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0%,26.566666666667%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,41.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.333333333333%,42.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.666666666667%,43.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44%,45.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACLElEQVRYhe2UMWhTURSGv+ZkcBAHFXEKIZQOJTqIQ6mikKl2cHIQBxERB0GRDO7i0MFBnARBRMTBoRQpUgQdMjmKSAcpBUOQIh0cQqmI8Tm8/5nzni/xNiQVJD9cTv57zr3//+49uRNgEUHoTITV7QyFfykeaGB04gDF3RQLMJCLKlABvgGvgZ9u7Y8heLCoO3JRB54BG0AbiMT3u5rAXhrMAMBB4CjQkoGPwBLxyVwAzo/aAEAZWADeyIQfyxnuMQ9MBxgIRgWoAZtO8EOOqefAHeCzeC8TOxJPUAIeAbeBazniEbCd4evAgwG0gpBnYD7HRFvG55KFIX/DEDwEzgEH3FwFuA4cAaaAM8TNXAW+D0m3L4b1cSOHddwoaW4mPR+yfjDdAvErloxTys5m5vshpKbnOr/wE3Bav0+IJ25X5XhSfFJ8Nb2nlcDWwVpgZY0VsK9gW2DvwGoZI79fwqdga5rbAHvicvcU68rXxRdcTRmsKbGq6t6CXQTbA3Zcdc20bneDq4ozildcrqbY0OKG+DFX01K87D6uIOG7YO+V7/QyMK34QnHK5YpgbR17RbGVOcFtfX3DGbih3Cuwk+ln/08DaIMIbDNTBNii+Iri/YyBOXclamZri+8D2/sXAwC2LL6UY+CSE/MivqaUuarkWmbdafQ1cEv8Zs7mh5x4M77fbA2AvewatLNgX3Syj3sYCIEVwQ7HV5M05a7CttR4a+kuH2OMMf4D/AKhHefuqFRTlAAAAABJRU5ErkJggg==) 1 1, auto;}
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46.666666666667%,47.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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49.333333333333%,50.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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53.333333333333%,54.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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div.testarea{
animation:rwdcur51059 5s linear infinite forwards;
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