@keyframes rwdcur204482 {
0%,5.7823529411765%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5.8823529411765%,10.194117647059% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10.294117647059%,16.076470588235% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.176470588235%,20.488235294118% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20.588235294118%,26.370588235294% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26.470588235294%,30.782352941176% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhe2WT2xUVRjFf/fNzHO4b2YcWqmkVqOVaNTYEOJgxUqModqoSY3FStQIuPF/lSDRBbTBhBg3LNQaA9EAdUHcSDAgMTUqCUmpf0owqRDNMHF0gGEopc48yPx5n4uWdCSvbzqzsAs4y/vOPefc+33fy4UpNOAIcwBjLkzLodxOnsZQ/3uSK7YEc45Z19qyHl8uYjQq9cZakTpg9xikXrXtgbH/8u5aLOJ0gB+lQqdEluyw7f4Zdf2VjV9rE/l1vcjQE7AHkaNACViFUqvHgZenue29Ik+9Dfdr8COyG/jhFqBvJv2KPSByvB8yrdCThizwDrAREEReMC/xtH70YZF7N8BSDV3AemAlcG6ll75nAK17boLUIsNYvgn8IUheigVkUKowdfLNIcM4sx0edOArIAUcBPJANFFzAKWSGyD0ATQMKjXSCSc+hnAerplQSieU2r8dwDDytmEseESpzDjML1M4PaZUZouXhycikee7LevNSPlaKNTeHQq1LnHjW1b3dVrv2qh1bMCy7twZCq1piUS2enpUnIJIZI/pOOecbHZtsZrwWr9u+Hw3rlDqeKfj+LZks9tSbjyft3lPs8iR5mx2c9KL54ZCYVhMs/6VUinbYBhB8vmRI248zx4QMTqguCkc7l1abYDJ/Xd8CsXFIr7bLavPdON4/gdEYp8rdSbtOOFELQFyub5RrTv3O87ZnM8XduV49oDWzzwHozuhbgjMQfD9BpFTYDQqVTecy334xzR3TROcbAEZn7zY6EIYfRrS3RDdZtvHXnTz8LwBw/j9ouMkixBfBvctg4cAExhA5DRat/4ERaDQAt/64bxLSc2EUvn3Z/KoOAVax6IwsQoWvAcvReEe4FogAxwF4sCzQABIA/XADmAr4EuJ3PzAhQsj8ZoDTAdpWwHz9sGTJrQBjVNf5DKZ88Bq4NgE+Ntt++Swl67nGJajUPgzHgj4x0Aeg3Yg6HIGAb4E9o1DrMO2fz5cSXfWASZDnP0xEKi/DbJ3Q8yFMQj0FqG5y7a/+X42mjW8iOYdgk+AE5etp4B3gYZ1tn3wwGzVqg4gsmgX3JqAr8tWi0A/4Hxh2798VI1eVSUAKBYP54PB1qTI0Hxouh7EhO/iSu392zAWHsjn44eq0av5+R0Od7WUSk1/KfWPP5f7LG1Z64IiN1y07bdqlbyKq7hC8S/unzEvDOdYWwAAAABJRU5ErkJggg==) 2 2, auto;}
30.882352941176%,36.664705882353% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36.764705882353%,41.076470588235% {cursor:url(data:image/png;base64,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) 2 2, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 2 2, auto;}
47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52.941176470588%,57.252941176471% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57.352941176471%,63.135294117647% {cursor:url(data:image/png;base64,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) 2 2, auto;}
63.235294117647%,67.547058823529% {cursor:url(data:image/png;base64,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) 2 2, auto;}
67.647058823529%,73.429411764706% {cursor:url(data:image/png;base64,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) 2 2, auto;}
73.529411764706%,77.841176470588% {cursor:url(data:image/png;base64,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) 2 2, auto;}
77.941176470588%,83.723529411765% {cursor:url(data:image/png;base64,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) 2 2, auto;}
83.823529411765%,88.135294117647% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88.235294117647%,94.017647058824% {cursor:url(data:image/png;base64,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) 2 2, auto;}
94.117647058824%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur204482 1.1333333333333s linear infinite forwards;
}
