@keyframes rwdcur147060 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2WsW7TUBSGv+OEpKJVqDxUHUqSIZKHIiYmFhhRg3gA4B2YGBiYOgIjEys8AbLEysLEgIBKWGIwEUIVqixRUBTS1IchtZu017e2SwJDfylSru/x/3+5PjmJAIpdcsL+qVQFUDUziMw0GwAna+MgfOYERoB5hRsB5hl+DGDe4VMA/yI8kXLyV3Fmyv2JNfQ7wA3gGnAZaCosCAyAHvAeeA28knb3818B0NBfA+4CdxQuTRbbjkzgI/ACeC7t7tdSABr6L4GbOlFoep/D+L60u4+z6jIHEbAxGVhUE4D3bHXZAJX6p8lRXBRGRGKcSsy5xjtbXTVzZ/HiKoCM+iPtfzusa3TygoyAGnDVVmR7BEM0hsH3NFwOwnOqlvqUBOgx2EHj0TgctjedFptOy1gsroe4ntmnFMDebl/3dg/Xjc6qzcgi60ww9oCG/jKDnSvJOjn6h/GXTCONgqytDzaArBN4qhovAYiT3ac59bYQgIb+LYXb6YWFldOED4E3uQE09JeBZ8laqos9quenbshoNON1cb26uF7fBnD0fJ8orMC462XtekujYGrqahQYwyw9YNXRR7CRGsJ4ELnesZmjUcDPZjN9mcJN9+UBeCSwLfDAaXdTg7xmZeoLGWsU7GMfXrG4XqWIZ+Efut8/trYAavvVJrAE/BpWRj2A+oX19aJ+pf8DJiBlg890pv9GfwAM9Y558YgMfgAAAABJRU5ErkJggg==) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur147060 2.6666666666667s linear infinite forwards;
}