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Early model Polaroid Back


peter_elliott1

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<p>Hi, I purchased, in a job lot, a Linhof back as well as this Polarod back (fitted with an adaptor that looks the same size as the Linhof). There is no identifying numbers on the Polaroid. Opening up the Polaroid adaptor I find printed<br>

Polaroid Land Camera Back<br>

Series Forty Roll Film Adaptor etc.</p>

<p>And not much else identifying this back. Definitely for a roll film, as distinct from a film pack.<br>

Now, is this polaroid/back a dinosaur - any idea of the Polaroid model number. I've searched the 'Net until I'm blind and can't find anything that looks familiar - Pictures attached. ANy help greatly appreciated</p>

<p>Thanks</p>

<p>Peter Elliott<br>

<img 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" 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" 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oEGeKBR2pOaAHZ5oY0AUMcigADZFAY5NIBjmkBoAeWpw+YYqPqacvFADSOx5pphwNyH8KmIxS4xzQMrBweDwaMY6VaMKSLjGD61DJA8XXlfWgAWUHhxTZFA5B60nDDI603FIA6Cm0rc0dqAIbZ2+2sPMdBj+E4q7FMrpKhyXB6nvWfKjK5dOp4q0jsEDEAHGBikMYetKDzSjmjjFIYZpRTc04UxGjpS7rkd+v8qKbpL4vFX1B/lRSKObpaSiqJFopKKBCg0E4prMFpqq0px0FAwLlvlWpYoQOW5NSRwqgpxoADx0pc8U2ndhQIVaKaDilzQA/IxSbuaYWoyKAHE+tLuphNGQKAJN1Lmo85oLUwJQeaTNR7uQc0u4dc0gJQaXPWog/vRvHrQBLS5qIuAetAkHrTAkbFAOKi8wE9aXzFHekBKG5pah85fUUeepHWmBPupM/N9ah85fWjzkAzuFFxFgelGar/aEzncKQ3Kf3hSuMsq2BS59aqfao8/epxu48feFFwLQOR1pc8VS+2xf3qDfRAY3UXEXCc0uM9apfb4h3pDqMfrRcZe9qBWf/aUdH9pJRcDRxzzQfWs06mgPGad/aiehp3A0O9L3/Cs46onYGm/2qv8AdNK4GmOTSjB5rL/tX0Wk/tUj+Ci4WNUnigdOayTqp/uU06q/ZaLhY2DwKAc8Gsf+1HI+7TTqkhHAFFwsbVJ35rFOqTHsKQ6lMe1Fwsbg9qMYFYX9oz+1J/aFxjGaLhZm7nnrTgRXP/bJ/wC9Si7uBzuouFjf3ClL+tc99ruPWkN1cHqxouFjoxJinC6ITa2CDXNG4uD/ABmm+ZP/AHmouFjfk2li6EfSmLIr8E81iBp+zGgTSo2TmgdjcK8U0nFVba+DABqtgq4yKVwGmgUEUo6UDEpaTvRSAUdaWgDJo70wL2kc36D2P8qKNHyNRj+h/lRRYDnaKSg8CmSLUckoQVHLcgcCqxJc8mlcZJ5+XyeRUwvdvRahjizUwtwaAFN+392m/bX9Kf8AZRR9mGKAGfbH9BR9sf0qQWw70fZlFAERu5PSk+1SVN9nAo+zrQBD9qkpDcSVY8hQccUeQntQBX+0SetJ9ok9aseSntSiFB3FAFbzpM9TS+dJ61Z8pM9aURx+ooAqebL60ebL6mrpjjyMEUmyMdxQBT3y+po3y+pq5iOlAiHpQBS3SnuaMyY6mrg8ugGKgCn+89TQfM9TV0NH7Ub4qAuUtr+9KFb3q75kPFL5kOKAKW1/ejY59auedF6UCaOgCn5TehoELehq558dH2lPSgCoIW9DTvIb0q0LiP0pftUfpQBT+zP6UfZX9KufbEx0pPtq+lAFX7I/pQLRz2q19uGegoW+wegoArfYnPanCxf0qf8AtDnoKX+0TjoKA1IBYv6U4WD1J/aJ7AUh1BzRoGowae/pThp7Up1B6T+0HNAai/2cRSjTzTPtznvQb5/WgCUadml/s0dKg+3P/epPtkh6NQGpYGnjNL/Zyiqn2x/71H2x/wC8aALn9np3NKLGP1FUTduf4qQ3Tn+I0XA0BYx56il+xxDuKzTdP6mk+0t6mgDUFpD6igW0PPIrK+0N6mjz29TRcDWEEAPUUGKDnkVk+e3qaTzmPc0XA1xHAB1FKBb57Vjea/vSiRz60XCxvRG0zyRTZobWRflIzWFuf3pRK46ZouBcksyMsh4FSWLMSQTxVVHuJBsGcGtO1jESKBye9IZIykdRik61JPI0rZIA+lRigAIpKWigBQaUUgpQKAL+jf8AISj+h/lRRo//ACEo/of5UUwObqOYny2xTxSSco30piKCjIzT1GKsWMSyKwbtUrWg7GlYZWVsU7zT61MbP/apv2T3oEM89vWkFww71N9jHrQLIf3qBkYuCeppplPrU/2IetL9iHrQIrGY460nmt61cFivrSPYqBwaAuU/NPrSeYfWrP2VaT7MtAFfzD60eYfWrH2dcUnkLQBB5h9aPMNWBCtL5KelAFXzDRvNWTCo7UeUnpQBW3mjeatGJcdKXy19KAKe40bjVzy19KNi+lAFPLH1oy3vVwKM9KdtXHQUAUst70At6Gru0Y6CgKPSgZSO70NHz+hq9gZ6Uu32oEUcOexoCv6Gr4Ge1Lj2oAz9knoaURyehrQCZ7U8R+1AGb5UnpR5MnpWr5Qp4jGelFguZAgkPanfZpc8Ctbyx2pVUA9KLBcyRayelO+xyVrbQO1JinYLmYLCQjOad/Z0nrWmOOBTgcAg0WC5lf2c/rR/Zz+tamc4oA9KLCuZY05/Wj+z29a1OlIaLDuZn9nn+9R9g/2q0Mc0YpAUBYe9H2AetX8UGiwFH7CvrS/YV9aukcUUAVPsCetH2JKt0negCr9ijAo+xx+lWzSZFAFY2seMYpRbRjtVjA71IhUH5hRYLleOCMdVqUQp2QVYJQ9FFAkIOMCmFyu8Sf3BUHlqD90VqjBUk4H4VA6oTyeKAuVBgdBUyZ4p3yr90UpOSMUgHsPkFR4qVz8oFRHrSGFAHNKBRigA9qcKTFKKYmXtG/5Ccf8Aun+VFGjf8hOP6H+VFAzmsUjfdNLSEcUyRmmnDOKu5rPsTidxV6hDY7GabilzijINAgX3pcUZ5oNAxVp1Mp2aBDw1BpqgGnN0oAjZM81EVwamZsUYBFAFbBpMVMyYphWgY3HFJ3pccUUAJ3oxTsUYpAIeRSYpcYo6mgAxSd6vRafJIgYkKD61