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basswood-test-power-speed-sample.lbrn2
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basswood-test-power-speed-sample.lbrn2
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/HH9fj4+sl9g2DDZOWWzyU6oCRPq9xk7Fv79bznC0LGj3P63v2lzDDab7IP4/HOYOVP+3amTnCNfh9Eoz+0dd8hOyTvugLvuqt/et698F58+XfYFOJ3y/d/HR26PioLffoM775TnIDhYzgVITNTmGB56SNadYzsUy8vhj3+EjRvlXJLx4+u3deki+2deeUX2qVRVyT6JOkJCZP/MdddBjx7y71df1cZfnTAsW7ZMPPLIIyxbtqylfTm7uN1HD9coGo/TWd9gm0rDXn7FWaN///68+uqrF9goQGNQjb/5NLfxg2r8LYz3CoBCoVACoFB4M0oAFAovRgmAQuHFKAFQKLwYJQAKhRdz/k4EOkPcuMl2ZVPgKWBl7UqutF5JiaeEzr6dMZ4v+ucBsoEC4AdgLFABDATOo1G0Ykcx+yv2k12VTf/I/uTX5JMequEKS42p2FeB0ddI5b5KXHYXEb0isOfaCekUcvrC5wkXrABscmzis6rPmFk9kwJPAWnmNPa49vBy+cvkuHJw46afbz/uC76P6wKua2l3T8xWYDowC8gD2gFZwI/APqAU6AP8GThBwN2WZnvpdu5dcy89wnrw/q73cXqchPuFU+OqwWQ0kWfPI8AcQEpgClcmXckz3Z45vVGdOTzvMGvuX4PH4aEqqwqzvxlzoBnhFnicHmqLa7G2smIJs9DpwU60vr41Juv5O6fkghOAYk8xDxY/yKdVn3JX0F18GP4hF/lddNx+DuHgi+ovuLnoZn6p+YVXQ1/FZrQdb7AlKAEeBD4B7gTeBy4+yb6fArcDC4GXgdCz4eCpcQs3Y+ePJas6CyNGoq3RLLx0IT3Dex63b6mjlO+zv+eLfV8Q/kU4cy6Zw4CoASewqi85C3JYdPUibO1sxI+Op90f2xGQGIDR5+inROEW1OTXsGfaHvZM38PaB9fS/Z/daf+nc3O9/2k5bxcDHUOtp1YstC8UPgd8xEtlLzWq7D9L/yksmRax1L5UODwtGMK5VgixWAjhK4R4oZFlnz9SbvEROy1EuaNcvJbxmoj/Or7RZb898K3oOaenOFR1SAfPTs76x9aLWemzxOFfDze6bOn2UjF36FyxdOJSHTzTj7OzGKhuwYTHc3zyBQ3Z6tzKuLxxhJhCOJxwmAjjCZJonIInbE9we+DtjMgbQbmnnIWtFpJqTtXJ25OQAYwCbMjH/MZGvXoM+D9gBFAG/Ax0OGUJzXkj4w2m7J1Cl5AuZF+dffoCxzAhaQJWs5Wkb5KI8Isg59ocHbw8mlX3rKJyfyVXbLmiSeVtHWxctugy1v51LXP7z2X0ytEae6gvze8F69BBzgnftu3o72++WYao6t5drvx6Rp/3u0PuQ1ySewkTgyayMWZjoxt/HbGmWH6P/Z1JgZPondObIk8zo+c2hjxkh96twBYa3/jriD5S/tYj9vJOvbuWfLrvUz7b/xl/SPsDUwdNbbKdy+Iuwz7RzsjYkXT4Tl8F2/jkRir2VTD0y6HNttX7ld4EJgay6KpFzXfsLNI8AWjdGoYPlyGeAwPrv8/KkiGhbrxRrvaKj5dRfA8caJ63x+DCxTsV7+Br8OVZ27Oa2PxnyD8xYeK18tc0sXdaPMAbgA+gzSFIOz5H7J6FWJR7K/ayunA1KUEp3JV21+kLnAazwcxDnR4CA3yy9xMNPDyewtWFVB2oImpgFD7BGixqAhKvTsRZ4eTg3IOn3/kcoWkCkJEh7+xut1xb7+NTHy8vN1eGTh48WK71njpVbnM45Pp2DTFj5qOqj3g37F1N7b4W9hrTq6ZravOkGIEpwNsa230dmMZZmenhY/Th7R1v89GAjzSzmR6aTpfQLnx14CvNbDakMrOS7LnZdH2yq2Y2k69Jxp5rp2C5hpGXdaZp1WPkSLmc1s+vPvppHZ9+CkOGyIAW69fLxJ2XXSafENat0yYo5RFmVM2graktl/tffvqdG8HEgImEm8L5vvp7Te2ekC+BROAqje1eB8QA32ps9wQ8t/k5/trpr/iZ/DS1++XQL/nx0I84PCcI+tJMdryxg75v9NXc7qDpg9g7Y6/mdvWiaQJgMMjoqY8/fvy2X36R4ZLbtpURbgBGj5YdgQ6HzPqiEc+XPc/V/ldrZq8hV/tfzT9K/6GL7aP4JzDhtHs1jWuAp3SyfYQKZwWf7f+MP7fX9umujiHRQ/jLmr9oarN4YzEFqwtIuVH7jumwbmEgYOc7GmSROgs0TQBef12GPu7V6/htISFyW8OkDvHxcjQgIUGb7DpHyHJncVvgCdI3a8BtAbeR6c7UxfZRZAH6HIKcH6BzRqr1ReuJ9Y8lMUCjUF3HcFPrm9hTvkdTm3nL8ogZFqOpzYYkTkikZEvJ6Xc8B2iaAIwff/I4576+Mt5dXVINkIkuqqvl47+/f5N+8ljW165HCEGwMfj0OzeBGFMMlaKSfc59utgH5Ew/B9C0gYvTEw7UADtOt2PT+S33N6L8onSznx6aTkZZhqY285fl4x+vTT08EQHJARRvPDdTgR2L9l1EFRUyOULDFFv5+fJ1oKxMBuzUADt2Qo36TnuzGWxUi+rT79hU7Og/cy/kyO/oRK27lnC/cN3sh1pCqXZpew3ctW4sYScIyqoRlhAL7lq3bva1RHsBuPhimUWlslJmVAU5LLh+vcy4M2yYJj/T1acrxZ5iPDqNczmFk1JPKR18dRyLTgeKAb3qihu5XqCjTvaRd+h8e75u9jNKM4gPiNfUpq2DjepD+gl7VVYVga0DT7/jOYD2AhAZKdNr/ec/MjTy00/LfGyDB8v3/9atNfmZIGMQiaZEPqz4UBN7x/J6xet08u2ECR0XeliBNoC2o5j1vA2kAvrd7BgcPZgdZTvYV6HPq9JbO96iT0QfTW3Gj47nwJcHNLXZkD0f7yF6SFNnc51dmicAlZUyjrrdXp908qab5FPAhx/KmOvPPSczq2ZmyqFBDXk69Gk+rNRHAKZUTuGFkBd0sX0UzwLaDZ8fzUfA8zrZPkJiQCLXJF/Df7f/V3PbHuFhQe4CPuj/gaZ2owdHEzUgit0f7z79zo2kcHUhGKDj/To+dmlI8wTAYJBzAWy2o1NV//STzLbqctXne3/6abj00uZ5eww3+N9Avjufr6q1nSzyfsX7OHEy1jpWU7sn5GrkY/oMje1OASqB8afbsfk82+1Z3tv9HqWO0tPv3AiuXnQ11yZdi9Gg/YNq54c7s/aBtZrbXXbbMtLuStPcrl4078z26SMzpO7dKxt8Q2bMkNOB8/Lk+P9N+ixYvzLgSu4pukdTm38t+SsT/PUanD8BVyHX9GvJA8CVGts8CTXuGia1mcQdK+7QzOa6onXsLt/NqLhRmtlsiCXSQvzYeDY+sVEzm/tm7CMgIYDQLufAmuwzRN+Jom3bHr1GQAeesj2FQzh4vPQEk5KawOOlj+PEyVM2nWfQNOQpwAlocwjSjhPdJwHVkRyYzKi4UWRVZfH69tebba/UUcpr21/DYrQwqe2k5jt4AiL6RBCaHkrR+iIcpdrMNMyenY21lZX4Mdp2WurJeRIT6+SEGEPYFLuJqZVTST2UygHXgSbZ2eXcRdKhJN6veJ/9cfvxM2g7rfWUBCKXA38EpABNnUm690j5j47YO4sd0eMTx/OHtD8wZd8Url7U9NmZXx/4mqRvklhVsIp1l6/T0MPjSX80ndDOoSwYt6DZtlb83wpqi2oZNG2QBp6dPc57AQBIMaeQFZ/Ft1Hf0v5w+0ZN4XXh4pGSR+iW242fI38mLyGPWFOsjt6ehETgMDAb6Ixc3y/OsKznyP6dj5Q/fMTeWeb21NtZddkqxsSPIeKLxs9umrpnKq9tf43sa7LZM0Hb2X8no+e/e5JweQIz287kwFcHGl2+cG0hP/b5EVOAiZELRmrvoM5cEAIAYMJEF58ulCSUUCJKMGQamFQ4iTn2ObiPGWh3CieFnkLeqngLS6YFu7BTGi/H/Fs0UKgR2YhLkR14RuAWZKM+0VwBO3II0Xxk/9Ij5VvwECwmC7e2uZVhMcNI+iaJNjPb8PSmp5l3aN5x+1a5qv732jDk5yE8sfEJ/tv3vwT76DO782R0/ltnhnw2hNV/Xs3s9NmsuHMFxZuLcZQd/2rgKHNQvrucDX/fwI99fmTB6AW0/3N7+r6u/cKis8EFmx0425XNlKopfFH1BQdcB0gyJ5HlysJisFAuyjEJE0OsQ3gg6AFGW8/RKC6HkI/zXyEf75OBXKAVco6/AxgK3I+MFHyOkVWVxX1r7qNbWDfe3PEmhTWFhFnCcHlcuIWbWnctoZZQWge15tqka3mw04Mt7TL5K/JZc+8ahFtQ8rucz+8b7IvwCNx2Nx6nh6A2QfjYfEh/NJ2kCUlgOI3Rc5C67MAXrAA0pNhTTL47n3W16xjjP4YSTwkpZv1ClOlCCTLCzzxgJPLu371FPWo0buFmX8U+DtsP0yu8F7n2XNoEtTl9wRaiJr8Gk8VE5YFK3DVuQruFYs+1E5h0fszyOxV1AnDBRQU+EWHGMMKMYbT3kZFb9V5DoAuhRz7nafBZAJPBRGpwKqnBMt7iudz4AfyiZEdwaNf6+nIhNP6GXDB9AAqFovEoAVAovBglAArFKRDiTMdiz08u6D6A6uqVFBa+TWXlIoRw4nLl4efXBbe7FLO5FTbblYSF3YSPT0JLu3pSSktLOXDgAMXFxXg8Hmpra7FYLAgh8PPzIyYmhri4OKxWa0u7ekL27/8cf/9YNm16GoejjNraImprC7DZOlFZuZ+oqEEEBbWmfft7CQo6Nzpmf/31V9xuN5s3byYsLIyysjJcLheRkZHk5eWRnp6OxWJh+PDhGE8WGOc84YIUgLKymRw8eDdGYwiBgRcTH/8u/v4yfJnLlYfTmYvTmUVFxa/s2fMWcXFvEhzctMQQepGbm8u2bdswmUxERETQqVMnQkJCsFgs1NbWUltbS0VFBQUFBSxfvpzOnTvTqlWrlnb7f+ze/SFbtrxAVVUmUVGDsdnSSEwcT2Bga8CAy1VJRcU+HI4ysrJmMWdOdxITL6d379exWMJOa18PPvnkEw4ePEhQUBC9e/dm5MiRREREYLVaMRgM2O12CgoKEEKwfv16nnvuORITE7nhhhuwWHRcc60jF9ww4I4dbTCb44mKeojg4NNHC66omE9u7pO43aW0b69t6KmmsmjRInx9fWnTpg3R0adfV15UVMTOnTtxOBxcdNFF+jt4GiorDzB3bn9Gj16B1RqLyXRmjWPZsltxuSq46KKZOnt4NLm5uUybNo02bdpw+eWXN6oxz58/n1WrVnHttdeSlnb+rAKsGwY8v59fGuBy5bJli4WQkEm0bbv4jBo/QFDQcFJTV2KzTWDLFisul3ZBSxuLw+Hgp59+Ii4ujgEDBpxR4wcIDw9nwIABxMXF8dNPP+FwaB9G+0zZseMtZs1qz4gR8wgMbH3GjR9g0KBpeDweZs5sq6OHx/PVV1