@keyframes rwdcur192858 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD90lEQVRYheXXy2/UVRQH8E9nptOn7aTUWkDaQggoGqtVE3VhIi4w1Z0kGhP+AZP+Bca4dCWbiYkLV8adLjRqWGCNr8SEIAFiiEYJ8n5YylgKjMM4dXHutD9KUdoGNp7k5v5+5957zvc8fueeH/93almtgHJM7SgkVgPViZjvLIAyOXTeYrk6Qf1OA+gUILKUQzHNVxOv3hwTqwFQDjcPifmEBbdnlS8FCqqooTYR8/yB5dBQGuuwZYn1puXcmBfZtWIyRHkJC/6LipnnAZREsv2OSkZeLoGU+NOJVxDWF8sRku78LRSNvcR7r3HwZerj1PYwNx5C1qMLaxOAQQzjTMbyjRis0XWIN69wsY/jCWxdhL6A1qUAjGFyK6MlfuwNxAPjcfAhzIkwzCZhebSmsQkj2IrzF9lwmtcrvHCer+/npIXPsw3Di3NgDJPDlK6F9CoexnbszFiYTbSrafQnQNW0Z172dbp/4qPPQpYEYhClLIAxTBYo9SZGayjqT6+deADduA+jeEzkQgX70YddeBI9RNK0oYue43zxKY8m9/dgpPkZzivfjffRizV8P0JxDn9RPUPlQUbWsK6V7kucaNA4yanvOPcim/sZbEEt9l89y9h4UvJJ8Ge2sms0WIMti5U36Q1sSObmRYYNYEfi55PfKziPH/AMNqfzNcyIoD+Rkbs/4lPdyAddTLXgUlZ50yVzbqRsxepLPrxgZXQpztc7+a2A0rZlCqi4zZtmCVqDe1GlMMOWHCpHMhvm0vi3Gr1S5UTY5kRG95Cbz4FWSu9kNn6TmQtp07CoQO3mM9sJEYr1IvXrIvbncDHJyNbsQtpLVKY8zmJvg1e+pH0Hvk1WdrDvKJMXONTPL+u53Ev1Omd6ae+grYvZBocHKLakq7kRgmtznP6D3mZNbguZLuPP2Pd51tPznhhKFgzy+FEOMN94PItHRB4+nTHqZ/TneLXBKXTm6avy1T62jyZvtYXbXUsHr/Dx4lCPYVLUeKLQHGwulqN6bUpRGExeL+FXEd7h5PkOXJmmcYS312IdjVYOFNiGKVHK3118Gx7A84tAZKkiQp4TllZFqZgWoT6Gw0l4o8ZTf+M4s/fw1kCAfM5Cs1Jb6jI6i73Jig9lmoc96WZM3syLSF1uChOhOJ2A1vPUZ9gwxO61ka8tCXhH4HJsxS1ZmVyz8SxHye9zc4NTSPxamhvituwWH8vMqrviDKD2pGQxTScAzfUhC33BzHJbslvSROTDlJib1/JU4jeEdyoibNPCA6v/L7gdSj1ge3rtESHA8pvSlVJWz6xMYi+3KV0pNRY9TwmPFO8WgKX+kKqo3pUQTCwovInuShI2Kd0n2Z+X+j+p4xYlEbWZCAAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhe3XzW+UVRQG8N8M03EoZRwK8lEK1KBECzHSIBqCiiYaha3GlSa6b4x/gXsTjbELdyauNHHhwgSjpmKMCzY0BCMJCKZ82kApdZiWMgxTF/e8dNq0WIjFjSeZnLn3vfc+z3nOufe9b84S2gB5lCTfak1M9iO3xATa5wHPrIHGsiUEz6N4hyEdmF6I3b8BXkJhgSHZs/xCAxYLtBad0axiNFs4fLuU7ylJ8sxu495zDQzQLRHILB9Al6JdjL5GkJgMn5fkz6NxTwoMpAjWzOkuStKWpef16K9iPJ5PBYlCELu7FETUnZK0pVg8s4L0vJot3kJsKnwziNVjfn6hIuzD55JUGfh66bcDz+BAtDNr3e95uEH5CO//zi4pBfVYsz0IF+bbhn0Y3MDTb3PkTW59y5X9Kd9bJOmXxWJFqfByEV0VK6U0dFyj9zLvjPNqkZGVaU6GeROr5hLo28hgL5WH8TinS6zcz4WQdQtWBNg0juNsRNeI6LYGuUKdNTd5bjXFMi8X2JnnHK6FCpXWGujD4Doqj6ItUW1HJWT/CV14Ft/hlJlC64gU7A5V2vFQkfWVmZALE/Q16Fmdxm/HiWwb9mGwQOUjHMZjqX/kOqMjXDrI+VfoWk7xAuNV6lUaqynm0Uv3OjZf5nyB4go6HqR7nOLqADmGW0zuYKgtBVbMzQUXCb0cGt/C9xjCtpakPyFV2sVQa3ckfgwPRHhFTMQ6mf2aJK1v4Fgbu3