@keyframes rwdcur207682 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 0, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 0, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzElEQVRYhcWWsYsVVxTGf3fmvnnvuctbNbO7Edy4kiKor7EwgZAi+QuChW5rI5hGLYN2ghbCxiDYWQQigoU2EkgRGCSkDEgwJrCEIBphdTe6b3XezNx77rF4lsK6d+V5YLp7z/e738c5DETW/kXt7zrnfuudXuvH9gBIYi59cVn7qVJMDv/9PLVazJ74Mxpi0wCHr2q/YynmVn/Mp+8cY/7hpdwmTTF/8n4UxKYAvr6s/bqimKl/ybc/+Jl2u42/f4veo2t5yzTFR99s3om3Bvh2UftdQzHNr/lBf5eFhQXyPMdai/x9m/TR7dxQF7PH720KwrzNoUvfa38FCjf3R25/v0EIgbIsWVpaYnl5GVWlqirKvUeoZg6vOFpf/f9D/947AbhwUfO1Hn89zchd5x+qZ88wviJU65R3rvB8+lOc3cH6C2HoMuqpQ9Q+W3HS2vfi+oGVjfrbjQ6Uuxk88ZwfJGSl+Zg6h+1JZZvB4DyT08jsZ4hPzpKpp2lDAFUaMIN34sCb6ujNprM+WB+Gn06x+skp/PBl9+53X1YxvaL2gNcWYraR2AybbUOTTkybeICdKbTbHYIaBIuYifECzO2B3ZPgPHix6MRwvACTFjotUKMEVXyI1o8DyBJoGRAxuEaRoOMFeCmQGJCgSIAg0fpxAGUjuKA4MQQ/ghgrQNUow6HgEwMGxI05grIOeIXgPOIdEq+/8Sp+U9W1UFXgnBIENOoZo4q62ohS14ralBBgC0MQB1C70ecdeNnaFERFMGwCZQlOAt4rPo0HiHJgfiolNUpTC15Axu1Azxo+6KY4eR1DOuYx7FiYaEPj05EDGvVbAUQ60E0N3QScCCIQfLR+HEBZGZoA4g0iiuqYI/iwZwkhxQeLSkCJH4MoB55XhpmphGB3AAHV+AyiABpnWB6AZj0IiiataICoCP5bg8eroAfOjMTNFjbR+65XyaVaUtJTit8AAAAASUVORK5CYII=) 15 0, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 0, auto;}
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64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 0, auto;}
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}
div.testarea{
animation:rwdcur207682 1.4s linear infinite forwards;
}
