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0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1UlEQVRYhcWVX2hbdRTHP0mrtHWlvaZYHfM2mL1prYM8JIhppfhn2g3/POzBOloKDkkenFgug02cFeTiQ/OQITh88B+CBRXasSJOl7oxkRUZcaUPXshuJpNu7b3asNZt7c+H5ndJstubLHTkwOWGc3739/3knPM7P1RFu6IqWh91Mj8+HvT5Gk/WC8IP8EBwoKleEH6A5m076gbhlz/qBeFT79dE8LGE41jJX2YhO7UqxK3dpqWf9vpYVTTh5jct3VctgL/c4ZEJIQVVRROqoolgd4Jg9wZ88VvGAVdAT4AKEAAlwtlMimB3gvT4NHtCn5bAqIpGJYjGzQISYiE7dVJVtN2mpWNaOrFYrmSdFJc2M/Ow23YCcC1LCYBYX8Pnb+DaXz+Tty5KdxPwNXCbeDaTAqD3YILPXzlC8RoZq9QPDsBK/jIL5gm2h/bR0tpFfunir6alR2W8vOGymRRfnH8DgNfDKfYzBi1jTlyWgQzCC8LviGenVsXazenlpT9obg3ScO+2iKpoT7h9JMV7AgF6AgEHxM1kU3oCFI7dc8CbeXseIdZpVR4FiMuF+1MRJ63l1hMIuELKxwvCpyraFWCfaekzAKqinQjs6H+hpbWL3Pxnq4i1TtPS/00bhugNhVAVDdPSsW27ZKO9e5cdYWmmpbtqlmTAtPSHpHjBji0vZWhobOG+tkeagKHiD9zSXS4uT0xBrPwpMbc5MH3j+oL5z9VZbv5nQ1Gj9ie0kjdAmzFBenya7uu7HJ+qaMRiOc/abwpgWvo6MGz9fe7bGytXh4EUQG8oxKmUTtfkGD8O76TNmKDNmCBx4JDrxrL2VBhEVc9sgHi4QwCMDg7Q9dSTAFz65SwffTnFpDHiTMJJY6T4D92xTiUTbk883CGyySEhZo+LbHLI8Vd7J9QEEg93CDF7XNi2LeLhDhEPd4j+hCbShlEC4QXgehlVY+WNODo4wHxkI/Xvj3/CpT1HZNi1+6VtehlVEBfRaIRzQOLAIUYHBxj5s5NoNMI7Lz4NwKuHP6xqr5oycCq1MWCi0QjHzl8jdrQTgGcijztr3j3ozAvP+tdaAt8Hr73sCnVhcZELi4sla2vUqMqcTo/FcgIQacMQacO4a52/KUgslis+cgIQfVVAbFV6RNownFuxvb2dZCHwPXDaQ6dhiwDey603881PZ8it3OKe7UE+/u0szwPzQBaObpHO7SYHj23bYg7EHIhkoQSHv/ru7vVCX6HGcyCW394p5kDYti2SBYBkhQkoraYe6APxEvBske+HwnuXYfB7KATAW1Vo1NqEd5JWT43/AdXGxMvBU2LFAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhcWVT2hcVRTGfzMJksbGZNpgbdHp4FgQaqqFLGYQJ5FQixiKVcRFQkkopmBmkYrhUUgVdFEeXWQW46KCUExHF4XGRdRACWYiMiOkBDu2FOrD8aVqTdK8FxKb2Ka5Lmbu7Xvzp5NYIQcu7977zjnfd84991z8Pu1Pv09rZZPEi4cnPJ7qbzeLhBfg8UB7zWaR8AJs2frkppHwyslmkfA6F5tBwuPfponAc1HX5vLSDWayIytCrL5qWvp4OWO/TxOVAExLB/CU++8ttVkhEyIPLAJNUeQAXPP1gJcl8AASwu/TMC2dSGRa6WYzcQJNUZKDo3z+xsl1gwNUu0Jbu4fHW8Xc79+xZF2R2zXAl8BO6dgJDihwgNPnRjCtOfw+DUDkbcoSUQSWl24wY37NruDb1NbtZmn+Stq09HChQSF4NhMHoOV4VEVfqEOmPBGvAs+OrIh7d0cX539mS12Aqke2hvw+7QWncj4qF/jQZA9Dkz1kM3GOXPiYTO1UUZSyLkoVbTUgK/4gYC7Z135t2BGizrcX+68fe4F3ijw6wJ/fvh2AockeTnYX6+QjL+UinwHBTSFWD5qWPmFaenZtdeWbvxeuU7dtL3iqOv0+7TGpfCQeUk4LRRKRwNlMHNPSncUoh5uAaek7TUufcOx9sjifoaq6lkfrn64BuuSPA6F9mJaunDtBy0RdEtSdgWIZvXN7xlyYvcTdf2wouCmQS3ehHDq0qOYy5X6fJio1qyICpqWvAd3WzdSFO8uz3YAr521RzfUFqDfOkxwcpen2fglMJDKtGtODSFRsFG3R+8Zj8Vxk2VgXu196UelEj50gfuYU0WMniuyvhY4qu1J4RektBA+HQxwI7VN7z6Y/4/S5EfpBkejvbFfg8TOnAPjt+x84+ssOPjjeQzgcIpVKA4ixePmmVJJA0jBE0jCEnOczUnJkY12uddIwxEBiWNi2LWzbFgOJYeHMaMUMjMV1J3supi/LX57e5kYhI14IvoV9to9A31lXs2oJBkkahlq//9rLNHQcdmGUfYykpFJpwuGQIhIOh+htbhT9ne1Kp944D7g7pbwJHw1+ypsDuWP56datSnAlRaV0IDEssrEuV6p7mxtFNtYlepsb1TOdH8pWHqNj/z9LIYC665HIdFFNOM68yE5K2RpodSiP378+rgr2+zQhH5qJiafkHgB7OnKdM5VKE8vr7zcMPgwGhcNfeQLjwNX8/F1QRrKKrydyr5xsy5KgaekCYA+as2iZSwwzFQzyem7pIlFORAzE4nvPiKsgWkG0RTV1pQpSW9KeguOI5X22OmwqsRAx4BVgl23zR0MDXySGVWNqCQbX40P5agWZAb4id7SVrqGnD5g1DHWFGjsOczF9eaPgAJ7xPLBrc53GImkYTOVAAejbmL3LlxN/Iw6ErOaHAH9o+V+aiVP+BQoOINsu4t+yAAAAAElFTkSuQmCC) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur229452 0.66666666666667s linear infinite forwards;
}
