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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiklEQVRYhe2WsWsTcRTHPxfCcZRQStAMIk4iwSF/gFPJKLhIKS10cKiDJggSRCh2cRAclNLVRXAQq53EQdCECg4dDM4iiEM4NDbEpm3C5Xo/h3u/5Npc0ksbXJovPPK7y917n997v9/7HYx12mWM2F8s5J73PwBiQFxMQ3hibmA80gBa8XK5nG42m++KX7zduafe/oPnbvX+6rfbQBJIAGbIe5EDW8CkODsDTAETGmhzczPteV5DKaUWVpRiqWvXHm69BlICEe8XYJBMYBn4C2zJOCUQCcDKZDJPDMNIANychrMBj29byRmmH12SSYRlbyBATACWlFIopQDuAPcEIglMmqZ5Rb9Q/b6+/Dj9YeWAl/oP7edYAFbwhkAsAnc1hFKq46PdbsdMfu18moWFFHy8vt/i67Oa+Bp6DZjAeT/uQQEKeAFMV6vVjZ4HRLZtbwCXgXP4JRsKwgIuhAEEIF4WCoUbruvuHv6/3W7v5nK5q8BFydbESAECEK/y+fxipVL57DhOw3Gchm3bGxI8LVmckoz2aFAjsoT8p9Q+VIZhALzBL8kOsCfWCoz3AIeQZnSs5hCUwM0A8+LPkYDbASDdDXt0YgCAYrEIMCeXDv7sg8Hdfu+GdqeokvRrrdHt/S0B6TvzEwNI8CLwHqgDf+jWOvIBdFQJPIBSqYRhGB2DTu2zErQO1PDr3nfBDQvgiaPVbDYLfopvhTy3LQB1uguvb80Pa9A2jON3r6SYPoDmgVl5Zg1/+/0Wq3PEqh8GAPxeMCGBEzLWFpNAO/j1r8k4cvrh6EXoyK+LPzMLv6Pp49Wju+VaDJF6rSifZHqdxAOmj1e97RwibrvjAPSDCcpjBN99Y411OvUP35VRUOEwIIQAAAAASUVORK5CYII=) 8 8, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmUlEQVRYhe2WT2gTQRTGf7MuYSklaImeiicFi+hBRDzHi4jepNBApQcRQsWbl4IemlMRavDiSYQaKVTvIkKCJ09CwYM3oVCI/1Jj09ay7O542DfJNm6y21S8mA8emQwz733z3vdmFob436H+oi8rZi74FwQsMTsyNsE9sUQiaYLYkSDR+czM4vbDqwvBr9r7YNv3/R+tVutVpVI5BxwGHNk3cGAHyAJjQE6cjojTzPyTzzPMac2c1oWybsP3/Va5XL4o+xziSxQ/GUEGuAf8BBoyPiYkRgFnm6MPzOLLExHHljU6PT1dErIZemShHwFLNs5prdFaA9wB7gqJMU5eyy19UjmA8UOgG28Wl5eX542DbDZ7gfD0Gfbqo41+tTHpb0NrjVLqpjh8zJETTl2HOj6fBVt/2/KDoNtnnHZSE8h0TwqJG4DNWu3phK2Dj56yAAqFwv3o2kajsdrHfyoCsayFRIEvq9Zp/8PK2dyZyduX1J61nuftlEqlBQ7Qig5wPIwXD0ADL4rF4q319fV3ruu2XNdt1ev1t7Ozs1eAU8A4YRf9kU3ofxE5hGJbEwHGQikF8BJ4DmwCO2K7kfEO4BKThaQ2TISQuw5MiT9XAm4CWzLuWYIDEwCoVqsAk/LXJTx9NLjXa+/AVyS002+wQuf+3xUiieIbmIAErwKvgSbwnU6tTeBE5SeVIACo1WoopdoG7drnJWgT2KAjwljB7ZdAII4e5fN5CFNcjFm3KQSadITXs+bd6NeGNuGDMyZmHqApOoJbAZ4BX8WaJKh+PwQgvAtGJPCojI1ZEmiLsP4bMk6dfkgWoSu/HuHJzMtmPjICOi23yz5Sb5Dmk8zoxI6Yed9N27mkbLtBCPQiE0VAyrYbYoghuvEbN08ICnBgXwUAAAAASUVORK5CYII=) 8 8, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
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}
div.testarea{
animation:rwdcur169845 1s linear infinite forwards;
}