Dc2klvgtyp7ioVSLdrjsyt0paKXtViDFAHFKBTwKAG4pQtOxzTgO1ADQtPC0qin4piE204DNA60/6UAAHFKq4FL1NKKAEx6dqMZNPHTmkFMBtDDP0p4GaQ0CI80tBHek+tAx/wBfwpM9zSbqCeaAHdeaaaUNxikOTQAlBo4opAJSDrSmgUDA9aQjilzQTSAQdKO9KaSmAGkpe9J3pAHU07HFIGC9BSlzimAmSB1qRHIqHrThQBK7s3fiojn8KXNL/KgQ3NPU8imAc04feFJjRLhivA4qM04OwBXPBptAxw6Uq00n0oHWgQ6nJwDTRSimBe0bnVI/91v5UUaLn+1U/wB0/wAqKQzmqQ0tBpkla2OLo1ezzVCM4vD9aunrQNj88UoxTAacKBDqWrsFhviWR5AqnpTZ7AxxGVHDqDzisfbQva5XKyp0pw5q3a2XmxmSRtqUs9kFjMsDiRR1x2p+2hfluHKyp0pc8VNbW/nxSNu5QZqtnNWpJuwrC9aWpbKHz5dp4FSX1sLaQAHKkZBpc8ebl6hbS5XHIwaY0eOlXrW3je2MzsRg4NPW2gnRvJfLAdKh14p2HysyStNIq9bW32iUqeAvU1ZFtZyN5SsQ/QGiVWMXYFG5kd6O1WJLcw3JicdD+dP1C2W2uAingqDV86ul3CxUNPgAM8YPQsK1Xt7O3iiMoOXXNV7qzjEAubZspnn2rL20Zadx8tjSDYM24hdjgDPpUF0AWuIyv7vy93tmoUvopotlwpzxkjvUV3eq8XlQghe5PUiuaNKXNsXzKxn4waXFKOtXkt0bTZJf41YCu6UlHcySuUgKcBxQBWjpsEbLJJKMooxzROairsErmev0qQCp7uDyLhkH3eo+lX4LWKSzXIw7ZwfeplVUUn3Go9DKC804DjNXbKANNIki8gGlsERpnBXOFNDqpX8gUSntP5UoHetBbiCRvLaLaDxmq1zD5ExXt1FOM7uzVgaIO9OXOeBShTirrbbSBCFBkfnntTnPl0W4krlMggYIpBkkAVckkimgyQFkFJYou9nI4QZqfae621sO2pVII470oUtnAzVq+QFklUfK4qTTdoEpI6UOraHOCjrYzyKaysBkjirk0H+l+WOhPFWNRC/ZlCgfK22h1VdJdQ5dzLELsAQpNDxtGBuBH1rUzKtnD5CgnHPFZ1zLK77Zuq9qUKjkwashEhkddwU4pHieM/MpFaReRNPhMQ5PXikdmewdp1AYdPeoVZ32K5TMUFmwBknpSyo8bbXXBqzpse653nogyamvsT2yXAHOcGrdW0+USjpczTQoLEAdTQKktTi5j/3hWsnZXJRL9in/ALlQSRNE2HGDWvcJdm5JibCdqrasR+7U/fA+Y1zwqttJ9S3GxUgt3uCdg4FROpRip6itS0P2ayV8cu/6VW1CHbdZHR6cat5tdBOOgyCzkuBuUYX1NJPZSQfM3K+tW9SkaBIYYztULk471WF85tWhb5iehPaiMpy95bDsloQ/Z3MBmx8gOKWO2kaJpcYQdzWlaQfaNOVCcAtkn2qPVN0aJHGMQgdu9JVW5cqDl0uZdL2pO9LXQQIBT1Hy5pnSlycUAHfmnL94VGafHyaAQ89aSjPNHU0AFOFNpaBjh1pwAptOWmSXtFH/ABNE/wB0/wAqKNF41RP90/yopFHM0lFKKZJV6Xgq8RzzVCTi6WtA80DYClpBS54oA2YoRc6dGpYLg01jDZ2kkYcOz8Yqt5yHS9gb5w3SqOa4oUnJu70uaOVjTvGK6fbheAetN0hz55Q8qynIot5Yp7b7PO20g5VqliFvYhnEgd8cYpP3YuDWodbhp42y3KD0NZp4Y1c064SO4dpWwHB5p7QWXJE1aKXJN3W9hNXQ7S4yYpWHUjAqa9gZ7BSeXj61U+1JHYiONjvJ5xTbO98tnWdiUcd+1Z8s3J1F3HdWsWdO2tZSiT7ueakRYbe2eeD5uMcVSt7mOOC4jJ+992mWFyIS6ScxuOaUqcm5MLlnTTugucffxmqaMQwI60trcm1uC68oeCPUVdElgH83kHrtrbWEm7bi3QakAZYmP3ioJqPWUzPEf9gVDc3BnmLkYHQD2qS8uUuBFtBBVcGlGEk4hfck1Jd1nan/AGcUlgD9huQ33cVKl1A9vGkqklBUN1eI0PlQrtU9ahKTXJbqPTczj14owM0vrRjnNdhmNxmtO2GdKuR6EGs6r1ldpBE8bpuVqyrJuOg476lQDiti3iUacFdwnmHJNVZLm3eJlSHBPemXFz56xoFwqDFRJSqWVrDVkXL+ISQxyoQ20YJpd5XTomXqGzVSC4McLxEZVv0pftGbcQ7eh60lTkkovox8y3NOHbMwuF6lSGHvVXT+Lhh/smoLe5a3LYGVNJBOYZTIBnPal7KSUl9wcy0E2M0u1R1NWNSP71AOoUA0G+A5WNVPrVVnZ3LMeT3rWKlKSbVrEtqwHsau3q74opF5G3FUOcVPDcvGu0gFfQ1VSLbUo9BJrZiRwFo3kJwBVu28uKyZpOA5xVWa5aRduNq+gpjzM8aocbV6Vm4zmtSrpbF9jHPZskZOU5Gajss+TP8A7tU4pmiJKnqMGnJO0KMo/iGDR7JpOKDm6mnHtdEuT1RSD9aqzHfpyse8hqsJ3WFowflbrTDOxh8rPyg5oVJp3DmNDfKNPiMGc5Oazp4p+ZZFPPUmnxXk0KbEYbR7U2a7llTa7fL6URhKL2BtMvCZoNNiZcE570l2xurNJVOAOorPNw7xrGT8q9KFmdY2jB+U9RUqi079bj5i/ZsttZSTOM7zgD1qSCaK6hkgVNnGRWU0ztGIyx2joKSN2jO5SQfWm6N7vqHMDAhiPSnwHE8Z/wBoVESSc+tKMjkcGt2rqxHU2L1bprjMJIXjvUOo8pAjYMp64qj9qm/56N+dRszM24kk+tYRpSVvIvmNe6vBaeXEqBtq80y6lF1ZLMMBkPNZTMWOWJJ96TccbQTg9qFQtbuLmNe4jF/BHJGRuAwRULWyWto7TEGVuFHpVBJHj+6xH0pHkaQ5ZifrTVOS0T0DmRqRSFNHYhsHOKW1lW7tGikPzL3NZW9tm3J29cUisQODR7HfvcOYc/ysQKbupM0ma3JFzRupuaM0ALmpIjlhUWakhOXoAf3pR1oxkmgcUAHQ0ueaTNA5NADxTlFMpyUxF7Rv+Qon+638qKXRedVX/cNFIo5iiikzTJKs5zMprQByoPtVC5+8hq8hHlr9KBjgeKDzSDrRmgQo56UuD3rS0+NRavKF3uO1JLNDLC4li8uQdMDrWHtveaSL5dDPBpCSelSwQPO+EFSz2UsA3EZX1FaOcb2vqKzKuTThk1JDbSTKzIuQOtSm3lt549wAJORQ5rbqCTKx4JyKTrVi+V/tTb1Ct6CpYtNkkUNkAnoDS9pFJNsLFLjikqWSB45vLYYbOMVb/sp9v3huxnFDqRjuwszPApaUjaSD1Bxik9qsQ9FZzhQSfapDFKi5ZCB64q3o/wDr3wOdhxSTy3nksJR8h4PFYuo+flRXLpcqx8g0hWrNna+apkY7UHGTTrq08qISowZD6VftY83LcXK9zP6UuCTgd6vQaeZ4BIHxk4PtSwQRpfqhkBC8g+p9KXtY626D5WUehwRR34q9qUUaXBZX5Y/MvpUdxaGCRAp3K4yDRGqmk+4nFkHQU4VNdwLbyBQcnHNQj0IrSMlJXRL0JIommbagyasfY5gPu5+lGmHF0o9QRVoW9z9oLBiFznrWE6sozsWopoznDJ8pHNIp4q5fbZLvCYJ6cetSNDbROI5Cd2OT6VftVZN9RcpRALEAdTT5Ymifa/Bp88RguQueMgipNR/4+vwFHtPeSWzQW0IJYmhIDd+ajJ6Vd1Hho/8AdqmTk8VVKTlFNikrMco3MEHUnFWmsSvV1FVYT++TP94Vo3lujyljKFJHQ1lVqOMkk7FRSaKMcG+Zo9wGO9JFCZphGD+NSWSK9yUY5GDS2XF+F9M0SqNX8kFis6lXZD2OKZ0q0FD6kVPQvVrdbLdfZ/KyScZ9Kp1rW06BymVimmtdGto7r7OIs84yazbxBFcyIOgPFOFXmdrCcbEdPiQySBB3OKiBrQ0uPfOX7KM1VSXJFyCKuxt5ZC3QOpzzg1TxW15DywzpJj5jlaoafAr3JEg+VASRWFKt7rcuhUo66EdpB584RuAajkXbIyjscVp2d2s90E8tQOduO1VYcfb3Hl+YcnAqlUd3ddBW0KhRgM7Tj6UwZJwBk1vopdHSbZyOFXtWXp6j7eoI4yaI1rpu2wOJWEL4ztOPpTraHz51j55P5Vpi9P24wFF2FttRRsbfVSiAYY4+lL2smnp0HylO7gMErLztB4JpkcMkx/dqT9KtanM0lyUbG1DgVpJH5EMSxuicZOe9J1XGKb3YWTZgujRttYEGpBaTFFYRth+nvV3V/LZoypBbvirF3dtbWUIXliuB7U/bOystw5TEdSrFWGCO1JTmJZizHJPJptdCIEpKU0lAB2qWEfMKiHJqaMbXHNADgev1opvSl9qAFpQcU0ClFAC1InFNGKcvWmIv6H/yFh/uGik0P/kLL/uGikUczR2oopklW6HCn3q3Gf3Sn2qtdD5AferERzCtIZJmlpvagUwL1kbhEaSDlR1FXoJVvg8U0QVgM5rKtbuS2bKcg9Qe9Wn1NmUiOMKx71x1acnK6XzLTVixpqqPP/2eOKlE8ZtpY03sCO46VkQXEkEu9Dz396sy6g8kZVUVM9SKU6MnO41JWLGlOVSf1AzVLznlnVnYk5pLe5e337QCHGDmo8859K2VO0pN9Sb6Iv6nhb5WPQqDV26eNHiYo7cZUrWPNcPcEM5GQMVLDfzRIE4ZR0yOlZSoycY+RSkibUZGa6RwhVsAjPergZLiVRLG8chHDCseWZ5n3ueanXUrhU2kqSOhI5olRk4q26EpIhuY/KuHTOcHrUeM0rMzsXY5J6mk+ldSvbUgv6OSLoj1U1BNdTPlHclc9Kijd4n3I2CO9IeTzUezXO5Mq+ljShBm0spH99WyR608K0WmSLJwSeAazI5XhbKMVPtUslxJMBvYnFZ+ylfyvcfNoW4nK6RJg4w2PwqlBxPGc9GFIJXEbRg/KTkiouQetXGnbm8yWy7qkbLdO+04PQ1bsdt1bxh/vQNn8KzZLiWZQruWA7VaSeG3t2EJLSOMEntWc4S5FHqUnrcguZDNO79QTTOlICSacP0rpirKyM2WrIgXUR96mFy0N825iU3EEe1UQcEEUu4seTznvWcqalK7KUrFmdBbXYI5XO4VYuLYzz+bGQVbHPpWczE4yelAkcABWI9qTpy0aeocxcvnVrhApztABNGokGcEc8CqhyeaXJPfNNUrW8g5i3qLKxjIIPy1S+lKTn8KQdaqEOSNhN3dx8f319iKsakyvccHI2iqvB701qHC8lIL6WLWnsEugWOODRbuF1DcT8u481UPWkPAqZU7tvuhploSKupb8/LvzmlMif2n5m4bd/WqRppJpezX4WC5e85P7U8zd8m/OagvXWS6kZTkE8Gq+aKcYJO4XHj2q/a3CQ2kmG/eE8VnjrS98U5wU1ZgnYuWt48dwpkclehp63UUN+zpzG3BqiaQ1LpRuPmZqwyWVvN5qsST+lV7a5SK9eQ/dbPPpVHNHej2S1uw5jWiubSCRmUszMD8xqtpxzqCkdMmqWadHI0Th0OGHQ1PsbJ2e4cxqy3FrFO0hUmZT0rPS5P2wXD/AN7JqFmLksxyTTacaSS1ByuXb+S3kYPESXY5NSpewTQqlyp3J0I71m0vaj2SskFyxd3CzkCNNqLwKW7u/PijQDGwc1VAoPXmqVOKt5BdgKTnNLSVoSGeaSiigBRUifeFRjk1Kv3hQApPNHSkPU0lADu1KB3NNHvTs0AOzTl69aZ2p6UxF/RP+Quv+4aKj0mVYtVRmOBtIoqSjnc0Ugpaokguh+6/Gprf/UA1Hc/6k0+15t/xoGSj8qKUdaKAEA5p+MVb0uNZLgh1B+XjNXmt45IyJIhG27Ax3rCddQlyspRujGxRitffAt0LUxDaeN3fNRvAi2lwuBlH4NJV12DlM2lxVnT4hLdKCMheTUt/CqyRyou1ZB0x0NW6iU+ULaXKWOOlABNbpjxIMxRmHaCSetVU2W9tJNGoYlyFz6VmsRfoPlM3BzgikCE5wCa1m2TR21xsAYuA2O9PiAS4vMKMgZHFDxFuguQxiCDyCKcvStDcLuwld1AkjPUd6zlrWE+a9xNWFA7U542XqpH4Va05Q90NwBwCcU77XJKsiSJvDDjj7tKVRqVkh20KQjZhkKcfSnRozcKCT7Vo3E72rwxwgBdoJ461NGipeybcKHj3fSs3WaV7D5TJeNkPzKRn1FIYJdu7y25GelaV2QLIAyeaWb5Wx0qwZI0WJpLgxnYDtx1pOu7J2DkMOON5Gwikn2FOMUiOFZSGPQHvWjPKFs3mt/lDykEjqBRuMtnbSScuJcA9yKftpb2DlKhtpkBJRgO9JHG0mQiknqcVrEqtxO3mM20ZMfaodPXZC0vALNjn0pKu+W9g5FcpRxO+Qilqc1vIg+ZCBUtwpgvPkbAY5GPSnXjt9t27jtyOKv2jbVthWKphk3mMIS/pUkkEsSbmXHarxz9pugPvbPlqC3Zza3AkztAyM+tSqz39A5SBoHjjVmHDdDTZI2ibDjBxmtDepjhif7sicexqvqK4uACf4RTp1pSkosHGyuU8Zpf6Ume9BIPaukgUfSrK2Mj91DEZ2k81BGcOufUZq7cwytebo84bBVuwrGpNp2WhUUVILZ55GjHBXrmmJbs1wIejZxWhAFgileV8Ett3DvihlX+0YZU+7IMisfbu7K5UZ5s5PtX2f+InrThYubprcsAVGSa0HdBGbn/lp/q/xzSKP+JvJ0+5/Sp9tNr5D5UUJrApC0qSK4U84p6acpVC8yqzjIFWp+bCQNEIuRgA9akEsSvbI6AkoMMe1S6s7aByoz1siJJ0dsGNc8d6lSzhEEUksm0v0qWPPmXpc5bbQ8DXNhbhCPlHOabqy6u3/DBZFdrFvtSxBuG5B9qlNtbSRuI5DvT171M08cd3CpYEIm0mpYI0hDq7RleSD3pOrOybHZFNLWBbdJJS+W54FUZNu9tmdueM1rpveyiWJ0U453VntZsiSyb1IjOPrWtKpq+ZkyXYrYqS3jE06RnjJ5qPg1NZsFu4iTgA81vO6i7ErctT2KrepEM7G5qO5tVW9WGPO1sVclu4jHI+QZFJVajkniF8ZSwISPj61yRqT69i2kQXlmsbx+WflY4z71aeyt40KFWyBnf2qE3UNxaujgRlTkVbjkSJAxuVaHHRutKUppK/QasQW1pEsCuULlv0FZ92ipOwT7vvWjBPHt3RT+XySQar3bQXDySb8bRgf7Rp05tT94T2M+g0A0H3rtIEozQaQ0CHL1qQH51