@keyframes rwdcur147218 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH/ElEQVRYhaWXWWxdxRnHf3POuffcxfb1tXOdNIuJCbZDYiBmSRrSQMoeFuWhUQVKKtqKSqCqiAdUpPatVR9aEVHaqtCnUlpeaEVIqdqmqE3DklghYNSEUGKI7QQnjn2vfZdz7tln+nAXvJCEqCON5uib78z//y3zzYzgMtvxT05vPDEy8XqpWGzTlAQUEp1Me8a6umf53desXX3octYTX0Tpg5GRdUPDpz7ItqawbQvXdTFicQxdRypFJCNCP0DXBKYZxwngxmv6Nw0OrDnyfxP4/d5/qZaUSalUYUlnFtNMkEyniekas9PnUErRls3hej6VShnPdbAdH42ICJ1NA93mwMCAf6H1tQtN/O5Pr1UOHP1QySgk29HJ4E03sn/vi5w++T7FyXGc0nmybUk6MimCaoHKzASFiRHeen0vPT09pFvbEEJn+KNPvZf+OhRdlgde2HtA5TrbaWlJk+vK8bMfPsGuR77L6hXLWL4shxmPAXDo8BEQcPOXNyKEwPV8znx6lpFPxnnl5RfZ+fDjVMpFLMsBs41HvrZ1Ed4iwQuvHFBtrSnWD6ylWizw0fFhNm/5Ciu6OhFCIMRnvxx88xAKxbatW5oypRShVIyfnmBoaIgvreihWPWZLVnEUhm+tWPzPMx5IXj+ty9W1q+7kq1brufY0EF0Q+P+++9l5dIlaJo2DxxAyggl5XyLhCCma6xZvZL77t1OGAY4hXGy7e0ov8pLfx8KLugB26kqSxmUzp9DMxKsWprF0PVFwI32z3+/gQBu23bL585LqShbVY4Of4AQUHR0wtDnhv6c2dfX58/zwOvvfaz2HXiXXMJgdHSUVUvb0S8CDqCkRCp1wXlNE6RTCTZc00+xMEW6JYk0dN4dtbymDsCxY8dWbuxdyoP3bOGxxx7lls2b0DQD7SLgAFIppJIX1dF1jWTCZOOmjez/429oMU0IHUZHRzc0CXx0rnhm/6H/APD003swDAOlJBcxruYBJVHRJZQAQ9dIJU2+vuvbtKUMArvAW0feHW4SuH/rDey8czNPff8pDMMgiCQoVSdxYQApazoXJqhAKYSARNzgihU5/vHqH0jGBXFDr5EbGRm5Kj9bZGkux51334XSNGQYIYWOWAC+KB+UQi0Q7f3za8TjccIg4oH77kFKiZSSIAhQSnHttdfRnm2nODvD8Dvv3Kyv7b3iWKXqtPb19dPamUNJiaZUfc/XQJs8FhA6+fEnKKnovWoNb7z1NsdPfIiuaygFldIM69evbxJQSqJQZDvacasWUWUK3yo8ZEgpl/t2mbPTeVIJAyU1IqGhRTUCSik0TQMEagGJ2sKKv/xtf1NeKOTZ9dCDCCFq83UCUSQJ/IAojCAMybWZRIGfMvxQMluqMH7qFO2tLbS1tZFOp2s7IAJd15FSNt0/NwxSSkQ91kLTWNffS3f3HSilUEo1rY+iiCiKUEoSN3Qsu4qhK/xIYcwWbVxfYlsV0kmTMAwJggBN0+fFfm5fkAZUrRI7d+5sgi4kEIY1Ap7nE4YhmqYxMVXED3wMx3WIoohq1cH3fIIgJAxDdD2ggdUow42u6jmy/a47mp6Ioqj53dgBDXkYBvi+TxgE2FWHuA7nZ4r4no+RyWRO5wsz3TOzMyzpyBIEPp5vNKtgIwfmkmi0Bui8bTcHvEEgCEIC3ycIAhzHYSY/TaVi0dKStLRv7N59a2dnJ2EQMjY2hut6BL6P7/sEYc0bNSvCZm/ENIqieTGeq9f49n2/6QHP85jKF7AcHzOR5Lavbr9d6+npGUsmElRtm/NT0ziOg+u6RGFI6Ae1cQHoIsD6GM0ZgyCozQU1cNfzqDoO56fzlG0HpZkMDA4eMQDGxscRAgavu5ZKuUQsZpBKJlCAQmHUw7AwERvjXNc3E1FKwjoRz3VxPY9SsYTyPYr5STSt9q8G8MTj38tl2zsolSscePNtLMuiVCrjum4tdvX4zQ1Dw7pFsnoP6u5vWG6VKxz/8ASuH6D0OI9+55H+JoG+vr68XbU4OTLCqhXLmM7PUrEsqtUqrufh1XPCrxNp9jrIXJlfJ+x5Hp7nYds2lmVhuy5xI8ZsfpJkXCe38sqTTQIAz+zZI5bmurBth1Q8TqEwQ7lcplKp4Lounuc1SfgLCC2Uua6H4zhYloVlWUxP54kbBjFDgGFS9aJmkTHmbiOrak9NTk52GbrG1es3kC/MNBPMNE2MWAxD1+uluXad+uyYUCgpieoHj+f5VKs2s8UiXctX8v7RIc6eOU1nSqv+4Mc/bx6hi24cu3bvVkEQMji4gZ7Va3D8gGwmTUs6TSwWwzBqNaKRlI0E/Kzq1cJi2TZeoIgbOmOnTnLyvyeImybP/vLX8zA/98qza/dupYC1ff0kkwkmpwrcdMP1pNJJEqaJbuhoon5JFaJ+4NReSJ7rYlcdjr43TFdnFl0oRkZGMOMxnv3Vc5e+ljfak08+OeG43nLLqrBu3Tp0XUPoSRKmQdeSTuLxWN0LEEU1y/OFIrbronwHXdc4c3ocoQlSCbP8o5/8NPN5OJd8mj388DdVQ7O3t5d4LI4QkMm009LWjkBglYuUykV0TSMIAz49M47rerS2pNnzzC8uivGFHqcHDx5c9tzzz5/LZDIU8gUiKenoyJJKpREIXM+hUi4jhKCzo4PAd9l+3wM9O3bsGLvU2l+IwNx2+PDh1a/u23dwYmKiW8rafc/Qdbq7V529/fY7bt22bdvHl7Pe/wBLySEtWZ4hBwAAAABJRU5ErkJggg==) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH+ElEQVRYhaWXa2xcRxXHfzP37sNre/2qnTZvN0njJCbEfbgKwW3Upi3pQ5EoQkCKyqtSeagUCYUP8AkkPkBbqEC0fIA+UPmAoOmDAklF0xRo3m2qxi2109hOnMaxvfbu3rv37r1z7wwf7N3YTpw0YlZHszozc/7/c87MmbmCy2y9J0519/aderUwWchKNAaDRtLY2OSuab/qjk90LH/zcuyJjwXa27/2QO+J3qb6DG7JxS+XSSSSWJYEA3Eco5RCSkE6lcJXhuu6Vt9wbceKw/83gT/sfM3UZVIUikWuaGohlU6RydRiW4KJ8REwmmxTG+UgxHELBH6Zkh8iiNFY3Ni5NNXZ2RnOZ1/ON/Dsn1929hx53+g4orGlhWuvv55dLzzDyb6jTJwdxC+M0pytoamhltDN4eROkxs+zr9276T96nbq6rMIYfH2f4eDP/5tf3xZEXj6+T2m9YoG6urqaW1r5Wc/fIjt3/g2yxddxcIFraRTCQzw5v6DGAObNnYjhMAPQoaHP6L/wyF2/ulZPnf/QxQLeVyvjEjW8/V7e87DO0/x9POvmWx9Les6V+PlJ/jg2FE2btrEwrZmpJAIcW7J3n+/CcZwc8+mqs4YQ6wNg0OnOXBgP1cuWk7ei5gsOCQyDXx128ZZmLNS8NunnnXWrV1Bz6ev5d19e7Esyd13b2XxgiuwpDULHEDHMVrr2R4JgW1Jrm5fzJ13bkXFEf74IM2NDZjQ47ld+2alY5bFku8ZV9sUzo4gEymWXNmMLeV5wJX2z9ffAODWzTddcNwYQ8HxOHy0FyFg0pfESnHd6tbUNddcE86KwKtvfWhe3HOE1hqbgcEBlixovCh4BUBrM++4EILaTJoNnR3kc6PUZWrRlsWRATeozJEA/f39i7tXLeALn9nENx98kJs2diOlfVFwAK01xuiLzrEtSU06yY3d3ez6y5PUpVMQ+fQNDGyoEnhnYOTU7n3vAPDIo49i2zbGaMz8zk0TMJhLTDIVEjUpPv+lr5GttVGlHAcOHnm7SuCunuu5d8tGfrBjB7Zto2KNMWaaxEUAjMbo+SMwZcMgBKSTNssWtbJ753NkUoKEbQEgjx07tnKikCfWMbfdfjtGSuI4qi6eKfMBXEg3lR6D0RqtNVGkMMaw/pPryTY2YluSQ4cOfcpa13H1u4WSX7961WrqW1oxWiMRUz/BrH0wl0Jf/3GMMaxauaJKZGZfFa2r6WpqbiDwSkTOKMrNfdHWxixUnsOZsXEyaRujJbGRSAEVbCHEFBFjZpHQ02Baa4SgeiLMDL3Wmlhr4jgmVCGx0pg4pjWbIlJhxg6VZjJfZPDECRrr6sg2ZKmtzSAroDMJcI4QgIljjBBYlkUURed7Pp2KOI6J4wiMIZmQuG4J24IoBjtfcCiHMSXHoS6dIooiIhVhWTYAlmUhZ9QDIcS5MCMwWvPCS38lCEM+u+2ec7mflinwmCjShIEiimKklJwenSBUCun5ZVy3hOf7hEqhlEJFEUqp6uKKVLyphHbrHVsYPHEcrTUJ2+LlV/7OgYOHquNRFE2DRygVolRIyfNJSsPZiQKjuTwym208WfI8JicnKQfBFIkwnIrEtMwlUhGlFA888ABbbtlMsVBEa83ZsTFe+ceuOeCqKr7vM5kbw3EcrITlWk/9/ncv9B8//nBNTQbPdWhqasK2p6qgkOfuqqmon38sK/2aNR0IDJOTBXSs+aC/n/Zly6aAw5AgCPB9nzMjZyk6Lkopbrt1a49sb28frEmn8UouI2fH8H0f3/fRUUw0nYYpb2ZHY26Eoihi6dKl3LL5JiSajd03VMdDpSiXfTzfZ2RsnKLng5Wks6vroA0wNDSEELBh/XqKxSKJZJKaTIgONRgztREtq3oa5p6IuWe/p6enmiIVhpSDgCAIKRQKmKBMfuwMcjq6EuB7D393QVNTEwXH5fU3/oPrOBTyRYJyQDAjfxWP5vs/VxdWQu95OI7Du73v4asIrBQPfudbq6sEVq5cOVpyPfr6P2DJoqsYy03iui6lUomgXCYIQ8IwnEVkZj9LpucGQUAQBJRKpSlbfpl0IkF+/AzppE1r6+K+KgGAxx57RLS1LsDzPTLJJOO5HI7r4joO5XK5ajCcQaZKalpXAS5PbzjXdSm6DmNj4yRsC9sWYKfxgsiq4Noza3vJLY2OjJxpk1Kydt0GxsZzRI0RKopIp9PYto1lWQgpkdN3Q2UPzCw8SimCIMDzPCbzedoWLubo4f2cPjVEc0Z6P/rJ49Ur9LwXx/b7vmyUCunq6qJ9+Qq8QNHcWEtdbS2JRKJKolodjUHPKLuV3LulEoEyJG2LwYE++t5/j1QqxS9/9ZtZmBd88mzffp8xGDo6OqhJpxkZm+CG67rIZGpIp1JYloUlZfW2mlnzgyCg5Pkcfutt2lqasYSmv7+PVDLJ479+4tLP8kr7/o4dp8uev9BxHdauWYtlSUSihnQqQVtLE4lEAsuyAEGsY2IVMT6Zp+QFmMjDkoJTJ4cQQpJJJ4o//unPGy6Ec8lPs/vv/0r1Bl61ahXJZBIhoCHbSF1DIwJwnALFQh4pJZFSDA+fpOyXydbX8cgvHr8oxsf6ON27d++VTzz55JmGhgZy4zlirWlpbqYmk0EICMplisUiQghaWppRQZmtd93Tvm3btsFL2f5YBGa2ffv2LX/xpZf2Dg8PL9XaVD9Eli1d8tEtt265efPmzccvx97/AIgKSzVC6OjyAAAAAElFTkSuQmCC) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur147218 1.6666666666667s linear infinite forwards;
}
