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0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtUlEQVRYhe2XsUsCYRjGn1OLSvAWhxY9t6AhbGhpiHAqkqA/wMklaBXBrQaRBmkpWtr8A3SRoEXkbgtUaGho+bxvkXIoIQj0eFu6y9PvvKvBGu63PHcf733Pc/fCx3vAHyMBgKqqpCiKtRiPx6V5BQgAAGMM3W7XNJ+X93cAM8S8zW0BMpnM3M19fHx8fHx8/gWOo1c2EiW3h3evLjyZfM0a3se8bCRKlysy1YslIiKqF0vW/bhmI1FSVZV0XSdd14mIhFqpVAiA6wsJzd3IRqKuNbNCBCfNN0dDAMCrqqEvAU+qhru9NPoShLpdyOM8fYTDQh6cc8iyPKWDwQCSJCGVSqFarZ4CODM9bX05CMu07+1D2WiHFnDz9gLOuWNNLBZDLpdDuVy2eQfGi56N0a/MvaBpGpLJ5NR6YHJhfEPzepaaLeOcW/8WIlUUBZ1OZypASJT2VgJWgwvoGUO0Q+5qwhibqSJsAe4/3gEAG4vL6BlDK4SbXj8+oNlsIpFIgDEm1FqtNt5/C9HhQFtLYcfEk+ycHLvWNBoNtFotoa/T6eQ5hLG+5lrjZD4rAOD15PoZU36frvdCAhq6f24AAAAASUVORK5CYII=) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB30lEQVRYhe2WsW7aUBSGP7ewpBJmICPY4gngARB7u3WGiWwdGVJ1J8kDZGyn+wy0owd28BvUFgOR2qGulAFBdDok13FsYrgOoQv/cnyvjvz9Oufqngv/WRbAZDIRx3HizUajYR3KwBuAIAgIw1DDD8V+NKBNHBr+xEC/3z84/KijjoKHm/C1NKjUJLn+9vf3qzNj8KBSk/HoUq5PbBmPLkVERO8DsvUnL4EnoWklDOzfhIZrJSugDV2f2PLhnR0b2Fs/BpWafDwf8v7LZ75fXPFzdLUxb1Yqc3O3YnwbsTcDg0pN2usVn27/5MIBfljEcEgMo6JSSgmQC5+VynFMwuGFFVBKSa/X48w+pb1ebcyZlcq016tM6TW/cAWUUtLtdpnP58/mbIEDBVug4Vpfo19xmQ3gViEDaTgQVyHZ613gTz6KwrXq9Tpn9mm8vrm7PxN5cCMDSilxXZfk6zkt/bDtdDrPpWR4b03gAFEUUa1WCcMwE+H+cdtsNlkulywWi1w4FDgDjuMQhmEmarjv+3iex3Q63QoHKO0KDoIg852OpnAwqIDv+7iuSxAEmVgUvlPCg2Q4HALQarUyxoBCcNi9BZbneRvnt+d5AIXgJgbSgLx9o7vFdBhte8UYD7d/efE9/pwzVPcAAAAASUVORK5CYII=) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhc2WMW/aQBiGnwsgWcoQK1MURRxl6nj8i0jJD8jClgFV3bxE7ZIOkfgBUcWQv5Ff4MFjrFiq2GJvrCB1spE7VOcaA7aPYpJ3Oeu+0/c+fvmAg3eWAHBdN5VSZpvdblccCuAIIAxDoijS5ofy/gegIQ5tvgIwHA4Pbv4htPOwOY6TKqUA8H0fpZROsfkBdhwndV03LcpxnBRIGzfXykPoZ1OIlqm5UorFYoEQgvl8jhCCIAiQUhIEAZZl0e/38TzvHvhR1fOo6kCZ9I+XlJIoigjDEN/380cqk2ibGE4nTzC6XQMoPhcgSmWUwOfRLUoper3eiiGwksB08lS7p9EMnL7+uk8uzrEsCyEEtm1nNdu2EUJgWRbJxTme5+lS6Ry8ewKNzMDUoKfxt6BOAiYySgBWJ3wfCRgD6ATGl9drtZvJY/MJAIwvr/ny7W5t/+foKzeTR6MEjP65ro5PUiAzf3sY8+n7HW8PYwBe2h1myxiA59/zWh5GQ3jW6nDW6mTm+RVgkMRZva6ME9AGgyReq7+0/9Zmy7i5BLaZl+3vDUB/vvpNi9q2vzcADTFI4swsvw6SOINsDCBvtmk11U4As+XmBEzf3hggN9mZWXEtnqvSLlfo9Or4ZGuxYF7Zf9c7/EYIU/P/AYDyC2ftvn8AhbkJ19Ev9z0AAAAASUVORK5CYII=) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur190554 2.6666666666667s linear infinite forwards;
}
