@keyframes rwdcur129761 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 19, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 19, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 19, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 19, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 19, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 19, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 5 19, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 19, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 19, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 19, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 19, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGDElEQVRYha3XbYxcVRkH8N/cmdnd7k7LdrtdZGkQpFBe2q4YLG0hoDVUkABGPxiMb+gXE+MXFKOJicaE+IEviu+JCRA0fgGRmBASjbpQCAWknVqhSwttYdnuW7e705nZ2Tsv1w/33jJdd7egPMnJObn3nOf/f/7n3Oc8N+NdWmSoFwXMZBSrkaENuBzdOJK0DmxIloQZxWOLfATJnDCj2ILcCoC5BDCddy1CvJmAXYyNGE+cdiTvU2sfp9aLAK3I0ExGUbBC0N0JcA6DSV9AV2SogKvQhxbGMorVjGIjIVTC5BLRp3hBGvxKBBpt4xpGE+dHsA3XYTUOYiYBGcSNuAJr2p0lktcSwmFCduktiAz1iyUtoysBqHlH5kHsTFT6NHYkUQ8kQa1JlJJRbCdRXoz1Xwok8l4klrc3ebwZd+DeZDxNPo3yT8l8OJaQHcV0Ch4ZWipOyylQwOdQwW+TKNdgPBJNV0Sv9chszAh/EquReaYtwlnsWRTQIHZFhg5lFF9akkBkqEN8qsOkFTAi3vMA/XWtYET42hYjHr77a49lowisaja/Uw8C0cN6MorVxN9O3ImfJeQ7EkWXVWAQ/ck4RBEPZRRbkaGulmhbjbGGVuPB3bf+85J8B+gtV80WuuUbTX/9xk0Vvyhmks/3B9iN4/glZjG9EoFSSzSI1oLo0CrBtHivD4xr5NbJXtYj870P695w6bPHdc1VnQ44LlKIuLDeMr+u15/v+lLkD8VLk7WhOGnB2FLgkEn6YK+NXc+quOzjmyvXH5zwys7L3fDEo1l0T7n6661NhfsHRiJUlUx5zoS9mbwPRKt9VMFF53c7fc3lRvr73PK7fS+Jz8IjGcWXlwPnna+g4zpHuu5xoq/y9/1WhQ07812e/NQdTfS9vG3t/eWRCdTU1Lyg5ui27X4Y1e98XvP22Zs321+ekz/4qo+9eAj5a/EqSkkCOieBbvQddsVX11slOxeoDb/EwVf9uLPnuBf26HfKrBOec8Lh664y9cLR24668rZdztvwib88+cnR3TsUR0+qzc55/erA8E0Dv8HFac4/pwJY81OTr8ypK6kpTZ2y6c0xn1ko2KFHXWif0P5NH/Ti3pErv23gywVBblp9Fl13P/7HW4+u71KeqFr977esPvw2rEkusXMSyCH3czOtI0rmhRawXrfL9Oo0aNaAQQPWjpS2PGhmbEz9vnuN3nePE8fEabtr487tcnLWaSiMzTqw68LHxNn0nATScdBCRoCst00pq5sRWhApmjVp/F8PZDvnHuw4XnzI3KT48yrD008888URVSfllFUMD5wnzfnvhgCYs+CIY045qa7TlIq6ptBJ68w5reELzYxbwhZUxXdACWGXoKMia15WP6K/Da+EvTQBaMmfGc8rmzSqpeFDAt/SJ5DxaGcQT42jL6F8Siu8RM+vp2XlZO2crJyTwDIFSV239eaUzKur6ZAXKYs8nZs3tq7XAxMn0hxSSwkcVS1NWzNzUl3Wgno2EjWHrsCR5bZiSQLz8k6YsqDDmMioSBN9W7f45oF9V5uYHz9LsHgryk+olMe9XtyNC3XQzMNd+JX4XlmRQAutfTp15xqiRk6kZeCG631/z/DNCB3YN5tEW13kp5a2vbR2ySKUt4r4QlqqPDuLQCNp4VMqtz/VOOM0tGc4TACr4kultoTDVlsDAy4yZe4MTlITXCy+aQ8trojCJLKONqcpaBpdmPSNdqDFdqOeYIe1Ssqidx6H4spqa5vvN9oJpJLW2nyloGECuCJwak+rtL5rrQUzGtlummbSdBwZmkwUOHM1tyvQcPbevmvQxTap7gJ9OptZbeCBuKCdbq8T0zyQgtWcLfl7AU/Jtr5iYseopvPlRIY+n7zfLi5kt7YvWvGqfI+WnpEagueUvWXGMw79fiWsZf+M/gertrUzh/kaQVojPi+uC5cszd4PC8T/hdtxCz7yiHw0pSsa7u6NVlr0flmaEavJuHBYZFxkU7W27KL3k4AEvJz0uR9pXLlfS0anN/QtqUJmqYf/hwXife6X/Mpj5h8uOHW+qmk1k9nAZ5vzZ3D/A01be75hjt/zAAAAAElFTkSuQmCC) 