@keyframes rwdcur163010 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhe2Vz2tcVRTHP+feN9OhlCJiH+MQYltrNJkmkKXgnyBmVERLcSHahW5cuXHjquBOcOEwq0QqKpaQsVsLQlUQXVnaLtpaRLtIHy7irzQz751zXLwOpPnRxEkwm3zhLe7lnvv9cN6558Bea35sqraX/vLFE5MfqPvZUzev/L6dgG6avuDwksAh4Efgo1aWbSt2IwVgtFaptLvN6Ue2OryQpu86nBX4CZgHJoGPu0eOHB4aIIkRYNSNzsL4dPoA8xGBMwJnWln2fivL5oDTwJ+IPDs0gJtjZrjZCNDuNjeGEJgAllpZ9u1gr5VlfeA74OGhARABwAE3GzG1zvyTU+sgHC4h8vTqvW6a1oBHgevDA9y7Xs3wctFwp/P5icn66oPPZ9lK686dlTXxrwB/iMiloQEEUAcRAXdAMPdGJUi725yubxbYTdODwDHg05n1YNsHMLdBGjDAzEhiICahgXtnfmxqM4gq8Bfw97DmAKGvhrkz+AEOFGplMpB6TELnQnO6sTZQQlgCrg1qaGiAwp3cHHFwd5Ry3csVd0dE6ubePj928j6ImcVFELmFyNA9ACAEHHFH3SnccXeqSaSaJIBgBoVRV6Tz2YmTI/dFixwW2FErl3PHJxYEaagZImUxHoiRGMrKKNwxNygzlDm8efrnq7d3YrpaAQdVxdxQK79eofRV6alSqKJm5KrkqmleFO3Z0bGRra/eJkCuBY4TEKIEKiESRcgLxdTAHVVD1XB3YohpNal0Pnm8ObobAImIYAjVciaQm+Jm1CoVqjHigKhhwQcxywbfhPIZ7hwgSCAJgcIdNcUdkhBxhNycIBCDgHNZhC8L9Yuv3ro6dONZDxBA3QgIIQTMIYZQ9oZ7BahmfVN75/XbN5Z2y3igUEsqAGUdSCAGMcERAXOn38/RwqohyHO7bQ4QVvICQXD3xbt5v7O80pv5527v2vJyDzWlVqtSq1WJMb44d3Q8bH3lf1NSaPE18L3DD2/8dgOAuceeOh+CvCdC+f5xEKnj+gww9OTbEOC1X69/uHbzQCW5mAR5G3jIvRySavaLh7jrGdh0kpw7PvGWiLwcRb4CLpy6eeXybps/ULNHxw/NHhs/+L+a7mtf+9oL/Qv+w4ptZ4AarwAAAABJRU5ErkJggg==) 0 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
}
div.testarea{
animation:rwdcur163010 0.66666666666667s linear infinite forwards;
}