K42gqe2dwTavou+nNSsQiCdbPtHNqTeo0CKr3+2RY6MnNmR9gWPjsgmvPM2YSJtAULBYwfT/mYZdN3AL0TuZvhx8LPd9BMokCzQP52DbRR+bBl0HvSftqOfVJZX0ANy3EjRWE4/FiMXRHzl0s1sNGMKmKdcsy5Rm3WLihR+QC/4Ax6OFyi9iR78hQmGZukOkG1TqNE8S9qw4z+QG0f7dtYW6a8jPwyypP0bA2QETwSxKZxleFW9fp6ObSVcjEi3MPHK/kNz0uFPoZvpI2QKf0HzvYzGi+p1/ASNt+kdJK9NwK0k/omiqtCqStzUjTUxYEctRvB8CyHAmBKKuah+D8pFfhYBh5r5NM0JzDcYLgZg3JMdXLwFp+N8nMV181TZ6/z4ghfX6R8mp0D6fx4K9J3SYqyhpMYawEHA/RKp2LHn/Qe5dMCtaf4pJKCbsTvDXOOYvAVP+IFvCsdt00cNXPL6QgFzvcnP9dOSkd2tcnwGb7cyxeVNDZ7Z2yWAuta1E6Lq1d3NJs41Z9UWJQNJEU6g3yX1O7B2kVfyWKREmr9s+93i5mb3Q87A1iQ6VjS74I5JLJvhG4tt6MluZYvYFn+x83squZ9UyCzgeTK7vzVdH9s4L8m8L/B3zbDGp61jXoeAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKElEQVRYhe3XzW9UZRQG8F+nQztMSzttoUBtCxLAShqFqtGkfiYmumNh0JgYE/+AWbhibYxLTcwk7l0Y3bpxg3WDiTEBNcQQQAmFAC0FSi3NMJ1+4OK80xmaUhoNuuEkN3Pve889H8/7nPOe4X+Wpv/CSYksMljGcjF+H24ApfjJIp+WlhteV4tUH1oAJVrElU9BEA4rDWqVIouZh+g82+BcWss1POesUtioA+hFe1qaLXJjlSNiz1dLi0BiuWbrgQiU4iqU6ks7UFDPsLvE1qS7EURXdIobCQAH8CKGUxDta+h0NBjPp2vZvcRrlDzyJdrvF8AIvkzOasSprBNwphRGd+NZvIChm3R8w+c/M5z0cklnMF3716qCEYwJmA/ht1TH3QLq3pTZVEOGtSCH1dnvAo7xVYbZEd4dCb0hXMIkBleTcKSLsX4K+/A0b3aHkwpeTTpXURZcuJycDWIPHsMf6X1LKx2bME3HSb7u56Pe0M+kRF5pbnTez9jLFLbWUznVyhV8KLhwGZvwO+6m+0MJmRz2og83UZli/hpHDka6rTOMPk6umePYju21LRjB2EsU3saJZKnK5XHODNCXp2OayQUWJ5neSfc2+jKplCvMNULZTvcs5R8ZfCutfYsscyMc7YuAn2yqOc9S+Ey9Nf4a0LmRsNoiqL6U0u4QJOnBQkr/Fq4lnZ60bz/hzWSzKdltpbKH73JUm3Cr5nwtWa9Xt0Wmbkdm2jCxjn5N/kJn3FYyKBzYwEdrSRXNglWLAoGNSKcgQJZcBjOn/2EAC5jB5jBmfoPfXcc4yxVOrHBgE4VPk0IT/hQZLYiaaRE8mEe/2OtZ7McTYdB8Mr4o6vFWsjXQ4PwKOlnOczXD6WaxbceWeed7cm/gopXiP7GLmQLXFzk7walupntor3KmwunttFVpu814F4UtlJu4kOPuVvIZtCbn51Cm0svxbPD0fCPHVpB4XbB6Hx8MRFXuxi9iu/djVHBpCodFI9LOyBLuhG5vjv7peHYHS1S7+KIj+kQPcqtJvtKGBwL2Z86HMVCK7jecAtqV4ryGLtF5j6QdmMJBDM2Ry+ISlR4+7ondma7t7LpnwfM89x5n1JvMXlH+O1IQi4GqiuBhLhlexOgdWi7yfpXyNo7u5FRC8TVBkZ2NrbgmEzg2Ss9hTrZEz+lJQXQKLm5Ohu4mh1fSt3MpkHH8sMTE2WjtnwxG+51LiE0m/Ztr9pl0+j21anlKFENfQqE3OZsTBxRRGBUBcRnlYqChVJ8PaydoFnvvN5KttZ5NkXc3OOtw7zhWTes3ao5rUqScJqbaiF6V+sCaUopzO9+wdK7IXBo6hxqyaU/3swKJuZT5/aahe2S9ADLimG3BTLHhtCvVz/Oc+rxQTq9XZv5/FcCDJM2HNdbX/vVUV0P/SB7Jg+Rvi/AbDazVwf4AAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur192858 2.6666666666667s linear infinite forwards;
}