qJalX7y4oAc1NpWpKAFzTlHFNHWn0IAzxTl60zrT19KYi7ogB1dMgH5Goo0HnWB/uNRUlHN0tJR3qiSOf/Vt9KdY8wGiUZVvpTbDlGFIZY6U7tSAUY4piLNhOtvPvfOMEcU0zuZt+4nDZGahB5o71m4Rb5mVdms95ZvKJ9rCT+771HBexnzhOp2yHPFZ2OKXtis/YRHzMvpcwW7O0AYFlwM9jTHvTNbtHMNzZyrelVPpS1XsY7vcOZl7+0ALlJACV2BWU96bFdxoHiZN0LHIHcVTo/nR7GOwuZlya9U+WkS7Y0bOPWnLfhbmWVkyrjGM1Rx3oPSj2ELWHzMty3atCYoU2KevvVVTSdsUg681cIKK0E3csQStDKHXqKtNeIFfyogjuME5qiOlKPWiVOMndhzNFyO9GxVliEhThSaT7W/nPLwSw249BVXJNA6c0lSh2DmZKJm8gwkAqTke1NnmaUJux8q7RTc4ph+9VcqQrsmguZIAUAVkbqrClkvZJimQFVOVAHAquelNUgUvZxvew7suLdyee0wxucYI7UjzuY1jP3VORioV6cd6fmnyR7CuySSZ3CZP3BgUSTNJLvb71R9aWmoroK5MbqTzvNzhvWklupJ12EgKeTioepPvQgGSaXJHew7slaRn2ZOdowKHleRsuc8UztS0+VCuN69aDxS8YNIOlUAZ6VJ9plVNokYL9ajC5prKCKlpPcB5dmQKWJHUUhkkGPmI29Pao1jwvDGlye5oshil2PBY4zn8aXzX37wzbvXPNQNKqnkgA+tPU5FKyAkaRn4ZifqaQsSQcnI6U2inyoB25iWO489fejzGAwGOPTNNpM0rILi8k0Gj6UmadgFyad5r+WY93yk5Iph4opWQBQeKSl+tMBM0tIaKACjvQKMUhhjmjrRSUCAUUA0GmAdqQc9aOKU9KAAdakQ/OBUY609OZBQBI3WkNKaae1Axwpc0g6daUUyQ704daaeOaVetAF/QD/wATfn+41FJoWDq4yf4GopFHOUUUUxDX+6abp3O4U9hxTNOOJXFIC2RjikzSk4NNIoABTu9JS9qAClpvalzQAvSlHWkzSCmA7dzSimgUA0AOzig9qTPtSnn6UABODSEij8aPWgBwNOqIHBqQHvQIdmlzimEnpRk9KAHGhh+VIMdzSnBoAa2aq3MpjC7erHr6VZao5I1kXaw+lACwOysVZg3uO9WM5qvFCqcCpxnFAxy8HFL3yaaDmlA4piHZwvSmqxzil6UDGaAF6CjOOMc0hPFGexoAM80tJgZ5pT1oACQDTGYDH61J0pO9ICLzF/SkLBhxTyAe1NwAaAKc8RFwHdC6Y4AqeAEJyMZOcHtUtNzz9aQx2aOBTelL2pgLSZoyaSkAtApKBQAtGeaDR3oAM0UlFAB3o70UUAFL7GkpO9AxSKD0pc9qTvSEFGMUtKFJpgNozkUHr1pDQADg+1PX/WCmU6M/vKAJj0pueKU9KaKAHCnCmZpwpgKeaVQKb25pwoEWNIWVtVCxNtO05PtRU/h7/kLk4z+7P9KKko5qlpKUVQgPSobLi5YfWpahtuLs/WgC83B5oob71J1NABRRS44oAKO1IKcelABjPSjNIOelLj3oAQUo4pR1pe1IA69aKOtJnA4oAPwoNJnNByRTEJ3pVPakPsaBQBJSikB4o7daBi9D0p/WmD604dKBDHHWm9805ufwpp7UAPVvWnCminKaAHKaKMcdaKAFIzR24oxx7Up6UwE+tBGeaHIVCx7DNU4rmdlMuBsB6UgLvQ89KX3pB8wyKXsDTAKQnNHWgDrzQAmKbjilNIfUUgGkZNJj3paSkMU84xRigetFAAKSlPpRQAmKKXj

