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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOklEQVRYhe2WT2gcZRjGn2xLCTlJ8CQ9CG3RsB60Nh6qTaViya2LoPmzTbo5RmY/iDaU4rkHicUWlvzZDYs0e5tMdlUQKdUc/HMI4sEYJFGhFMmheCgiUtC8Pw/OhHHdJDuTgJe+MAw7u9/zPO+zz/t9Iz2qfZTneSc9zzu1H4yOtAuLxaIkfQXIzF6cnp5OhZNJK6Cjo2NY0mngtKTh1DhpFjnnuiStm9lRQMCmmZ2YnZ39IylWWgeuAkejD8ATkt5JA5TYAefck5J+ADrNTGEGBDwEesrl8t0keGkcuA50ApKk2L0TeD8pWCIHnHMvS1qOdb3tQMyNV6rV6uftYrbtgHOuW9JN4C+gBixGAoAlSbfC724WCoXuAxPgnDvinLss6UfgCJAtlUojwL1IgKS7lUrlEpAFMsDPIyMjl/P5fGdqAc45OeeGJa0DU0A3MFkqlTYkKdb9dg6q1eoGMAk8Fq5ZHxoaujgwMLCjgJYZcM6dkzQl6WSM4GszOwNY+Ow68Fb4v98ws4kwBxlg2cz6Yrn4Frji+/6dXQUUi8VnQuL+qMtYt9bcNZAJSaxpJGVmmeaAAp+a2WS9Xv/+PwI8z+uX9LGkw83krSxvNQnt3MOgXmg0Gp9I0qFIwMrKyk+9vb0fSjoGHNuLvJWQXUij6w7weqPR+GLXDIyPj58H3pX0bCwDXwJnI0FbW1tTUQaAG8DbMcuXgb6YgO+AyaWlpdvNXC2nYGZm5jbwvJldMrN7IfBLZtZfqVRsfn6+OQ+2sLBgtVrNzOw80Bc+/wUYk/RcK/IdBUjS3NyclcvlW8BTZnbFzB6Y2VShUDguaTtc0SVJg4ODx8Px+w24KulEEAQfBEFgO/G0vRWPjY09DiwDT4c7YRfwRujOIvA7cBHYAM76vv9rO7iJzoLR0dFzwGd7hPLVVvN+IAIkKZ/P14FcK3JJH/m+fyEJXuLjGJjgn7O/WcBDYCIp3qG9f/LvWl1dfZDNZruAM7HOBbwXBMFiUrxUr2TANWAzthFtAtfSYCV2QJLW1tb+7OnpuQ+8Fgp6s16vf5MG63CaRSFpDRgHMpJqaXH2Vblc7lQul3vhfyF/VAdVfwPSZnNWnUDKIQAAAABJRU5ErkJggg==) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur213966 0.6s linear infinite forwards;
}