5 19, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 19, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIUlEQVRYhb3XbYxUZxUH8N+dnZ3dzu4yy7As67JtQIoCLYwU7CtWxVYbqyZVjNpqxUT9VGNMTBOTfjLRRhOTxvaLUWNM/GBfQvGl2qYa5KWkaEMZrK2lsLx0WWB3WZZlGGZnZ+b64d67DNsWpK2e5Gaeufd5zv9//s+55zw38DYsVMhgETKoYjJQPN70PB0o1v4bX+m3AZ7GzejFAMbxWPwM8kiFCtVAcfJdIRCDrkMPdouiX4NP4i/4TTw1g1QyDhVSgWLjsgnEkWQDxXKokI+drkAF7TiOOzCEnzSBVtGI/9cS8FBhkUixI81bBcGsKGuBolDhA8hiTCQxdKOGSVwnknoMezDRBCYGS8drq7gx9lEJFHc3E0jFi7pjgHyo0Iv18bP2GDSFsUDxkGgb+mPH/24Gj609nrMMd8dzh2M/w7PVDkKFVBxNYjfjLvwML6FTtNflunB3yEQobKQFNwfcTvAkegPF38bBrMAG3ID9eCZQ/NNs4MTSgWIjVKiKEqiBp/FCoDgcO1yE3lC4EFfBns+8/0ev5ueYW5021pa5b/GZs8In7EMpJjweq/Pqm0V9gQLJIMkBPI4tohzYhKG6cEOsylUHVueuz1zZZ2jBPGEQLe+oTOk8N+V9j7/0YzyLq0Xbtg37A8XKWypwnkmxVrWqt5V9BN/GZpQDxdrzrv7bgEx7emnnL7sHR8wfLZufP2pfR1qIvgbp1nYHP7zw/sVbj2ZipbajL96GSyqQ2m5J+wKtc0bWvedY7vUxo2tWWL/p0RZkN8r1bvjoBw9ct+WgPtMqUp53ynNOW2tAq2nL++fI9g/Yu2ShWx/9ZwFrRTVjIk7eN7WZorFK9t4+rd9ZsuO4pRMNHxmZtOXjd9Y/oaNn/brCgfSWrTqdMuGkXSYdXbvcFy37xS3m7syuX21nadz00eOuPTxs8xeuLWKH83XhkgrkH9F/VUaqfzFPrZbRlWu3ravuuqF0XN7OSMvap2T7DVc6umvwzm/I31XSKN9v6Jmvf+q2pxb/cY8l8zu8NjDH3r4eG//8+mZ8/mJ9ISHQJ3pf+x+W+8NndcuYdsZZHXrktSLlkLK/L8m658DLS+E++b6njXfuJ/NVOR+a3/W7G0bPmItn39tn42B7W6BYvZgCyRak4yszreaEw8YMy5vSY1pVyQlTHjfqngMvL8YIRh4xfmQ/E6j92unUlTddL5DRJ+OawSEP371y6mLgCXAzmdSYKXWtaqZNyElJm8IeR9xogZ9LHzzXUnG8JeWH1XNdovqRQf6F3z/3tbTUr3qQlqZRvxT+jAIzFuIM6tpMmnDYoHET+gTmqivhy/XAHdUGlEW9YRLVUxqNQQ0nTRuQs/CvOy+PwCK0q5mjW5+FMaE2k84KBPKm3KsmJfBEW4oow0sxgdImo6V/8ZW9plSc1H96XKiwLFT4btxv3mAXtOO1cpn5WpwxalTZFM4J1bViWknJwXSL4XndfnriWJLAlYTAIJ0PGU09oMVSLcJ6mqi6VtAIFbKivlMJFMfeQGBErbZETqsWtDplzLDQkCl15Fet9K29L17jxLnmnt6It6IUA2Xr8c059RxRKX4kUrOwSJQv2VChFChWmgk0tjlby2NNuias1YXoXXeLB3ZsvR1Ve1+ciKMtz1KyklxfksvcqktOXZcs58+NiRqZpvGMArX4qm529tObazNOq3ZsrcaAZdErV2ly2KxCA41FMpn52tSVNIRm1YFhUbesJMUpIVCNI8s0TU5Ak+iq8W/NRcrrg0ZLH3OFDhx1UqiQHO3SooNKtTmAhEAiaXPbrDRNblwKuNlKagKsNADfxEOiY1pnPCU52l2gQM2Fe3tZoM32irP61ZR0uUJ6U3zqau4HM+OkDiRgFRdKfjngCdnG95y+aQgVxwSKR/ADUb8Zw3CgOBPoZX+YXMSSHKkg9Q8Vi7Xbpi1ERzNos72hFL8DKzddGairWS3lrcDfbQLNCrQ/qL7mFQ0Voa3Z7vD/QSCpiOV43Pma0HGhFeWUUOH6UOG2/yUBzpfkMtLfV1teNKXDPIcM78Kh2QuC2TfeoSUfOT3Ofx+MP9bSfmp5nQmhkZaUz9XPzeD+B3THZ0nRi11HAAAAAElFTkSuQmCC) 5 19, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 19, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 19, auto;}
}
div.testarea{
animation:rwdcur129761 2.6666666666667s linear infinite forwards;
}
