@keyframes rwdcur118585 {
0%,7.9%,100% {cursor:url(data:image/png;base64,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) 14 2, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
32%,39.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiUlEQVRYhb2WbUhbVxjH/+fm5ubFvGqj4q0vWY2Ib3EramZbasQ5i2hbJ7Jav1SwWoeMso+rdGOMfSqjhcJGmVsHumW1tMwSypDa1BJlBdfRUFymNrGiMZk1YmLS5N7cfRhJtS1skLgH7ofnuYfz/53/c3g4wGvi+vXrX9+8efP06/6lOsjLhZ6eHkVVVVXT3NzcN8+fP4+xLHtLEIQflErVs1Onuh0ymSSwKwD37t2TX7lypU0ul3/q9Xrf4HkehBBQFAUAUCqVYBjm7ubm5oednZ0miqI8LS0tPycN8ODBg06LxfKm1+s9FgwGCwEgGo1CEAQQstMgkUgEQsgyRVEXGxoaDH19fT1JAwBAR0dHQygUGpPJZNJIJAKO4yAWiwEAPM9DEAQASLhRXFwc9vl8uUNDQ38lC0ABQG1tLSOVSqUcx4HjuPhJEYlEEI1GwfM8YrEYBEGARCKB0+mUlpaWtiUrngDYs2fPB9tFYrEYQqEQBEGASCRKfIQQEELA8zxWV1e/TAlAd3f3+1NTU00AElZzHAdCCBiGAU3TLxZTVAJwcXFRPjw83JE0AID7hw8fHo0XBEHYcQH1ej1YloVerwchBPn5+YjFYohGo1AoFINJAwwNDS1lZGR8IRaLOUJIAsBUVIy2zGwUFRUhKysLCoUCxWAgk0rjTkWOHj1anjQAAFitVhPHcZ54Cw4cOABjfj60wRAkEglKSkrwtskEs7EU3PIqBEFAa2trstovAJqbmx011dV34sXCwkJUth1D8Sfn0NnZCa/Xi5ggQPnuOzjUfhw0TYPjuNQB1NfX339r//5v8/LyOEIIrFYrPB4PsrKy4HA40NjYiIKCAmRnZ2N6ehoSiQSEkDv/tvl/iR2jrr+/f1itVrc6HA6FRqOByWTCvn37sLa2BpFIhCdPnmBubg5ardY/ODhYo1arnckCUNuT2tra3wVB+Eij0aCurg4mkwkGgwFlZWXweDwIBAIwGAyLPp/vTCrEAYDenjQ1NX0H4E+e58HzPMLhMLa2tpCWlgadTgeNRhOWy+WM2Ww+c/Xq1R9TAZBogc/nq7bZbAPBYLBLo9EgHA5jamoKbrcbFEWhvr4elZWVyM3N3bLZbJ8tut3ff3zu3HLKAADg2rVrdenp6RNra2uwWCwIhUKgaToxIWtqatDS0uI3Go3aZIXjseMOLCwsLMzPz/+k1+uh1WoT45hhGKhUKhw8eAgul8ueKnEAEG1PxsfHNwwGQ5im6U63241QKAS1Wg25XI5AIACn8w9otdrTY2NjrlQB0C8XTp48+UyhUMDpdEKrTUdfXy82NjZw+/ZtsCyLgoKCglSJAy+1AACCwWDt6OgoWJYFRRFIJBKUl5ejoqICy8vLsNlsZ3cV4PHjx++xLAuWZZGW9o8Tk5OTcLlcsNvtWF9fL75w4UJJqgB2tODp0yXTxoa/emZmBhaLBTRN4+HD3yAWi0EIgVKpxObmJqNQKM4AGEgFwA4HfD5v4/z8PBWJREDTNBiGgUajgUqlOiuTyQAAKysrW1arVZ4K8VcAdDrdj3a73eV2u2/Fn2disfjuiRMnxjMzM0FRFLq6uvzxB2vKAXJzc51LS0szRUVFU2azectoNEKlUg1XVVUt1NTUOPv7++H3++1dXV1LuwIAAAMDA7PNzc1f+Xw+L8MwgSNHjvyiVCq3RkZG/JcvX47odLrPKysrz6cK4JU5kJeXdz4cDscoisLs7Kyrt7d3ked55saNG3Ke5xfa29sfpkoceI0DOTk5XE5OTiwjIwNms3kLACYnJ3NmZ2fLgsHgrzzPS3cVIB4TExOYnp6OjIyM9AMoFIlEyM7OrhsfH+/6XwAikcjFvXv3Vqyvrx9/9OiRd2ZmZuTSpUv3V1ZWFlIJ8DdJF0CyMv2XtwAAAABJRU5ErkJggg==) 14 2, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
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}
div.testarea{
animation:rwdcur118585 2.5s linear infinite forwards;
}
