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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,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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,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG0klEQVRYhbWXf2xV5RnHP+85557b3ran7Vl/UyiFiqQi6pjMI2PEBv+QzSYzhWjUhpXFTKcRrJFlZo6bjGVmZsuATUpiqRc0IQuaqBjDiCn/eJjYmIYYtOIoFJfaWtrby73tvb33vPvjvAeutdBu2Z7k5Jzznvd9nu/zfX687xHcQFxcDYio1wjwPXWPAFXAOeBfwCTgqWvSwRm5kd58Meb57gEWsEzdPcB7i7deLaKIBAkGGWQ7229W8zUgtVDjAGK+CS7u3YANFAD2G7zRte536/B0j2xhluql1ext3UsnnTfhMzHh4GQWCmA+BsD3yAamD3O4697d92KOmyQaEmQLs8hCyUUuAgyr+d48Dmn4TAF4Rt6HAJDn4OQrGQAy+9j3yaZXNpGUSV5+/mXChHlo/0PgQY5cvo2s0mUqfYGNrBoLnn0G1OSCfDZcXA+YdnA8BycFfBJ7NUZ4LIz7jMsudq3poqtPz+iIpMDGDpZOK+/yEzfQayh2zHwGtFmTAtGAiAInY7EYQgrcZ1zaaPsFkM2QQXgCkbsKIKU8C4yb+Ml7N1Cjnm2gTN1NwMiPx7ekgw4Zi8UAeHLrk7TRtgj4J2BWUome0WEaqqkOPMx3xACWubh/A34M3AVsBlYoMPWBp9cTrZvu8t3tu4m2R3mP9xYDxYrGlsUsRsv6y4VfTFWz9Gl72PNa064mTnAiCjQAdQqYplhYMRtADdAMrFRUFfTQU3KYw4uVAQM/XxrLKScUDyGmBBNMoMbzxRtjjFRVitXR1Zzl7M/xK8VQjlQBdj6AKkWLpYCs4Fq2BsprFANf6OiE4iFIQQUVAZv59Z+JEl3U/UQ3U5VT2LttTnLyV0CjYmM5UKVxrW7L1D0olaXA7eoKvhWo79+poQZj3EBcEVhYKOAafiWgwGcDEF7Io/k3zZzi1AtK31LgpqB1ZrnWQjVFkaXGDfVsKA81oCxBAq/IgxmooSZY1ww04cf6u+qyokRLY8/F8EyPlTtWMsTQEwrocH4IzuG30qBkLucBMoCv8ZvSMNA/xhifd39Ob7SXk5xEGa3AL8Pb8cO5BGgBqnays/LU86fIFeYo7izmMz7bApiGmqx10dVnYiIQRIhQSy2jjNJAAxoaxzjGMMOUU86d3Ekttdyx9w60cxqRP0fopffNAQaQSGxsbuM2woSZYoo++kiQoJZapCaRuiROHCBuBMY7DnagjWjIkPSzogBkkUQ/oyMtyS3fvwVpSkRccOSBI2z6wyZKnyol8ViCtb9fS+8ve7lvz30IKRCewPrUAh1mSmbYWLKRTGkGJGSTWUIyRMqP+IcGQIQI8fNxwsNhhCdAwEzZDMn6JGa5n5OJ4QSe7mEmTOqoQ/tCI9mQRD+gk9uaY4AB1tevR2QEMiTRLA3GoZBCpC2RFRJZKBFJgUgLLnEJ4JIBapImSVelGf/tOALBl3zJQQ7STDNp0rzLuwC00MIGNjC4f5DGnzRiX7D5qucrUqTY/sB2QoTIkSNChDWsIUSIUUbpp5+P+RiAUkqJExeP8AgGcGmMMbKRLNmCLP3000bbtiaa3t/Ahov5O6OLa+D3i7uGGDp6+c3LJEiQIkUnnY8C76tEnkuCjS2IPw4OmoMz0kOP2P/cfhCwdt9aXuTFV1Q1/NDFXZanJNg77GKKsdtswveHSZAAv7bLuNZHZsucbf/q4HGOiy1PbSFtpXnwLw9yiEMucA+wzcUty1tTBZhDDCFrJcaoQSWV4PeKevwGU4HfD1bjl3SwFc+LSrS3t+OFPFr+2MJHfPQCsAr4Qd4BNQXcfCu3EtkbQT+jo6MH64NGtUoBMfE3nSXkHULmo0U8/tjjpK00lX+t5B3eaVXjQRs2AaOIIkKEEEnBKKPgN6lpdRXzzXNGwfXOiXPGJU5cPPyzh8kUZ/iADwA+VAnkKeWnz3KWyc2TXNl6hUk/7+qBjfjt2H6bt197ndf/rhj7ei47cONDqWhvb5eAcHCCsZQCPXiGMyxav4jcQC7IgW3AEoGwznOedTvXkapL8dLTL/3jWZ4NXc/IjQ4kMOvYrlgYAQosLMiCdcSihBIAQ0e3TEzqflSHltHY/PRmjnJUODhzxn8hAOaSAWBimmkIQfL+JBkyCMRKgSBDBuuYxdifxr7lwP8EgArHhEQirgjIwhRTTDLJzPIZko8mucAFlrP8pwvRt5Afk2+I6oaWh3e1sOwOG5EWpDNpThw6QSuta4BP/y8A8MsrO8QQsloylZ7CMz0QcPrXp2mltQEYcXCm51MEC4jRbFEMrAK0Axzoq6OORho5znF2sCP8n/wX/lcAFIhi/LoPTkojs37nFiz/Bm2vR+CzrLloAAAAAElFTkSuQmCC) 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,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur94592 2.6666666666667s linear infinite forwards;
}
