@keyframes rwdcur85027 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 13 14, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe2VT2gdVRTGf+e+mTvzEnlJTW3NI4laJfgnYoqCRQuWGmxRpOKiexcu6160uBAsLsSFuHXpxoVakLqwRXGhpRBqadHGWKMkT/Ma06R5ee/NzJ17XMzrotE2f5qii3y7CzPn/L4753wDW/qPJZtYK94GO+4Kw7tD1a5MpFHPsskFWLitANugMhQFex4LogO7SqXRPpFqaEpxijZPNJsfnEiSj4D0Ru8Ht9DbVGF4rLv71T1R9HKfyEBJCVQERBEMj0bhM6eT5OP52wBg7rN25JUoPvawDfcJdOUCiuABFBAIMUZXKbQhgCoMHImio6NROLagYnNAFVSKdqpg1LPk3NyVm7gHMBvob18olw/vC8OxNmIdnhzFK6gKuQoqglNpz6j+ArRvVmzdNzAAQ8+H4aFlI73LKB6DCnhRBEFRFGFO89rFLBtfrd66AfqCYGDBmGpLhUzASLFKqsVCqYBT0jNJ+uW0c2dXq1daL0DmvWubYKeWqCLSZQoG6Lh3Kn4yz8a/SJK3Z73/dTMATC/0RBAnkLZgcSZLz9S8v9BfCoZ7jKkaBFVIDf6S9+eONxpv/uzcaSC/FQDTB/0H4/jwS3F8ZHcYHbyC/n7Z+1oKzbk8nwyNlO8Nw6cMRMtC40eXfft5Y/nohHPfsMr0X9ONZsCMWDvyWhy/vjcInps3cmdDcblqo5ZlE1fgKuB+aLU+KxszWDEyVHP5dxdbreOX4RIUcbAW/VsUmxFrR96Jo3cfD+3+PwRb1+LRxTyf+iRpvvd9KzlegxrggDs6Rhqd87r0j0/QD4NvdJWPPW2jA9Ng6whpMed0G1N5yEZP3lMqPTKjeuEv72cprrq9HtfXuV1xts+Wy4dHrR2bErF1hEQhR0kRmnhTQrc/GNr995dKT2yk4UpdNwM7YWC3tS/Oiqm0vJIbQaUT7QoewQCXVednnJvadIDBKBqpmGB4SSEv0qWYEt8JGSO00XQ8S7+aWkPIrBtguzG7AqO9DlC5Np+KiqKABz+RuvGTSfLhVZjfbICgAv0qYj3gtfinegQVJVNNp7L83KfN9lu/uez8ZjRfCUBmTNBUKHe201G4XvLMnU/TU6eS5P1pl51lA+u2FgD3U7t9shrYvT1GdqjP24tQ/zPPJybT9ORkmn7dhDobXLcbaWUQxTstD8Q+2J6LNJeyrL5YNN3wnm9pS1v63+tvGEORrpHnefIAAAAASUVORK5CYII=) 13 14, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhe2WTW8VZRTHf+eZmedO771gqQ2pbVOBEoKlykataEyMQRfGhS+JMXVhXBHjB3CjYYFsSPwIfAOj0QW+JJqYGEJJRSHhvVb7Ym1pS1/g9t4788xzXNwLiZGL0k6jC/6rWcyc8zvnec75D/zHCjYprgVK26BQAwFcqxclx6Rxn2VXv4mfejgI9j8gsj00xlxzbuybtbXjczB+p4/CHBKbh6D3iVJpeCgKX+0JzN4ipoxgBEijcHXR+19P1GqbAmB2Wjv4ui0cfqxgD7YhWz2KCGSAIgSCLYuUWwXYEEAv7HonLhwdsPZFr1iPBwyZKioCCgquqrrasoL1Jt8GW99sazv0dBg9J16sIngM2sgLqqh4bni/OqtuJneAR+Lw8VfiwmteTNkZyERRAU+jei8AwqzzVybr7lKrOOs+goEgetKbsHeRxnkLggKqjcFSgcRzc9QlX89Byw6sG+ByprM/qF8oinRZxcQoAYIAHnAq/qJLTp2sVj8BklZx1r2IlpybnMiyq2JMuSMwPVYkMkAmgkP8RJae+6ySfDjl3U80r0WuAAlU57Ps4rL353cH0YFSIN0eqCLJVZee+bxS++CKq3/PXbbghgCa0hXvlwM0KobRzvlMZ06ltU+/rdU/+s0lI9yl9beUyyreCh1bomiPptRmSMeBlnN/LwDF3dbuKHm/fcq5seswvXHUv+tOR2D6of/tYvHQe4X4/aE4Hu4Ig84LSTKawNpmA5hBawePlErH3rCFt6LQ7MCY9geRnmnvz09k2RiNKdscgL2WfUfj0rGhKDo4a6RtXqEuUDJS7JFgTwSymmXXbsBK7gBl6Hw3Lh1+Jo5f/gMpLApUpVmux3SEpmsgjJ4VE+iZNDnJP4zXv9XtTbjf2ucHouilaSWu4GmYi4AqTiBAjRrT3h5IH/n8R/wFoPyotS9kYdi5QsPHUUGb3o4KTqGifvnnJBkBarkC9EB3VxAMJopppgdR8E1PN5CCO5uk3/1Yr39BTu2/DVAOw+6ykS5FQZquhoIoCmTgx9Ps3JfV6sdLOe+DEKBkTEcgppwCoTbstVk8ddXauPOnT1RuHvnFuVFyHsMQYMX760ue1SiQzpCGl1fRtSWvk2fT5KuRJD0+59wlcmz9LQnAFujc11YY7guiA2KMqXi3sJDq5SnvTv+ephe4h92+LoCmLBA3nxNyvOn3dV//a/0JX2Z4ptz7acAAAAAASUVORK5CYII=) 13 14, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
}
div.testarea{
animation:rwdcur85027 0.66666666666667s linear infinite forwards;
}
