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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 11 11, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhe3WXWibVRwG8Of8c/I2TdN81LWka9rZ+rm5rut0rAqDdWxXK1REbcWJqGzgRXfhRcGJXnghDpQpKgP1QkFBES+GFFQKdXQbm67ToqM1zvVjTZtmadKmyZuTk5NzvIg3hZY2bb2yz/XhPL/3/Dnv+wL/97C1LuyoZ6HTLdRhEY5ygkcUMDWRNt+9NayvjC4gmiv8h4COeuZ9+xH65B4vO+I88rLFqhvJ3BnT+f5z9u2MufztuHn31Wv64voIa0i+J9idPM5n1Hudc3rmz0WdXcxoeyFTGPg4KV9w3pnudtx4v432rGdvx2oLzj1GfF/zzi5nNtGKsoo8A3JIRgRkVsIq1whfKriRq9jl1cFkzgwMzUGUAqA1rOEg7mUVAQluCTPxa9qMDMyb6+fnzdWv5xHYLlhltQKw66OnWnaXUl7cfC1IIoLLq1igTqAqJFDmUTAaADgLCJfJC12RjFisab+/peo3DCc2FwAQV/BUSfiCgvlriwAAhlscuTTBYXFWWR1DIDSP4qnqTQMkcrCgFYfLq1DuVSjzKJR7JQoKjBww2ZQCUYwdOnGe1T00WUr5qoDeZtbUXst6kJhqY4dOcBSUBqChJJBNwUT/0ijz3KT9T/4O//afASRKOf4VAS/ex+7t3UPPN93lPk5HT7mp/aTG3GRKj/wESJtMMqIh7ThrfHgElTVhAGEzPRLufe0Nu7T6ZQBPN7Ldp1vo7I6G+r30xJuctT2jkYoJ8/dVAaPJZJIc0o6xHa2DcFhhALcg7Rh//PWSrt+ygLMHKHSsnp1p8Fl72aPPgj1wUJrRCzZmRm2TXZAgDixEOfIiDuL95tLn0319faKzv6Sxrwzoeem5BzODXzYwb7XEbFjpwc8EAAFGEpZbQUmCSHMUpNZfnIo6P4iu66mXBbRUAXC6rHKnQ8HtlwAEpG0zf62A5dYAYBZmOfKCoBU+HYpttHspAACxUHOUVTdOwXK7UVkjWKBOwLNNglsauTQB4ChIAqA2pR1LX8UavmCUHej6AXmRgrQViCs4XQrcKg5ZSTKLcxqWewYl3vdVAcMJQPd/mGCh5stsX+ePyKVjJnIDiI8TElNk4hMckT8IRNPs/oPXNwuw5GvYICZV6+FjWeYLChYIZcAoj9mbDsTHDRZjNrw1Y7Tz8AX4gteGvv8m2XfbmI0Clv0hKVz5ygPiIQBNALYBcKE49ziAsBn75RbvOiM3Wr4iAADyr9zNqfsdDwD/vwAJIIVMIuVoP7kp5VvZyla2shUA+AcGz5Kx2AghkgAAAABJRU5ErkJggg==) 11 11, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 11, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 11 11, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 11 11, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 11, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 11, auto;}
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}
div.testarea{
animation:rwdcur170312 0.6s linear infinite forwards;
}
