@keyframes rwdcur117485 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVklEQVRYhe2WW2wUZRiG3/+f03Z2Z3eBpfbAQU5tqRYrGOIFoiGAGAWVC40xJhqvNHphohfGmGiikhhvjIkXEiVKjIaABMJJMKipp4BBpBRPnEsP4Ha6u93d2Z35/+/zQkpSaKEK0Rvem5lMvnnfZ96ZfBngf5a4lmZuPJ4kR8yuOmE7XDlLGIhxQMe4L9wAhexo95hXGyqlNFvabl4ca0guK3vRkr6wv0VTKQnJYBAo0oBEmk+Fb1xTAMu23bm3znsgNSfzqKo1lv7S/ZudjqWxpPkuNDXOREUF2HPoSxzPHkcYj27hMXz+MYCXSk1JTc2sSM+Z/HAwgZZ2B39gDprx/MpnsXrxvWieNgvy/It9+7P38PLHryDUoLH8/hFAYlJ6RaI1s6Y0MWof4JMQAxIrF67CS488h7YZTRfmiIgYgOt4khTAZT561QDClBO1i5cGQr9dVAzImIEHF6zCW0+9hroJk0bMSillxMCZgbOgiCHL3KnH8JXjS4eUnlhOhrrdUBoiIrTWteLVJ15EbWrCJfUygCDSOHisE56R8mPaOTKW9fgaMGCa9bjJm6pNt4FQKgs0TW9G7Q11l4wyAALwfdcB/PjHASQqNfvO5QpjAlypASnixnyZlO1WI6rJOexPqCekMxpFeQb7un9CxDTCgwFEirB13w4IEISvdp5nGlVjNpCqn7QqqsdTKkkLhQll1YenvZmUsxXScU2yUDmNn375Bg0yg5mNN8KxDAB/b7aPdm/E1m83I1l1T2d7Tu643BMao12MJ715TktqXWVitEC40hWuiEsPDTUZOI2zpOIqW0GhAirUwEMtrJokbNeFKSU+3b0Fr6x/HX72LJxzxrqe3098cjmAURuIZZKPDOniTEECkBKWbUGwRv5c6Ia1iqbOher8smR+3fEdsj2M5t+6UJtpQH/uFG3s2EB+KSvTOuUXTv552fDhxkbITXiz0631230x0ERgtLfMx4o7lsFMWugOT+BIbwc4fpySnqbDm2Dm+kxAmgBMsAVSQkEA0s3aH/hH+p68EsAlDdTNmP5QsSZo4hJwz8L78cIzL2PujClIOAZ8HsSeX7dh7ea1MlvswqLHlDrREZm//xCikpfQJCUsA4ZpFIo9+Y+vFA5c9A3YjlObaZ62ZlAN1t152z145vEXwVpjcNBHRFV4dgxW3MJAPo+9HZ1CGKRmtNGgYg7DgGPRAEA5ypIfvhnlg/XjARjRwA1Tp90X2GH77Mab8Pjqp+EYAkP+ORR1hFLewmDRQ8HLIZ6UkBbQ9Y1pnzpI/VFv9f3grGgM+7mPKvQVmA+MJ/xiACk8e2U2f5buXrRaphwXQWEQEkAljFCtVBCyhlIKqiyhqwytBPI99o3R4eAwFdW7UAjHG3whdPgkFk+0lhAsSicysm36XARFHyoMwRAwTAvEAkGZEA+nofvnIqoDADTAzAnWwv434SMaUEK3F6JcpmlyCzzHgYoisGmBlQIzwYrFIZwEdn2+HTt2bwFLBgtAFPkoB/rQvwkfAaClbpNSI+NNImaSSjOUqoBIQ5o2hGHjq+92YsO2tSgXSwAYkkWo+8J3oPjMVQPAxDwWBEUKlWqIKIqIiGSoGd3ZfnT1dmL/oa8RFIZgVc1ylK/uiIrBhzoIL7tqxwtgQyADRThePCb37t8DAwZyQR7dfi96/+wGVSPEQjvrlmq2Bn7hk2qh8MXVBA9reBNKkbR2Im0sdya7UKzBBAglYEc2aqjmIAK9KyyWNw3l/B+vRfCwhhsgLqn1gjkTDhXrmJETGkdZi/0hVQ5UIn8faTXqb/W1VgJAw/njdV3Xdf0n+gtO44f86rSMaAAAAABJRU5ErkJggg==) 14 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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}
div.testarea{
animation:rwdcur117485 1.6s linear infinite forwards;
}
