@keyframes rwdcur232641 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGUlEQVRYhbWWXUwUVxTHf4NQExUK7sI4O6iwIGLrSrtiLLYxDVWkgbZa2z5I2o1JUxODSR8MqfJSm5C2vtVYfPBFYuIr2vjR0D41sRpL18IaBQRb4w6TBVZtqVrdyO0D3MvMfon9+CeTzNx77vn/7z1zzj0aDgghBBmgaZqWae7fQDkVQohsHEKI/0VErpP8VN1GquN3U4wGPIVomibt/lMRWjryqsE+ZTC0skaJeOvCD/IkwHF6/xACIEd+OXcuSZ1inPOhUJtyMAcS+bjGZ3zMCnCSZRLhRBoRTiIBiIaGHTQ07EgRtX//l+ojJ3k2k4h0mHEukpyKUKiNUKgNwyilp+cEzIZL2UUiYWDmJ0wnQpIPraxJewIAhlFKMLiJxsbNAK53y4o7TQWAJHfOqZ9wsGrNE09g5VA/Qgi2bGnBMEoBME2Pmu/t7aO2tkaRRCJhAoEgth1V47ruo6urC6+3BHCEYMBTmELqFCPnJWw76iK3rLiL3DQ9NDZuxjQ9Sqyu+1ynBzOxmUsdkCm4du1mAoGgi3yu0HUfZ86cU+RKgFNEJsj8l3HUdR+x2KjLpvrhIwbmP5ORPBYbdcU/EgnPhkDTNE0IQaZH0zSVUsnkuu6j+c97WXcv7U3T4zo9VxpqWQC4jk7uxBnXykQiqwgnbDuK11uSWgeeBMuKE4uNYttRNRaLjRK9Fc2yKtWH3My8p+D+VNeXk59fwNDQdQCEyCMn5zGWFee+fymvFBYxuriYe/cmFVFBwYIURwUFC5icfEB+fsFTXSii0b+C1qk8DuckmKpch2GUqpNoanqdxXdtJibGXIt++WP6kNNlTW9vX1YBrgukdccehi9+S+tUHgCf5U6x6uU3gel4Pvv4IZO/9k/bztgczklwO2eespMiLCuuhGcSIK6e3YexuhaAomXbCYXayE884NKl7wDY9N5OLCtOMBgAIByO8PZti45rP7scFfqDqkAlw7Liae8C0bF7a8qgbUfBKFUOZbWD2RQrLq+gtapa1QKnTTqYpidzFnSfvpYyFomE1W5M0+OqB5JoQ1ERuu5D131zqpZzSsOrZ/fR03OCQCCoxmT+OyvbcF4eY2NjNE3+7rJJhmXF1ZPxH5Bh2P3J+xQt286KqucBMMwKZWRbI7z7zgeuhbIiDuflZSzLTuFp+4FssK0RJSKZXBJXJhJUJhIuAUn9gUKmEGjtnSe5MGDT+cVxAMrLZv9k2xqhfFl12oVO0heuDap3+T/YdlQ9rssoCaK5fj111QYXBmxg+h7YUNdEeVkNG+qaUnbV0THdZPb29vHVpZ+4ePmympPxln4AVbCkAGf3Ko4e6+bg3vpZ57u30tV10LXQ6bx1zy71XltbQ0X9q9wYs10inTsH8HpL8HpLyGWmUbSsOFULh9jWvIr7S9Zwvh/aOz+nuX497Z0nAVSLJRtK2VYB/HjxhivtNj63xiXUWbYlJibG0JhpnycmxggEglQtHFKEEkePdQNw5NDXrlSUSG7NJP4ajHD9USJFrDzF+Yv80wKCwU3KwNFGi/YDhyhbvhSA327eAuDcqW/wektcvYGE3KEzTPMX+VPsioqKAbhzZxyt/cAhse2NJj76cBfh8PeSXEK07PwYgLIyP3t3mthXejFW1/La1iMpjiWWLF0PgF5spMzFxm3Xd27LOpvz/f3pyAG4MXIff8UCWtbZgMnN4XG6Tx9n+0uLOH2lxLWjdIQApcZyAKL2TWUTG7d5MajzN+RbZapp4ATIAAAAAElFTkSuQmCC) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur232641 0.8s linear infinite forwards;
}