/Ro0cPrr766kbfyYcPH87YsWOZP38+lRqFuzubNF0AMjKgXz8Z9KNHjxOv9d+4ES66CK69tukengF2+3oyMlJJTV1Fq1ZPNslGTMzztGnzCzt2pGG3a7dE9EwpKyvjt99+o1+/fqSmNi0vYWpqKv369WPRokWUlZVp7OGpcbvtHDw4h40bn+Tmm2sIDU1vkp1LLplFXNxl/PzzUCoq9I2vb7fbWbduHVFRUYwYMaLJdrp160ZaWhrLly+noqJCQw/1p2kCUFgI/fvDoUOQnS2j/paV1ecBEAKefFIKw5YtsGqVjAb85Zcaui7JyXmY7Ow7adduC1Zr86bGBQQMITV1JdnZt5Ob+7Q2Dp4BO3fuZMuWLQwaNIjQ0OZNUgoNDWXgwIFs2bKFnTvPXmz6uXOHsGXLC9xwQ/Oj4fbt+wZpaXcxf/5ocnIWauDdiXn11Vc5fPgw119/fbNtDR8+nICAAN5+++3z6kmgaQIwaZIM/+1yQe/e8mmgTRv53XvvycSgb70FEREyS1BOjgwjfuedMl6gRlRVraS09DPS0oTnRrUAACAASURBVDbg66tNrEGLpR1paRspKnqTmhr9+wTKysrIzs5m8ODBBAQEaGIzICCAwYMHk5WVdVbuSJs2PUNAQAyjR6/UzGZKyk0MGzaHxYv1eXr8+uuv6du3L+PGjdPM5qBBg7jsssv4/PPPNbOpN40XgJwcmd3H6YSJE2WDttth1izZyD/8UOYC7NlT/jtrltw3OFiGD/vlF82cz819jJAQfSIN2WzXkZPzkC62G7Jjxw7i4uJ0sR0bG0tGhv4itmvXO6Sn/11zu8HBafj7x7J16780tVtRUcGuXbsYNEj7tftdunShqKiI/fv3a25bDxovANXVMuhnVJTM+wcy7p+fn0wX1q8ffP65TA82cWJ9uXbtZBbhhdo90tntWwkPv1Mzew0JD78Lu32DLrYbUlFRQXy8PhFkEhMTKS8v18V2HcXFmwGIjOyvi/3k5OsoKFihqc29e/cSHR2t29BdWloau3drH3BUDxovAG3awM8/w86d8vEfYPFi+TpgMsFrr8kAoaWl0LAXu1MnGDBACoUG1NbuwO0uxddXnx5jP7/OuFz5OBwHdLEPUFVVRW1tLUFBQbrYDwoKora2lupq/WLgHzw4G6tVvzRbERG9KSrStlN27969hISEaGqzIREREWRl6ZyTTSOaNxEoJwc6dJAdgNHRsHx5fRLQ0lLZJ1DH1q0ydbhGldHjceLrq1/kHoPBhFHnVYNCCN0nkPj6+uo6ndVkshIc3E43+4GByZrb9PHxwWazaW63jrCwMHx8fHSzryVNF4DCQkhPl+/3V10lU4HVRQb284P27eWrQR0dOkBMjBQNDXC783E69R2zd7vLcLu1DXXdEIfDgbNhElUdcDqduFwu3eyXl++lslK/912nsxyHQ9shzZKSEjwefTJKAZSXl+v+6qUVTRsF+O036NsXhg6V/65cKb+rIylJjgx88kn9d+vXw+rVsi9AAwIDLwE8CFGrib1jcbvLMJn8sVq76WIf5J3CYDDgduuTG8ztdmM0GnW926Wk6NMJW0dVVTatWg3V1GZ6erquT0Uej4d2GtVzvWm8AOzaBSNHyhRgGzbIOQAffyx796dOlaMCFoucH7DjSFrayZNh+3aZNlyzHm8DBoOF0lLt5xYAlJTMwGDQf6mE0Wjk0KFDutg+dOiQ7otVgoPbUFS0FrdbHyHeseNt3G5ts5taLBZdR0c2bNig6xOGljS+drzwgny3DwmRnX7+/vDyy/Lz3HPw3//CQw/JbWaz/EyeDD4+sm/gr3/VzPnY2FeorPxVM3sNqahYQFzcW7rYbkjHjh0paphJWUOKioro1KmTLrbrsFpjSEm5hb17p+tiv7R0C4MGfXL6HRtBp06diIyM5ODBg5raBTm7sKamhlGj9EloojVNmwfgcMCyZbJTb+XK+k92tuzkmzhRzhXIzZVCUFwshw6rq+XwoEaEhd1KScnnmvfU2+2bqKiYQ0hI82eInY74+HhycnKoqqrS1G5lZSWHDx/WbY5BQxITr2DNmr9obnft2ocwmfzx99e+szchIYFvv/1Wc7tfffUVMTH6jYpoTeMF4JdfZMdfZeXxn9paWHAkyUKXLnK/996THYTffaex62AwmElK+obMTG0banb2bbRu/YOmNk9Fz5492bhR26GuTZs20atXL01tnozExCtJS7uTdese1symx+MgI+N1JuiUH2DUqFFERESwqS6FvQbk5ORQXl7OxIbzX85x9H1BNJvltOFmzm8/FTbbeMzmKPbsuUgTe3v29MfXty1BQdomMj0V0dHRWK1WVqzQZsLLihUrsFqtZ7yaUAv69Hmd/fs/IyPjNU3sffFFBAMHfoTBoF969uuuu46ffvqJvLy8Zttyu9188MEH3HDDDRp4dva4IJYDt249G7M5kN27m5ecYdeubpjNCSQnf62RZ2dOz5498fX1bXZchmXLlmGxWOjZs6dGnp0511xzkE2bnmHduqZPoXa5qvn00yAGDPiYNm30vZOazWYeffRRpk+f3uxhu5deeom7776biIjGZ0RqSS4IAQBITv6BgIDBbN0aQnV149I+V1UtZ9u2YIKCxpCcrG2q8cbQq1cvIiIimDdvHiUlJY0qW1JSwi+//EJERESLNP46brihhOLiTSxa1PhFPOXlu/jii1CGDPmU5OSm5xdsDAaDgVatWjF79uwmDw1+/fXXBAUFERkZqbF3+nNBhQSLjX0Zq7UzWVm3YjCYaNXqn9hs40+6v8tVwIEDl+N2VxIf//5Z6fQ7He3btycoKIitW7cCcl75qUJ9OZ1O1q5di