data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAGG0lEQVR4Xu2d3W9URRiH30MLC2i8IBXRKxO5MSTqP4CJZRFWSjVCMVqQllaxirRq0EiNpUYwaowUP6utLYIa+TKUb0TwhhvvqnKH/guSNkQTu1uzq70oOWfSefc9me76kJQ07by/mXnOkzN75pzdRpOTk5PCPwgEIhAhYCDydFsigICIEJQAAgbFT+cIiANBCSBgUPx0joA4EJQAAgbFT+cIiANBCSBgUPx0joA4EJQAAgbFT+cIiANBCSBgUPx0joA4EJQAAgbFT+cIiANBCSBgUPx0joA4EJQAAgbFT+cIiANBCSBgUPx0joA4EJQAAgbFT+cIiANBCSBgUPx0joBlOnDfvY9IFInk8wWJoqj0Nbe2Vv64NiZXfzsfm37H7ctlyZJbZWIiL3PmRFL8cIqamhrJ5/My+vPx2JqNzTvkypWrpbbFPqY+0KL4/bJlS+XgV++WOZMw5QiYEvfWlldlaPit2PQtrTvli6E9Xj337vpQenZti63p3L5b+vZ1e+XNlsYImNKR2PzkK7L/y7dj012/SxrOG70fyes9z8X+2iVnStMzi0VAM5TTg9av2y5Hju5LXE59l0yXZAiY0kGs5FjXEvzE4y/J19+85zU9BPTCRWPrJRgBccqLQHvbazIw+KbZEuy60HC9PvQadIDGvAZMCbprmdVcBTes2SonT/WbCZ3StL1jEdAb2cwKXEvwM1t75NP+3pkF/ddqRX2L/HBxOLZmU/MOOcA+oBfPqm+8aePLcuDgO7HzbG/rloHB3V4M1jZ0yImTn8TWuOT06iRAY86AKUF3LbOaJbirc4/s7dsZO1rX8pzS9MxiEdAM5fSgxza8IN8eej82XbMRzVVwSgeqWmOL926TNps1SzACVqspKc3L+ioYAVM6UNUaa30VjIDVakpK85p6fOrfR6cKUvxzQJFExf9Uj08hYEoHitiZEXDdCeFhhJkxpFUZBLgTUgY8Sssn4NpsbmzokJGETerye043gX3AdPmapbvuhLARbYaZoCQC3AnBjaAEuAoOir/yOr9/ebOMjV2XQqFQ+spk5pXezTY+fl3mz88kvvstaaYIWHkOBB1x/QOb5eKl/bFj2NDUJYcO7/UaHwJ64aJx49oOGTkR//jUqgfb5Nz5QS9ICOiFi8YP5Z6W02c+iwWx7tHn5eixD7wguQTkkXwvlP+PxqtXtcvZcwOxk82tfkrOnP3cCwR3Qrxw0dh1xnq48Vk5PvKxFyTXXp9ri8arkwCN2YhOCbprCXZdoCQNx3UnhEfyUzqIlRzrehxLcwbM1rfIhYQ3JXEnpJJNSWnsritdzRnQtaQjYEoHsZJjm9Z3yuEjfbFTuPEMeMvN98jfE9fk2Hf9ksvlYmv4dKxKtiHA2FdmW+X7C0OxPcedHWuiu6e1XXxbQX759bLU1dWVfs4+YICDWMldul7nJW3D3Cjh1PwXLJwndy3NyOjoT95nx9nOkKvgWXKEblp4p/z154Jpo6mdOy6nTg9LNpudJaO0HwYC2jP1TlxRv0Z+vPS7LFqUka4Xm6S7uzI/7dR74iKCgBpq1JgRQEAzlARpCCCghho1ZgQQ0AwlQRoCCKihRo0ZAQQ0Q0mQhgACaqhRY0YAAc1QEqQhgIAaatSYEUBAM5QEaQggoIYaNWYEENAMJUEaAgiooUaNGQEENENJkIYAAmqoUWNGAAHNUBKkIYCAGmrUmBFAQDOUBGkIIKCGGjVmBBDQDCVBGgIIqKFGjRkBBDRDSZCGAAJqqFFjRgABzVASpCGAgBpq1JgRQEAzlARpCCCghho1ZgQQ0AwlQRoCCKihRo0ZAQQ0Q0mQhgACaqhRY0YAAc1QEqQhgIAaatSYEUBAM5QEaQggoIYaNWYEENAMJUEaAgiooUaNGQEENENJkIYAAmqoUWNGAAHNUBKkIYCAGmrUmBFAQDOUBGkIIKCGGjVmBBDQDCVBGgIIqKFGjRkBBDRDSZCGAAJqqFFjRgABzVASpCGAgBpq1JgRQEAzlARpCCCghho1ZgQQ0AwlQRoCCKihRo0ZAQQ0Q0mQhgACaqhRY0YAAc1QEqQhgIAaatSYEUBAM5QEaQj8A1SDi8Z98EmKAAAAAElFTkSuQmCCdata:image/png;base64,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

110i

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-15,7015,700,1000,10020,10020,5540,5540,10060,10060,040,040,3520,3520,00,00,10080,100100,100100,080,00,10020,10020,5540,5540,10060,10060,040,040,3520,3520,00,00,100-50,20-10,12010,12050,2030,2020,50-20,50-30,2080,100100,100100,080,0