div.testarea{
cursor:url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAQ1UlEQVR4nOWbW4xd51XHf+v79u1c5py5ZMbjsT1jJ44T50rTJCRpaUurtlDaQrhVKjxRVF5ASCAhnngBiSekqoIHVAlRKiilrURBlNJbQts0bkPqNORmx/Fl7LHHM57rue7L9y0e9hnHSSOqdLbTIpY0D/ucM/us73/W5b8uW1RV+X8s5setwI9bgjfuqxSQl68URPxrfO6N/U3eIAAUVQ/YV7zmvaK+BMHYAFAEP8LpjQHiDQBAUQ+9rTUunz5Ob32JPM9xrqAYdDG9ZVQhmjrI5ME3MXvjHcSNNsawYybXVTu53kHQe8e5px/h3COfIOksIVrgsEiRERrF+JzIOPpmjA41pD7DxK0Pcei+D9LeM4+Iua44VA5AeTtFFXobFzn5nX9n8+kv0h6eJ/IFuVg6QyUxniRQRBzioV8YvAqtIGdgE3rN/Sy8/SPM3/8BDCByfVziurhA1u9w9vuPcuE7n2Vs80XGiyFR4MgkwWO5vLbJjXubOC1AIsQoxirnlzvE+1rUGZJ0TrH61Y+hQZ1D97zreqgJVGgBO7fprF/i+5//c8zyk9SKIYUPuLC8xsLeMVxQxzRnCJMm/c0VjBY0JmdRhc21FYa9LlPtGq6/RWAcHsNG80b23ftLHLr//UT1NiKCINcmlF1JhQB4imzA4//wp9QXH6XmOzgXcLGnmKRJe6LN+N4juGQCREi7a9SjEKlNkjtH1tsk0JRarUG+do7ByhmWVrYZa7VohZ7e/FvZd//DzB2+m3gERBVSKQCXThzjzD/9EbFmGPXglWjmMH0NGJs9RCYxagKstfgiIzZK7gNULNYV5AKFrREXG4T9K6wunePCS6e5ea6GtUo33kOw8ABHfuZDTO4/Wh5glzhUGgN6a0sE3mM1xygUjRnM7BEaJiA3IWAQ9XjvEGPJASMADiyICsZnOBsjrVluCOuoCYnqAcXaSzTTFbLTj3LphgNXAditVArAoLNOSEqsAwZ2gnj2ZoQQrwFeI4z4l38x1atuLCKoKgZQAWMMRZ4jUZvpI/cR51tsdNfADRn0h5h+Ovq/3etcaW7JtlcwKLlGBJMHYGwvziaoGTFAFcroJS8HM8oAKmqwIgR4UDBBhAtCMgkpgjphe5bl9QKSCB+ElelcGQC+KBgun8SZGDd9K8Gewzhj8UZRUQQHr+D+wrXBR0VR9BXBXShdxJsQU59gq5vjcsFJDcSjvFYt8fqkMhfYWFnErp0hGp8i2HeULEgw3qMiKCU5EjXwQwiNABbBIYgqBocXQZpTTM1OEodKozUBvrSi3abDyizgyovHMEZgfIFCaog3BN6BHwU3THk4VYz3iPeIKjr6A0YHKh0jgNH7HvUKkjC1b4EmffApiFbCBSoDoFh6GsETJQmiHn7AoEvR1zj0q3P6te/viBcw9QmkNkmxdaEqtasDQNMucXua3DbwgH1l+X/14tUHvxaAaw9dgvCKbyBsTEJtkvzSc6MAunsKUxkAQ42gNomaEDOq6/VV9f//RrleC4TSIwxQZozCGGzSwG1f/AEL+VGlMgBsVMOGMWKCV1VugiK4kb4qZUAsL8r3X1ZGrl4bEYwYjJiRlRisBVtrYlAYpcvdSnVpMGxhk+Y1NywPYxCEiMJHeBuRC3gLhpIUFR5yNRQom2nOC2dX8FicKF49znt2eIMq2CBEW/tRMVWcv6o0qIQTM5jtPl4FREfKKV4dixcv8uxz5+h0ByRJk3vefAdzMw2sKVA83gd876kznD17np9+4G7UjJpB6FWyJIDBomGTyaN3j6D17DYVVMYDkvYs2lu6apYCqHhEPAsH9rJ/bi/YOtuDnEcf/TY3TE9y3z23EEnB1x49xp7ZfTz8y+/Fal7mDzElVbrGW4xXiiDmhvnbR4ffvQFX5AJC0hgj0wAvZf9KgVL/0nRVBUip1TPe93MPgCovnlzisWMnuOXWW7jtznnEDlEcqMMgV/1/RxTIfURr6kBJqCrgAZVZQFxrlpxfr6WnBlEo1IJY+hk4tYQW3nLvrRRFTqfXpNWaoMiE3A8IQ0dogh8IcAIU4gnqbZJGuyq1qwFAVQnjGqpFSXfLV0HLX39oGkztmWd2eh4kYPXiGYarJ4iCgrHJSZLxw7Qm50jTLhvLL5FnmySSo94jCIovs4cNiSfnfyidfj2yawB05KZewlGJK/gRR/HGkPuAvTfegW3NUZgAQZg6eDvbxrG9coqZ+TupT9yEl5C4Ocne9jQXTzxBMVzBuILAWNSWBVXuhNk9C1TWD6OCGKDqWD7zHKuLJxhmpfmLghPBEZDMHCaemAMb4dXgRXBqGZs5iDTnSSbnKUxIIQrGoCZi/013kFEDE+PV41XwGMTETM4egAqqwB3ZvS2pZ/H5JzjzzHfIigIAr56iKFBjGN97I4WGeDUYE5RsUASTTNKeO0Ju6rgyx5WB0tQwtWkaE7M4wBsQE6BqWN/YYtjd3LXK18quARBjEfU89eST9PspXj0iSmgDkuY4BDVUypwd+IzEWox6HJ7G+BTGGoz40t+9oiJkWOo3zFGMqkMFhpmj1+mwuVpdIQRVuAAwd+gW3v2ed7K13WHoHRgoxBE12mW3x+dYdRTe863HHmNjfbXsDeYpxuc8cexxDI7QKCIFKlCrj2GDCKWcDKVpwamXFklTV8GxX5ZdAVCyNaG95yBhXCOKa/RSEG/xBKiNMRIilOWsWMP+hQMkjRZWHFlnBVXBm/IzzqWjyA8qAUpYKijC6to697zpKFOzs1fZYRWyKwB2OEpjfBob1zCSl1NgNQRSJ8/KUZiXYPR5ZW7fAZK4hvY36a+fJ5SU++69FychKhFKiKog6ghE8CJsb28TBpb25AyN1kzZWqxIdh8DRLBBSGvmRpKkThx6ttMuxqT44RYBBYhB1GLKKR+BerZWz5D1LuH6mwRWygAoMSCgDpf3US07Pw6PtUJ9chYbxT85FvCyCHuPvJnZw3dhamOsbfcptCDtLkP3EuLzsir0HuOGFFsvka6fI8g7rC+dwGQdzKgGUFGscQy2V1E/pNfrM9ZoMUxzxvfMVzYR2pHKKFWUNLjtLQ9z80O/zl/97b9x6qUVrHpWT38P31/D+BRxGYMr59hafArxAwzgty+xufwSgUsJNCcgJe9cYfvKWRRlWIC3lrHxNs2pA5X0AK6VSsfjqop3BW+/5whz7Rp/+LsfJg4VY8bwNkTEQT4Ylbll19CrRzUirE1QG2uTScBgfZGIAU8tKs88u8idh5RDd72dB9/7ocrH5JXebcc88yznpUtX+PqxUxRSQ10HU2whboiRstujI/IjRjHG4dIt0isXGCyfItA+qR/jS99d4VvP9/mLT/wr8fg+uKaZVJVUv3UgINaSSsKXHn+Bk8sZTiyWgsB7wOFlVOR4pZwa5Ag5ypAgyAHl+DPLXLzsCMMaSMSXP/dpep2tqxmgLLF3r27lAAiGo7fdRkRBJk0+85VFVoZNVBJw5TaId4qYUZsLIbAhGMVbBWvRKzln/vkR7ri4yH0XTvLOrhB+9ut8+n2/ypOf+jvSdHC1t6jqd9UgrXxFxnvHxfOLfPQ3H2aj2Ecwfge3Tqzz2x88QjPsIzZmeW2DwXAIKO12m7FGHTGC9xmhi3ni418keH4ZIQJxWJcT+jL5dWNh+lfew9v+7E9APEU6oD4xSxglPxkA7Cw0/d6H3s93zwcEjdu5Zf0UD7ZWeegj70LqloyCIIrQLKM3SAlrMYExxEXKo3//CPrdVfrxGIXWEFWmh1do5DmFEZLC4+46yKHfeTfLm2tMTs8yceAoN7/5ndgget1psnoXkBKEhTvvQjHUiy4L22vYZ87z2Me+QH6uT+