This uses 68 smelters per belt, coal is 8000kJ and for all but brick smelting is 315kJ/ingredient item, the fuel uses ~4% of the belt capacity, ~67.25 smelters can handle the load.
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l14CySxG2KllDUgIh+UFyy0QXcx4QSS0lqbIeIbOUrF5MSSxF38CE5JVSZXgkrZQmynyQrFK6CI4kler4ypNFoOp1gzIwpdSw4BJQRqmRL5+ZA5IY2RKSUmpmEJGcMtHFEPokIZ9MJDLEhZRcUpteSkOSSe06PpJNmlOlSkg6aV5FR/IJ4fCTz/KnRaFwZ4IxVjMQdVpmEBF6t6LofBSOtKpcSaB9a3oRDyJL1/ERsnenan4QunSvoiNUxzU0k5KhxR/JRMZ3C01XzDjkyXUTGY/AyyYybjwaS/QyDoniJSYyHrmAIJwB7LySYiLjEVzFRMaK5qSYyNhgsmQGYEbSTWQ8gq6ayLjxUCwQzAC0SEtMZDyCzytnIFLwJjIIJxQTGTOKBRMZG0vVzCCEkE1kED6oJjJjOixQzCBsWGAig5CBl84gXOBNZCAq8CYyZvQKJjI2liyZQaigm8ggXJBNZMZkWCKYQdiwxEQGoYOgnEH4IJjIIIRQTGTsKJY2IUFelykqztH3Q3DuUzZFz5cjzDGIQVX6IFyLUUVH8kRMoo5ozOS4YNMRwrS4YNMRkilipQU/COVio2GRBBGFbUZmFCenFAWqheYZ0Y8HnH5SChRkRyCjLOw5vWWggJZS0i/X+cpgSlkvFXjAKiqlBbuPfEcuUFWhjwecv1JqMnxH4LtSmbAolZ1QmTDBGLEMRM8cGESEnbogRiFnTvLVFG4ukMdA1Mx6vQVipiyQgYiZm4qO8DIL25VMJhV+u5KN5XGZCURKRggDcbJEUUqiUFIWyUiMLHJJBiKkLouB+FiqJi2B6KiKYiA2FqFAYxGoCgUaE4s5fA1iYw0MIkJH6SgwhYo1KRdSaFj1Yg3Ew1p0fISItYqiDIiJtanoCBVrF0pDFn8UExkbjDGRgahDmchA9JZMZCSOSCYyCu0XmMhAZFlgIgORXTaRgegim8hAVFdMZEz+6CYy9/d6PiR1E5n7oT4biZKJjM/WcMgmMh7w/0m6JMZXBF41kTnc/BBvSRkH8HJKS0QxviIX4E1kPOALlgQtjAcczLJkImNFc1ZMZGww1UQGYUaWFTEIMbJqIjPmRV5gIoPQIi/QxCCsyLyJDEKKzEthME4oVRkrigUTGRtLNJGBCKEKYiA+iCYyBh10ExmIDbokBiIDbSIDcYFWwkBUEExk7OjlTWRMLNlEBqKCrIiBuKCayBhkWGAiA7FhgSYGogNvIgPxgZfCQIRQTGTsKBZMZGww1UQGClrZRAYinGoiY1BigYkMFLILTGQgyvEmMlDs8iYyENMUExkziiUTGR8tNMpExifkaSkTGQ+Y++QFJjKntwyU0vICE5nTx0FqhHmJiYwHPJfyEhMZn5ELyCYyHrDQyrqJjM8IvGIiY1KKOEapnQdrjFQDoSd1lBLEzuxkOYZATv2YJYmbOegf/gg1FxysBDEzJ1WegRBTPlYJ4mUuQpnBYhJ+ipI7j9UIrQZCSuYkJYiTxal6