@keyframes rwdcur221466 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0ElEQVRYhe2WzU9TQRDAf7ssbaEFHpUoEjXGEGOM8YOTaUj8A3oyIgdPkPh10X+DK0SDJj1AvElITEzq3Yvxhp7kgIaDBkKwVAhfj327Hravr1TaKuLJTjKZ7ct7M7+ZnZ0tNKUp/7uIQ301eTuDDkZRLf0oCVK8x9g57r+c+bcAT2/lkHII8JCCskK41uzoaR7O3DtaADOewdd5lPQwFj58c7o/uFuvbsLZdBE/yHLnxbu/ByiMZUiot0ihiCmEECgEEsHuqzkobleBSEgoAI0f3GgEIRsCKJkHFADGYK3FYAFouznAvq2Q0tktH5RUJFS+kfv6AIWxHOBVPhIiKprBwsXeUmAZgSRanVXS4/Xd3OEBYMRFsuUH1kZriXAAEAXf8iEVr4CSQ4cDKIwNE5beZeMcAqb0isEST7ZFPQDgB9H7TjzePMjUCqPqwF0BEB0JzuO5bKFs5ykQo4Xt7z8igOV1uHTSVczYCMLYUeDAZqxdAR1kWruTnKMTjUFjMNiyvUAanwDmV2BlA7SBy33RVqiKntBBf60wtQFScXpJorEljSDAlX+A4+4YXj0FZ7o5cDhp43riTwFOtHUt7M/cqawYHQV2oK8T1ndK3qpOgzZhJWrOgnqnYCoECCHCAQSgMSyyDu0xl31xC74WnV3ddJqKuyNp7MdaQepOwmP2+ZpEeI5U4OFKGfbCDgFLn75ETWeMyzr8rY1jHZxoPUwF0NhZjZt8lZkbLAZIk4j225habqbrxWh4F3TYyTWJ8GJIOomVg4dVWNouwmLBZauDEnm5EkUGJ7rr+W94F/gEWY3R/r5mjPridFsaepK/fqikRopsI/+/dR3H7ZOMQuZTtHoKWapCpBpLDwk+7xVgeQOW14tokyUzfgTXcYV02MlcO2rEYFXlVlQMqKLBzu6Jx0f8h6RKuuyzYeCawV4vBV4ApnbFo4YZN6UpTamWn2dcPp7F8TcAAAAAAElFTkSuQmCC) 16 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4UlEQVRYhe2WO2wTQRCGv51bH4cdzGHxEqJMQYegQmki0YYCRUANEpQIUVDQUiMalCCIFKhROpSCEglF6XgHkBIE4mUEOCaASZz1LsX67FzgYjBQ4V9a+TyzM/+/s3O7Bz308L9DdRX15twAcAwt/YgCkWngDqWz1/+pgC3u8lhIcKjM17gxXwNrQQfeKQpEGURdI3/mxF8VsNFdGtCoSY3EGkEjCLBAnY+fP3nyBF5IlZnyEHvPT3XKLb9CLqhbQJwOVJSIyG1YD1r8CIPkOSbK3eLCwYE/FmBxk4CWnxRLUPQTtwX41YMIlPKaKDf5RwIKbmSMFSsXFKuFCAoVBJ5UBBUEBEqBsSAqZvTwWNcCLO5oiFAkpEhIHzkigp8GBUoRKIVORJYXkooc6kpAwY0cyaN1H2ErqaDQCBG62YiqlSTxtex3XzcZVMzo4cxeyBRQJNwdobE4DA6DbQ2ahO0kKrU9Szcf+dUnfREGx7J4dJbDYAdWJvajHaCb2p9QaT0bLMs37kOl5omt85Ot6+9CgPvBGSI8Z4HG03c++cO3UKuzvL0ItTosGm/XAZhG+nzIQOYWGOzsytJHBMy9fEHjcdmTVGqwvQj5EKrfoN5ov4aQ/tWSeSBlChDUVYvDAhbH3Mc38GXJk1sHzz74iVv7YGExHayl+Voq+PAV8uG9LJ41a1RwI/OCindQ4OmDmbRzpgw7Nvr7wDqoLcPsewi1PxErNS+uGBmGx3NZHJk9AFCnMaGR419Y9oaEDKBumrZmRcIAdm1r/99cSOZeW4ujY5escxfnI3T86c5cmvBVFUr5ts3Yts8634TWVRke37RW/o53ATBUYp1pJU6wM06TroS1/mqGoU7JOwpYUienLAxibBVjSY16A6JV2+sFVTF2kOHxjtfx730RTZ8ew7qjWKdbZODPg/7NYGwV6yY4cOXvfpD8gNunjlA3e4B9AIiaxbqr7B/puOIeeuhhNb4Dxe4Y+QPDRbYAAAAASUVORK5CYII=) 16 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur221466 1.2s linear infinite forwards;
}
