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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErklEQVRYhe2WS2xVRRjHf+d9zr333Ed7W0RAxaYIVlHkHRWlUakiEWt0o4agJsbEaJTEbcPGhdEQ4kJjiKDRRDRRIr5FS5WiCGqFWqE1VMRGpLeP2/s6zxkXblxYTAFX9ref7//LzDffDEwzzTRnQWfnDfr5qqVMdcHAF7e0VXxljWWIh7LpidcM038+f0VP338uIDtQC+tv+z4KR+dnzBFTt0oE0sbXkkhhB0qsvSlEuLVh4feHzqtA9wdtSy5wykvqnOoLjjuCMFRQQzR8NBGhqBpSVAnjOkLp4kc1UY2cdwulC7YsvqHzi3MWGOhe1JUzwlW5RJFirHCyZBEpWUyvxpz6IrZVxjQiiGMU3yYmQ0UYDBZn8c7nndrmzYizFpASxnqbZdoYRZqNfNbtsWNXiZHfNC6/yODB+1M0NftohkCGMYYAVdWIERSjJEPFxujUeNO2Nbdvf2SyDPVMAuW+ea2mHoPqUCwkOdqr8nNfI089/SIzF6zly688hGlRDjMc/NHh8GCao0M2ZRmjOkOk3F/0TPLkNd0f39k4WcaZr5MiNunqBCJO0d9fpr9f5aqrFjEw8Auh7vBtr6C9nKDvSJUdbxT4/Q+b2RdqPLjBYPFSh0w4jqeOLRvzU5cCp6csEMW0JSyfMFRJuC4/HDlJ74m32f3pR1wyO8e97SZHfijR2RWhuSt5/LH7+La7iz2fvsfV82aSUk8RawWGo+YvAeOfMiY9gsEDTSvCSKoyTqJrCjNn+Vy2AFRZozY6iq38QeuNeRSRY+++CfR0lh/7j3LwwDc0ZPMEpQSqcFCESjoc0T/c/tDOKe2AF+pPJM2IOHDxg5BIBrTfU4eVlriOw/ymHHNmQEq1KU+M8fqOt5CaYLar8swjy8lmThJSwzMVaokRbD3YPiWBhDQfhsr6MHbMbS+NMXteiuvWuly7SsMbVnA0naQyTCEwWL7U5dSeEnZCck2LTcKWKNJClT6ICIjYe7jrkykJjJaDrBtrpl3v03b7xby8/ThXLmnAnTVOPuOjhS5KrFOfibn5piypBoUrWpK0XGKTz48j4pgw0iHUsGWwf7J5MKmAFgTVqso3VV8sy+ZjFrRk2PP+MHfePQctcwJFKaECbi7D2lvrWbM+Q+D5JBBY4Tgi1vFqPtWKji5KWybLmbQJF94xeHq4ZH5XrIgIrcClzRq9PxV5dutx9h0yGI8hdCCINLyKR+W0yvHDNgf2eRTGLbxIUg1q1HzJwszQrsly/nUUd3SgblhVF1tJl4HBDF8fLCAUSX1dTFg1sFRJLmuzf3+JtGvjOiEtLZLmy0OqnqBcSfesvPvXRWctAHDs4+wqQzc6LNNqrXoqB76L6Dvmk05qOJbJ6MQwq1fPxzQk2VSZlONxajRkuNiIEMaGdQ/0vHpOAgBf7Wp60tCC51KmT9K2UE2TSlVSqUrcfAmpCMKai4zG8UcFvxfnMlScscfIB+s2buzyzlkA/nqcju2ub9WicJMaKW0Rpho5gkgr4YUONS9H7GnVcCK131fM5+549OBH/1Zzyj+iv3P4ldyKCoknRoJUu5Xwrj893HiXH+o755bNntWbu6JzqT3NNP8f/gRDcBI9nRntOwAAAABJRU5ErkJggg==) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur6309 2s linear infinite forwards;
}
