@keyframes rwdcur33341 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhe2XW0wcZRTHfzt7AXZZLgsLFLlDucRQDAEqEhNNShQfqiZWk1JbtJdEJVRNfKw+WCWa1gZJaCkm4oOmQttIWhsvJa20KNiWknIpLCSF5bLIAmmBXXZnF8YHwG5l2bIs9cl/8mVmzsw555fv+86ZGVgpyY1tWQKQF7Il5OuwrWFSeE74bSDOw/MPlWwVAHd25JqQfcmFr9VkF99jRDYCikKuvPThl8BBXyDcAbiVTKFqzf/geLk4L0qAFPXydint3bRe4MmNSLraWFZ58uFfzeK8KC0PeYCfFBCrtwBDQNR6EgtLR5nLcHcNoMuPa1e7OucW7ST9xPhXwFVAsR4Ab/ZAdcclDqgDoP7couH5HcWMq+xth3adVre2cRmYBhqA39cD4wrgTtUdnyBJppWjuwkp72i9FP/Zb1LwtpI+IHWtyQQ3NrcVAPCmtomhi8lgfdCesRnqM95DFR5LQllNSkBKzg1fAFbVXXko5YpKuAmID94LtAyTfmoHc8ZuZDJUjwRgHrg1Bg0twCD3F8sMOhVU5N2gQHHZm5BeARwaPbbHMDYNrW3gMALdQBcwAixAdDiEXT2Mw9jhzl8VEuh/LFTr3xuq9e/1V8l7gWvelM64OGwQ7X8NcH48hYRv+9m7G+RBizfnHFB9EXQyM/GB0G9Hh0uDyogPLyp7Jbc0PVrLXYud2p9v9zQ0G173qnYXbLOVU43fFGQlRe02afo5WQ9vPQdIYJ6ClhmICIb+SYT0OF3F05kxu+RyOTKZjJiwADZp4MTZFoYnLD3NvZNvAD2r7ngP0gGVjQfYaZqC2rZFAJsT9JlPoQ8LQmuf4PEEPelxkZhMY1jnrIiig3Otg1zqMu+5Z3W0A7fAQ8ktJVqtvao0Smr6yh/L+a7PhlPKJDctBoVSYtZq+yJUv+mFafNoev/QJCfPtw8YRmdmWeT82O5YqHMN5GkJcoDqoq3JCX5KudsHrkWUsiUxCKXpT/yYBRbocUa8bzNH0/z96dELN8cuABVA52pJPAH8AuxXyIUziZGaoPzUMARBICkxFgCn04HT2oUi8hlm/HUMGnoZUSbyQ1QZ148WO20DY3uBnzzEBzwvwbJSw7Wq7SqF8FHJswnqGH2wAKCUw+bURMxWgVONeYzkFjDTIbJQlM2dzwtEm7HNbw2x1/QGM0zMiEeAI5+e7akBEgBezY/JbhpX664XVjGnFlBKOmxzZgLXktVLAFftXz6p+2O4BIYL9PaqfRpKvQxzX1614n+pFjjugz+wzo8IVzmdsLCebrIkX2YAAPFON2gmkPm5L9VHDWC09DTWCYlGZJr1TaavABPAFV8C+LwEvup/gI0AmB2qettqm+hE0CqZt0whOcWHe22wypT6OEvWmXlJt+0dCfjxPycQ1EGD+hcPSgFJWRKQvVY/H3rYCj0B/3yOd7Li78G9/gaoo4IC9IwkvQAAAABJRU5ErkJggg==) 4 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeUlEQVRYhd2WbWxTVRiAn/a2XWHrxrpPugobY92ETD6yAduC0ZgoaOLHZMQoH0MUYkJQTBSNMZqoIWqQzPnDbUFmFEVBI0oWUCYGnQ4mg7AxtzJ0H7B2FOa2dl172/X4YwzLLO26VX/4JDf33Hvu+57n3nPOPUfBKAJQhCj7YwQMgBNoDlA/KcRNzv5ogK1pD6QdyX46W5ieMHUDt0+lUaVfWTGu8X+8uRQT/3bhC1Vlxc8U361N0KJbvt0IPDwVgTFEkGOMWLXe0CCPyEIekQUg9MtMYt72eQPAmnEvExGR8VSY3jszMCYgj8hCip4hpmflXwC6GR0XYeNv7f/Z/bvjOmtTdmr9r1dt3sbjH7zav3QxDuAl4E2gMByBUCPfv1zR9AabDMVQ9fHojfWlC/CoHTi6LlDasJ9ebzL93+1pHzhafR9gDkdkIlTkv3tcdH2UKcQFhLDceHTWGEXW7t/Fgq89YtrcPPtEk4Y1cPqleHaoyuE0IN9YFzN0kZx9JQx3taBQoPlXBEaAs1Y4WA908vcosYFeA2VLTlGk+iGclGEJvNyza73ZOggnGsHTBbQA54BLgA8MiZDw0+t4upoCxWtmxGh3xeu0bfE6bZtWI7UBDaowBC7LF82yu7eDQ5fnkr63nY3rQIodrRz2QMVR0CtszI6Bdjd6YNlY8K2zE1duXZW/Jcego3/ITfWR31oP1pnXhiOAz+Uo76v9sGjBnNR1luh2KvfDU/cAAmx9UG+H5Dhov4oyZ5a+bHmucY0kSSgUCowJ05gZDe9/Wc/FK0OtdW1XNwCtgRaaUOiB8tpNPGrpg+rGUQGXF5JyC0lKiEXnvsL89CRyZqVgsVhxDjuRZQ/fnOjk2Dnb+gGn5wxwFgKvdP4Npd6kThOtpur8jrS8T8678Ipc8rONqNQCh9P1TnzSzHsHbT057d1XqTx0psPcY3cw6vma2+P73D9RsC7IAypWLs1Mj1JLAR9oSN7CbRmxqC0nicIB+Gj1Jj/rshmo++xAT81paw1QRpAlO5jAt8CTKkn5RUZKdGyBKQGlUsmcjFsA8Ho9eJ3nUKXcgV2rp9PcxiV1Bl+lbuXXnY95XR3WjcDhIPmB4F0whilRp7lfo1K+Unpn+nRjUpwSQC1BlikDm1PJvtolXMovwt4k41u5mD/eKpJdXY1RE8g9IQF/qoB0gNUFxsVRaVn6nxe+yEizHmVsKiMWJ9plKVw+/Jz854+VBUBjpAX8KQUygbz05z9d4T0+n6hFifiGPGgWxdG2bcb3wF2hkoT1HxhH9bXzFmDFZJNMReA6HrcAX6A9TGgis40a9KIQoErRImQfuAW6hQ+mAgtDxQae4OHhRCkt8fS3GBIeeQjXqT6U8VrUqTOTBk7uvQIcCxYciS/QbG88UDJsP2ydTHBEugDoQDF+i/LfCkya/4+AbOu2dpZvQExzo5DAa++NVOoJowd+SdtcJubvsQugF1gdKigS03CMYcAu5OESt6UJp/nkCWB7qKCprAWB0ANzr5UHgdZQAX8B93Kwd7WZ4XIAAAAASUVORK5CYII=) 4 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur33341 2s linear infinite forwards;
}
