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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnElEQVRYhe2XPW4CMRCF30Q5QFqadBRpUlFCQ4iIRHo4wbq1T8K2ywn2ABQ0pKGlQpEo6NJQ5wSTYjXGOLB4/ygSnmQJhGV/nvc8uwA33fTfRXk/MnN0NJlo1izOCQCtNWut2YepS3chk/ZfOwt0dYDpdKpaj20YY5KmIHLFzJFvxZ+CyL0FPkRvQkmnpQFk1vxarMQtCQqhaJWyWu9jALCZMMYkVfIRDCCncyFcvb+9XCekzBx1x+DuGDYPo2GfZRTNR3AGXAAA6E0oAYBOS2O33QAA2k/PAA75CMlEoQy4i65SVgCw3sd2YwD4jGO8UgbXqKTUYkd3DGbmaADwAAhu3YUt8CGAgx3AoTJHm+RYUdiCSwvLlSSihAKsqATgSk6+225gjEmYWTGzuhTEUgDiv+/zKmX1/fBhIWRu7QBAVmL3u5uDIhClAUbDvoWQ8p+CuNQhK2VAa20/n0o/kDUngagVYL5Y2g3d5iTDh6gVQDZ0H8lENJNRZK37MgAuRFXV1gd8ncvEVQCkOvPFUskb9dm5TQCIQv7Y/AAxVBJ7jeMwygAAAABJRU5ErkJggg==) 2 2, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur193491 2.4s linear infinite forwards;
}