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<p>If you are just searching for a Polaroid back, likely you will not find anything close to this. Search under early Polaroid cameras instead. Even this far back in Polaroid history (pre mid-60's?), it seems that some machinists were simply cutting off the fronts of the cameras and creating a mount to fit the camera of choice so that instant film could be used for lighting tests.</p>

<p>This appears to be a very early conversion back that was specifically made for some camera, perhaps your Linhoff, but not a production model back.</p>

<p>You might also look up the late Marty Forscher who did incredible modifications on all kinds of cameras and backs, simply to get a brief history on what he did to some Polaroids for situations like this. He may have also manufactured his own line of later Polaroid back conversions as I've seen many with his label that were made for Nikon (I own one for the F3), Hasselblad and others.</p>

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<p>Tim<br>

Thanks for that, and I think you're right. Eventually went through the butkus manual site (excellent site) looking at the pictures and I think is a modified 90, 92 etc. Looks very similar, with the viewfinder removed. The question is academic - as I brought this for resale on E-Bay, but as roll film is unobtainable this can't be used, but may make someone an excellent doorstop</p>

<p>Thanks again for your help</p>

<p>Peter Elliott</p>

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<p>You never. One day the light bulb might come on and you will figure out some great way to use this beast and we will all be jealous. When the North Koreans, in order to hopefully (for them) ruin our economy, go ahead and zap the Internet Polaroid will look pretty darn good. It will be the latest thing, again.</p>
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<p>Wayne</p>

<p>Perhaps. Though at the moment I offered it at the local camera club as a doorstop. Seems a bit of a dinosaur from the distant past, and without Polaroid or similar roll film it's useless. And no, I don't think it's convertible like laster models were</p>

<p>Thanks, and Kindest Regards</p>

<p>Peter Elliott</p>

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