@keyframes rwdcur141789 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMUlEQVR4nO2bMWjdVhSGv6tmCIUsxikdS3nNHiihMaRDpk6FdOgUaEMh3oLXQksxFDoVQ4aADYV0ytS6dAgZOsWNyVhKt5SSMRDjKR06WLfDe3Jl+9nVfdKV7tX5PxDEL9LV0T3fOZaunkGYxnUxSPFa4U/7v/Kg7OQcIg7nuhror9v7Jz57e2upq+FFJIpYA//2wx+xhhYdEkUAJT8fOhdAyc+L4HuAs274lPz8WOgmcN4Nn5KfJ62fAk5L/ON/fmk7tOiBKDeBSn4+LNwBVPnjoNMOoOTnR/Ay7VlPAfPQUnDaKDnp8R7wLvA78HjgWFqzAmzi8IcbPAE+HjiuFJkAT1zhfLUBm0MH1ZYrR5J/VIQ1Ir6LyIgCWKsn/pgEV4YOsA0bgP+fbTJYdMMzObVA/iuUjZgBxK7A1xvs8wx73aAA1nA8a7BvkzlsFUhMXjTcbwM4wEY3mOA4wDWo7OnzVtM5XIjUqm7M3SCk6nsjxYkeYzdoXvVQVX4vD+kpClAxhm4QXvWeXldnBpncH5cbr2/k3A2Cqn57eWf6j56X5garrgAJIK9uEFz1h8kfgM6+FbwIlQQf7b3fZPeN2fYO8Ge8qFoxySXxFUlU1Ai6QVZVX2fQDlAn426QXdXXSamKgKy6QbZVXyeZDlAng26QddXXSa4D1EmwG4yi6uvE7wBznmuda/6wu31xOoE39q412X3aDXyUbjBxhYua+Hnz4n3QF7CCSboD1AmaUNdpN6je14+m6uskeQ9wGtXENuoGrpNuEL3qhyabDlAnuBtMv1gRcq3F7Bs5o04+ZNYB6gR1AwDHAb7ZSrsr3EFoHLmSZQeoM2QCck8+ZNwB6gR3g47ONway7wB1+kjMmJIPI+kAdWJ1g7ElvmJ0AhzSYv3El3EXX1JivALMu99vmFdX2PmLuVHdA4hwJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxJIBxzg0dQDT8sZ9d4OHl8QHGyXgFCEz4icOLlgNkwqgEuLF3rZext5d3op2nb7IXIGbSm5wzdxmyFGCIpJ9G7jJkJUBKiZ9HFV9OIiQvQOuke7aA74HdxoeU3gErwCeucLdDT5lTV0hWgFaJ93wNfAc8bxHCLrDrS78KvAV85gr3ReggqXeFpARomfSfgU3gEVB2FFLFc+BLX/qvgA+AVVe4D0MGSLUrJCFAy8R/DtwHXnQUzlmUwEPgoS/9m8CnrnDfhA6SelfoknUc/sgGfvvijj/xecgGD4DrA19bnevAA1c4v+j20xu/euDE58D6wNfWivV64qFF0qdj3AGWhr2kM1kC7rQRgdk89SVA/JdB1SU5Flue9dzHcxWPA+4C+12G1zH7wF1feudLf9WX/n7oAK5wuMLhS9/L+4h+3gYulvhVPBeAW8DTjiPqg6fALV/6C7MniSD6ehcRW4C/g/b23MNzeVbtW8CrKFH1yytga9YVLvvS3ws8PmwOE2OFJr/34SZwfuBY++Q8cLPh/cDKwLG2ZpPjEsBL4Fvg0rChJcElpnPxck7yN4cNTQghxIj5F8Qy0QIwsC0UAAAAAElFTkSuQmCC) 18 7, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE9ElEQVR4nO2az2seRRjHP4k5CAlRYnjRWwkiHisELB6KKFT0oJBDeau9BMRDkWAOYj2UIP0DCh568CJFQoOQQj14UpAgVunFg8fSgweRtuRQFfRgXw+7L27Tfd/9NfPOzD7fDywheXdmnp3ns8/O7BsQpplz0cn8Y/OjSZ89+PeBkzGEHxZcdXT7vcNH/rb22Yqr7oUn5n11/PP+L766Fg7xIoCSnw7OBVDy06LxGmDagk/JT49Wi8CyBZ+SnyaddwGTEn/wzzdduxYzwMsiUMlPh9YVQHd+P3BaAZT89Gj8mnbaLqAMvQoWImL6fHcOS/6216F9k7YiMMP8GI2PwcIzH1AuxSNtF3niSrFtoT8ROUNKks/DiazTx6S2kiBitoC7+VGWwK4CjAr9bzmOPRjO/h8gMKeBTWDV8zjj/jeB34EvPY8nKhgAu8BNJt+1LitA8biZjz1wdjUBSLkCnADeAd4ONP56fhySifBjoDg6kaIAS8CbwOvA2cCxALwPPAmsAV8Bf4YNp98MgA3qlWjfj4CyY4PEHgne/ifQMfPACvAusB84lmnsk8W4QjpzmwRrZNuvP2h/d86iAozyGO/mMUdPCpaeJruzVsme/1PZXt7xFkjNvpfIYt0niz1qYl4EDoBLwHPA8aqTfSa+bJxL9z+pOvU48CHwFrAN3PEaWEtirQAngAtkW7z1qpOvrR54D6jlmOtk13CB7JqiI7YK0GiLFyLxZeNv3DtZdWq0W8WYKsAAOEX2UiX65BepGctZsms7RURbxRgEaLTFW5xbYnGuci04cxrEFdVWMYZHwDHgJ+DxOid/8dTXXoNpyziuGo8DgI/JFoYvArf9RVVNaANv0GCLF1PZn0TNGItbxRteA6ogZAXYpebKOIXEF2mwOBxvb3fJvtiaOSErQK1v8VJLfpEGsYf6RjNYBThXdULKiS/SoBqcAy77jucooSrAa9M+7Evyi9S4pqlz4otQFaD0tWgfE1+kohoEeVUcqgL8FmjcmAkyJ6G3gSIwEsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4EsA4C6EDKLJx7+RDv19bPQgUiVuOXldMhBLgrzonFScuNRlaJL3WnLgmlADfN22Qggwd7/TGc+KCUAL80KXxeKJjEcFRie80J20JuQaYA14iu/BRmw6KE7+9vOMmqhZjd6A4B+Y5lv+8SCZEq2N7eWfa58MacQxb9l3nuHjkWsUE5oE3gOt0m3CnArQ8rufXoi13S54GzpOeAOfz2IVDXgGuEq8AV/MYhWdWgC3iEWArjyk5onoT2IBD4FPgDvAs8Crw8oxj+A74FrgF7M14bGekKsCY8cTfAq4An89o3E3gbxJO/Ji+rEz3yBJyBnjB4zgf5WP0IvnQHwHg/4Q8T5ako9xv0FdZ+zPAr/k4vUg+ZG+i+sikxV7dxJW1703ShRBCCOA/41nnAXJO1GAAAAAASUVORK5CYII=) 18 7, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 18 7, auto;}
}
div.testarea{
animation:rwdcur141789 3.3333333333333s linear infinite forwards;
}