@keyframes rwdcur219596 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4UlEQVRYhe2VQWsTQRiGn3SHLrMsbSylSAsaL8FDTx48iPf+AW8iCB5ahYJaAgXx1GP/xP4Ib4oU6UE8eCoUQaSKkVBcCGnYRJlkPOxm2ayT1G6SAaEv7GFnZ+d9+N5vv3UCV+qjG5WFVqsV9fv9NtDBpgJX6sCVOrm9C3jAnC3/OQAhBAnEIXATWLAKkIP46HnebWDZKkBN+ilEtVrdcBxnHfCZcRxDhw8gnh5/et7r9Q6AdaBsDSALkcTxvlwu3wFWTHtnApCHaDabr4BT4sYUVgDyEMnSLWDJGoAB4i1xJa4yxUqcm6uhEg3iSkwF4p8aywBxStyYdgBGQPwAVoF5KwBjIFaYII4Lf9sGiO+AGrX/BHT2yj8vRF6TPvudNgFSP/zVKY0z31u7PrxW/6orkL5TeLoZKlFIE43XaUCMjGC/0y56plGv+zHjy9x6KXClFkJQk/5f5kqN7C2jTP1wkmu8SiZ/MFQga/7EKT2Kougz8PNCJGMM8xoCyJq/WF56FtXrB8SjNyoKcJ7SCAZSSrHje5thGL4BvszKeKChCiil2Crp+90w/EA8YGau9DNUSrF7ZfFxt9s9TMx/2wAQA/PtefHgrNF4B3yzYZwqcKWWUt4DrjHhn+1Sl/ov9QfOT6qfkgzq/AAAAABJRU5ErkJggg==) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur219596 2.6666666666667s linear infinite forwards;
}
