@keyframes rwdcur120838 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENklEQVRYhe2WTWgkRRTHf93TM9Np2iGZmSQmWT8jOWgQc8ghBA9DwkZkvQhRDyp4E3RPHkXwplf14EUQEUEQwZN6E0FkIQezYW5uJIedJLaaCTHMR091tYeumqme9CRxV7zog0dVf9X7v/d/9a+G/+2/btZdfGsbc/lvAbCHfBiANPwfBWAGdYbGrOBCuQku05y/EdwZ4WYQHTg0wInzQOQuGdwG8kBBjXmgCDwKtNS1o0ZIKiuBGIjUOBKALqX+0FIf2EPv6MAFIO+67jue570LTEVRtKUAmVWJDRDaMzN0DS8YiwyX3QWuAh7g9Hq9vTAMEULsq2fPT09P3wSuAb5yT61pNmzKLGBWzTVXIYMG0iALwFO+73/WarXeklJ+ru75+rnv+99PTEzQ7XYJgmAFOAFODc/shRxwn1rIVSXOMaDCUtc54FchxB9Syq9IeNdltoG8EMKSUj7RbDbfB26RcC+AHoPmPENDzrbtG3Ect4EmMEa6JzDmIo7jm0CbAbcaYD6O45/DMPwSuK2q01XBQ+VRZgUcx3nPdd3He71eF/iTAef6ZQu4R40hg62lARRIGtADHhkbG/sIeEFK+QuwZwAQCkTKbM/zqNVqVeB1YAN4kKQvpoBxwJ2fn/9pdnb2Q10Jw7Xw6IZdcRyHqakpgGdIN3Sm2ZZlUa1W2dzcdEql0rNADbgfuBcoA/7u7u6T+/v7r5FWuaym2hJCEAQBwDdcQpb7yCqVCrVareR53rUMEHL4feNa3xsHHmq329eFEC8BN0grYSaQ1IIzMzNsbGx4juNcBVaBK2YlSHaKqQ0aQNW27Y+BV4vF4gcM5Pi8ap0FIKWkXC6zvr5e8H1/fRjE3NzcFwYIM/tlKSXLy8t0u12Ah0k330ga+gCklH2fnJxkZWXFB542QTQajTeAkgZhWZajAnxXLBbZ2toin89L4EcS8WldBMIGiOOYOI6JoogoipBSUqlUWFtbK7iuuw4sAVUSnvtUjI+Pl4EOsN/tdleB671ebxUISJSww1llTVmuWCy+vbCwgG3bqSpEUUQ+n8f3/UIQBA9EUXQMHKpFO0DY6XSaDBSvTbLvT9W8bQDQwpVdAZ15lpfLZZaWlkrAc8BjDA4ufd53VKlPGeh/S90/dwekKBjO3nTf91lcXPQLhcKLwAKGPKsMRwHQ2Y80R3Ofy+WIoohOp0O9Xuf4+LgPzAB4BXgTeIWEZ73PRwW68N/QAfpZt1ottre3ZaPROJJS7hnZ6CP1hOTQuk16j49ssgsB6ApIKanX6+Lg4OCWlPIHlWETODaCm37hHr8UAIAwDNnZ2ZGHh4d1IcTXwG/A76Q51Vx3ONtkd2yW67pxuVwOgyDYEUJ8ChyRZH2kgpt7eXi8sMsvBAD0bNv+Vkr5CWmuT0grGQyajqF7d2wW8DLJL1TIQGRGyehdBcuyvwAqey1mdSWnDQAAAABJRU5ErkJggg==) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhe2Wz28bRRTHP/vDm12zrBPHirAVJeGHrEhESMkBuLRSSNRwRj0h0QMc4cKxFYf8BUjcqarCgTOqBEhwRKJwiiKfUBWBksiRW0LqbhPbuzPLwbP2eO24cVuJS5/0tDujmfe+7/t9szvwwl7Y/2zGU+wxM+9SG0smtEkAmNrTzMzpieNJwNgTANDX2