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 NC8OSROEv9K+H1jMGs/G/jmFPMSXzbabwZ4Rvy0fiC41zUbKbwbc2o/gx8NtG8G694Fh8Owanp3iA3snjHWNdl/tnxN4q1LUrA2Ora94j8Q3Lm71TV7m0mMUV1JM1tYaWkel2jQabawW499stJ0rSNM07RdK0nTdG0PT4YNN0nSNPtrey0rTre1JSK0t7OzjNusNsQqW9va7Ui+zI0d0FxGfHfHPxg+FXg3VhpOt+LtPuPEoVAnhTwzDeeMfGU8p3yRR2fhHwtFqviO6gVWEay2+mtbiIlJCP3hHHL2dFrEVatPnTS5pS5aVNT5YezhzSs01dVJ3nOrNpSkqfs6Ue2i6uIccNhaVVUbaU6adSvP2cotVqsoKVR68tqPKqVBWtBVXVrVv5MPE3/BHDVfiH+0v8XNFtvizpPwx8OeCNf0u4S2Phy58Q+JtU0PxBFLq2ga9p1umoaDotlDqq21zBHdvfzvFrFne6c2lxJKmf3H/AGa/2fdL/Zt+GVh8N9J8VeIfF0FreT6hc6z4gFvFNNdzLDFL9isbSKG0soHEcO6ximupy6+dNKZJZJpaPxi+Jms2H7UXwe8W3Xwl8Y/Dn4eeM/Avir4e618S/Hyad4dh1LVrGWLxV4MsLrQYtTvdU8LCCW01Oz0qfx1a+HdWvNR1ybSbbSYHt7qVvf7TV9IvhvstR0+5WQbo5LS6guFdSWjCIY53corsCBh382GNH3BnD/qvAmXZM8FSzLD4aCzCM8RQq4iU60q1qjSlBQqy/d+0pqlGb5PfbdSXPCab/KvErOuIa2YPKsbi6s8qVLBV6OGVLDRpe0p0oqblVo01Oo4VVOS5q9qUOWD9nKHLLq7nQNXtIb+S60y4gi04WaagZPKV7db5kMO5y4eJp/OiWEQxlkBCynzIyG/Oj/gpN4vTwV+zJqeqizutQjHi7w9DPa2MjLJItu15fTSQupW2uUjlt0WeGTbEkLs4kV1Dx/WH7cX7Uun/ALPfw88f+MtEtPCWua4178NbXR5tf1EfYBDf+IY9P1S6trezeK7vk0u1hu727W2vrZJIokV3MWXr8l7/APbB0n9pvxT8VfCvj7xF4C8a+D/Cfxj+C1x8M/D/AILsNMLa5ouoT+G7XxS+npoztPr1zIbnX9CtYIZ3kvJrtrXbcXEUU1l1Z/xVlFKjmGWyqTr4nkqYLE06SS9hOthZScas5NSVqbg/cjNtSg3Fwk0cPC/BGeY2vg83oRoYfC0JUsfRq4iUpSrxo4zDU1OlTpqcZ8s505SdWpTfJCdnH2agfpt/wTi1uP4Zfs9eE7a5+E/xvkufFpj8Qyara+CbTxDaz/8ACQw/abISDw9rGsXgVdPa2Ess9lvjxL+5ij8yBf0wX4seDtG0yXU/E0Hjfwxp0EvlPN4m+G/xB0aCKJlkKPJcXfhwxrAyLJJDMsqQCPy9mpNhXrY+AOpaDq3wu0W/0q10S2sLTVrPTbGKz0g6HFYx2kjQHTZLN4YbmG8SCUOkSmSJ0IZLmFFtpW+h5LqyeLUB9ptZPPe2mhis2ke7mH2iRpBcRFQoQ2zhFRAruzpKWLeTKv5fhcqdPDrlxMVFRcqMai9pCMZKThGrUVW9VOcPZykmpSTaScpNH6rmeaqtjKkquDqc3toxq8k5UZSUXSjCyqUqsqSVOdrNOMWoKKXs2l81Wv7RP7P93JHbw/GX4afap0ObTU/GGhaNeO6qPML2OqXNtqKkzLuDz28SPPcM7lpAZB/FD/wVz8b6z8d/2qPjD4j+Dnh+z/4VZ8Fdd034c2V/4LvLW88D33jfWLjT49W8Tanb6dKul/234n8S3sGk3Wq2NtBeahaWFokl1cNZTlv72/GuqfD/AE3Qr3VPF9/4PstAiEPlXetyaRYafAGGZDe3OobIEijRpN5mldonctuxukX+Gn4uaj4Em8e/t5eCbX4m/CzwVres/tRaZ4+8Dap4i1CHSvCepaLo/i/TPF2jXFlLZ2UEup6bLp2NNjutLtrm0DyXQN7FZo0h9nI8IoZoqOIxGDrzjhatahGjTlSqU5t+x9pFSxVdSlyuXJL3JTbULST5D57O8Q5ZTOphMPjcJTnicPhcTKpWjWpVISXtfYyccLhlz80Yc8OW8dbq0bv90P2Kf2QNM/Zv+BvhrwP4N8PC81yW303UPiX4tgtoX1Pxd49urW1m1vVNRvLhhdXUFrLMbPRrWSYQ6PoqQWVtHZw7q+nZ9NvrW/i02azuodRZoI47OYTNMtxKVW1jgTJlZnieKK2Zix3SnJ3lXPzF8BP2/f2XNX8Pyah4p+Nvwx8NeOtPFrE2iXPi6K68I/bZdH0+e71fSL9ZIp9U06d7v7JE81pYT2up2FxYzSkQC6h+QP2sv+CoHw78DeIrbw38OPGWheM9a1TWPD41v4gabqtle6TYaZqV1pb3R0p1DwwXMWn3EkS3GoQ2djpMUIOmx6jL9mFfsCxWDo0E4VKfsqUY8sYyi5ysoxu4prSV3eUrJuST+KNvxaeFxdaq5VIzVepNSqzkrQipaXcrJaRtGMFLlUYckVypp/iX+3R8DPi4n7XP7SnxS0b4aeILPwhYeObXWdL8SNZwxaZd3toNN0S/Mc0IZvsureJIrp7SZWaWe/vzcMIYmG39Jv8Agi/46/aH+H/7Q/jz9k61l8P+C7Px1oCeLtRt/FOjXviCfwjqOhabY6hZ6nY6TZ+IdE0prvV9F1SCyvIn1a7tYrKLS4ZYj9kvDP8AHX7UvjTwR4q1H4ifEDRvH/7POoXHiDUPCN5pN7Y/EzxfdfEzVYIL7w+rCLwwl5L4Lu41lt9Rht5WjidtDiFzdtavPK1z+uX/AATBtPCHxI/bm+Ofjf4XeLfDGoeLPDkGgalP4zu9L0rxNo7fDr/hAPDHhi+0rQ72O1e0tzP4taSO8+wazbXkgsYIpLp4NNSJfzrNsPSxdHHR9o4xqVvaRUasIubjUde0JL2UoSnNOnFUpxu5q75JO/6Pw7iK2ExmElCMZOnR9nP20HKEYqEVeouSp7SnBqnUftIVnam+SF4u37tRfs6wa8RcfErx98Q/iS8uzfp1/wCIZPB/hVootrJGfCPgGz8K2WqWD7UeXTfEtx4gkQIzRu8bBE9G0P4ZeEfA2kLo3gnwjoPhXSIiQ1p4b0ax0i0eabndLHZW1sDKXjMi3GyRmmMkjNDHuc9bcL8XrW3nfRL34SarfR6xAfI1nTPFnhyD+yWtBJJbre2+qeKxJe/2hDNJFImnmFLErGsKXyIwxrnxR8YLDQ9YF78OfAGq3sV1A9rb+G/iTeN9tswIjOyv4h8E6FFZ3McsM48iSeeJooir3kEBiaP4+OAw1Od3SqU6kqVSSrRouvOSipRilWp1a1epN2ScZOSUZQTlL3r/AHcsxx+KjGMcRQqUY1acVh/bwwtOEdFzrD1JUaNKKjrF06UU7K9mo8/5Tf8ABXL4O+LPjB+x74o8IeAvD1z4q8X3Hi7wdc6Fp0Etnbq1y+t22iG6vb26ngtrGy0+DUm+0Xk32ZIHMKNdxxYRP5cfgT/wT1/b5+Hnxb8AXmt/CvXbTw9b+OvD1xq2q2XxH8GXWnaZoWma5o2o30lwtl4ra6ktdljPF5MNipmZpi0eSIpP7Kv2n/izD/anhv4c+KPhfLoWj+KvFOgWOjeMddvvA134Zn1i1v8AR/ECWljHp2u32qjXLZIZ/wCx3fSdOhjS1b7PqALRR3epqdxoraKE0u68Jx6SNGt1e3u7RpNebUYgJn8oQpFcrfzShU8y5n+zSEKI1wtxKn0nDvCWXZrDEYzE1sX+4xao0nRlCjFqlTg6n7uph51IpVJqy0hKVNu8rXXh8Q8dZtkdLD5bhaOBlDFYariK31jnrVIxxKioOFbD4qhFaU9X8UW+VqE1NL5M+KfwU+Gvxq0mz0T4neGLbxVoljdreLpN7cXsOn3EqKdq6hDZ3Fut7B87braXzLdmciWKQDFeb/Fn4LeAdH+BnjLwz4E8CaF4XtdD06LxPpumeBdC07Qrr7Z4SubfXootNXR7e23apdJprWVrIfMac3Cxs8kbOK+oMDA45dG4YgcBiSw3IQFYJsAUqzujLvYYiP5t/t3/APBRP4c/sj+Hr/RdIhs/Hvxf1G1lTR/CUTONH0dZpVih1bxrd25H9n2iTS+VDo8DJd3S5M9zpduhuj+h5pSyPBYPM6+OpYTCU8wozp43EKlTjicXKtQp0FecIKtWxEqNNUaTk6krU6UElCMbfluSz4hzDMMrwOU1cbiq2CxFOrgMJLEVHhcN7DEKt7SUKlRYbC4ZV5upXk1CmuepOXxNH05/wTo/aa8U/E/4P6mnwr8M+P8A4xafbeO/EGnxeJ/iH4o0XwV4f8OyLLZzyaDrF9qN7rvit7m1jubKaVtD8D6/BHNNCjXrys6TfotZ+GPjh4qUy+M/izo/gWzkkkebw/8AB/wxBPfpJNF5Ulhe+OPH0WvNfRKZZQtzpPgrwZcmKVXnkt/JMcn8r3/BKj9tLRfh1q1vCz6doXhDx9rIXxPpmnyfYNH0PxRqFwqnXreB2eK30+/jFvpn2q7YiXydLa82E72/q1h8V201tHez3iHSzZNeJdXE6rbW1tHuY3DStLIjWQRZMNHvhhk82Sa7CCAT/wA40MZh6s8Rho18bKjhKs6Khia372pR5rUp1JYd88ueNouMpKLfLfVKMf6mzTLMbhPquIqYbL1icTSprE18PQVak8XCMFXpwpYj22G+NqdOdLDU5ypuH+Al0r4K/CfTLyLWbrw03jLxHaSQyweKPiHq2r/EPxJbSS7kuJdOuvGM97LpyzLItxJa+H00uKzDAIkKiOOP+a//AILjfssXHxM+IEn7QPwN0TUPGfiLwT4ch039ouPw7pwu9C8HWNhbFdD1XVtQt4o7bUddfS3lh1fw5orXmo6XoC6frurx6bpOp2Ed/wDvJJ4/8S/G52svh/qWoeE/hUoWLVvibbKbPxB46tpXe0udN+F6XlvHLaeH7yOOK3vfiBLEz3EZ8nwbZ6kLyLxRYeswR+A/hT8P79ra00vwr4E8J6Tquo31uUAsodOTzL/VL+9kaQy6pqGpv9ovdQ1G/e41HWLuWW8uLmfVLrfXpYPHyoYiFTBRp0qUGpVJqEYRxFleShFRs04vmdaUXz+5OF2/ax8XG5Y8Th6lHMqmJr1qkPZUacqkpyw/PG15ud/ZTV51VhYxi0kvrDhJSpVP83LTLq7sJYdOghvNVhPnCXSbkRpqthtMMKlImkUXETkyRQvaNArRzSJ5d1NBsgrapr0UizNZeGtSlurYyLPNc2tzPDYyRpI832lOLWNkiPnHz5H3ym2ikikk2xV/YZ46/wCCLvwB/aB0/VPi5q58S/Av4l/EbVL7xhc+G/CFlo0nhnwzaanJFc+HfDt54WuoYDZ3+kaVDaPqp0jU7S3j8Qajrk0Wbaa3t0+D/hJ/wQYsvG3hi58T+J/2lr7+zdS8R+LrLTI9G8Em5udQ07SfE2s6ZZXU9zf+JIbeKTUoNMju82cVxbywTQuZNgYV9a89y6vCnUqSxFGVSHO6KjVvZezirqlPlcY396fM5zjZtRUWz8+q8GY2GJqxp1MPiKdKq6DnKbajK8o++7RUnzU5JyvK8YpxlLni4fzg6Zp9/DqMWr6rCuqX146pptjA73h0s38d0lhqF46qVupIYZZrS7jgnRrCWRIjaWsETTyf2zf8Er/2AfHn7HXwun+Iln45g0X4z/FnStG1Pxb4K1jTrDVfh/p/h+2i1K+0fwrfCxlttW07X5k1A3Ou+IvDmomwstQuZbZdM1uztbcXOR+wn/wT+/Zt+C3w+kmm8DaR8QfidpWreLvBHivxr460yw1i7a/8OeItU0CZtD0u7jOn6LZanpMEV5YS/YItRm0q6hS91Ca1eXd9s+BvF978IPEth8IvFGo3eoeHtZE0nwi8VanPJcXE8VnFPeTfDbW72cPv8RaFb281/wCF9Qu5528Q6FaTXTfbtT0y9v7n57M8/p14RoUIzjhXNyqVH+6qyqc0VSipQ5ZRp80eV2u+aUatR3Tt9rkvCM8vjXqylRr5i4yvTVNTw6oShJ4iEFNTjJxg3eUZQdSClCkqcZSU/t7w/wDGzSLe+sPDPxO0lvhd4pvLgafps2rXVvqHgjxVfNsjEHhLx5CBpV5dTPcKdK8N61D4e8W3Qw0nhyKPZeD0vVbg+U7O/wAwhEpVWZptvzMqGeMyvG4ZX2u0Q+2vKvlgurE/NF7rdhqOnXmj61Y6br2kajBLp+paLqtna6hp+oWW+MNZ6jYXkc1rcRzSO80trLE0IMgRiZg+7wzxn4i1n4H+ENf8ZfDnxfDN4N8J6Nquu6p8K/iBqd3e6HBZ6ZYTXD2fgnxgbjUdd8KzSMtxHY6XPJ4k8PyubSPTNM8Oi6k1CfCGNqOnGMv3ybXJPljSxCStf3XaliPjbioclRxsoQrzckyplMJT5oJ0J80bqSnUoNJKPut89ahztxT541oL3pzrYainTf5Q/wDBd/8Aac+Ivwmt/gvoXwpvdZ0/xH4b19vifr3iHSdNub3S/DT3VtqWjeD/AO2btrG+02wi1q6j8TfZ49da3899PuXS1dFnjfyX/gnn/wAFBvjD+0t4h0T4dfEv4f6PqN/e6Dr2vP8AELww0+hw2mkaCtnDBfeJNAuIrywaTWL+9trGCXSb3Tg080Ji0mISZtPvz9n668Y/F/wp4i+N/wAY/CdjoXi749Gw1m+8DT/adSsvDfw9srKa08C+FbqDVrS2eX/iSXF3r+twz6aCuteIdYWQAusa9t8O/wBn34OfCbXfEnib4a/Dzw94M1rxZY2Fjrcuh2s1pBdafptxd3dta22nrK+laZZx3c1xNcQ6Ra2EVzKY2uUn+zQGD9LyDhnO8uq5fjqObTw2Hr1KeIzTK6kZSp+w5LQpU43nCNepSp0HVrNQqQUp2nKS97834k4v4bzHL8wybEcPUsXjcDTqYXKM7pVIwq/WPa+0r1K00qdb6vRqyxKoUObEUqkY03VpLmrTfshPy8Aj5OQn8I3KAznLthirAo4jUMytG3IU/jr+2J/wTSb9pb41eC/ENhcWvhvwfey3A+IWsW1xbWeoQabKY72Y6fprRzvqviK7DS2VleTBNOtC1reyXNwVvYI/2LHJTPKqrsw+8Ap3KWP+u8t3OEDGKLGI23NnIQgYIOMsGYgERoxcFldwUCFld2aSSSQGQyM4xveQfWZ1kGW5/HBU8wp1JxwOKhi6Ps6s6V5+xlQq0qzjdzoVaNVxqx0u1TacJRjVj8HkPEubcNVsZXymrSpVMZhquErOpSVVKm6tKcakIy92NelOnGdOo7pSs5wnFyPgfxL+wD8EtJ+BFj8JPhJ4R0rwhe+ERPrHhjWoIxJq2q6+YkN9L4u1thJc60fEAtYn1O7naW1tbyLT7ywt7aDTbS0taX7HHxrg/aC0vWPgx8dNQ1Lw5qnwE12DwRrfwP1tntbnxxquj2Vqqa9421g28UPjLwtHHHDp9h4R0Vf+Ec1JIZNV8VjxDYXejw6d9q+PfGmj/D7wd4n8eeIpfL0fwtouq69qcg3tNJBp9vNO9vAC6GXUL2RPs1kgYCW9nhjbe0zlv4/NC+Pf7Tv7S37dNjrHg9rmx8afErxrDbeGLTT7lrGz8D6Fotvstbye/s4rlDpeg+GLJ5ta1CJ7rUNRtoLlkgnXUVtZfzjxHybKo1Mvll+Eo/2/jI0cFh8NSmqFPEYKjL3KdWhB8tRqp7OjQUot1fd5706MqMv2DwlzfPMTDOnmmPqvhzCe1x2Kx2Kc6tajmVVc3tKGJqtyjD6v7bE1+WcI0vdqSq061WE4/wB0Wm3efKWMxrapG+2CGNIrZLZWYRRtZjKRpCIYo444keIQvBGMIFaTzfxNcJ8T/iVovwsgKyeEfBx0Px98TwChtdRuo5nn+H/gO+BPyvqut6fceMtSsdogXTPDmnW17A8fiQG5/NLwj+238R/2dvD+t+HP2xPBGq+H9W8PabfS+G/iTo4trzwZ8Qp7GOM2mlWmr2Raws9f1K+W3gS1u206C2lvGXVIdKS0kkH6Jfs8x2Gm/D2DWZ/EOi+IvFHxAln8f+N/Eei38Oq6Rquv6/bW8hTRbqHzFvPDmi6THpXhrw3A21U8MeHtLfyQ0k811+bpVqdRYbE4XEYScalWnXw2 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 Threshold to find copper areas 10 10 8 10 50 Erode to separate areas correctly 2 Restore image to original FALSE mica Source Find non-copper parts 4 4 1 Eliminate non-copper parts from previously generated image Current 4 1 mica TRUE Display count of blob label (i.e. number of copper parts) FALSE FALSE TRUE 5 BLOB_COUNT