@keyframes rwdcur232131 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2ElEQVRYhe2UP0wTURzHv+WRR5NiIhQkTx2c0MQYDSQMDiZWB2wc2bmFOhTCYtJ0Mrg0JF0Ql5bBEt3s5AAM+CcaiUBaY4hSQLEW0iNuhNYc5d49B+702l7lLrZMfJPL3Xvvd+/7ye/93s8FhxrE1MQ0hkYldzwGIABgAcA8gLGEEtCc7udyYDwJYFgfpqcx1Cu547MA+o2YhBKwvZ+hJpvmeyZzAOgZxFQqoQTuAFg3x0Y92T2nEP8tyR3fl9xxoQOIqCc7afff5n8tDmC8CQA3zyURqkpzQgm0GAC6hgGM2AE46ggemL5LVuYmiLK1qCc7UQ+A2/p7PYlQi50NdaXvFy+M1gPgOoC5JEIXHZr3Rj3ZmK1oyohMGemzWhvAeAwA/AinHAAg6snORj1ZcXTk3wxErCCSCN3TzXscmK/hsDcs2AbIfvzhs4LwIzzh0HwfQLc+nLcNwLrOWULMIFJWSD4Ea6ZVTzk1TY3ZoqaMyEJXfmdbUEZemiH8CE/6ERYGgA/BfVsb21TZLbDKxAwiIwAKZmYfgmsAkGgVqUSrEBWPo1ZcdQ1rQJyqCOv2ITgrFVy9ANKm+cdSwVUZ6wwAALo6Gb4ub1oVJgHwEIcV3u9DMKZDPJIKLpdUcNlqv2Uy14AQQnDOxcHBgVAURXz7vlFVE3WXGcBsXiwWxe7urviS+dxQiD9HoGkaNE0D5xycc6iqCs45Oto7sTi3bNkn6gZQy1xVVaiqCm9bB969eO8DEKk3QLMBYJhv57fQ6T0DVVVx/ip7VW/DKlFGZOPM1zYygjJSfPb8qcjn88bZ3204gNmcMtJHGVnJ5XJicfmDoIysNNK/CQC281u4cuPyLwA3SzJfApBLr6TQftoLALmGZkFPc9Fc4XoWVjOZjHjz9rWgjHxqlH9zSea3KidLMl+ijGzu/JQveds6AEBtFEBNUUbOUkZWKSNPKCPXjh3gRCc6Lv0Gt81za0MMyY4AAAAASUVORK5CYII=) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkUlEQVRYhe2Ub2gbZRzHv3fP5bm0l7jGrluf4aAU7MQgjg06FFGz7cUERdpX+kIIA1tIN4vQFyJVmQzEUV/U2EIyZcUxBGEMfJM3c5Ghcc6lIEXWdm7UrDarY+pMbkmTu/vtRS9w6Vp3h8le7fvi7p5/v++H7z38JHjUXgyNn8PEcMQXSwAYAJABcBbAkXR10vJaT/JgHAdwyB5On8PE7ogvlgJwoLYnXZ10Xa8m2aV5wWEOALv2Yiibrk6+BGDeuTfqTxa8QvxvRXyxlYgvRjYARf3JuNuzyn8tTgVIBmA656JF6Z6Y09VJtQZg6xCAw24A7vcLPnB8V9Yzd0DUrUX9yfFGAOy33/PRoqS6KWhreqo8MOxh//qaChBNBSjl5UzUn8za74SrA6pQ81yw3g0AEgAwpi1kPUKkov4k3X8nICukyCFr+yfrQUSL0qBtvsuD+RxWe0PGFYAMGT+mLjwXXnklsRZiTFsY92i+AqDHHp51BQAAWzq24uSXx3fuKR38wgkxonfVXaTR1syGsdqRc8fUEVfUgc7gcukG0c0s0aXPb9GrwffmnBBj2kJ8TFugGsBoa2bFVWGXkrRObfnWr8Ut1b+Bf68Dv39/G/GPj187HXzn9UrevGhDFEb0rqAjgfmjd57dcbjlzHr3oxgv9QXdAsimZFjMB7AWQN0EiPAmDMUGu/sLH31VS2JE71pbsGe0NZOKl/p2A5h2zH/mxRwAZIIF2QfIfsAfArTHANEbwNDwm3UQthiAD7F6ww+MtmYSNsSn8VKfFC/1uWq/deLblLxVITJ0ovJNon+umLT0g0G/fVOh9Ft/0WuBY1c36hONkAwiSAyrKagWfAELPGRCbTfR+YyKgbff6O4vHFubRAMB7CdJJqBYINUEe8SE0magZbuBrU/7Mfh+f/eL+vCJZkDIAGBZFiwQLBgAMwFfFbJmgLVVoYoqOsIteHf84JM9lRcmGg2g1ABM04RJFhaXF7E51AFSDIT3P35ehSbflpYrAOrbTKPEBcuXy2XSdZ3mrswSF0w/9fVJWlr8g7hg33LBXm6CbT2A05wL1ssFm8nlcvTTzxeICzbTTH8ZABaXruOp58N3AETs7pebnsni0bZ2AMg1NQU7Zt15w+0ULs/OztJ359PEBfulWf5KJW/uWztZyZsXuWDXbvyZf6I9tBkAjGYBbCgu2DYu2GUu2Aku2M4HDvBQD/WgdBf5PWddirzCAgAAAABJRU5ErkJggg==) 0 8, auto;}
}
div.testarea{
animation:rwdcur232131 0.53333333333333s linear infinite forwards;
}