xqQLAOmBuKJQC4KwBzhtrZfas94xPvYwGkgPXh2TRaEDSwtLCzcB5YAJ+M2g3HHAnA1dxgNJls9wCnwJ9BS++aAj4FiJtYTQVSUzwElIADymQAOkC+Xy4lKMK3WVoAFYMnzvFuFQiEBbqi5ObUuPw6ArRbZdPXqqIpaqsKBZqrX6wUGmyoN7Jydnd1U41804Gkf2Cr2kFmmad5NkuQM+BfwVBBDbU4yniZPxwb9nmjFcfw7EKn5dL1Uc+meQQC2bX/luu5bURS1gUdALhNAnAPCBCy1PofS3XGcL1zXvRZF0c8qcaQxMQTAzOfzrK+vl4DPgC26+lXQ+mF+fv5yoVCoMPooOvSbuAJczeVy7wJvM/pUDTLged722toa1WrVPDg4eK3dbksg1KoXzWbz73a7/VirPAdMqaQvqacHxKZpThuG0Yyi6GvgjK720XkMWK7rbi8vLxMEAaVSaWp/f//VKIoSuj0RK09pN7SqPeBlBSCvADlSyt+iKLoDPAbayjv0pRyUQB+Uy2W2trbytm2/D1zKyDGtJPGVB5rnLcu6blnWj4ZhfJLJITUfsgEAUkqKxSKbm5uO7/tXsiAMw9CBXAau09XaB95bXFzE9/0PNeZ09kZaTwLLspBSIqXE8zxmZmacvb29NxR9D+l2fHq+S5ZlfRMEQTWO440kSe4AcRRFb4Zh+CXwB93vSIu+BEP09xhIkoQkSRBCIIRASsns7CwbGxuO67pXgHcyUkwLIQiCACEEgJkkyc0wDC8Bt1XyFMBYFqypqantarWKaZo9BqSUCCHI5XL4vu80Go0FIcRD4B8V8BHwIAzDV5IkuQXcVQlD5WkDinHV9xhIKx/lxWKR1dXVAPgAeJ3+J/Z7KeVHwHfAifKmAtKh3wNjrSdBtnrdfd9nZWUl7zjOVSVF+s9oKk8BpAzoIMZfSFLtLctCCEGr1aJWq3FyctIDpgGsAJ8DnwJHWsJUa73zL34lS6s+PT1lZ2dHHh4eHksp/9KqCTVvAnuq4rTZ0mq5aOIhBqSU1Gq1uF6v35NS/go06H4NdWp1yrPJJ74R9xjodDrs7u7Ko6OjWhzHPwD3gQcqma5perSeS3IAw3XdpFgsdhqNxm4cx98Cx6rCY/r6pomyz4n0HgkAiEzT/ElKeZthqkfpm74/leajAFwD7jF4HTvvKD1TslH2H56ZEEA/e8QzAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhe2WQWgkRRSGv1T3dPeMPTHpJGazENzd6BAkLCQYcVCImEC8KeJRF0Hw5kVQEDzkInjxoDePi4cVL4qHRb24AQ9CLiGMXrKwYhKSjJKNySSZnu6u8jDVMzWTmdkhil72waO6q7ve/7//Vb1ueGgP7X+2gQuuEx3m5H9BQBhjNxKp/+sEBK3Adg8CsXHf0zoF6ZeEMNZLY5Qd5noGtLW3Z9gLWABDU1NTW8AQ4BjeT7yWwJ7haQBzYbe6187Ozu4ANT3vAy8BuTYyPQkAXNb+GDAKDOog7Vk4k5OTP+pnvs58VK+7LIT40Pd9Bbyu5wL9ntOLxADwlAaLdTZV4FSPMc0atkuali/NNBBCvCKl/Eqvr7V5ujFbzBJC/KyUOgPuA1kDRAJKXw8AFq2nZqDtWaKU+lWvQY8KSHSspCMB27Y/9TzvehRFIXAMZHRAaZBJN5ajn7XPZ7Q7lmW96brua3Ec36F5KiKDUCuBfD6/srCwkNvc3HxaS3dsZGsB1tDQ0ONhGJKCaM8Yo6v9Edd1