gCXOYorCFs1KlrSLLsOf6X36D+2GWaecjzE3N8Y/4uju3by6nYowpGpZw1TEzROHQ3Ub3FQBPmj957dd/w9cp12hNU1rd61NIeN/cvctPmRRLvyc9u8c2Pf459Dx7l0D23Up9o0Fnf5uTxkywfe4G4W1B35ZJE5CI2omlMWHD7Ox7i+NNP89B73k125hJ3fPQ3OHzv25Coxp4DN1FvTQHmR9oXuC57gqrKHzz8AdJn1rm97zjQv8J2aGjkBi+eTgjrrk8S1zBpTltijCpehMg7RJRnJw7y1YW3ULDJdHySfOMCX/jW9zFmZ1J0zSEEftQuUeUWoKqkwwFTJ5aZ7Q5InLIdBaNNYU+gQrMQxrSGDj2oJXa+3CXAE3mhH8IN/S6R7yL1gsMHZ5k8OguqmJ9kIrSTm1/8ytfYt95nZpABjq2wgVFwAt3QkxuHE8WJJRUhs2UfsbBKasF4qBUZ+zuXqSdjzM1OkLQaXFm5XKW6QOVMEEBZ+sy/UCscwwA2o3GGQQ3BY9XQzJWkGM32xRBiUWE0D1CkbDJg1DHV30IlIVdPIZa1laUq1QWuQxZQ9Vw+cQLBsx3WeWFqjl6YEHjFjUZmblTnGwUvntQqg0AwWAQhN0LoHTcMugRFF4AAf13WZavbD9Byxyfrdzjy4beRTTYoJOLMxDRpUEMRcgP9UCiiAOuFpIDEBUQupFYIgVMKU7qDVcd42qdYX+G/nzjO8qVN5uZvrErdq1IdpAJpv8P5418muqnF5Lt+iqcbEb14nKG1eFGstwQOtsjZigyrieV8LeRCTViNA7ajmNRaQldWirEfQG+dF0++yJse+Fna4+OVqbsj1WUBr6T9Lp3L58l8n08+/k1O19q0BJwJysVJa7iShJxueFZjz1YG28YTkNP2wr4iYGEYsHfg2XlcoJn2WFVhe3ODKgciO1KpBXQ7W6xur3P6zEWuDHvgBxTuCkb7OLFcrgecGvMsJh02A49aiNRTaxhcQzg1VvBYK+N4K2KlXmfdFkSdJbwIn//HT9LrditTd0cqswBVqDXaaDjJlbXTFIAbrrN+9j9ZJeaFsZBz0ZBePcWrMOZyFvIatdzyot2mFxVYMRTNmGc1ZanIGAyHdHRA5JV+v8NTTz7BW99R7ep8ZQCICOPTewnHF1i8+B94ExNoh4hNljRmNRpjGCtNVxCI4gJDzxZIDmasjhlu0ShyOi6nE0VsBDWyIIYiJdEcVeXS0vmq1L0qlQIgwNTeA/zX08/hvODFoDagF7fZNE3CYo22OowRtrEsSQhhnSgraGuPQHK0KKgbz7ax+DjBicMWPWL1pHlelbpXpXIqPLNnL1EYk2ZDCltHkha5aeB9SC0wbA0dNvXY+hg9O03PtGlkGyS1nO5wDRDaCGkAQx9ignEQRcjweVq1utUTobn9B/it3/9jxBpsVHaCas39tNoLNMNZxuOIsVaNftwkac8wOTlJ3J4jT/aQFZZGYMmMJWhM0p66CSTB2jqx1ghdtWMxuB7FEJ4HH3wrH8dj803E5/Q3zxIEhoAOkfFYG5IO1smzF1AVVAyObRqFIwwET4bfXGLLb6B+iDcFmXHk+n8AABHDp/7mrzF4NM8IiwJhE0HJjUdbLTq9HkHqiKSDFUMuAWjGQD1LA4PBk+kQq1tEKBJYXBTSHeavev5093JdyuELS5fINCAVwamCFYwWpD5gaTMtF6eNLQ/qFU+BiKWQAOPBSLkUIQg5EGARDSlGQbBKEK5DR0j4hYd/jbOX13FjbSQsH4kFCINXfp1SAhYYg5hyoapZq1FkBZlzOKMYAe0NsIMeC4dvhYoforwOLiD8/Pt/kZn980iSoNYCQmgtRw8exFpbToVUWd/cxBqhPdbeeXgIK+BUWdvYZHF1hU63y2OPf5vexcvcc9/9lT9B+j9RiDVrgoyzEAAAAABJRU5ErkJggg==") 0 0, auto;
}