9PppHPnzmel0+90DBv2I19+GcGqVffg6xtMUtLVhIefvD+itraQ3bs/JiPjdQYMmEJCgnYr9M6EiRMnsnDhQp599lkGDBhA165diYqKOmWZ0tJSNm3axIoVK0hLS+Pee+89S95qywUXEqyOnJy/U1W1mKqqlQQEDMDffwB2+zp8fBKoqdmOEDXU1mYQEnITiYn6DGE1l127dlFYWEhJSQkhISGEhYVRWVlJYGAg5eXlOBwOysvLiY2NpXv3cy9N0M6d77Bu3cPYbO0pKdlKRERf/P1jcDiK8PUNp7h4A0ajD5WVmYSH96Z//3ew2Vou80lJSQnr169n1apVBAQEYDQaiYqKwmg04na7MZvNHDx4EF9fX8rLy+nYsSM9e/YkIeHcDSp7Mi74zEAxMXIJqcOxn9LSbzAYwG43EBQ0AoulDX5+XU/5dHAukJaWRlpaGna7nZwjU6iLiooIDw8nODiY4ODgc+KOfzLatfsj7dr9EYCionWUlWVQVXWIsrIM4uNHExiYRGLildhs7fD1bflsTaGhoQwfPpzhw4dTXl7Ohg0bCA0NpbCwkNraWlq3bo3NZqNXr16EhIRgMunXQXm2uGCfABQKxcm54IKCKhSKxqMEQKHwYpQAKBRezAXbCXghMWtWNt99dwAfHxM//JDN2LEJ5OXZ6dQplNtvb0taWnBLu3hS3I4KTL5BHFrzBrUVh3FW5lJduIOwtqMoP7SGiPZXEtiqK0GxvVva1f9RXlFLQVElq9dlExUVQEFRNY5aF8mJoezPKqZvzyQiw/yJCNcmiGtLcmELwI7voSoP1rwJMd0g/3fwuCCuN1QchlH/heoiiO/X0p4eh8cjmDBhEatWFeDjY2To0GiGDIkkLs6fxMQAtm0rZefOMoYNm0dMjJVVq0ZjNBpa2u3/4ajMJWvpCxxe9w5Gsx8+/uGEpozAEpKMyRJ8ZNKNoGjXD+z9+QF8/CNoM+oVItpf2WI+r9t8kN17C9mxK5+U5HDcHg8eN0SF+ePyCFwuDy6Xh41bDrJrbyFxrYJpnxbN4H7JLeZzc7kwBeCX+2D/IijZD+k3QGxP2chbXyJDlgk3bPwYPh0D1QUQEAmth8GYd1racwD+9KfVfPjhbsaMiWX58lG0aXPyO7zT6eHee1djtX7KHXek8tZbzZsOrQUel501b6TRetjzdLj6C8LaXIrJN/CUZYr3/cr+Xx+hMmcDyRf/8yx5Ws8XMzeTebCEERencv2EbpyJlP6+I5fflu5ja0YOf7yt/xmVOedYtmyZGDhwoLggqK0Q4p0uQrzbXYisZWdWpmS/EPsWCDFlqBCvJQlRkaOjg6dn5Mh5on3770RNjatR5ex2l2jf/jsxcuQ8nTw7M9yOKrHy1XiRufSFRpd12ovFssnhYv/CJ3Tw7ORMfmOR+PSbDU0uP+fnDPGPf/0iamsbd81akn79+omVK1eKC6cT0OOEl6Mhrg/cvQESBp5ZuZBk+WQwaRF0uBre6QxObdfmnyk9eswhMtKPjIzxWCyNm2Ti52ciI2M8kZF+9OgxRycPT8/yl0JpO+p1Egc1Pk+A2S+UgX8rJG/LZ2QtfV4H747H4XJTXe3kxquaPpNy7KXtiY4KIvNg49ZvnAs0TwDOlbBHwg3ZKyC8HVz+QdPtjHwZorrA7rnS5lkkNfU7unYNY8aMwc2yM2PGYLp1CyM19exm2AVY8qyZ7neuafZ7fN/79pKz4UN2//gHjTw7McUl1Tz/8gIef/CSZtu65/b+fDFrMxu36BPeTS+aLgDFxTIQ6MMP1wcBOZbKSnj7bfjmmyb/zBnxWhLMuVPe+ZvLrQthxcvwL/0CaTZECHjjje107x7GlCln+NRyGj7+eCDduoXxxhsZ6Bj78n94XDVkfHsjbce+TWB0V01s9r1vPwXbv6G64HdN7B1LrcPF199v4fab+2A2afMg/OAfh/Dzgl1U1+gb6VlTmtQHUFQkRECAEEaj/NdgEOKaa4TIafD+vG2bED4+9Z+uXYXYu1fbFxkhhPj5fiF+eUB7u0ufF+K7W7S3ewxvvbVD2GyfCrtd2/fHqiqnCAn5TLz77k5N7Z6IzdOHi/Xv9dLcbvHeX8XSfwWL6kLtj+HfbywSM3/cprndVesyxT9e/EVzu1rTvD6ADh1g4ECw2eoDf65ZA3Wrou6/X253uSAlRW4PC5PZgn/XUNGrC2Ht2zDoMe1s1jHwUdj8CRTrE5KqjunT9zB79jD8/LRdWOLvb2bWrIuZOlXfFNvCVUNp5hJ63NW4GAxnQmjKcOL63Evepqma2j2cW4af1YcrR2sfMLVvz0Tap0ax+ffDmtvWg8YLwIcfQnk5LF0Kt9wiMwANHy6DhRoMMhfAnDkybdj48TI0+COPyP27dNE0KjAHFslOP38dorAYjJA2Gg78dvp9m8jhw9WsWVNIv376BJLo1y+S1asLOHRIv9RgmctexNdfv0AY1tAUDq1/V1Obi5fvx8+i3wh4gL8vS1ce0M2+ljReAHr1kg07OhquuEJ+V1EhE3/WsW+fDB2ekiL/fuopmSo8PFxGDtaKjR9CwKkDNzSLwFg5X0AnTCYDUVFWfH31GYyxWEyEh/s2ekShMfiHp2JLvkg3+0FxfbAEabvkOSoykNQU/UJ3pSSFERV56nkP5wqNr3ndusnsv/v3yxwAvr7ysb66WqYGGzMGrFYIDKx/JQApFrGxcptWhKVCwgDt7B1L4kA5TKgT8+blYLfrl7YLoKbGw8KF+j2O5m35DEe59vH16/Dxj6A6f7umNrftyKWy0qGpzYbUOt3s2a9v2jqtaN6tZ98+cLvrw4RnZ8uUYDU1sG4dNIx1f/iwzB2wb18zXW7A/t/k9F69KNoFWfrFSRgyJIrAQH0nY/r7mxk4UL/owJEdx2OxJepm31VTil+4thmg27WNIihIv6SsFh8TyYktH+DkTGhe7fu//5N39aws+Mc/ZJ7ACRNkFqAhQ+S2OiIiZFIQjdKDA9DjDijL1M7esZgs0P12/ewDOTk1eDxCl3n8bregoKAGp1O/+Ro15Ycoz16pm/2q/K247NpOsCkpq6agwAP9W2tqt46DOeWUltboYltrGv8E8PXXsh8gKgruuAOuuQYefFA27OJi2fgtFli4UOYDrGPHDti9W2YK0orMxZC9XDt7x5K1VH50IikpkHbtgli7Vp/HxfXri2jXLpjkZP3eR2N73o2jukA3+1UFvxPRQdsFQr27JVBZrU8uQ4Dyihq6peuXul5LGi8Aa9fCzp2y97+4WH733nuyI9DfH4xGuOEGuc1x5D1ryhTYvBkOHYJnn9XO+/4PgJ5LMAxG6HuffvaBhIRAXnlFn0SVkydv07XxA/gGxmAyW8jfrk849dz1HxAQpe1wXUKsjYKiKsrK9blLb9+RR0pSmC62tabxAjB5snzn9/OTHYLt2sGf/iRThe/eLTMEP/kk2O3w5psQHw9/+Qv06SMFQcuEjPH9IWcDlB7QzmYdjgrYtwDi9F1d99VXQ5k9O0sX27NnZ/PNNxfpYrshbUa9Rs6atzW3W5q5CLM1grg+2uYdtFjM9O+VxJJV+zW1C7BybSYd2kXTKkq7HJh60rROwOJiGDtWNvKiIjnct2IF5OfDJZfIRr9xo3wiKC2VgrF9u8wsrGXeNKMPDH8RFj+jnc06Fj8NAx+GwJPH5NeCkBBf+vaNZOTIeXg82szb9XgEI0bMY+DAKAIC9F/xHdX5BipzN5KzoRnrMI7BZS/m9y/GE9PzTs1sNuSSwW1Yv/EghcXaLvz6acFOLh6YoqlNPWmaAPj7w7RpMiV4v37yKWDlMR1B6enwxRcwbJhMG56XB3fqcDH7Pyhn6/1Tw4o+ORx2/QTDXtDO5ilYtOhSAgN9ueyy+cyd27wnpLlzDzJ69HyCgnz47bezl99w4KOl7Pv1YbbMGImjMrdZtjKXPEfGrIm0vuR54vr8WSMPj8ZkMvLgn4fw0SfazWB8f9pqJt3Q87yZAwBcQPEASjOFeDGs+Xb+myLEwZXNt9MEXnppqxg8+GcxbtyCJpUfN26BGDz4J/HSS1s19uzM2fb5eLHi5VYif9sXjS/scYuNUwaLbV9eKYp2/ai9cyegvLJW/OPFeWLX3oIm28grKBcvvLZQ7M8q1tAzfbnw4gEEx8n+wG8an5Puf3x/G5QfhFYtk2Xn4Yc7s2TJpTidHiIjv+Dhh9edUbnXX88gMvILnE4PS5aM4uGHO+vs6cnpdP139PnLHvb8fB9Fu+ZQkbP+jMrVVhxm07SLsYa0ptO1MwlLHa2zp5KgAF+e+ttwFi7dy5sfrSQzu/iMy+blVzD9y/VM/XwDf7i1H8kJ58fYf0MunJBgBhM8XASfjYH/xMHIf0P6jacvl7UMinfD0hfktOIn9BseOlPmzh1OZmYlV121CINhGv36RTJiRAxDh7aiosJFUJCZnTvL2L27gqVL8ygsrGXdurEkJZ0bj54mnwA6XTeLrKUvULJvPiYff6zhaYS3G4MlOBG3owqj2Y/K3A2AgeJdP+KozCX54meJ76/hWpEzxGg0cPetffl5wU7mzt9FUXEV6R1bITwQG2fDx2RECIEQkJldgp+fiS2/52H2MZKWEsEt17VcMtbmcmFmBlr3NuycDXvmQZuR4LRDQn85ROnxgNEMW2bIgKHWUBlIJO1yaIHKdzrcbsGrr27nhx8OYjYbWL48j4EDoykudpCaGsTtt7fl0kvP3fRgVflb8Q2KJXPRUziqi3FV5WEv2UdI8kVU5GwgPG0s/uHtiO56S0u7+j927CmgqsrB6vVZREcEUlRSjcPpJiHORmZ2Cb17JBIY6Et6e307iPWkLjPQhSkAdZTsgeK9Mipwq26Qu1mGDksYKIOBDn8JyrPlmgKFwou44JODAhDaVn7anKI3XDV+hRdz4XQCKhSKRqMEQKHwYpQAKBRejBIAhcKLubA7AYE8t5tfa2pwCsHPdjuTAgPJdLvp7uNDX4t+QSG0pCY/n8Pz5uFxucj86iuSrr2Wmrw8Inr3ptUlzY9pfzbItcOWEsiqgl1lcGkcbCuFyxMg3h90iorWZDwuFzkbtmEJDqS6sAhXjZPQlEQqDucS0yMdH38NI1u1IBesALxeXs4vNTUsrakhwWymt8XCDpeLNyoq2Ol04gSqhOC2gABeDj03Z3DteOstDs2dS97SpfjHxxPZty81JSXkLV5MybZt7HznHRzl5bSZOJE+//1vS7t7HF8fgPvWQNcw+OUQdA6FaD8odsCGYthaAi9tBacHhkTD+wMgvAU12Vlt5/C6zexfuAyPy43J4oN/eDhGkwmP20XJvv1UHM5j/8JlCCGI7dmFhAG9sYaFtJzTzeSCE4CFNTX8o7SULJeLJ0JCmBYRQYTxxLeXrQ4HVxUUsMbh4EWbjQFaRitqBrlLlrDx8cepPHCALo8/zsCpU/GLPHHk3bKMDBaOH89PgwfT/bnnaDV06Fn29nicHmgzE/pFwrBYuKk1/DgMThb0aEcZfLgbUmbCtIEwXr8IYycla/ka9sxdSKtunel03RVEdjj18HBp1iFyN2xl+eS3iO/fk/ZXjDpLnmrMhbIYKNvlEi+WlQm/zEwxp7q6UWW/raoSvpmZ4t/l5eKQq+USPFYdPCi2TZ4splssIuv77xtVNuv778UnFovYNnmyqDp4UCcPT8/mYiHuWiHEsCbkxthUJESrL4WYvlcIjfOknJL1H8wQm6d9LRxVjas3dfz+7Y9i5X/eE8KjsWM6ckEtBvqqupoJ+flscziwJyYytpGRhyf4+1ObmMjamhouz89ntt2uk6cnJ3PmTH674gqKNm5kYk0NCePGNap8wrhx3FxTQ9HGjfx2xRVkzjz7uQHvWQU3L4G2QTB/ZOPLdw2D1WPghS0Q+QWUn4UMW+vfn0FIYgJdbrm6ye/1HSeMps1lF7PkuVc19k5/znsBmF9Tw9OlpdwYEMAnEc2L9f5lZCQ3BgTwUHExy2rP3qKg3EWL2PjYYyTfeCNDPvusWbaGfPYZrW+6iQ2PPUbuokXaOHgGPLFRvte/1Q/+1ozFiIkBkDEeJrWF0M+18+9EbJnxLR6nk5SRQ5ptK7JDKmGprVnxH22TmOiNNgLgdkNt7YmzBW/bBkuWHB0gVCPKPB72Op0EGgzcHxysic0Hg4PxMxjY6XRScRayHzvLy6nYtQuTvz+dNMqa1PGBBzD7+1OxaxfO8nJNbJ6KvRVQ45IdeYM1ikD+TDcI8YWfdEq2W3E4D4PBQFzfHprZTOjfC7OfhdIDGia/0ZnmC4DdLqMAW61w9931369cKeMGdu0KF18s8wJOmdLsn2uIzWjk3uJipjTzzn8sb4aHc29xMUEn6TzUEp/gYFbfey8DPvpIU7v93nmH1ffdh49GwngqsivhjR0wWcNVsWEWuD4ZHjqzkAiNpuD3HZRlHyK2lzbZjAFsSfEYTUaylq3RzKbeNL+Gjx0L8+bBrbfKhKAAP/8s04cNHSrDhAcGwjPPyIjAGt5VP66sZJy/P518fDSzCTDEYmGoxcJX1frl1Ktj7/TpxF52GeHdtQ1CEtm3L7HDh7Pv0081tXsipu2Dyb20t/tWPzhUBfk6BO8t2r2fjtderrnd9JuuonS/tzwBvPKKjAx8zTWwaZP8zuGA336TDX/1anj3XbjnHpkf0GSSiUM04tGSEi7TMtVYA0ZZrdxffObRYZrKuocfJm5kE3rMzoDYyy5j3YMP6mK7joIa+GQv3KZt8p7/0SsC7lihrc3CHbupzMknLCVZW8OAJSgQk8XM3p8XaW5bD5ouALt2yXwA11wjcwK0aye/9/WFH3+E1q1ldOBJk+Bf/5KRgzt0AI3iDgigQghuDAjQxN6xTAwMxC60idJ7UoTAVVlJipaRkhvQ5uabcVZVgY7HkVEGXUIhWNuHsP9xV5qcV6AltaUVRJxmnL85tOreBbfrLAxhaEDTBWDMGNnQx42DhjPpPB6ZG7B9e/l6UMeNN0JMjBSL/PxmuCxZWlODEbAa9EkMEmY0UunxsNWp34UsWLUK4XbjE6RPDHmf4GA8DgdFGzfqYh9gZibomHyY1oGwSuPEQ/nbd2LS+LWxIWY/C0W7NMyBqSNNE4AHHpDJQF58Ud7dG3aWGY0yF8DixZDZIG+fr69MHOpwHC0YTSTAYCBMyzRjJ8BmNOomMADmgAAsOk9D9g0JwUen1ySASD+I1+chDACbL/hp3BfrExCAn02/xB2WwIDzZq1A40/tl1/CqlVy2G/nTnmndzigvFwO9X3zDQQHw+DBkJZWX85ikQlCfHw0yQ9oNRrJc7ubbedkCKDY40G/+wSY/f2pzsvT8RegpqBAnnOdMABZlbqZ51A1+Gqs8wbAXlKqrdEG1JSXywp0HtB4AXj8cWjTBp5/HlwueOgh+dhfUiLF4Z57ZBKQPXtg7976ctXV0LZtfTrxZtLRxwc/g4Esl6vZtk7EDoeDUKORJLN+yyWC2rbFNyiI8j17dLFfvmcPvsHBBLfVqYcOuCgGsrVNrnMUqwqgrcYjmcGJcVQX6tfBW5lbQGCrKN3sa0njBaBHD3mXNxrlI31GBpSVyUaflycb+JgxMnvQqlX15V56Sb4G9OwpnwY0oKevL9Mr9bn9TK2qOivLhcN79WLfJ5/oYnvvlClE9NU3t2HPMDAYYEORPva/z4JLNA6+G9khlfJDuXh0unkU79xLZKe00+94DtB4AfjqK9nJV1pa/4mOlsk/331X5gq8+25YtEiOAlit0Lu3FISpU6GVdlfzbzYbH1fpc/uZXlXFEzabLrYbkv7oo+yZOlUX23umTSP9scd0sV2HxQTXJMMLW7W3nVMNW0vh8S7a2vULCSYsJYnMRStPv3MjyduWgU+AP+Fp50d+QG26VyorZfrvAwfk38OGyXkBy5fLJ4WNGyE3Vz4BzJ6tyU8CjPbzI8Bo5IWyMs1sAjxWWkqsycSAs/AEEDN8OJbQUDY9o22C001PPYUlIuKsLA9+thvMz4HfNX6tHv8b3K7T20vauJHsXbBE83f1Hd/9RNLQAdoa1RFtBODyy2WS0Iaz2dq1g0OH5ESh+HiZSLRG+yldW2NieLm8nCdKS6lt5nh3hcfD30tL+biykvUxMRp5eHou37SJHW++yaYnnsDVzNmHrupqNj7+ODvefptxdZOzdCbYB34dAaMXwLObm29vWT7csRyirfCGTm8wAVERdLxqDOs/mKGZze1fzyGmZ1die2n8yKInF0o8gITsbGHJzBTTKiubVP6DigoRmJUl2rbgWvpvkpPFDH9/sfvjj5tUfvfHH4sZ/v7im+RkjT07M9YXCtFjthDtvhPiYFXTbPxjoxCdZwlx2zJtfTsZOZt+F0v/9Xqz7ax5e6rYPXe+Bh6dHeriAVwwEYGy4uMBiM7O5rvqap4NCSH9DIa/NjkcPFFayiaHg4qEBL3dPCVX7d8PwFcxMWTNmkW3Z58lrOvpF6uUbNnCxiefpHDNGm7SqU/kTOgRDusvh3WF0H027L0KghoxAvngWthZAVuv0M/HY2nVtSO+AVbmP/o8CQN70+7yxk3Lzlq2hv0Ll5E6epimC4vOFheMANSRl5DAe5WV9M/JoZOvLyMsFq4OCCDd11dud7vJc7s56HYzt7qa7+x2/hkSwg9R586wzbU5T2xeEAAAA3FJREFUOex6/31+HjyY4HbtiBs5ksSrriKsa1cMJhPC7cael0fZ77+TNXs2B778ku7PPccl33/f0q4Dcv7+XztB3NdQ44ZxCdAxRIb6SgyAADPk2SGvBnKrYWYWLDgMHUPhoxZ4fQ5r25phLzzGmrc+ZuHjLxIYG03igN74BPhjDbXhGxiAwWiktrKKmtIyXPZaDq3ZSHn2YSwhQfT+4634R4affcc14ILODfi93c77FRUsq62lyuPBDcSaTLiQs/zGWq38X2Cg5qsJtST7++/Z9dFH5C9ZgrOyEuHxYDAaMfv7YwkPJ3H8eNrefjuh6ekt7eoJefl3OZ33uS1Q5oDiWqhwSSHIt0OPCEgOkHP+tYol0BzcThc7Zs5FIMjfmoHFFkxtRSXC7cEaEoy9uJSIjmmYfX1oM/Ii/EL1HynSA6/IDXiF1coVDabBFns8hBmN2IXQdYqvliRccQUJV9Q/E1fs3k1Qaiqu6mrM/v4t6NmZ8VAn+e9VSfJft5DBQc/Vs2/yMdPpuiPh2K67Ao/bjcEg+8oNJ4tqeh5zQQvAsYQdWbNwvjT+ExGUKlexnQ+N/0SYzrNTb9R5vUlLc97HBFQoFE1HCYBC4cUoAVAovBglAAqFF6MEQKHwYpQAKBRejBIAhcKLUQKgUHgxSgAUCi9GCYBC4cUoAVAovBglAAqFF6MEQKHwYpQAKBRejBIAhcKLUQKgUHgxSgAUCi9GCYBC4cWYc3NzyczM5O9//3tL+6JQKM4SWVlZ5OXlYU5KSmLgwIHYzkIePIVCcW4waNAgEhMTMQjRzHxaCoXivEX1ASgUXowSAIXCi1ECoFB4MUoAFAovRgmAQuHFKAFQKLwYJQAKhRejBECh8GKUACgUXowSAIXCi1ECoFB4MUoAFAovRgmAQuHFKAFQKLwYJQAKhRejBECh8GKUACgUXowSAIXCi1ECoFB4MUoAFAovRgmAQuHFKAFQKLwYJQAKhRejBECh8GKUACgUXowSAIXCi1ECoFB4MUoAFAovRgmAQuHFKAFQKLwYJQAKhRejBECh8GKUACgUXowSAIXCi1ECoFB4MUoAFAovRgmAQuHFKAFQKLwYJQAKhRejBECh8GKUACgUXowSAIXCi1ECoFB4MUoAFAovRgmAQuHFKAFQKLwYJQAKhRejBECh8GL+H5WYsuvzPPP1AAAAAElFTkSuQmCC"/>
<VariableText>
<Start Value="0"/>
<End Value="999"/>
<Current Value="0"/>
<Increment Value="1"/>
<AutoAdvance Value="0"/>
</VariableText>
<UIPrefs>
<Optimize_ByLayer Value="0"/>
<Optimize_ByGroup Value="-1"/>
<Optimize_ByPriority Value="1"/>
<Optimize_WhichDirection Value="0"/>
<Optimize_InnerToOuter Value="1"/>
<Optimize_ByDirection Value="0"/>
<Optimize_ReduceTravel Value="1"/>
<Optimize_HideBacklash Value="0"/>
<Optimize_ReduceDirChanges Value="0"/>
<Optimize_ChooseCorners Value="0"/>
<Optimize_AllowReverse Value="1"/>
<Optimize_RemoveOverlaps Value="0"/>
<Optimize_OptimalEntryPoint Value="1"/>
<Optimize_OverlapDist Value="0.025"/>
</UIPrefs>
<CutSetting type="Cut">
<index Value="0"/>
<name Value="C00"/>
<minPower Value="10"/>
<maxPower Value="100"/>
<maxPower2 Value="20"/>
<speed Value="5.83333"/>
<dotSpacing Value="0"/>
<priority Value="17"/>
</CutSetting>
<CutSetting type="Cut">
<index Value="2"/>
<name Value="C02"/>
<minPower Value="5"/>
<maxPower Value="20"/>
<maxPower2 Value="20"/>
<speed Value="16.6667"/>
<dotSpacing Value="0"/>
<priority Value="0"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="3"/>
<name Value="C03"/>
<minPower Value="10"/>
<maxPower Value="10"/>
<maxPower2 Value="20"/>
<speed Value="16.6667"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="1"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="4"/>
<name Value="C04"/>
<maxPower Value="20"/>
<maxPower2 Value="20"/>
<speed Value="16.6667"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="2"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="5"/>
