@keyframes rwdcur77251 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVRYhe2Xu4sVSRSHv1PV1bfvc5yr48w6iugqgg5o4GNwV5cFAx+wmYiMiBouGKggIjqBIkbG/gMGCmIggpGJIizCsskKgqDZDriro87svbdvd1WZOvjox0Ux8IRdVef3Vf1Od52G7/E9Ssb0Lw1/dkfDD5onKLtQBwaFDKqfP8OVfeO+2+2S9GN0VMdUq4iNiXsJth/TaLY4ffefwkQqz6QLOxs+tQ6lFKl1LAo6jOm3bKi/Qdk+IoKIcHnX4sKWZAKcmwy99x5tBOccIkJiPb3U8V9P0YlTAnE4AFFMb48KQWTWgFKKmlGsC2bRw4KzKWGkEJ/iRRiJIHAWG7xmdt7ztKuL6GcDtCqKibZl981upr/39le9iDD9U81feNjJVQ+ZFmxeCi/mc5UKj2ZCmsaza9Tlmp8LYLYjzMwLlyarmd4qHE9eKHbe6uV+GzIBltfhx7Ym0FFmslCHbB6DRwdquQsxE2DL9f+l101x9vPzpje1fL/fp9+HrTfy+Z8LAGDtkNCMDOc3jXxyZ9pUWbMo5IdasW9RLoBtN+ek20lI7KeTJ4nH2ZSNN+YKEeQC+OO3tl/RNIipfnT81MS4b9UiloTFr5ZcAJO3X0nVedI05ffVyz6wIUkFHcf8eufll7kLAEIbMCwaUZUPxkRVaJmwqHYxgD33Z6StIU4XHsDRVT97nVrapeQLAACkSQDBqgXPrImoWKEXl2stCgE0HCzWEQfX7X3vGALGQ8PUX89LdSeFAI48fiZOhRhdB+Dw+kPeBYY3akMZbaBESzamGrxVhqmJY94BS2lSLbaPBVF45euohegKTmuU1njT5OTf10o3h4UBLv55VcbNErzX1HSdUTNSVhso2RV3VIg1mo5Aqoe+PsBQ2GZUwXDQ4tyDEwP15qWq58yD4/JvPMdLGw+iDQzwY7KyPTFA7X9D8Q4sGdKhiz4MJAAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0klEQVRYhe3VT2hUVxTH8e+9781kXjLqkPinBqHEim5cdVFXrpQiXXdnEErRpQvBdFMimCLETdMgKlEIkcSl62D/UHDXYqQpFjGoQdvY2HE6/2fevHvfcaWgjDN3JrMRPct7zzv3w+++x4N3paaufS7nZg9Jr+f6ro3/rJWpRrbX56NdG0s+RFbx9Q8He5qCMyAEyv+FVFZqfDF5oGcIZ0C2aqhrqJsGjazhs/FPe4JwBhQ8oRwJYhU216BeF/ZPHd4wwvklLFYijLVYaxGr8NYbRLa00fPdE7DbBin2aWpW8evcXWWtxVYi9l7+UkYWRrtOwh0gGlMUisYAsDx/T0ktIrq9ismH3Z7vDvjr1E8q3ruDUHuv1lbm/lSiFF7JMHz9RFcpOANGFkYlKhhMMvXa+urM7ypeK2Af5Bi6NdExwhnw6Oi8Mnt2whsAgMfTv6hUOUQvr5K5+V1HCGfA8OI3EtcVcTJoul+qVJGnOZSN2fTHJWeEM2DtyKQyW4eImyQAkLvws0IrEnceInceuI51BwDYgQBJJN+6nz17QzViQ6JmSC9OSv9vF9sm0REgioQw0fqR/Lfzypaq6KX7kC20ndkRIN79MV6QbttXHJtRDGbAb35dXQP4939qymPLxNG20Uaf7IK/n5Ea/6plb2cJbB9CD2aIk33tewFvPY9Ia6vzzwiAfBmTKxHHqul234/fC/UGfrFKZvkxoSisat7bFcAGSWTfbnS+/Np66ua06FjAglpaQazFDKTRWlM9O9tS0JrXpPpnxoSPBpGgD90AUy6iswX8ZIBXqRN6Cm89i5dIsLl/gCenp1qe0dkVAPbJM/ynOfwtaTZFQr5aQcIG8b4RMiYgWSpjPZ/nZ66o9h9hFwkAJMePSZBIkU4FhGFILQwZ8BJo7RNJzPMzl53ndgV4WcPnTwrA2ti0Atg8flwArAiViasbmv2hPtT7Uy8AZUE2Nng2bDEAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77251 0.26666666666667s linear infinite forwards;
}
