@keyframes rwdcur215184 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE20lEQVRYhe2X32+TVRjHP2/70jVdU0azjDIGgV6QqcRgYjQmOobQRIhGsguQkEhivPKa/0ATb7wzMfGGqNEIBpeQsMXYlTFINEYJqIhDiQMsZY5SWraV9t2793hxntOezQ43/HXjkzzpj/c5z/M93+fHOS/8L/+xOH9xfcj6HvxbAKJADIgIAB/wgKqA8FfiLPwAwbuAHiANbACS8j9W8PnlOnRXCCAOdKtz576kvR2nt/ct9M6vAeNiU2YFTIT+3KQhEaAT2EKlApOTqNHRw8DTwFPAw0C3gDTp+UcAbPRDdZz+/uvzTh2gF9gKPIJOi0mJuxz/ywVggveosZHXS9PTAMnfyndQZ7Pd6J2nRVNAAs1ETMBELF0ArFUNhCw1NjF04W0igLUv7MsDqfV7D6DOZAE6gE3oegBdqCWghq4HD10TM5bWAM8GEBXURg1yVwJsUbncmzgK2aEL4PRlULlcwtm5MyXBosBa4C4wJ749+V0ErgOTAjAwACISJGXR2GExtAbYiFI4/buK8qwp4QCVG+lC0YXjbMOR8aIUBAGsAsLgPJN5Q5j1DANmEMWAHnU6e5k5wHEgHF7oJKyoK49qrY7rhmlbtQqlFJ7v44bDxHY+b+AYuv3S8GBitnaPDQMHza5/As4DF4ArwgII5duAV2+eOKqKQ8dVfXRYARVgGrgHzN88cVQBLVWdzja+104NqWuffmh+14FbEvgYcBjYJUzHHQtAGngc2AFsO3/kna2dHatZuyZJZMdu1JksTl+GReKh8x5RZ7IhFHjBHMVKhfV7DxibmuT+F+CSALmEroWSybEvhiVgCig+9spreaDr18GPItXcSeZVy+nqi4Zm6/ci3pxPcs+A/TwQn3kBMCGpKEs837UM78rDH9E1ARBsGDiYAiLV3EnU6SzMgZNpMOGqkZEYEYXTl2Hikw8WAzR5Hwd+QOc9L6CqQGBSEKLZCRvR6XgIeBTo9cc+63W3PweAGstq4kUsMPp5M1VV2fUFmrQX0Okwc8A3w8YcHjPAVeA74GvgInA97DcPTWd7hsJskcJskdtehdqpoQUAnL4MKpuFZnpq4rcsWjXBseYAlnEg6gobJblq+KXhQbdYLtsFxuWPj1AcOk4i1k5kx24bi2HVHE5mk0YDaH0hcdHTLA30qZHs27TBnenpxQVmxNyEgtLwoBuLttEWjsA8OM9mJtHUfwGcRddCI/8mWCuHUfSptn4u7JMvTJHef8gX+4DmPDdDB4DknoE4EL9y9L14MpHA8tPFH0/JJRmIokfxE/XR4WM3pm6R3n+ohO4M01YFdIXPCACX5onZBSS/f//dVGfHata9+NJFdCGOAd+g+9+AbwkgDqTvfn7i29vlCpv3vXxBnLroVr2KbqcJAePJsziwDn0q9siOQ+iqHwe+EgB58XNfAFvQU/FJdC0kZEEB3dc/iyMzUAxznQJgs7AYk2AT6FoYFx8NBpa6E5rxOSGGUVl0A93beZr93BjH6Ck6haY5JZvxxdZOWUNaATDzoICmcEo+ZyxHZdmZ6WfExkVXeFnWR+X/qtgbAA0QS7VhHE17wnLisfA2U8XqZ2utUXMFg+atyHRNY5Yu9WJiO7DbxqA3jpZ6GzJrQtbagBbX9fu9GdlOjBgHK3kNs8f9A8liEH+r/A6Sz+qtc1IjLgAAAABJRU5ErkJggg==) 14 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
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}
div.testarea{
animation:rwdcur215184 1.3333333333333s linear infinite forwards;
}