@keyframes rwdcur139068 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD50lEQVRYhe2WbUhddRzHP+ece73nen3KfJhyZ9u9OmTKFQ1c1BbZ9iLGtBc2ZdCgiFYKvojIrcIX81Xbi8gFkaOCVQuUKNh8E9V0lRFrjGkU6tRuzSe2zHy+956HXy/uVSu8ymwbFH7hy4Fz/uf3+f5+53/gD5va1H9VAqpAmoB6N6GBIHlt/ewQE01m0cVEk352SJC8NoHAnQKnD5B/cZwcaaJZSrgqDgyZ4Jg4MKSEq9JEs4yTIwPkdwqk3064bxC/tNIgYzSKFxFWsReRMRqllQYZxC8CvtsBTx/EL3W8JSDiw14VvmQfthxiTl7m1FKIfzeJfgouttIQH+q1hSJLKDOFBwxpLeuRmazDUlv+h5zOqpcBxd+5HiPuDhYIpDD3cCWJeP/6IBMIWLDHgJ0R2B6haGuIb9WPOXKlhLOlL/D9fRoH0nSSlflHNrwxg+S1NdG88s0zJdrpo2GhakE4OCc8OSNPHb4uo2WNIiDdj30o1E8Kdb+L97lJaSp7RYJOb9uGJhBGrzlHFSMARTYURcAbgewIZER9Su3j7e6nyb1ykrHdL3KktALSIpAaZiTN4HzxXkJJrpq1Aiir3RRQLTTLRRirDMgwIdUEjwWJJugW7Tcvc/CD/QCECvfxfG0LZ3TPShFbwRGxCTX70cTWFLBvZQJJizgZyXkVthiQYcA9RrS7lAgkR9g38NHy4tNPHOPMvU5ICv/NI90nCCkaQNIGJqBa+v5pzHSBZBM8BrhNcFkcNSZ47Xg5U3sO8cWDj1NTUAyKHa2mCIgSnYBhE6ovXXMCjjip7H6PjyKll56UQvCYkGiAbkYdNjj6+lecTE8FzQItFAWrstwBolA8fI3B7K0UTvyyKjxuAABXONRedaOjZnKnn5HEpQAGuExOpCWB0wJHOHpVrShckeX3vZZC5Q8X0M1QezxGrNnVJRCYcGb3SHk1uw+8xHCiAW4DEgxwGZBggiNmzQLVjgZQBJ8N37zzHspnn7NleqpEgd54nLi/oQK9s25313l7nmG3Ges+AnrMrjDooRW7F8G9APoiw+4QHeY8s0l611rwNQMAFMwEq/cOdFL33fvgMvAlxEL8E64vgL6AzxUNUNdxjopLlykYHa9eq36s0bUl4BvK9A59WfoQlR4H5c8+w0hCBBIi4IxZM/BqFpfeaKcjFKbi6x/Jv37Dr8DwevW19RYch6mWhZk3U+and7mu/bTNtBaZSXPyW2YCo++epWXXNgI/D1H76QXKP+kid3yqq+DXm/crMLZe7VuWQCCYldnWl5crpqrInEMVU1Wkb3umBHM9d+5EFCeMKpByV8+Em9rU/1J/AiO05KdqAfR/AAAAAElFTkSuQmCC) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3ElEQVRYhe2WW2gcZRiGn9nsYWZnm5M5dxvjbhJaEzY1Qix4LAWvkiIE2hu9EBGJkhvFUqq9aHvlXT0FUooVvZAEUWlzI2qzxQpSFWpspUmTNNRtNrQxsTnOzszO58Xs1pvMhmBbUPLCx8zwD//z/u8/8/HDpjb1X5WAT6BUwHc/oYkp6gdGaRabIllEFZsiGaVZpqgfEEjcK3D5GI3n0tTKYY5KGxfFjyUzHBQ/lrRxUQ5zVNLUyhiNwwLldxMeGycu/fTKNAckighrVBSRaQ5IP70yTlwEYncDXj5OXHroExCJ4awJz1d+vIe+vIl/l8QoTef66fWGRh2hJSu028IuS3jcdGuXJSeqXpUxJT68HsNfYPWJGZae6iLMMSCVH6gEarNQ4oDmQFDAnytFAIghdM6pKLPLz4iQUGDEi1PkNfAi9e+d4JWW1zjmwiuB7Vl40IYqG0ptnt2ywkSJQMQG3QY9C7rNfNhhoOFJbMcgNnvtgePOwudeHM9/OIO67zR7XXiLAy0mRE2oNqHC5HU9zQfTJ6HMhLLMP1VqQkmGVKnFmdY9GJHQPi8GeGyBgC/LBJdohfYsVNhQklth2AY1S+cfP9GUPMinO3bywtaH3baU2wIAHIVLaozGv64h4FPA2UgCkVUCpGrfghoLKiwos9zVFZuwxSRx41sAnrvQB5HMmpX64R0MpQgg4pWAl4ElDZNtj7wN5RaUWHfARCyImMzXbAWgKLvsAnUD9AxEclc9Q7S7B1WyAEsbMqCAM6HHaFFGoNhyoboFYQt0E8ImI83b3ZcDAmEDwjkT4Yz7rBu0zl1mvHobXvEXSoBQxhjce3OIaB4ctiBsgmZCOEOywU1AAgpohgvVjDv3UdWg67ezqLYx6MXILXZtCSRmAtW/Skc3T3S+yWTYAs2CoAUhC4I2Cx8ewWebRA4dAp/jfoSKEHPg/MmPUL7+hprb822F+oBnAgqMLGpa8oyzzKRmg2pByAQ1V6EMVzvakYCAaoC2CtoKqKtMagZD9jKLETVZCF7QAEDTwlT3nrFhen78BEIWsWDORCgDqsEvO6JuB1RXQF0hFnIN9AydZveFn2m6ke4uND8UaMW5FObkz+vxN747NbFzbowu3U/Hyy+RCpoQNPmqoYz9ISC0SrQoy/njgwwZGXZ/f5nG1M24AnPrGfBsxXkdgfl3VxbeL16+/Vjo6u8NdnaVhdIAs5VBkh9/xqnnn+bWbJr9X56l44skden5ZNP1W48qML3e3BuWQGKqqnLgSn2d2D5Flvw+sX2KXHmoUqbq9Ht3IvIw4xMovq9nwk1t6n+pvwEyQtX4eAwTYAAAAABJRU5ErkJggg==) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur139068 2.4s linear infinite forwards;
}
