9VD1YgaQRJBDlxLFSD/0GVlUOKUKtTExFgXKqMARiiUWiLSWFEPLPu96Z6cExIfFu7Ng0Bik/yQfvzM48jz0778y+Q20nYILjCAitqJ4lCFzKnEFqbUHbIBgkjoCjC4BRdU8K9yFwQQPHEf4+vqXmqhuEmgbEFOJAsQEAgIbP+W4co2YAVGV3M4C4heMaCK3UDLCd1bQGyEeAsJCCi++9qmSGIdtOYFTew2HtTZgUQlUmJAAQWrUXL3KDVdSS/AeQN1SKbPRNjap//apmzsJqH6CY+B1J/QCZrAUVm5B5C9DWFmj1RZfWawXioYJ7Q6RgU9/UGekrvsDUiLI6hljMvY5kXQ83WQtt2IS75K7o9aoQaNJLtyIB9y8J+1ouRQ713RkWJcUXuHtKWp0jPJb7TSWDhzWT72Blm7Bnc6u++46Z+qAB3dGgzXl/6G8G+7JMkUN9k9+UL77A5ICwKMti9iVpsUfctx/d0VAfNNAQCni24zte3BmJ2R+yf0hbjXtWELitcmo83Z/bsPgC6bhjRcaM7mc/ZXvB8J5XHRag3qajdfv0XdyzDV8DygakrcZvfuX0VyqwHNJx5wGA7/zK954zoGzs8yuvYNp5tdgyUGu2DNQabwMSEM8kIHB7k/V4abknFxWgvIuLDSxH2PmUk1I5nxiwiSgX4/MTtpV7KDxNrDawvLZZ/DmXknOyr5og9bJIx50H4pmKzZ7PWmJaFplYMaDyq0r7V5GSC+qVEF8gHXcsMatiCxdzlny8ejjlDSyv53NXVUotoKK1zf9NOu5Yck7FshPCko/x3AQDsKSmAfc6UmoJfXeHSy+Ja8XkgLDUPGK5K8pSMwAAh4cOQqkZTMJBf+YsXlnxBR5PqKeh/fSjfIIGCPxS5c60drQNvv4xbIstXgptg2Cv8wPBQ934FBxfhz7GzSeX8bTWgsqh/SSFQ4fwZagbnIGji+/GMQoi2T5AZq3FlaJjkIWpHgnejjFwHGIADGoGtC6YFESyY4iZtRbpR+dpHqYgEvpHFKUdAID6/NgngEKAfoBMakSyc4SbNdTpSWRUD7MgJQIHeZTtxPMXYSsPLwGsBajr4SbbRsnImGHWRKkHkVE9zLaxRMMnepTvolWbgNWzDwGshRA8rJt8OyUjY8bbm6y1iIL4ps/qotpbrGgLVjx9EsB3MDT2BEzS0LtJOn0hnXobo0bUeId7boC9538CWAPB73XfpsKxh28v/uULvLYBrMCWgVqzZaDW+OYHKJBPLuw955PSlbinXIwvv9+vmMioHiadesGxx6ucBaiXvJMzANYxoDUzNB2t2+eXXJCLCvMTthUZM2LpuGNtUDeAlSDVGDWifLvPjB7Ia/HV6VdAAYJfWgcAoAD+Bpmz57PJSky8GGH9glQ5+BpYfGKXvtsAAj3MXLiYS3aO8NjkgLDK6bTzNA8rQyUC3SzqBl24T93SN/ngaWBtKnNdDEDfT2Z2QiY7hljs7ilprVe9Y5CFlaESWheLiqCAmBMbEryWIgMvJpHLpgHQPoSZu6KS7QMUmxpRlle19pMURkAltA8oqpoE3DL+5FJoULivZvJnDwrp+4pQALXClHfQ3zaI45nh4sYUU1+wdxEVOQXxZxWqkT/sAYX7GgQuiFs4/pKO2zgQuOb7QEpcFRkMIYP6qntaPm7zH39F8AR9cWUvAAAAAElFTkSuQmCC) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExElEQVRoge2az04bVxTGv3tnxvhfSoAJrdREmoVBArNp1SaICotRlSqLrLC6ygPkAbpAYBpCwh+x6APkAbKoIrPIJmm7GGQqREi7K0UFFiM1rSgJUBrb2J6Ze7uwDRjPjG0MmET8Vvac8b3fd8eeOedcA+84BABC9xEnLRisezQO8Lf4HWncXJ/G34dDoRh6iB/PEMDV/Kx1TrWD2fX7iIoAQFowKPUDdQ3MAfYPYC5hE0DOJp4Ehyn2AKS1/rmM+fyC0/2D9YrfBMyXSCCDr9en8eboKetT0HkaqvkCOt/Of+bYHNIqHo0JTfToIXdYfuXZrzxBsoiuTfMy8UXWp6B3jBLV+gWa1EcU2oZjLZyVZfuvywwAgOSzPVwOA6wNjtxLK4Esia5NMkfxRdYmuN45RlXrBTRpQFBoG6nJhLFnlrx3VOprbXIfiQPGXwzZpVyCGjS68sCsKL7I6jjTuyZF1ViEFrwlKWJ7FVedAHtb2bLDrkvN/wT2lk37IAPM12wWGdxd+bZ68UVWYqYenvGo6R/Mx6JM+5yugi8swtstIZs0bOOuBvaWTRivLOG3b3LM7bzjsjyU0wF84RTv+c5DAVjebslxjIrX7rTEV0M1c9d4yzl/XBhoNO+xAQ6gYT/fQ1RIOewNsPxDynzNZk9BUk2Yb9iCsWE5Gik3UEgPUj/mEizF7p6yvoqwFL+z+zSjm5vM1kSpgUJKnJm3EizJo8vDRs1P2JNmeSinW7tcTT7P6WyLl5k4MFBIiY1FnuBpRI+THpwWy0M5nf3H1cycpbMtlJjIGzgoRhI8jejqg8pZ5VmzEjN1loRqLPCSeoIC+TLQXMIc9hBdm3TO5xvN6jjTeRKquQgdKbwCislcGjcB5OwqqfPG2gTXQyNQQRBstJYLLjgPCEC+6dTaD//2PP5ttKBqCA1Dbu3H5e2f8ZYCAPHjGfFDC41AabC2inTEiAwvnsCPn4DigyyAq2IvFBKA1jFKlAbqc6XzHpWJH3HxOgbIJXQDRQMk3+4Tb0AhQWidY1RppFA7uh6KMvEjLvWSCP0Q+72kktYiaQWkPqLQILSuSVFpiFIbwtOSTIMk7u0XSsQDR7NRAtA2wDsgKPQDooVnPMqZKrUhPC3J9BKNB77yRISPSFkBUF4PEIC2EQRveRQaII/PSKcjNEAfNd/2RqSPqW35ZV+REUBspxBl2nfK+ioiXqGDnmuCY/HrXtSfwEZE3VC46niPuxLvCBcGGk1FA4UWd0OoZm7X/QFfWAQA65PvfeVBnm86sRS/U+jz10x4WpJpgD4Sr9BBp6UsaHDENertluC2uWBsWH27TzNaeMaj1mqi+IRtvu2NeK4Jx75lOxsgcNzW2ScA+L4UleTznNY1KaorMVOvZtKuh6IML+I+VYzwywzZ1PGbsI4G7DbUbBEAqRdKZo5pnWNUXR1nutvpnfeozCQW91wXIqbXgLlTk94ybA0c3cqsiB8QbkBhC1zrGCXq2gTX7U7riBEZTTwufk4irNkCq3KN3DgwwAGQ0k3kmggCwmdQzEVooRGo61PQD4dDw5C5hz8RPkWEt3BYFb6drhxqLYpA/o8Txf8e1EV+EUSHppMHFO3WH4C1WvdM4DtoeOv/RPgfmt/BaHl3LKcAAAAASUVORK5CYII=) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3UlEQVRoge2ZTWhUVxTHf/e+9yYvH1apE6U0wiwmgWaKYD+g2HZoFpViXZmNxEVxFehCKF2M04BWIZ1mUQqCi6ykCy1djAvBUlw0MoW2VKXUOgpJKIEKNY0UbSeZmfdxbxeTSUxm3swkkw+V/ODBvPse55z/vXPfPfdc2GJzEeUf0ZN8IlpJIrCbsqhxdJGrFDg2+TkPAaIJQticEzZH1sR+nrOTZ0gCmOV20UrSjNMhQk0ZR01jejcxEXjLnjpGDx2yC5BNuPAwvWsch5KARVMCW4QoSVrNZYD6B7xfyVDk2GSKXNn05AgODgnvdy6q+/NeV+lHmIBgoZsXRuBxjBZjZd2iQE1r1E2dEUX6J1L6wfJXJlPkuofEoH8LZEgMGHvEqkbC9/wl91UFAFhtDYpQ4P+lca77GYqif2JYVQRfZmJY53pOyUH/N7qsnTJudIrHZmF93Dm/oi1QAED7rtbaFjW493xyN5yM9I3+u2fcwODLjJ9Wud6U9YF/XYy1HWyJmLsaGAYBs9P5qo9qCgDw/1Dks8vn4zwKvBl1Sc/pwbtD9YMvcyfpTsVGQn25K84FMyz3B41Ca8zE7rVwi5U9X6augHzWw73nG7c/dlSjATZCNuFMAW8GPX/5i5AEfLvXqmmnoWm01sGvpc8mvshPBlsCNptnXIAGNnz6LvNfh2ABqrRIeTPq0hqGtCK8B+pH975fU0h1AfPpQe47J6Nm1eA6xVcXNauPPrpcmPKmVaCISgG6lJgVfvAzfk73Z5ONr7BrTTbhTPmPdN9/3xan/Bld9e+8VIAG9Te4P+uMnqN/JenBepFNOFPqX91X+N7P+H9WilgUoHHUNHi/kNFz9I+fCc4qN5o7SXdK53nfvaEvqnuAplB+tpAL6SJXvZuYFDlWLZ/fbMZPq1z3kBj0bvEQqNw3Rk+wI5qkY+NDWxnRBKFoooqALTabp2Vookk6oifYUb5f/ArZnMPmyyd5HnQPiTAtfI3N+XLbggBhc8Tcy4e0MNo9JJ44ET0nZVi0kTZf5ZBo4UC5fUldSHaB+QoDoo0rPZ/KyGYEWo2Xhq2waCNtvSHicjdL6kJLV2IJ8kWw3pJx2cFYb8qKbHCsFcRSVtjoEGn7bSMud1eWYSpzIQkyDPY7RkQ+J8ZiI6HIxoRaSSxlheU2me54LxQ3XqheCKuejQqQOwXbDrZEZLu4sM5xBiLb5ej2Q3bc6jICE//g/YAAc7fEDMv96xRfXcxOeTi0Jzh4aGRLuYLS35oj6/t/xvfETwFbAjabhgTMF1o3lEZ91q1Ot8ZMAH/fN1XOCnSp9KFm9dH5anPDxFJWWLbLUbNTHg7qxnnfNan7ht1rUavE7d739z+6XBiLjYT6GhVRXmG3H7LjoT1GU5/q2sMkwC36NS92QPuBUETYfNX7mVU3iy0lZiLd/q4VF53gOrXt1zrcgDojEHSsUw25V8fdn/zRnlNycPy0ylV7p+ekDCvDT4deM+KO5eDMNGw+kEAB1Q7UahIGYx8D7g1N95AYnBjWS0SUNiM6bb4u4mq7QhWCDK2MRQEaR3uYgsqjzIZ5HoxeBrxbPIwm+GhyBAdK20Bt6fPGXuJ6m8ZvfGAr0A4BdaE8Z71rHH98s7A6DxRYXrfRmIDn32bOzzZvX+dJNWVjizXkf3Lk6fGABJ5yAAAAAElFTkSuQmCC) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDUlEQVRoge2ay28TVxTGv3PnzkxwnrhSyIKqrupEVm0kAhKvlkIaJIqUSohVt0VF2bU7VxWJCMKU1ruyQ/QP6KaVKlAfEiSEqDyEsCu1rqLElVylLa8CiRNMPJ65p4skhMQzxI5DXNT8JC/mnuN7vm9szT2+1xT8BHUQ2AJCACsB4zcIJNInoBaHgkcRAWEzALEClW7DQUJCYIvYiEGxofIZeQpwfseXUOh2TRDoEgGcEusrr6XuAWoM+yUIAbEBEK9WNiFnAWcENmx8kT5ZfPcBAA6+4tvoplcQID8AqqymGkOLfHpAM5bxyTLAk4B1nW08Qnv6JP/qlZr+FJnWHupwbmBA30UB8RKWbULN3iO5OCDXFQ15w4DKMvJXlY0c2kdPKE/xc4zGONN2THQ4N3BddmrNooHKNmE/tuf1uiWYjfrSszDgjDNyPxVs5NA+0re0+DlGjqtMKKYdcBK4aXZKiLrSTeQnCguuPb8z6xpNmNKA4eiuLzklYV1SFnLUPtzjlCx+juEeJ8H3qbNwlaFPS886ptCxrt6Ez2+6zuP5fVGPGBPfPIYzyeddExxOqwLOpKLWcLni50hFrf5w3Ng5/vXjIyBqdssRtdTVdKgGWpP7vfY0wHmGM8nnf/kw/+5yBZZCKmpdA3DNK77ptHmOC+jyiq/EglJV1gxUmzUD1cbdAAMqx4DD6VXW46KF77LFALuHiw3MrrCTF/KWKuDMc5a3JCqPs1NDFpyscjWx0MBsb5P7oWDbD9TWShaplSIVta5ZY05n9sc81FTxJ7HAAE8C+QFlO+OqPRW1ym4PnhepqNVv/eF05i4VwI8WmnhigLOANcS2yvKyepvnTSpq9dt/8Z7pC8pW9+fHBTDzS8q+Cpsny+sqV5vho/ZlNcGthSucUQ8BAErz74bOExCYxvvpGP6z4ue4P8jj/p30LU/gDhiXEeyFCPa++OvBGmv8X6lwZ6Z6zD14tOBRRPx7cdj/Jv58MITxagsrhdZeikAgBgd/CxA2iwBOUS0GWnsoUG1xS9HWJyJUj6T2Gj4A4XUBQIj1gNyOADVgtK1PvFVtkV6EYlpENFDS2E2S6mbGnixg5AeMPSS1FhoMxbS3qyXSi3DciGhNIml2CEn18+PzKzABVAuYuwTkRnExHDf+MybCcSMi/SLpe0eXi7ciF7YQBFAtwbdXh/GydjEcN3asstYiwnEjJP3iZuPBGqk1FW9BFvdABIg6Qt1uA8LEkVXS6YnQ0V2/zzSkX7g+9N2bOALIIHht960qGgWFz3vz94XvQtcMVJs1A9XG83yA9JnDhU2nzXOuCcx3VR5nZ/f3l004boSEjm5oFHSLa/XURaZ30+xpQNQKNB2qgdfhAluMqSHrcDhudKaiVn/ZyvFkhb1Zv880hM9dJJkEUbsMA6TD81gHAMBAwwET2e/yF8OfG1tTH1uJ0qXPtweNB2uk1yJVCp4Gcg/yS7+bAbmNkP9HfR+KaduHe5xMKUVDMS0CHyeNvUJaKMB6WLLeIlwNLD7KfCYE6DuoeXpQDbQdEx0jx1XmWeltfSICH5LyDUibbNjZsvQWUWTg6UPkkvEBchsChSs80NpDHaMxzriltfZSBD5Oyp2QSnegpssvtRgJ4La6N3OhPP7iUDLNCHAG7wH4bHEo2AvBgj8SLZD2LQZuVVZK3QHAyEg4SKgx7FdjaKlsypl5wfjZM2rjjDOCoRWoAzAyUEj8C3EP4TSTuxRlAAAAAElFTkSuQmCC) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEs0lEQVRoge2azW8TRxiHn3d2so6JRVsOKaWUUtUJaZ2qUko/xAEhjMTdvvdP4NYISIAACY3CjQv33t17VGxxaVWhkioqadMklUB8qI0Q0CjE9np3pgcTguPd4MRpEto80l5mdmd+v9nVfLzvSvIspyXOKYRWmsMQMGuL9M0M8k3YDck+jkqcq2j2A6qp3iyeLXJFS5xT+jAJcZtqDluC4BZ77T0erNDpE1rp1AdB2prsz0f71zmhEFrFBfTaLxtAMAnmPtmZIa5FdTpziTH7mLQ/XjXcTJ+iAcGteY2Oq1Z3tSiUUdhfBXtXsjODfPuykZsZosBDSZtxQVWqbay63xdk6+Ud6HhdUTgWbBm83wLMXbLTF8xLxS8yfdEWOgdUOhiTfOyQQtoEpNGnwS/6S3rDboi91gJ25UZsyVL82cfckezUuaBh8YtMDZhC16CT9sfI7ziiUYkGHAiU/67UFIUPtwW9oClP+tgg3Ik/azCzZCf7/FWLX2SyPyikRpx0+ZoZbXlbhWoRJcQOaNx9DguPy3X1kd9LedKnOF751AaRs8rcxElvfm3Sl5jo9QqpYfcN/6HZGXqDsBu46e5zQqsjDdjAYgMeTJz0oqfFdeLZQIQORmrYxZro77m5xWQLsG1gs9k2sNnUG7DVRcqfNQBzG66onrnKfeMHcyZ0ca018Gx7UPzRx5812fWY55tl4qQ37z8yx+dGy5h5W2eixoAtgzcW4P1usre+8ta8wq43E71ewbsTpBeuV7BPa008N2DL4I9b/D9sU9uDf4uJXq/g3zPp8g8Gu7BUrgBjSxD8AsFtslPnGt9VbjST/UEh+NOmKzcs9ikARhEwG9wCc4fs9AW7ZcUvMjVgCuYv0v5PgM9tSfbzJZYHK52ktiLJ0/QgvL7ZOrbZZpv/O5Ls4yiWJzOXGNtsMash2ccxhD1K4lyVXdxM9nF0s0U1SsdZyai9fCdxhhSa/fogSDv5jjOy5U10nlcZZz85pxtwaFeAkjbQPaDeJN85oLasia4hndHvS05/LEg1lq6e70YlAS2fCc5uyXcNOlvORPdlN+MeUDm3x0FiS+U15wHZAbFDCr1X5VMj7pYx0X3ZzbR261z8C10V/0IUsvZEJiBtwo4jLehdajQ17CY2Vmo9qWE3odtVLnE4hrTWB4Hrz8QCKiE8i1WGh/s2lp26XaHi4RHs/2BU4hVj28Bm88obiMwPiBIQdqeGI/Ov65LggOpUScSMJw57xIlOP0UaiB3QADejkguV+8ZPjbjHJ3q9wqrULqP7spvR7Sqn28M/BnGEWFd04jGyxt3nEJXWAQjmjJ4bLedTI256rSYWV9jE4Vh1nl+JiOpwA0JoQq0GCy2fC5WizXcNOunJ/mBVJrqGdEa9R875CEpFD0qreXqJUAPLU5mR2OouNiiR7xxQ6akB05CJzvMqo961OfUheGUfvMYFL6fOwItJ5IZQ4PSAuWHzHWckPX3Rrmii46xk1Ds2pz6AwPhrHvlFNBbP+mgBAt+srRUB1Q2mRD55mk+ijqfJPo7JWzYnHWCMheLahVsPsJS0LXLFv84JhCb/V8Hgc3vFcJ+wxz7inv897TT/u03JFvn6Hwz3ysiJiSG1AAAAAElFTkSuQmCC) 23 23, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur255791 1.3333333333333s linear infinite forwards;
}
