@keyframes rwdcur241768 {
0%,58.723529411765%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
58.823529411765%,66.958823529412% {cursor:url(data:image/png;base64,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) 6 6, auto;}
67.058823529412%,75.194117647059% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75.294117647059%,83.429411764706% {cursor:url(data:image/png;base64,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) 6 6, auto;}
83.529411764706%,91.664705882353% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4UlEQVRYhZVXbUhbVxh+0sk2g9FEp6lf65ci1rqaWuegdWsxZRvUdNB10Fj6EUYNSufKNtZfqfVP6gb2hyjJ6A8r0/5oC8NbuB1kK8VSC8OmofugYJSiXsGwNfbGrN2fdz/0HO/NvTeJD1zOec/73vd57rnve25iQgqIiJS2yWQypcYwtLW5eKwgjBvGMchykgDAYjHz2JxUYofDoSsoVUhbm4vGRkfgbj+ZNflB5xSfMxE5jIQRW61WAIDH44FSEBGRy3VEk7i39xIAqHYtVRAjv/frfnz6WRQHnVNcRI4ykJEDgNPp5PP+/n4AwNjoiO7TBYMBWPLM3Ha3nyQmREne0xsFAJz9fCcXsYk9vd/v5wk8Hg8ikQi3/X4/HA4H8iwFKuLp6CzsdruKnAkdGx1R1UhPbxR7HBX4+qsdaHcXrgcTETU0NJAkSTQyMkKSJJEkSXTgwAF+SZJEDQ0NREQkv4hv/JKTtLd5glZWiFZWiPY2TxAryE1K5cXFxbpbbITp6KxqNAT9h7uhRrQeuo/WQ/dxN9TIO4ELcLvd6OvrQyQSQSgU0uQwm82aNbvdbkg+HZ2FnEiu+k2vo7ZuAN1fNMFmK0Vt3QBvSROw3gWsCMfGxniiUCiE/v5+hMNhJORlDZGcSAKApg6YiKqqGtTWDeD48WMAgB7fNgBATe13+OuPc1B1QTweh9VqRSQSQSwWA7DeAUZgxNPRWVTt2GYYd/36jbVRvc771eggCofDAICEvMxJ9MiMfGwXdMUrzwGX6wiCwQAnZGDbnu4JlT49EbIcV8V3dHj5YaXqAgDwX/YjIS8jIS/j8ePHuoTiHVFjDwwOZRU7fG0YwWCAnxGbgNVzPRgMoKPDu6p4rbAA8MQskRHRR/ubNbFGYDxcAFsUhHHT5IOHmhsGBodw/kw7H/V8tdVVPEaJc12dGL42zO3JBw8hCOMm9gpyAP1PqZxIQrwjqghTyfXAYq4MDuFcV2fGeE0NbAR6O6IXc/rUaQDq4mPISb1hLYCCwQAAYOvud7nvaegW3iiu1JC/is2hxnlUlaf7y24VuRE0AtKhxnkUT0O3VE+tRw4AnYffBwBc6O2Fz+dTFV5WAjo6vCgvL8OzmWlIj37GT7dFfHL4Y74DDG9u343Jm4PcX7bnQ7yciWhyCcK4Sfl5ZjCsAfauXs5EUGjdDM+JMyi0btbEkfwPSqubuF9JfmHwR/h8Pk1OJTL+lvN6vXS56wS3U3eA4VVsTkUMAAsLkiFx1gKYCDY/235M4/9h9IbKDgQCWeXNGlZbCYmiSFu315IoivR2eSvlFxRRWekWEkWRdr3zHvcVFJZo3nM6ZOyCyvJWsr1Vzu1vvr2E4NWLKluJmupTWJx/RHMLv2S1CxkFyMkneE2WABw3JFUi+e8ECooAOVlC8edLGUWkPQmtthKy2oqQb2mCIAh8/fu+i6qRQRAEmHNbYM5tQUXldlhtmV9HWgEWcz3yLU14If+mIVKOSizFbmMpdhvm3BZYzPWZ+NN3gdfrJVb1vr4rCE89SZvM0ViPG1cHuX2+x5+xI7I6B9h8fn4ev/8ZRV7e6h+U57FF2IpLAQCJxDJ27dyBiooKfm827bihfi0v3UJFJR8AAP5euoeFxWcmvbWN5NzQ5ziRjKOrcx+6OvchkYwbrm0E/wPJ6qGk0b7UVgAAAABJRU5ErkJggg==) 6 6, auto;}
91.764705882353%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur241768 1.4166666666667s linear infinite forwards;
}