bzqOMxOG4ffAn1r6WCtwnkA2m12Zm5ujUCiI7e3ta2EYSuDEIJCpVqs1DZCleVpS0PTeASylVEUp9XuSJN9Qr33Yk4DneSvT09MMDg4yOjrqbm1tXY2iSAAVLW8KdAlY1gGVQcjsAZZSqpQkyap+L9Tyd92ELcdjYmKC5eXlnG3bS8BzwJPAFeAJ13VvAe8KIW4B16gfwYD6cfSFEG/5vr8KvKzD9d0JGyalJAgClpaWHN/3XwCeAa4CxTAMmZ+fR0oJUASmgTeAAuDlcrkbw8PDjI+Pv0/z+KZjVxINAlLKho+NjVEsFnPA88AcENu2zdraGq7rAtzLZrMf5fP5V7PZ7CeAXalUPqvVauzv779Hs5/0R0AphVKKJElIkgQpJSMjIywuLtqu614HrsRx/CXwbRiGHwNxFEXk83miKEIDfb2/v18EbtPaiMxmds4s13VXCoUCQogWFZIkIZPJ4Pu+XS6XR5Ik+Qu4R71h3ZdSbh4fH9tSys+BX6hv2hMNfmIokPaA7gqkmXfyIAiYnZ3NAc9S/06krXoV+AD4ATgEjjSJTm28qzVK0J696b7vMzMz4zmO8yLwqAY7BA4McJNAX/ID2GntLcsiSRKq1SqlUonDw8MGMYPgJeBt4B0NXNFebQPs+7fMBhpZn56esr6+Lnd2dg6klL8ZGVUMPwLuGgRMcPoFPqeAlJJSqRTv7u7elVL+BJSpbzgz01T6I5q17kvqngrUajU2Njbk3t5eKY7j28Af1D8k7XVNQU+NuQuDAwx4nqeCIKiVy+WNOI6/oLmxDjgvcfv4wEbzQAJAJIT4Tkp5k1apU5nb65teX6jmnQjcoL6p0vZZpVV2U+J/BNbJ/gaDKxvSTnXdhwAAAABJRU5ErkJggg==) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe2WzWskRRjGf13TmfQ0w7DMhzjGhBjWJEgITvCwQcGExA2IB0HP/gV6WvC2sOB5BU/eFPEg68mL4nnx4+IhhkFEV1w2CQkxzE6ym5me6a5qD101UzM7bnqi6MWCh+4epup5nvetqveF/8d/PJy/MVdY7+rfEiBGQI3APy5AAO4QbAER0NXPaBwRbgpiAWQteJYINGGgvwPrt1QiHifAdu0BvoanhZi5XeChhklBlIbckJwnwLjOA5eAosb1XC73PXDdEmZSk3rYLoc3lyH3NXkBeEKLuAK8Wq1WAV7X33ZUUosw4YV+ziL6eTehLziO8x5wVQhRl1LeAmg2m2ad0yFTqQUI7axA4tLOs4FP4vrqwsICUsoloAV81Gg0fgLeB34GolKpNGsZSSXCAZ4jiYQ5Sl1rgV7uM5nMTSnl8sTExFEYhu/Q33ynGg9JTkFA/0ieexIcIcRvSqmPge/0xBb982zvAR94EjjS/wno7/6WNc++DzhPRMZ13Q88z1sOw7ADPAAmNSa0gKlSqfSZEOLFMAy/sMgeWAgs0tgijXWU478SIHzfZ319vQy8DWwBs8DT9Hf8y47j+EqpOeCyFSUDk7YIoFKprM3MzLxLys2YyeVyN1ZWVpifnxd7e3tznU5HAm0go9U3crncK1LKe2EYfkIS8rZGR5NLs2Cr1fr95OTkW+3axmgBnufdWFxcpFAoUC6XJ3d3d2fDMHQ0EUC73W5/HobhlySh7mjySBPLIZJh4scKGAhRtVpla2vLd113DXgBmCK59QrAXLlc/hBY5tHCZDA3vOZ5Y+DPSimKxSKbm5vZfD7/EvC8FlF2XfcN4HK5