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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 32 32, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/ElEQVR4nO2asUsCcRTHvx2ndXFEiBRKUBTS0OJcLUFD0CA41uJa/0T0B7S2CG01OheFNeSujUWRS2GFREimHnctR4ah9xMf9zTfB36c4Pu9970v78cNvwcIgiAIgjCsjBDl2QCwQpRLlRyAU59rtuUAgOPzOqAQrlEkGWR06oTJ5VlrdWnKBtA8YCMtv72ebf67vnnRMtkiqWZyA9bjUexsLgZ/XoRwjY3qViZbJNUrR4A6Yem9at89fdT/tPTvBSASNjRzPKADQKXasJ7LVbttvLunVK5SyyWj669AIZ2oOZcpx7lKOYWjRK3b/ZCvAA1UR6AC4E0hLgRv020AZcWaPUNlwJ67vLgHMO8R8whgoVdBqgz9ERADfK5nE8WQIR3ALYAbMYBbADdiALcAbsQAbgHciAHcArgRA7gFcCMGcAvgRgzgFsCNGMAtgBsxgFsAN2JAH9bzVZN0ALcAbqjuBvcB7CrEhRRi5gC8KsQdQu0+siNUBpgAwkS5NMVcJlWxfsrje03yEZm9rXh9e829Ae8w7hIJGz8vMB81tduTZN1rz/HZA/bT+SClXnIDpicNLRad0JUmv1xMI6DHZgKe8dMhw6LWS9W6vt7oUtYk74CL/BO+GlaznVufPQ5KUuulQmaFBxWqI3AO4JMolyo5n+sJgiAIgvDP+AZDWadMnEAwhAAAAABJRU5ErkJggg==) 32 32, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 32 32, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 32 32, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAUlEQVR4nO2az0oCURTGv4bRMsZAi+wPVBgVtOjPtlq2aBe47QGiNj2C+ABufYO2QrvAluU2w12RaIvCioQSjWmaWpSYZM4lD3Mszw8ug8O553x+c8/qHkAQBEEQhG6lhyjPBoBVolyqnAA4dLnmj8QBvLm84hTCNYokfxmdOuFkZNYaXhu369319dnsnXrM7XFeKySzpJrJDRhbn8DczrK3/mfolt7nsQrJLKleaQHqhNVixX68KJnfvyAafvtG/ZrH6NUB4KVsWtWbst38y9f3VYtP1HLpDcjE0t5MLO0Yt3m2bQYWRgAA5VzJPlhMeKm1qCAtQJSnDOBeIS4IZ9NtAA+KNduGyoDo53LiEkDYISYPYLpdQap0fQuIAS7Xs4liyJATwC2AGzGAWwA3YgC3AG7EAG4B3IgB3AK4EQO4BXAjBnAL4EYM4BbAjRjALYAbMYBbADdiQAfWc1WTnABuAdxQ3Q3GAOwqxAUVYqYA3CnEJaB2H9kSKgMMAENEuTTFXAZVsU7K43pN8gmRpeiKGd6aR6vxmNqITG2PEQ5okfO9JmM1jXtz+6fIxFKkkyTkBvhC/drATEBXm/z6wGN4dc/MoGO8L+S3qPVSHV1Xb3Qpa5KfgOujK1jPr+ZvhyGdBiWp9VIhs8J/FaoWSAGoEOVS5cTleoIgCIIg/DPeAVLpjqjPswzhAAAAAElFTkSuQmCC) 32 32, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 32 32, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 32 32, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACB0lEQVR4nO2avUrDYBSGX2MarETBIhZdlEpx8m8TdFRwE7p6BeqmFyC9gDoKXoBrwU3QsXVWB4cWRQd/WouCLa3EkLrUQaPNFz3mtHoe+Cik5+fl5XxkyAEEQRAEQfivdBDVWQQwS1RLlSyA/YB7fkkKQD3gk6IQrlEUaWd06oLD4wl7YGTOQb3x4LPfb/5XvM5oV7k0qWZyA4bi8xibWTF+Y+j1zi77Kpcm1StXgLpgrVxwnkp5yzXOH07YHNRCIVMHgBerYtfKt867HMedW6sWqOWSvQZTANb9JCytnlh9AxMG6sDj3am1tzNp+Oy5BWDDZ44LuQJEdSoASgpxEXib7gB4UOz5Y6gM2GwcL84BxDxiLgGM/lSQKv/+CogBAfdzvEOUYsiQCeAWwI0YwC2AGzGAWwA3YgC3AG7EAG4B3IgB3AK4EQO4BXAjBnAL4EYM4BbAjRjALYAbMaAF+wWqSSaAWwA3VN8GkwBWFeIiCjEjAO4V4rah9j2yKVQGmAD6iWppirVMqmatVCfwnuQrMlMLm1Zsetm98fXJisxbjtkX0xJrOcsV9yH34mwXx0dJv5skTSE3INwT1Xr747ry9heAkGHqoUjcMzbcHbWp9VKNbqBfdCl7kk/ATf4Q9suz9e1FySYxxetMy762ZVe4XaG6AgcAqkS1VMkG3E8QBEEQhD/GKzNV5upfub5YAAAAAElFTkSuQmCC) 32 32, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 32 32, auto;}
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80%,86.566666666667% {cursor:url(data:image/png;base64,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) 32 32, auto;}
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}
div.testarea{
animation:rwdcur146682 15s linear infinite forwards;
}