<name Value="C05"/>
<maxPower Value="30"/>
<maxPower2 Value="20"/>
<speed Value="16.6667"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="3"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="6"/>
<name Value="C06"/>
<maxPower Value="40"/>
<maxPower2 Value="20"/>
<speed Value="16.6667"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="4"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="7"/>
<name Value="C07"/>
<minPower Value="10"/>
<maxPower Value="10"/>
<maxPower2 Value="20"/>
<speed Value="33.3333"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="5"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="8"/>
<name Value="C08"/>
<maxPower Value="20"/>
<maxPower2 Value="20"/>
<speed Value="33.3333"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="6"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="9"/>
<name Value="C09"/>
<maxPower Value="30"/>
<maxPower2 Value="20"/>
<speed Value="33.3333"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="7"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="10"/>
<name Value="C10"/>
<maxPower Value="40"/>
<maxPower2 Value="20"/>
<speed Value="33.3333"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="8"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="11"/>
<name Value="C11"/>
<minPower Value="10"/>
<maxPower Value="10"/>
<maxPower2 Value="20"/>
<speed Value="50"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="9"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="12"/>
<name Value="C12"/>
<maxPower Value="20"/>
<maxPower2 Value="20"/>
<speed Value="50"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="10"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="13"/>
<name Value="C13"/>
<maxPower Value="30"/>
<maxPower2 Value="20"/>
<speed Value="50"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="11"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="14"/>
<name Value="C14"/>
<maxPower Value="40"/>
<maxPower2 Value="20"/>
<speed Value="50"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="12"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="15"/>
<name Value="C15"/>
<minPower Value="10"/>
<maxPower Value="10"/>
<maxPower2 Value="20"/>
<speed Value="66.6667"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="13"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="16"/>
<name Value="C16"/>
<maxPower Value="20"/>
<maxPower2 Value="20"/>
<speed Value="66.6667"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="14"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="17"/>
<name Value="C17"/>
<maxPower Value="30"/>
<maxPower2 Value="20"/>
<speed Value="66.6667"/>
<dotSpacing Value="0"/>
<bidir Value="0"/>
<priority Value="15"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="18"/>
<name Value="C18"/>
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