@keyframes rwdcur98838 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBklEQVRYhe2UTWhUZxSGn3PmmowxzkiMI+qYWPxNTKVRqzTaClIVJNqdIQpFRLsQdSPZ1LXLUigUMV1IsSlRKqIiUpSKqFRdxBiZJq0NEnQyqYkmk3QcJxnvcWELOnMTiJ0JXeRZ3u8993243+XAJJNkEwJWTlSZz+NZBeu5wjwW8ZghoBt4OVFCr/mME767PtOf1DjIPcrYAxTlo8rrC8Dv9EuJbNP39E+mEjDHNiHU4mMNQ0SBnvwKQD/KFqfa8bmDbtzmWFyrdIZUyHKbZfW8pIKnPAei/MfrGU0gxRAmH0udfWhJmSKF+DBCJKVahuV9WSVLZb91Wz1xbgKxXAtAkg630K2TDVJEIS5gCFN4QshtdUes3a7Tww/8zU3g+bsKOGOcvaCdW/SwnSB9hFDO4XfPuueJ8C3Q8q6l46FSG7RL72hEL2qMSr4bI7uCMk7gsDq3Cmu4rLf0oR7WLmCZR6KAEvboUX2kR9RQtuZWIMRuPaZJ1nHZs7yeJm3WuLbpI7ZxD5iRWwHws5BO5vJFVvnnnNI27dV2jdBAlCC1uS7/lw+A4rekdtLk/Ob0apvep5G/KONYxkzRP3N5IMxu55IT1z80QiO91NBE5qoOsJcwD4BArusrnW+cqNPpdNJAjCUcB/wZmQCbuM0BUsD63NZ/xEk9rSn2EaOY7aOkPtH92s/XdLE462reYvRNOBrFFNoNS3CJQwxzzTNTzpeyRcqtxIZIUE2Ei0CfV3SsTehNB81As8eJH6ihijrdqJsJMkgKlzIKmEYNCTq8XifjFsimlDA7WM0uFlKpi3SY2TxjgLSbcBWHApoY5AbrgBeZw+O/gmyqmMlXWqsrZK30ESTOCGl8qJhgro0wjfl00E2S1nwIRBmg0X61TntgpdZv5RKUIEFS+EnbsEEAo50wvZzMhwBAmjStPOZHWvjFuixgCauQhIRkjphNtwSDzOY+P5PxM+ZK4E16eMIFWrlqLdZmA7ZMU7pAwlJqMQvRx5k8dI6JH/iUlXzPLI5PdPkk/39eAWEv/ok8itZwAAAAAElFTkSuQmCC) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBElEQVRYhe2U0W+TVRiHn/fdcXRuaxfYOjWFYTYXWKABgiFOIZGIJrARYiJTCGQx6AUh3MEF3PAPGNEbwm6QLFM08YoYYjQa4ojxBsbI6JAsYYOtQgdbpx/YtXyvF2CEtZTUtA0Xey6/8zvn9yTfew7MM082YWBNucoqcnxbTjs/8gItTOABcSBTToEJmmnVPbrLltm71LKZcSDDFSBdDgG4xh3ZJO/JFhmTJglLi2yzKutgAa+SYAy4WVoBmKaGTtkgtaTxaCApK2WRRCVqjdZFBRu5zXPcJwbcL4VAiuukJSrbWEoSD+EuKaqZkTZJyzppllbZZaO2kyT9PJiTogpAimGpki46qaMOoRqHo4oEDf5Zf9Yu2C/cope/OAfc/b8C+XmTE+6KS2tcb7u4m9IvNMl6TlLGa9qmWzXmjrpzekRjNHAsTzZKmBM41hZSoE9Zv+xf88d4mYVcp5IEn+XIVBLiQz2sp/V97cYnXIjA03mJbj2m91jPDznLP6BPv9KkDugonVwE6oorAAGaGWExH2eV7+ZrHdSExnSIg8QJ0VHs8n9ZBdQ8JrWDPnfZJXRQL9HDTZZkzcfzD/eVgAjd7oxL6u86RA8J2ul7WPgfQfYQ4SoQLHZ9m/vcjbsRN8IB4rRyHAjMyQTZxG/sIwW8Udz61+jVbzTFR8SpYesTUht0r07xKaO8kvfq5nkJn0QNC6zfPM6wn1nO5sw0cUjekSZbaH/isZohvgMmc0VdwQLDnAJO5VgJAO2soEs36tuEmCGFzxIqqaYdj+Fcx0nBAtnUE2E7a9lJM23aorM0codpMr7nK45K+pihn9eBv+duLvwXZLOCRXyiHRqVdTJJiCRpMlSgYoL5lqaaxQwzwT0GSiEwzjQ99quN2FWrtylrkpCECJEiQMZmDYIYMSIk6C2FAECGDAPc4EvO85ONWtA8Wy6ehOVFMas1jxkaucT3zBnGYgk8yh/c4jQD/GznbdCmbZmmdKlEpN7iFmaSb0vQmZcA8BZrOEkDx8tdPs+zzz/QLfhVJaaSrAAAAABJRU5ErkJggg==) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98838 1.0666666666667s linear infinite forwards;
}