DIGS8ilLEiNLkIsPCCH1c5UgPpYk6jMQOqqnKkFsLIWvdFgEwg9R6uexGiPVQNhIHaUE0bE6RZMhUFE6YUmiYQ161QPh4YKDlSAi1qTKMxAmyscqQVSsRaixWPzhLGKmS00gSJRDle6H4HykC2dim2PQHKMwQRjPqWCQrNSCoiRRqN1o5Wjwespq+iHZENGXCGOQRNWKKi1BqK7LYpA01ZpQmTJJ1JXKlOF8kmkLmOeSEuDSkmkPmGf4iMAHVfcRxqOxpIIDOO7kvuBsbB+RC2RenwG4N+VeeNyI4CqnYdvRvMj010M+fbn3RRdBnPqKU7Y2GaNSnFclJgDFiy6PiQh6FAUsYTwUuscvwu+yRCATEfxCK00AdhdBFxMRWMHV147iJa6+GLWLX+LqizFb8Y6xhkSWyiC8Vr1jIFqL3jEGqxcIZRBS694xEKd5xQxCado7BmK04h1jRW9wut8tyOewwLUXo3MIfInNHJCoyn0QPoekoiOEDlkUE40ZHRbsSUIoHaqOj3A6NFr1g5A6dBoWYXV0QqHLimLJScYEU51koKCVnWQgwqlOMgYlTlUzcHUF4UMsIjhChomWBiioQAHbGESEWZJzjBW1knNMt8A44xjAJqeQxjEegVxgHOPoamZZYhzj+VptWWQcA/gslUXGMR65gG4cA9hmlQXGMR6BV4xjLEYpvjEmFmUbg5CTs41BuLnANkag5gLbGIWZS2xjEGIusY1BeKnbxiC01G1jEFYqtjEWkQTXGBOKMY1BKEmZxiCM1E1jBELqpjEKHxeYxiB0XGAag7BRNo1ByCibxiBcFExjLP4InjEmFGUZg3CRs4xByKhZxghE1CxjFBIusYxBWLjEMgahoW4Zg/BQt4xBiKhYxlj0URxjTCxKKoMQhzOMQci9QBIj8LEl+WoKKVtWNSZI2On6GIQyrYr1IYTtrYngSKpSTGMsCi3wjIEMvssCzxjE5btInjHVGg3ZMgYw+ym6Y0xH0FXDmDYeigXVG8C1qSyxi+kIPu8WA/h/FcEsBjAqq5JXjBHFVbGKMbFUKQxAiCobxXQEXPSJaeNx0GsyABvqApeYjsDTYpiGBC3tEQNRQajAWNErOMSYUKJBDMIDVfSC0EC0hxmzQHeHQUiga14QDtDeMAgFaKELwgDBGcaMWt4YxoKSfWEQBsi2MAgFVFeYMQcWmMIgJFjgCYOwgLeEQWjAO8IgPFAMYczoVfYTQa6YVToeCfHDrFGolVgDEL0oDEEYJmtakNwQoyY6GdP31AAG/TJHyKXqWZC8MJGznC+AIOyiJCxIEojCliAzWpUdQYbxTU2O0YYAvjyVE7BUBDHI6o9ClwnrAmlL5cuENS3YIgSYOtUlUpaK4BdVCQI4dFVdxlIR9CZUFkwmdb6yYGFlR4hCEFJSuhWEkzmosg+BkrqiRWFk1jcNIYRcoGBB+JiLKAFB6CirVxA2ZmH7kEmgThc3LKjicDUIQkVGroIwsQRR7yEQURayKDwsckEFoaEuXEFYWIqm/UBIqIpWEA4Wvrxi8oYvr1hQ1REiEISDlE4FIWENgtZDIKAkXlHIV/VSC8K+BYoVhH61iJIPhH+yWgUhYBUOpzZpI5i5WFiUlwvCGEqfgnC6BVXeIfBQV64oZGxJFHsgESfrVBCuNHGjEUJyVaSC5CfFwsWkjlKvMexgqm7gAjjXVN2/JSPoqn1LGg9F5N7/U1kD8B+qS5xbMoKfoSpZHN7xMP8Jli0ZgVUcW8zobXyNxMTqokACIEJzTgTPCLjX1BdDGjQXSBpkmAXN6T66GYFPCAkSzIHmMqu6yAiq4JhrRG1zvGGuCdU0ZQQU/13DRsJ/KjwhVBfj6Peei358CmhetsRFYn+iPTn75Y6Evk+k2gKJ/InqBC0HWNHqC10OMKGqKIhAIt83ERwK/a6pLcaxP3BUQT+ikfgfuKmg8AgBQmB1EQgNQmRRER5MhCfwV7kVvSHzX+UmVhG1BUiwhiqCIzSbnkHECBcMJnTtUxChQXSEFgAJ0ei1m0VIFQNxs0jkTwUm6IewFa0xKVamFlhmZAYBedTCIEYEscpSgkDXpFps8tUiX5RqsYuf34BBTTs9mwgGjwi4V0UFgA9QS0FFjwh6VAxUDQ4NtCeEtSnkydYG+hPiGogpWyNOGmpnh6QSQgkkq1BnDSFJJXVVDCHkFP0UIiWlZK+VMpCMksUyCZJQchRlEUg+kc8aQtJJzoJlq0GdgXUK7qaKJZNcF1wCyiW4CMWdHQ/i+CEkkzBCFCSRyAcMCXlEFqkoaaREqSaEZJGSJGgkiajHDCE5RJWjICkEP3WonGNMabp/K5ZAStevAOUPwUzFGg1KpIIkEMpLBckgkhpFyB6Sk4qSORbIUpDsscBHBckgsjAFSSGyiwqSQxQTFYs2zQlbjrDs0bwADaWNFgQXXWsAIqGsQWjeEgGIJKKWVfWMkDxOJSj4xZQMoopSEH6rxilIampdVAEh9KZFK4Got3QvWPka1OlBNWTBEkiPKj6URbpQYHXWUGRRCuSQd1bkc6IQ9KrpjNx4IJpWigTcilpXa6iAz1J3jpAYAXZd3XlGs+QRxMBXM42A7S7SVUATKmnqHyD0u8vq+UkIeJGURW48ClWqmDkkNJtWjIPCvuOiIiTqvSNESkjQ40cCPdXcrED1ga1WmUja8T9IxPskniyEYGdFSzSOd1+U2g4S7r5KVSMk2n2DZURQsHdclYTEenBsccgK0ODZwoqJFDSFDxLr+pk+CHiS1EPjaA9yqQOJ+CUH+iDwlVT5ILEvHOKDoPKlDStwBcsTE0p1PEHiVHU8QQgmGp6MOaD6nSAhKvqdIOSi7E6QGGXsThAmCW4nZqAKm2eCgUV5nQB1rE5ZnSAvIgWpv5lHdwzUxrrudSI4IveUtK9doH7VU9awESrLFidA+arLDidIJlYMTkz28P4mFhRjb4LwkHE3QWiYJRoWlYWyvYlCwpykT2+EgzlL0AgFVVcThIGqqQlCQMHTxCQNbWliIRFCEoR9hKEJQr6ikC+q3FMdTRTqaeIRhHklK8gI8UTlCMI70ccEoR1vY2JyhXYxsZAYExOEdow8BOGdYmEiEE7RjChkqyTZxku2ISdqlqARuqnGJQjfVHkIQjjBtsTkCe9aYkExpiUIRRjPEoTCsmWJwDvZsUQhX9MKKwhDmlZXQXitnqmDEKRVDRshtmBWYjJGKLckA0u2KgH2D3bZqSQi4KJRSRqPg+hTAmxO7F0sqUQEm7EoATY+9l4IwIgACt4kZrTy1iQmlOhMAsS9d6ozSYTANWeSYdwf0LQtN0DcH7CjhB0hbMKWBIj7A2DGASMEyDuSGMF6wKIdSWwozZEEi3vNkQQKe82RxIh6zZEECnofFGgo5gk7EijkfYLxoIjnnUjMKOWdSGwo0YkEinjViQQLec2JxIj54KQvYijog5ewoagP0I4YItOHiANCcS84j5jROpF8wNsXEqJrPkAXHhqRNB+QK10OsAegacIEiFGha+BQLohOkj0YdBUdSCBKMQ4kEANixAEhjk5UH+CDpxclkHe32/3u9ubq7frj6uvmdnf89+82u3dfNvurw8+un0Deb3Z3+6u7zYft6ub4528B/3Wz2385/M3zW73/F5frr+vdb/uPm+2HAxuOV7nbr7b7w9Lr+IdPn1e71f54sYu/3//42wXX29Xbm/XV9ebu+N+LX96vbu7Wzz/erVfXV8doPN7Z/jAcdxe/7HdfJv/i8e8f/umn2+v1Q1Hj8Pfbh4e+O967P/7fh916fXiyfz4N7Ob6OKgt/P7r70a0Zbo8YTI4Fr4+UUywSsg3ChRajUDMEGJXFRq8q7F3vO1KHj3KODMkr9UqCgQeNHDszqOo0ShIbk9JRM8QeuZrJCZjBKcVG4twWoHIxzitQNyTnVYU6mWWegWPX9FXBSKe6KuC3bfoqwLRTvVVgVgn+KqYRMmFLdDYUBWWakCUyw3GgxiXu6bGUAhXSMJFPG6LVAKC6FakEhB211HSY0BkK0nChrhW6NKQyY9Cl4ZsqIrLMyCulYYDQmQrnVdiKESrjr9O5pvOhwtplSKIdzVI2BDxatSEGRDzatLAIerVTFenTMLUgosroPiuVVQ8aMHHmjN4IvhOpsW7zzeb/Vwd5DjIwOtroi8DBu7ZMgsUzxPNDAib/7DqzWo7qt3kk9rNP+ZqN98XZkalm5Pqzqh247jaTUxm7aaRbdZArAlokRCR9WiV0OOH2xitiLYdGSpxt8oXtZqVRlsThTENGtcuolcEvTtNd9PGQ9HFglNDcnIXC04VAo+EUqYhk2FPBGKFEIXCkhm1vSxwCW5Yj6rXBdeoEJMFEZE9JKKKCOGxV1VEFQLXVERjFntRRYSQ2IsqogphEyoihMKeURFVCJBXEVnR6t0CZ16Mv941/RIQfb2jt1iZ4+GdJFeCyOu9hA1x1wdFCmVQ10tGvBBzvbSXCiKuz7B0CeKtLzAeRFtPG+7aUaob7oKk9brhLsbZQBvumqMRvCa4gkirus5ArA1RUnMZtA3a1imIt0HbOwURNxRcfAUxN1QcEKJu4LdJ2dHapYITFE/RSQIhDNvzX7veWaMAyY2eLDgc8pJiJCA7hJhkmw3HF9x9zOrlulD59LGI1hsOIXWsGnqHwJtqvuGgUO8ifEfQk+M/wG0iJU9/us6ABcKQAyJlijgixMmUVNMNhZIpi1eTGJmKZsQBETJptqAQH1MTrTggOqauoUNszI7+mLb5kz37ITqDFXB7DoiKOcKAEBNzEi04FCLmrF1M4mGWHEUxGmbJUxRiYW6aMQdEwtwlcIiDhXYbtWlTaL/RGSzi4BWMgyXiiBAJi3DEikTAkvkLSeQrRXPpgNhXqgQO0a+IJ61g/CtdQ4cIiJ9+9PR9a7OmCqet3I8BEByc2c3zsvJ8fNcofN4GcwyS2G/1AXpf6iEP3kPwZYGdpQ9Cdql1yRW9kmeqcOxuWvCE4pER3iO5pznUA/npSzgg00tjjo7wHoIUzo6widb40yNmwMTzIzDSNvEECYyzrejel1JAt7rgghJjG8/YBSmpde1jHOJrx/maCLp2j7eaMbb2wH8em/zqkf48trG00ykwqtKHKAWCqZJmJuqBLOln4gKedpqnC+ZV9igmYlYNDmZpxkkaoOOYMs7RgJ/GVM7RKuCnMfXzWElrnUIcDfSBTI/oHkKnpaNep2hw2mcpGMXs+RhgGHe8yYrFsRe+Qs3g80q7MploVLsyQU/LtCt9hCD1fmUSotbL/UovHNF5uB57Stpj9EXjpcoW/oj3R/BykzJC8F34jjIDHJfjPH9H2WCMrz9ElsA0JiGuBNm8X6FKkLuWElMCebzaZZ4lShBd/DGeBNXHH6JJ4J38ZwKbFpraWBF388c4Egk/f4giMYgNPoUhUTX0lwgSySPZ5ieSmLXGG0SPqDn5Y+yItCZ1JqAb/elgY3Wi8waxIxE2/hg9khdabwo1kuDwr9EisXrUOMuLJO5hxoiRsogOMQO3zHn+GDHDOQk7BX0x0dStgr5AT67uFfTI/uJwaphD9F0EF4Nw6qFDXE7ZTx5OfXWA5T5iIxEys7XQZwgyCV8QZlQS1jntPFgReyVQhPMnR1UmwOU2hRTfXb2aFN6FblxA0V2YxgUU3EVoXJjhWPjGhY0lNi6gyC5i4wIK7FLEur4S16WKF9PCupGVfiyq8VO5saCuvFDOjMPKC+VsLHGTFBbUVTycG4vqmtRKvxLWNatXk+K6Frb2DwV2JTZYgZHN77CaCccuKNAKpEALzQnYkJ9IaErLwtpnFhrVskD21YVGtSwqBKm3LJpAv6a3LKrCP96B5unro0nXq2KLpBpBJPcwkM21oakbrTyyZTF0ZaeVSaiJuIb3IfHYvuvQw5KLQFuvQxc0c/aoJKIzA2UZ7PyqSiSZXtTui5JjelWvJqWYLn9uShmmd621NE4wkTe0SXh+ic6L6BVCFz4xLR7FifCGdkkBk0ucCHL4a0C5JbpMfynbQ1LwhhaSWaLDbZShxBJdE5tWQl6JTjRZltJK9E78/m7S1bzUjzOSig9aywzKKV6zW8ZSik/0B75Jn4k8h7VwQROKL/olsHyCm+b08wNCODFjCcUzbUooowTBdFnKJkHpXkqZJAS15CGlkiD2MI1cEtQeJpRMgtrDhLJJEHqYJnuC0MMMzkRTe5jBQU8u9zCR/ZJxot3ht6sFYfttjH7JBjllI26MjOzgsZCgPVyEvaGfChbIltwYGffUgOzgjpE5Xdl3CLLwZQqbWbik5+nrfgasaZ1SjKVRtErFSJqcvkFNCuPkF+yIkyhKKYMuF6SfRDA0EwRNhNkqxs9EuK1i9Ey83apNqESf2jyDpR3bjHEzaec2Y9TMTt6SJoVv9voWOImYmSHmgpkz47xk5s2MnwKNsTLj3qwYKfHDtcpZHmX6G3MGSzz8GSMlbcLz+O0JsbJQ354L6FjwI0aMhdQ4bAtxLDQWt4U4FxoL3MIfDG1HW8nCN1kw0QrR3g0BelrmqNbgIcimtnBDUGJVPsg1KJunY3VaB/dwtTGeF1usAdmFG2nlzxO8h+Cj8GlkBnhN/KeRDUa0KTGyQCdpPSJCXKlqK1KiiuCoU5YwRetEWkRpYicS40kTO5EYTRrfibQDu9Fi1xmsBHfcMI60jANCFOEVOlFnSKvixSSCTMQ7RFPN5IdmAInRozsNHGJH9/S3ghnQuB9OP49FmEFi7IDEOI+IED26YPsoUWOi0cEvJNGiV6lBZPGii7aPIDFE20eIGcnxjhtmOCcn+D7eD8L5d5ac4Pt4PwRnAy85wfgxJHMQVOPHkKAXpho/hgjBF6XlI+xpTRMpDnElZVNrco1pAiGbiRPkffMEiewmTl7Qqtph6PlTAWbAgtgEgkKa1tM8okMR7ZPQIVEC2mfhQlI8Q+dSXSYinH0lELFo5l03ZuKPdt2wsYJ2vhsWykE74A2L5CC0FJRAnuhn4OtIcRyIJgMUxgFvMmBRHPgmgx14fJPBxlKbDFgUi00GLIyj0mRQ4jh64UJSIEem7QBFciTaDlgoR6HtYMZfVNoOxUSj2g4Felqq7ZAhSL3tUJTo1dsOykbRlNS2g/FSk9x2QLYEpyS3HTIEr7QdzABPQtvBBmPaDhBZEtN2gLiS5LaDQpUktx00pohtB+N9ZrXtAPEkq20HiCZZaDuYgZ35toONRbQdII5kou0AUSSrbQeFIVltO0gEyVrbwXqVYtsBokcR2w4QOwrfdjADuvBtBxuLaTtA7ChM2wGih3LalESNorQdJFoUse1gvUW17YARQ207QMwQjpuyw7kKrhmhmWhBLbA36MmjCl8h+LRkX4qwjSzVvOSKyn6yVKUmhfRwUpNCeyiqSYFsTkyValIguxNTU5oUJtfaEkONgG1RTW2JoUaANqkm4RCqmVERD6HCEpB6CBWWf5YcQiUxdMkhVBpRJ6IavM8jPVoXLiQ9UndE+wdKPcw5VFjmEc6hsinWF3htoHmnL/DaANNOp702ZoakaK0rKOn0qoFDOWeiv6H3Eim8nChy6Osp9MzO8Q054cEypd9JSx4o4H06JN1kF3HACgHSNhwms7LTbTjAXJOdbsOBpZrs+O6lPSBq9xLJNdmp3Usk2WSvdC8VMnqleymx0TPdS4iOnuleQnz0QvfSjD9KqeMrxURfBGyMgl7w34jOHIRGdEijg15SZ5quyGa5HJzaBY3CvsQcvNx0VXYJ54mkh2u69vFLDVHsikZk92kOSW26dgg+88UFO8Bx7c7TN/kMWMVbpBhZQiOarhhXutgGlagSndp0lZgSvdZ0NYgSg9YWxXgSo9h0hWiCK3mevoTtwI70J+QMFm7XiHEk4naNGEWiaNeoMUS0a9QIwup35icSWr2TCXokzZ0RYweu3ClnAxrX7fTzWBlvkWLsgGQ7jx83ED1S5XuhEjVSE5quGi261nQ1eEGLdTwzb9BiHc/MG7hY5+kbyg7nLGyaisFEUzdNxQA9ubppKnoIXulHRmGPZM5KPzIqmyRzZvqREdmcmjPTj4zI7tRchH6kHYaF3zQ1AyZumsJCuoibprCILsKmKSmgi7BpSovnQmyawsK5EJumwGjmN03NxB+9acrGqtqmKSyUq7ZpCovkym+akgK58pumtDiu+KYpLIwrvmkKi+JKb5qaCTy67TCDJbYdwCgW2w5YGDeh7SDFcRPaDlogN6LtgEVyI9oOWCg3vu1gx18TNk3FZKIxm6Zigp6W2TQVIwQpb5qKSYleedNUVDb+5e6U9XiSLuW1VkEcH82du7qBKiJ7SHOXOxERghdOLra51PmTi2fAiN1UGC8703yAaNnVHVMSK7vcmFBIWSi5zGXWOVmc1pQwKFmc2pRAGFmc2JSACFmc0JSwKFT4M6RmsIimBMLGQpwhBZGxqGdIKVws6hlSGhU9r1zTmKgdH2URUTw+CuOheHwURkP++CibOT7T3142FtGrwGgIWdY8IkI89EJTQuKg78KFJP4F5bNRImDwUp/FYmAIYp8FoiAtk/HMVBiEj0aTOEHQqt0PAvLOBK3a/RCcD3HlrKhYzEFQz4qKBXph6llREdnsWAZnRZ0/5CgP7z+NL7DkaKio7GUtE/0MemBTfLk7993tdr+7vbl6u/64+rq53R1/491m9+7LZn91+Nn1E8z7ze5uf3W3+bBd3Rz//O0Ov252+y+Hv3mOtft/cbn+ut79tv+42X443P3xKnf71XZ/WC0e//Dp82q32h8vdvH3+x9/u+B6u3p7s7663twd/3vxy/vVzd36+ce79er66hgZxzvbHwbk7uKX/e7L5F88/v3DP/10e30A8Q/X3z489N3x3v3x/z7s1uvDk/3zaWg318dhreH3X38fc0A4IuvFqx0DM0dkRWQ7eKGOyIoZghSOyLITinBE1gyYeEQWlpzUI7Kw3JSE3FSI1LTkRCwtM6XAHlT1mpjOJ6YWzcTEnwyG5SXmZDAsLTEng2FZSTgZzM4j/MlgM1jayWBYShJPBsMy0oKTwaLg/1EWnAymJagcyBO7XvPT+fzU7YUTfUIalp6IE9Kw7ESckIYlJ/6ENDuf8CekzWCpfXgoOaknpGHZqZAqa/+UV8dw9DloP2kyGI9eoEcPojZz5hvGbcwfi1l54Ae/PReZTEZOtHFgb/nbN0Yz8KpQ8SiPkMgbojYvVmhAu16lQTbFlrqgDFSRQamerxBAo12FYk/9w9LUajtKUvkkSf1jLkl9n4FGOeokjY2SlONWLHE6wXyr/tgfWdNj8DCGxucX/GMKUFXd/BmRjfVl4CN2PtjcbBqqZYHzU4Q2ZZdKmvpdtvlbbvwoVIbKnZCSQHmz6RUkKG0OPMJQfChrNr5eBI1048sirznzTHZKL3NmS2bCmoo3IWomKWXOlMZ4r7VEZMyB19r5jDmbfTQzNc/kS/ZIwiC9k5lyQOu4fAdKgP1lArz7fLPZD4Hj34wc8uZbzejq8+7A88MVjjGzfm+MYveiikcxiCmdrli9ZrIzAZoHmayZMdvJ1V+eZXlPmgAJSkqdX8aN1y8GPJ/z5hdcvcrOWWDG640unVnORaWrxS1kcKtzhKQKyY3VEfWtgC+uKncaZNBzX3WRrjG113L9mfRXk7lmqhMhMTrg9U8f8PAnzDfj0ctEobFBFC6iVq5CKafyZUwrO9ZTITVac0wOyjldQ48dQfeORc/Dex8Ps5d9zaLiulF9INbEjzXDdDSbQB5GUEJ1CDhRd/0t+3TwrpX6VmDuXvkc9MwFql6hG9upVM8ythKE9V0Cx/gaWL4Wgq6CDWFZwNZAsTVTZA18GQwKxkBxNVFUDQJVI3PvAlOZTBCqXBgyeBr4snR4jPcxoOKhbYwB8BFWo1KkwdJMXCAgkugaA/0yEpHZouKNbyxGsOdJ8gXtWJi9YCaCoVCpIxax/GERJVa1nmJQOZIF2G9LBPP+OlEzQEzo6kSSDNYMMJ4mvhYB8SXRKhRsEZD4ykN/LbvO1x2cXXeYej2aycD+UqHq9zVl8aMamv8nquSzkcN8RU4EymdxmeXuRKx8Fnc+W6Yu7GjrSBm3ZicWFxB/n5q9+PmPoQftMwsDj9qXEAae1IXnWDNYM7+2j8P7HU9euYhrM3A4+NVAnh+ORk+22I12elKEcGn97fPj//rmYrNffzr85tubL+tDmt4eb+Zmdbirw9/9n9W/NkfA3y7vZ7B3+//6rh75X3efDjd/nPDeXHxd7+4eQqDV4Lpv+egW+38BL4CNaw==
- Test-harness equipment included
- snap@T21788573=3536x5344+80.75-48.25,z2.jpg (1.1 MiB) Viewed 3968 times