@keyframes rwdcur150733 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhe2VP2wbZRjGf99957uzz7ETO39IlZaqDWkRJaCISqQDTcoUFalCFbKUMDC2QpFYEEgwZGBghAEhIRg7WAyoMyCnypAOpQxApaYqBBLlj1Pc2PElvvP9YTBOY+KLPaBOfpbT9959z/O87/fe+0EHHXTQQQgWM0w8DR0lTFxC7mmYEGHip9+Fh1+AB5PjWeZbEd3KGEOpM87N6mN9TBUKotu6W7hvXHnt+WdKYm65FLZPbRY0NJPYShzYbCuLWxljqKtfrPScV0gf05AbBoUKY0pJXXFc/7Ng7uQHYm7ZadtAxbGojFj76/pRhFUidca52XNeoX9YJ0gUEbZGKqHiySJ//OROnJ2zmopDSA8AyODfJ+Qk5BLRZG4xw0Szvqg+1sf64j2sfROrBXSPB19DeiDJXtF/OUzjkIGD5MbDQYSA4VmQCpycMvbNNG3OKgxdVhBlE2VF57lrLuoD8yjtRgP15kslUt0AzkvrKApIz0RKEyddBuDUbK0qB01Eeuy7xW0HsSURlo4/4IKAje48atK+09JAXXz0Q5N0l/4dgLqdZPSNQRQFTk/rqDt6bYNtkognG0gK97UrqwsO60Yep6uAG3F4dM8i/32EwpL2ZlsVAPDjFrHr67WFDtXhEkGXhXQkvuZxahZEAIqQDSQXs5VVe82Z2r7j7t77FH77qkjhZ3btNWfqYray2tLAeJZ5DyZ//bgWPPcJiLJEaCAiQAQkErlr4hkW2zuFQ0SuEqR8l12/TMUrUvFddl0lSB0lDiG/IUAQ8xABSNvEPb6FX4XAAmOzD0XZwvOffHs7E71hHPene19Rib2uEgiXcrli+LZ643ZGufxqdm/myAo0q4LfXQRbJfJnAnUviQIIDfDBPyC++Jb+TvxFb/rE2zbpFyCWhuiIRd+Yx4kZm2PnotOb7w1+2dLAoRd/JxFVSfXsOtqSSfzHZ9GKKfI/eBhRc6o+lIQQMwOXqsR6ITAt/N7iPkesH6KXCixvlIbDdBqOYDzL/MJVJn/5iNzo+xBEbAIJ7oiFoscQEUglDIIdmYDapAwCceH3z+Nh/LVq+u6Ftgw0bEo+ySTQXIJBGy9VYOkv8CC/b/rbvdbT5giEGqj3AoAQFvWM/28cuo4BFq42jlr1PzbbuZ476KCDdvEP6UA7hCZbhgAAAAAASUVORK5CYII=) 6 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2VT0wcVRzHP292dmfZWVjY7rJS/lgbDa3dkrTRA0bD4p9oe5BYYpZAYjh68WY8GaOmhyZe9OLdQw/oSS89eNhiD0iCJE0M2pooygYKyNLpMrPzfzxQrMDMQmLS035v7zdvfr/P+73vew9aaqmlliI0V6b0OOpIYcH5CUpxQeVxQIiDgbkypWw6U+m9nGDp6008GB2e4eZRiWbLyb6ewdgNsaMUdxwLuauxWLuTGBuZMavN/pPDgnVDw+k+9iKYLSf72rvFSuHJNG158PottqrSRWdbrMyWk/3NIEIBfB9IPhrvbUVUJ7KD9rddz0ski+tgq0hpnXw3ZFbzrFeNG2CejwII9QBA218FEnGVGFTUhFrpzeUr8xOUwnzhbCsXT/QpbHxZIEjrxJYKrH+eJ9kFvh4rRtU4BDBXppTtyHYKwM86yDEYeqMHx9XpeNNGBFRihJtTeqDQ+5SC+DsDAfRMePh5F8f3mtV/BFB7/+RHmVSm0pdLjSkJFT9Xw3Z1GufWyHXmIdidd/o9OAgR77IWt7cs3Jc0goyGd24d/4kam/Vt/Pb6wpEAc2VK1Q3tk1MfaPy6XJ02bR1Zy3J2