XL5G/9YzTxeY8zzvR5IT01sytQClVA+VSoXV1VUfWNOOK1EU3W42m7ePj49vauLF6enpX4FFvcS9IAimGCxK54oQAHEcE8cxUkqklCilKJVKbGxsuJOTk1eAeUBFUXQLONaOL52dnUGSIlMBTxmzORFxHKOU6hEbSCkpFArUajU/m82uaRF2wfmh0Wg8S3KB2Y3IWA2JAHrOR6FYLFKr1fLAa8AzDJZc++YbJk8lopeCYfc28vk8S0tLfjabfZPkkjKOR5GP1Re6JveZTAYpJUEQUK/XaTabPWGWwKeAa8AvwKElZOxesCcA6LlutVpsb2+r/f39hlLqLv1CY4rOKXAfuMuj1/CFWvNeBJRS1Ov16ODg4I5S6huSqncfaDJYdg0M+dit+IAAgG63y87Ojjo8PKxHUfQV8AfJcTN13rg1Zdg8L+zcDMfzvLhYLHaPjo52oij6FGiQuG7QbzJMmIef9sa7mAAgFEJ8rZQylc4Ot3FuNxfmPVXDkUbAW8AdTWRaKjvsY5/tccafIV0bJrIthloAAAAASUVORK5CYII=) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/0lEQVRYhe2XzW8bRRjGf95d1muztSLHMUoCwSpVFFCK5KgSitQDaSLlhjjwcYMD6o1TpUocy1+AuHJBCPEv8CH1QMRHDlyiYG6thJxPBQhO0iZr784Mh53xjo3b2CmcYKRXM2vP7vO8z/vO++7C/+O/PnIj7nf07A34L9Gz/DcIONo8bWZtABNrNuuhxiBPBgE7gA8E+h6fTA0JREDHuv5HCNgeG3BjNoFOH5lEXw9Fwj3nv6c0gTzwNHBJWwF423GcD5VSLvALoDSo0CTUMAT64zrIfKAIhEBJ22Xg1vT0dA34AHjW2j/ScPi7tEZyI3tR27thGH6Xy+XeA6TruhwfH+O6LqQ5cKGRA6b02s5kNBFDoBSG4U/VapVms0mSJG8CV4BF4CvgW+CB67qREOJUExo6B54jlTcgi7mrLa+VKMRxXDw5ObmqlLqrlFoDmsAacB94CERKqbZ2QDBkDuQcx7kvpfwU+JE0o20P7BwwIUr0vkjvfaDnjraRaoHred7HQRC8HMdxGzjRXuctFcIwDD8CXhRCrANt7fGp3n+mycQa1JyG3DAqOMVikaWlpQrwPrAKzJDmRQUYA655nncNeF0rEVnem3XX67GxsWqtVrtunn+uAoVC4c7CwgKzs7PO9vb25Xa7LbVXpkz/4TjOrBBiXUp51wI11a8n5lEUPWy1Wk3L+8eq4AZBcGdubo5SqUSlUslvbW3V4jgGONI3d+I4/kZK+QNZ7NtkBUf0eassO5dAj0STk5Osrq4WPc+7AbxCekKqpKGoFgqF26ThsRuSXcR8RixIPRullJTLZVZWVvwwDF8FFoBp0nxY9X3/jUKhcJOsYNnmT01NHVnPHIpEd5OUsmsTExMsLi4WgRVN4hng56Ojo0/Ozs6+0AQqMzMza0BZPyLZ3d29RNYNhzqGDoBSCqUUQgiEEEgpGR8fZ3l52cvn89eBl0hPwDppHnikPeEKaRGjD1havz2egFIKKWUX2JgQglKpRL1eL/q+fwO4SlYxPWC32Ww+T1oRTeEZCbyrgPF8kJXLZer1egl4DXiBLOYGJOmbR3oh6Yag33vbwjBkfn6+6Pv+W0DNAukHTx6B88jhmdi7rosQgiiKaDQatFqtLjGL4BRwG7gJ7NNb90fyvEsA6Hp9enrKxsaG3NnZOZRS/krWaB5