@keyframes rwdcur197336 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6ElEQVRYhe2VMWgTcRSHv8SzTTAXCiqiNqVaqLbWQXuGolaHLEZw1rlbwcNFOthBOsRJVMggOLlJlyyC6JBJQWIPC61WSQc1UNFClsQmIeT+zyFn1La5S4SCw33LO4737vvdvTsOfHx8fP53TF12dC7ocZEosGDqEu9SHnfmov8cwNQlqjQ7Wx9aN4CebgIAPbXBNUNpjaxXiG0D/JKvpzJG9fTnLt1NKifzfJ155BlCc5NXLn4kvDAAkDR1GezCP4II5Ym3rN18aBy+O501dUmky4HS5saAm1yUonfpEKHlGIiACIK0jkEQERAFQrM656rHV6kMr4IoIq9P0X/vuhVsaFtCbH4CqdLVNy05oqiNFaiNfgFRiChQThVxemxQgojd7HHmRNmtWj6To5gcMvY/vZICTLcAs9H5+ERtrGBsXFhBRBFa6ie0HOv4zhFBRFE9lqcynAdlE8mNs/fZJQuYdV3Bn2v4PjdvbEyusO/BZfoyZ+8AH9rseztGiskXt75NPSaSGyd2/4YVtHd7vwNbQtx+YoQXj9CXOTeZLgdedWo3dTlfTD5/+ePEO1c5tPkM0+VAKdjYlTgwd80KLx7t1PsXe96PesrbBvgdQkv0fjpoAfUu/fVQYcBT3hE7/S/w8fHx8fkJaqohIGclv9kAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhe2Uz0/TYBjHvy3bSnWTDZhjYIYh8Q3BJahEYwyRgyGGmBgTYzyYGCMZxsPCX+DJv4DsYKTZzaMng1EjiQcnxgv+AIdMREQEE8b4sdGt2L6Ph87JgJJxM7GfS/umb9/P9+nzpICNjY3N/45g9aAPy6LL7T0jALch4G4sK3yq9NCoh1oB3AFwD8BILCtwq72ildxZc6CT+wrxjZZ0GwBHpfIiDi30s02vUeNc5J1RD+3o2THAH/nG+bSy1D/MCse/79Ftkg9/weLNh0zrWlB2C1FW2WZ55vIzZjSokEeba0G4GHXTsYrMZlNDgu6sVdu/QQs+YAF+TZFeNkaiHkpsbUdpBrbKC+EZCDknpLEmuKb8ABFABAIV7wGAQEQAimviAHEQEbTDP5Bnn2FU5yBPMDQ8uZ6SEo0RkYtlIUpfwOX2tugnMv250+9YITwD4hwk56GeTEHtmCwebACcl6TECSDD9JNhBjR0cy83Slf1yDiWF16wuqXufuljwzyAqW0BNnIr085R74C7vj2sBedZ4ehXCOsuyGOH4Jryb6qc/lZOZL5MZkFEVAzIoTXPIc9SMKQs5MlW+N52pZwT/gEA0zu2oKwN3YtK+tIQ4wEVvvjZWc9Q+30As3uZgZVzI7fSVx+HxEUJwac3UtKrpojIq7bNQNkQDsLH+1aXE67n/kg9XVBWO0YYd2gZCHgUywrjFQUAEPVQmKq0K9XvQ6G6Dz2W8m0BykIMH4zUv+lRdO9apd4y9iUZPK9PpcT1aks5YPEjGoSP/1pdS4grcq80E0gC0Pfo16W5pqQju793N7mNjY2NzT/Bb0jPO/2QmmQ9AAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVRYhe2US2sTURTH/xPupGnMJD4SgpOYCk0tLVJRC91kIaK49LUS6U5SN/kA8wnyAbqxBVFwpaJrQVpFo+AuGBSVLCTWtOkjiUkak3nc00Ue5OUkrlw4v82Bew73/z/nHi5gYWFh8b8jmCVjEtlBiBLg03R9ZaUmZodduOTQZJGxJQHYgYDV5bKgmtXbzMS5zYhqx8uKPlEICQxsmDgACAxMC+6EVH9R4TY9GpPI/tcGWuKVO1+U0u0Pcn1uaxTtNrWZHyhcW5NLt5JDTfR11Sn+60pCFgtH4UxOhkViN2Iuvtvss//xiJpR8Ko1Z1id2kPF/VEGJ8X9+CxiEg18jq5resXVQA4sJ2EsFQTblBoiRCAQwAkAgYgDxNs5gKD58qhOp6Ed2YY9G8CxN1eznifn4jbO+kz0TuBi7XJmsbrwSVYDOYBzaN4CtAt5gPO2GPHOaACcQFxv5Ft13AARR93/HaW59zLbcC5KidNpAC/MDKw7XobCemg/qEm7cj2wBbbthiN1AmxTanTemkK7czQiCNQ81315VE99a0/AnVzIHno3/QjAuukOLJcFNSbRquv+DMBJKV56LYtFL9yv5hPOtclnEGikHahEPt/kHiMi/BbhfXs963k6H7eROHAH+pawbeLBLECkqK4N2XBU05qgP79XETO99b3cdWkhY6x8Rkwfjkj7503FBxroMvFwFoZ3QiG7Pky3i/GvJzGemsqyPclU/I8GOk3Ych40f8KRXJAOXfzpzwhAfJSf0MLCwsLin3MAnsRLja6AKfkAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhe2Uy0tUYRiHf9+cm6NN6ZjOiDWG0EFsyEKCCMmVUS0iiGgRRSCDBQ3+Ba36C8RFyeCqlq0KKSQIUmxVYV7KyWyysovNNHX0zO2c923hJR31jMug82wO34XveW8cwMXFxeV/RzgdRn3sYZuOweO5VrCsm31Z5U2pB7vKCk2KLN8A0S0heUZ6DUFO9z1OclsU2uzqfL/VmGwWMuRScgAQMuR8w9dmuyrbb4tCW9THWzq2DGBFnj+ZiqW6H+uZw7Pbca+SCb/DfOc9Pdf+PVYqiA1ZrZX/PDeo20ET3hcNfoXlM9cr6NBynhBFTzLx0gmLkLAUv9nyAbm6u3otX4xpTwORqI+HN2vHuhkolmfDCYgFBdpYPdTpGoAZYAaDAWIADGYCmNasGbl9n5HR38IuW4D3tY7Aw8txbSgQkVjZEERxBRrtVqN78eiong0nwERgbwbmkTjM1imAaUlIBGYbTASwDRCDyVpeE5js1a+5fxzpL090f7KjW5oIzgGYdgpgRnru66nYfTCcq5vTswfeQyyq8I7tgTpds5T5ShVWMmcsB/Z3P9fwCRk9Dlsz4J1qQuXL9rgy4e8BMOPYgnVtOJGMJc8O6BQwUdV/fNb3oKWPwbMlZwAilO4Y6fpxYSDkmdcQfHQlrg0FIxLUTWdgwxD2GoKiPh5WB6sj1Xw69rv1mU5yPlUQ1v3bC8p48f1iru4ohFnKnS8bDYX8r045yjetQHEleKcVo0rDFAn/pe0GQHu/3ZF+7SoXhuooBxx+RL2GIImVYSmldSqJ2km2YJWSAwBbsNSP9ZNSuryzlNzFxcXF5Z/gD/efVqt2i5YmAAAAAElFTkSuQmCC) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBklEQVRYhe2TT0gUURzHv9Os4w47K9siQqaSFZZmB3VcJLIOHqKN7p47rAVrNxH0IoFepOiW7MmjSCIEHTrsqUCWHRK0LFaIFKIwWtfd2T+NO+/nYf+kqTvv6OF9LsN78+V9vvPeG0AgEAgEDoSQbAhrFB9RrQBPfkS1AmGN4iEkG3jy55zkLp83un91R5dkKDwLSjKUv+0/dJfPG+UpcWqBivz3zLKe7/3O466Su5nAz/EIVwmXkzx39yvUeBvqqO5+2FO8VErIkP6rTswGAEgkd4IImYGPoLFXevPsk2golRyKwJ8+ySU5yYkx1K81w73eChABRCAQwBgAAhEBxI6M89c3kevYBIhBW+nBxedho5jKnFji2A4o2vnpveGVqhzEUOjeRqFrCyAGKsuI2eX3NsAIxPareWJ29ZnpjyEZvKI3vnk4DROjjgUsc3fSu9A/UOje1rN3NkDE4F5rgXu9tfTllV2gkgyEf8XK8/lrCeQ6EgCzocX64H97z7DM3UmuIzh8DDvPFvXs4AYaXwbhe31rhmB/KSVq3AHInX8evJv49WgeWqwPLS+eGsW9LP8dOFZiakFXV9vhWQoMzpnKh9PyFR5r1u10MPrevPHJUQ7U+A0j8KeLqcxQ09Swoa5edvIewfO5i0tes8DhEsq3CwbZsHjkZMOq32rjkgsEAoHgTHAADEQgmJC/CzYAAAAASUVORK5CYII=) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur197336 0.26666666666667s linear infinite forwards;
}
