@keyframes rwdcur65178 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRYhe2XW2gcVRjHf2c23Wmnk81l12yMvUyl2RaTh2gpFer90kKhPllEBKWUUiM+60MtnCoKPnp5ESl4IQSCVBAqiNWKWBCqbZGw0qQNk+2yaaO72e5uNrOz2Tk+zFYWbUiT3RGE/uE8zByG7zf/b77zfSMyp0bU3eeOloAjwBeACfTiaxGYENImKGmG/TPco5v5/uER4CGgG2hrWJHAogNacV0vlfwglZBObujod3/u+2QSOAwMA/cCbqAAG1If91/ash/lVohcOoluXwSNVxc3HngZuA8/DcEBAKmi4+K6FcZnUxSTn4EZQhRSLOw6/m7+pW+rgQIIabu7L7+zJtvWQWToEMZiAcoela4EtapL56dPP6ykZQQGACCkvTizpgPHE2jxp/Cqiln7a8zzb78JePUVHADAvkkZyuhRsh39aILXr+Zd0iL6BuAIaTtKWuEgAETjxdjYmDqQfE3HL8Vwct6Y1syIt11dOwiUgbyQ9unAAP4pJa3Hvsl1nElEw94W9ccL+BXxIxAGSnWgpgC0ZfZ/29t9Y/fZazXtrNg8AlwGNgHb8Uu0u6noLONAo946tFPt3NTu7VVTzzfcnhLS/qUZgOUc+FvHTpwT6Zm8NkPnKJC4+ayS1tpmAG7bgXowc7y0vrjZVLRTPgakgHR9rapp3bYDAELapUFzvv3L62s5r/qOAw4QAyygc8XRVwpwE+LFeK4rnZ3Xxr34KH7HNFjlYbVigLoKz8Ru7Oit5bQJddfn+KkoKWmt/IVWCYCSVhvQ92EmOp2Ir/f2hFID9a2ckPZsfd8AXCFtp+UADSAPTJSNX2095u0JpR7HPyNO4w8yFr7LSfyS/ddssdoUNOpiwijfP5ctar97PWccx/sod2XhSnFq4QKwAX/Ei7HEodU0gJC2B6Se65l78mre0bJ61DMHd6A9ehAGhj8A9gNbWeIjbYUDCGnnAGeXliNSK2iFhTTTp05Q+uE95jOVZ/ErJXerZ9taAaCkFQMerAqIGYr2aoHU0DbP9NI/AaPAV0LatxztWuIAfmfMZAs1JvteIfn9HPlsQUPXHsFvYEsOtq1KgQOc3LZR7wp5VabC8ERXYWA8uw6gB3+W+G+kpNX5fhylpNWrpGUpaQX6X3FHd/T/118ZMkHJwKi7gQAAAABJRU5ErkJggg==) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdElEQVRYhe2X3WtbZRzHP89JmrRpz2lemrrV1hyH1ElhImyIIKxjQ9CBVBH0ciCITARxf4AP3orQCxUvB94UFC8mGxsIlU1BpE7pTK11padZl8a2SZM0zctJex4vTiJ1S/eSl7t9Lk+S5/fJ9/ye33OOSF04rx67Lj8GwkAcmAWKwJyQlk2HEbMXppSubHQ7RyT+6ZdAEPgO+AO4KaRV7KSAVhRdbAQG2PbpVAZffrd0+OxbgAbs1GQ6ivb8r+fEpvKys+vgT1+mZAyxMTH1Ve61qThQ6LiAkBaV3CbblSpz+R4Kv0yi0qtoyb9Zf+enXHrtH9VJAQGgpNm9Gn615NdgfnGaajBKbOITur0eDnw9MQZkhLRSnRTwzYy8XxE9Brrfw/dXPuPpIZ2TLI/VvucAC0JaTrsFNAAhLfvY2+dEssvAX9jg7FBm5FZqi2nx5I09Am0v/p9AnbISxJa+iAhprZw5kAktrea0a8K8AawJaXWivnsL9kNJU5vJ9+3m+qPOSbWk46YQBmzcvmg5Fe1eHwppOUeNQuh2KqddF8NbwBnc2WACh1stDvdJoI6S5vj0pjH9eKjbGWXtNGDgpjEjpGW1InDPBPbw+4lQ/oX5DVubYehi7VoBCChp+loReKAE6ihpdn+7HiwNDujOi+LWc4AXuAnkm23SB00AACGt8uvRrD6f2tauOk/8BviAYeBQU9V5yATqKGlyPhVWw9E+55QncRz3+J5v5uRsSqAmMXo53f9XJNTrHNOSbwI/AGUgAGSFtGwlTd/9nilaERgGjlxK91/sDerOcc/Ke7gzwsFN5Mea0A6QENIqN1rH26wAkAGsVyK5sW/WRXx5IPx5TGSu4vbEChADlnGH1iUg0WiRh2rCvdTu9xpgvxHNjiTzVS2reserVfUUvZ7xctr+sCZxEBjcd51mBe5ESTN8Launx4KKsFFi1z6Ex1kE21kATghpJRv9rukEGmAcvJ1ix65QyPsorv9JJWOjHDUKvKSk2bBWKz1wJ32RmJ++kVOo1SuUjSB+VZgE8rg9EcTtm//RzgQSXo/GptPDymwWgwIIPgC2gBTu0LqLdgrk9R7tmcTgs+T1LlBMLmwHAH7G3Yp3/fu2CtTOgtTR+Eena5cWRwPFGO6LzsJ+A6ltu6COkqYXOIK7/+c68Rz5iEe0lX8Bw5BSS7PkfvwAAAAASUVORK5CYII=) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMUlEQVRYhe2WTWgcZRjHf++b2WQnu7P5qpukIWZixTa9tBI8+FXozdpKDznYQi9GvLSIem17eBXEqycRhNKbuVRFiDGXkFalsYfQtGjTxIYBG0zjul/ZzSa7s/N6mLEEhOya7ASE/i8Dw/O8z2+er3fEyrdXdfes+gi4B9wGFoRyPK3sZqGcMiFL3L92RZu4eJ19DFy/YAnlFLSynwWOAilgWignPICpyQkdM5pojprEY63Eoi30jp06C0ggCmSBDWBKKGej4QAAU99/p4/8/iOiJYaMd8C+fqQZwxofPQHEA9sZoZyHjQYwADZzWZbjAwzNf4LRZsAjSbHnfdLnJiYMt0xi7PSLwEqjg4OfZl67d7E7qw2MJiAioFglujhO689fkRg7fRD/693QAIB00ZMs9J+n4B0jlZFsrC8RXfxiGr8E7WEEfwwglOOeOPeWcMxefus/zr5I5dJqCeZE3zH8BvRCBQDQyjbszCJH71w+CFwdNEtDt1dK8qYYuAuEkn4IpmALRCeQ/mfutbKNmZxVKbV3ece1Y4axmEQtA61sObbaUX2hO+Id0KuvArNAWSinIWWRtQyEcrwzycw71mZGLvHUD8A14JRWtrEnAIG+STZXXq4Ui5IW+Tr+hozXcqpHNUuwVVrZ0a9T7aXBLtN7/sObTXsOEEDsv561llOJpDciH/TiX1gJwBPKyYcOEEDI8b/aqj0drd6w/ONz4D5wCygDq0Cq3our3h74l9/JrtwIhTX5p7bOA13AS8AIcAa/Ses6e0cAwb1wYzhRGH6Qh1+85GVgKAj+BjAMHKrrrJ0AbJVWdvzKSufa6DM5/8VGFTwWgHfx/yG23aI7LcFjCeUURnvSTXOPolD2ICIo5dzn0rfyk4Bdy3/XAIGePmIVP8PVUNa4gyeJvPkevPLxolZ283aOu95mwUZMAofZ3wJ5Fys7CUUJKcHyl84m25S6ERmIAwVghoiAUpW5XAxcDWvVX/vO2r3bOTcCoBA8f1qbX2fe/oDo3YfM500qGIfxxzM8gKDLl4BZy5T9qXgPd4pwKLb+9o1MK8D0bmP8Z33ahgbQyt7z2E/0RP8//Q2X0yYnP3ZZNgAAAABJRU5ErkJggg==) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur65178 2.6666666666667s linear infinite forwards;
}