oOwb+JI17Twm+CHiPAlJKGo1Gsre3d09K+T1woMFaFrhtpvtdGBy0Ap1Oh83NTbm/v99IkuRL4Dfgdw1kt1vTgMw80iv4oJELgkCVy+XOwcHBZpIknwOHpF4fanC76fTPTyQ/pB0vdhznaynlZ/TG+pjMc/urx6wv9CU0iMA7wD2yThfRK7st8xOBDRp/AYuyC4Pe6MxQAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhe2WzWskVRTFf11dX/1BZ6hUhJYYZMCYRRzpRBwCEowJE1fiQnTnRjeCgytxJ7Ob1SzGP0ARZbYKgiO4dFAUFyG04mIMQronIYZOmCSVrqquVy7qvfTrTifdk3GnDw6vu6iqc869991b8P/6r6/cI95vaLuhXRcSaPu/LsAATAlD20UfOhIjCRkmQLlUxLaELoQ+4khiJCHmEHLdtQsUNSGu9rxO3gYCuRvy2pki8ucIyAFWH3kRKAFl4CXgPSAB9gFHCstJwlTbk/NIlIt+lXrIXaAiiV2g7DjOXc/zaLVahGH4lnQ6BfwqBT2UkQjOi4IhX6ig57c/9Iu+738PrAK2ZVkcHBxg2zZAuVQqfQXcNk3zrrxfpcjgnJUHfLLwmWQhz0vouS76vn/HcZxLlmUtHh8f34mi6IcoilpRFH0KPBPH8cL8/DzNZtMBfgIa0nkskZ4l4CkttCrnqvgcec0OgmDXsqzlvb29T4DfZYj/APaAXcuy3mg0GpRKJeI4vkm3EEOyAh0oIGcYxp9CiM+AH6ViPW9KiEqRSW/T0U9RBbgC3AN2tfcoIQNrIGdZVmpZ1m4QBF8CPwOH0t2hVI5lWdeTJHkghPiG3jOvLyVGmWhrOLMfGMVikaWlJR94n6zApoBJ4Anpasp13XcLhcLH8iXqnB+SVXs/DsfGxmy6zUiP2KmVLxQKN+bm5pienjYajcblMAyFJEA+eCiEEHEcf52m6TrdZhPS7Xqx/B8CURiGD+X1RGJg/gHyruvemJmZoVKp4Pu+s7m5+XQcx6l0kwKpEOKXNE1/04jUy1WFJxpi6Twe5h76zmi1WmV1dbVomuYKsECWCh+4RJaO1+Ru9D2v14VeH0MHUo8AIQSe57GysmKXy+VXgKtkx9QHXiyVSjeBV+k2LEPH5OTk7WGEZwoQQpxgYmKChYWFInANeAF4Etg9Ojr6kOyYuYBdrVZvSTEANBqND3Q/IwtI05Q0TUmShCRJEEIwPj7O8vKy6TjOIvAcWRoe0G3ZbqFQeJnTE3Vo3nsEpGmKEOKEWCFJEiqVCrVarWzb9jXgebod0wQ6GxsbV8lOxCMT90RAOR8Ez/Oo1WoV4HXgWXrzr4iHnvdzBago6O51lMtlZmdny7ZtvwlcZvCEu9A3oalyn8/nSZKEdrtNvV5nf3//RJgmcBL4CHgH2NZcj/wNeEoAcOI6CALW1tZEs9lsCSH+Imu3qu2qGbFHd9SqdnvhdRIBIQT1er2ztbV1XwhxD9iRZPsauY6Rev1QAQBRFLG+vi62t7frnU7nW+BvspGqpqIaz2rKqf3CoVcr57pu6nletLOzs97pdL4AWmSuW5K8Tddt//7YEcgBsWEY3wkhPqc31+qjUs+z0H6P3O+HCXgbuE93zLbpDbse5sciG7T+AS7/Ki3eKOGlAAAAAElFTkSuQmCC) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur120838 2s linear infinite forwards;
}
