@keyframes rwdcur38395 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhe2WT2gcVRzHP29mdjK72exm12STpjHdTVIbsNqgIFIbezAeqvRUUBBaEApe9eDBU+fuSfCgp4pCEInkJohaKLQorUVIY0maNJnWJM2fTXYz3d3Mzs6852EW8aIIjr2Y72V4M/Pe98PvH09svD+y35sKpCaEhyHyBGoVqAKXAAfYErazyn8kw9RalmbpULJS9Jmw6Q8yv28Co0AAWMou7gKesB0ZN4C2UQ+gaMFzaRgwwRKQ1ArAMaAIFNoweWUXtdgB7ldDKLdgtxU913xoqT++E6XDBAaBTOwAW3UJfRfhRg2uu7ATIFuyBgwDaaDW/tcAupVdNOIEMNImMPg0bE+AcRV6E9R/UykpfT9rac8AvURRWADcNkgQF4DmBcDda9B0YeQ9qB6iq0PXhGZOtqQ6BbxAVAMTtKMSZy0Yo3kDtueg6y5U56CgYCcgk0GjqQ0EDakZmqgBqTaECzSUXVwStlP7++P/AcCRrA5PrcDzOdgLwA1gLYAtHywwDpv9LDf7UdwBbgEeUXEOAvP/FkDr6zLgcEe0KiXhSQu6BOpRCTYDMASMWUilhoARYJyoK2IpRo0hMzrqUQhJAQ0Jjo/SU4S5l2C5iVzM4IV6uurJfuAoMACU4wFY9WHRi3r/gR8BtCSaNwuhT9D9Kl7xLI2hN5ktpydX3SAPLAnb2YgFoFKXkflWC9ab8H2FUJ5EiUMoI4lSEikM1JETlE6+ZUwt5i6cvuz0xGEOYNSaklwlgKEO2GgRmhMovQMRriPKazzYCyk3Qr687bJZh3Kjbq0ZI5/CvaNxAIipc73qjdffRq9MQ8GAhA5OlJL7lYTsTfqfpRLiKvATUd53he3E4Q2A1gxDmideo5Y5x+6vUl77QXnKz0Cnjuh5kY16Ypyo9TaE7cRqDqC9UkrxsFpj5sp3/rrbuLTT8D+/rk/4tb6LZPMFLZDiWYV6BxhTdnFM2UUzVoDlSgtn6gMfb+388YL5cd7c/3Dhlyvs5YqET5RoJkfluhs2gG6iaTgaK8DXKznnkx9vn7kws/2VsJ3qy5cfLt3cy3xzc70qK/3HEKOnzdlKfhzYbe+xlF2MDUC/cb/80Z1tVv788tby6r2K1zp/6szZBJ3dfDvzRfp4QZ/qNIUPNITtxDKE4K/H6c+u6zrT09PDSwvzwXBycK7QuVMFGkT3xMeinmw2+y4w+bgMD3SgAx3o/6nfAZc+eunZkll7AAAAAElFTkSuQmCC) 2 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur38395 2.6666666666667s linear infinite forwards;
}