OouQIfcqdCx2Riap3UmMrVZ8Nv7QcR1wDdj8SWbj+zi1u4m3jtUB09JBhrOf7o797hreyRqSBJInYZwxePpdEO7hJCMzZtVatS/dX3CNpWvwy2dwf8E1rFX70lHHUIJdd3sw+vOHu8HiVUCAbKqIOHg9Jn6HjVzPIhuZ0ESuFGQDFwMDU26opu9iuFKQbVYcIo4hgLSdIfFDhthAB17Cx+xfx0sB9uG5P5bbrif7/cneMyqpQQUv7VKLm0nfkq/ffic5PnS66yvx8fJ3kR0I64LfqWG9voW8pCBvxBExkGRIrRSI/wd77m1lOn3emxyYskgPeTCyhlw0yF/wGJiyUJ5xr6zVGqORCw0N1lXidwsESZ3G5DLOhToxT0W5l2dr3scX6mt7l5IQYqrwsoPapuLnNJAhUHUQkOqGE68Y/HlPezYKYN8WDM9w89Y4o7ev6ZXiVR2ChzC/qcTaPNx2hwe6h+3o/1oxCMQLv3+RfjhqD68SuC8eCyBMfruO/ZyOVM/gKRo7xv7vw9801KNyNFMkwJ4XAIQA0P5PnUgdeo4Bbo3vv2rlA5jHeZ5baqml4+oflwdWGzaXYvQAAAAASUVORK5CYII=) 6 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRYhe2Vz28bRRzFPzO7Xv/Yjbe1aqJQQkURVUpJkPghkQipdQVIhUNBVWSaSCj/QFVVqkqlckQCKSfEf4DUg+HQExc4JKiHRCLtpVAIRUVqqgbHxbGTrL1ez3o5YDe/vLYPqCe/y87szL7v2zdvZqCPPvroIwQLWU49jToyrLgGc09DhAgrfvQC3P8afMiM55jvRlS68tyHpfjmF40tY6TqezSSm7eLy8bZkzn3Yafv9LABGTqyH/9cfva9iMGNgWMaA5ZEvaCo/5x+LbLprvyUZbiTiLZLACC07fatad65M2O/Hza3kCjPei/VSB7R0PMRIvUosXfzWBmH1DHvRifxoQJaDmgwZ8XsH5MJ4/uFLKfa5aKy3hgzJgrc/baCyqwjV6L8Ohvn4HGFKkff6FnATnLRFPDiRdhwyljZAhrMdQrnyKcOQcJBvbnKiUtVtL9TnWrvFtAKX6uvuyZDh9JozZgGzSU5euE/V3aKiBys3V7/fXdohGuz9QB0u7bUVUCr+NhVk5aIwHRIfVIhcW+Ilz9OI1Q4SXHZOLv2Q4TCLR1VAVWBtT8dHixWKf5hfNSTAwANy2Hsig2AVrWRXpTAbODbHomVIY6fb2/pyZz7sPbIO1NaUpW7X8Jvs1BaUpXaI+9Mt20oAcZzzPuQ+eUzEGWDVy+mCCIKEffxRvIEB8qIAOrJWiiRkkGqoajIKq5fxm0oKkoGXUOwb7f7w4Un7SAKMgD9cQr3xCo4IHzQdfB3LMliNn49PlydOvS6yYExCy/tsulsxRo1/fpiVn7wVq463dGBvS60IFwToYF/uIiQYP41hL5lY5vbP7YwGZ2xRv2pI5Mm6QELOZHH2kgwOGzx/HQNa9SfWpiMznQV0Naee0lkyUZoICNQHV1l+Zsya+Xik+NZCDE9eLpO7LCDP5IHCUFaEeiQeAYGT9dBiPOhNXZ2xnPM3zxH5s415l75HBAg12IEhiIwHKS2nyAIxMT9r6w9b93mc6A5Sb3dk4C98EZXkRs2aCA1CNrMHv+uanbi6IZQAdtZKCP23Zn/H9pS3zy3+6jV98js5Xruo48+esW/G3UmyuNkOhoAAAAASUVORK5CYII=) 6 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
}
div.testarea{
animation:rwdcur150733 2.6666666666667s linear infinite forwards;
}
