Jump to content

East meets West


Recommended Posts

<p>The Pentacon Six TL turned up about a fortnight ago, resulting from some backsliding on my resolve to halt the acquisition of cameras I'm already familiar with. It was advertised as being in mint condition, and was accompanied by a 50mm CZJ Flektogon f/4 lens, one of my perennial favourites among medium-format wide-angle lens. The seller described the lens as being optically excellent and cosmetically worn, and that's an accurate description, but the price was so enticing I was unable to restrain myself. The camera <em>is</em> pretty much mint, but it has problems with the film winding, not uncommon in the Pentacon Six and the very similar Kiev 60. There's heaps of advice and information on the various forums regarding these issues, but most of these relate to avoiding the problem of frames overlapping, whereas this camera spaces the frames so widely that I get only 10 frames to the roll of 120 film. If anyone reading this has encountered this problem and discovered a solution, I'd be delighted to be enlightened.<br /><br />Since it's a slow weekend on CMC I'll post some samples from a couple of test films I've run. Along with the Flektogon, I used the excellent 150mm Arsenal Kaleinar f/2.8, a lens designed for the Kiev 60/88 cameras and sharing the Pentacon Six mount. I used the Leningrad 4 exposure meter in the illustration, a selenium-powered meter that's still going strong after almost 50 years, and is not unlike the larger and somewhat clumsier CDS Gossens Luna-Pro. The film was Arista EDU Ultra, from the Foma factory in Czechoslovakia. Overall, one can't get much more European than this! Films were processed in PMK Pyro and scanned on an Epson V700 using Silverfast software; I'll indicate on the samples which lens was used.</p><div>00e3Kd-564349684.jpg.2a941a28e6b841f752d8fb68055d3b47.jpg</div>
Link to comment
Share on other sites

<p>I'm always impressed by how sharp those Kiev lenses are Rick. But like you I think I'd put them on a Pentacon 6, too. Thank you for sharing these, as always, some fine images. I have not acquired a Pentacon 6, yet so cannot offer any first hand observations about the spacing, sorry. But did take some interest in them last year, when I got two examples of their cousins the Praktina FX SLRs, which share some design similarities (having been designed by the same person, this is not so surprising, of course). Hence, I tracked down an electronic copy of the repair manual for the Praktisix/Pentacon 6. So please let me know if you could use a copy of it and, if so, I shall forward it to you. ;)</p>
Link to comment
Share on other sites

<p>Swell work from one of my favorites.<br>

Some claim that the Soviet 'similar' camera is better made than the Pentacon. Certainly the Soviet made lenses in this mount are good, although in my experience the Zeiss ones are still better.<br /> <img src="data:image/jpeg;base64,/9j/4QA8RXhpZgAASUkqAAgAAAABAJiCAgAXAAAAGgAAAAAAAADCqSAyMDEyIGRhbmllbCBiYXN0aWRhAAAAAP/sABFEdWNreQABAAQAAAA8AAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNBCUAAAAAABAAAAAAAAAAAAAAAAAAAAAA/+4AJkFkb2JlAGTAAAAAAQMAFQQDBgoNAAAHiwAACwQAABENAAAabP/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoKDBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8IAEQgAjADIAwERAAIRAQMRAf/EAMQAAAIDAQEBAAAAAAAAAAAAAAQFAgMGAQAHAQEAAAAAAAAAAAAAAAAAAAAAEAACAgICAQMCBgIDAAAAAAABAgADEQQSBRMQISIxFCCAQTJCIzMVJDQlEQABAwIDBQYEBgEFAAAAAAABABECIQMxURIQQWFxIiCBkTJCEzChUgRA8LHBIzNi0XKCFCQSAQAAAAAAAAAAAAAAAAAAAIATAQACAgIBAwQDAQEBAAAAAAEAESExQVFhcYGREKGxwfDR4YDxIP/aAAwDAQACEQMRAAABxoUGhoWFF5YSOkyAnJlY7PFBWUAYuAAEFGAUHhQWFBBeTPCMypWROEhgaIOKgUXC0ABRgGBwUEBQUEEzLmXIkThE4cJDo2QGLhaLwQODQ0JLwoKCSk+cBJeaEDFgkKzhI05oReLRcCBoaFhJeEhReZsCNaUgwEeM6JiJItPoQMLReBhoYGBBeEhBYZcYBoOVCYgGmZAAwGNiMBeLgIPCgoICC8IJi8QlgCJiBeNg8zAyFBqxqLxaBjAKCyYaWFpMmYIVGhJFgWMjPCILFh9APC8WgQ1OmaBg02Y4PFZlAs05mQkZgJnxMHD0fAgALQIcmPKCZ0ZmlHIvBQsypIal5YZ8WmwNGDgYCAAZeZQ6SOjUPKxkNSsLMmSKgQHBTbmiBwQDAQQrM0eJFgYXApoR6SE4ISGJlgY6bM0AOCgoGBHjJHSwILCo6XARqwgygxLAMgXDEIHYWBiEqHRiQEuLCB4YC4ifQQYyRAcgoGOwYEKxwAAAObsuFYuF4CdOlISbsEM6KhyFgA3FJ04WlBSeNKEF5cKzOi44Wjg0wKZ0z4WMhoQF5EDBy4OIDYILyQIWmSDRyasvMmUGZLRwEi08AFxMGPEB2Xl5cDCcTlx9CNECCwoAxsZkuExYLRgdFZEPP//aAAgBAQABBQIRYsWLBBMeolttdKf7gZfuagK+5UlWrdSIROIjCOI4jx4YIgiiLFiwQCYmJtdiis7kkn1yRKeyvplHYa9wOCMRxLBHEcQiARBFiwQRYPTuNj5e/rn0zMz9Ov3vCeIw4lgjiOIRFiiKIsEWLBNm3xa7NF09ll1+v8rfY6aB9PUMs6wSxHQ8pn06ncOWlglgjiERYsEEWLB6d1awTqdRbjyAnFVDk4OZn22/qfTMrco62C2p48eNAIsWAQRYPTvc8eo/6dlTGVFENuwsbsaEi9osZK7k2dZ6mh1wK51JJ1XjiPGgEWLBBBB6b2v9xraG9Xr029tQoqsbZO0lqWU+JYbUaalV820U1VqOdJqsRl4t1C/8d5ZHjRRFEVYHqgX2Ag9BHpT7qzxTpamSW0C2xetVhX11Fc4Ko3G90lIwz/O3Xo8Ou8ePGiiXXpQl21dcZRtXUtqby2THpbdXSl29S+wNTSahU166Lb9VW09yti7Lmw5lpxMxbv6et6w1Ro8ePGgwovua231py2vq7liKuyjvZ13ksbq9UwUleuSy2X61STUv0K6/udYtc/jVmBntz6ZFhjRo8eMJ2T8Nf8GpYEqpc+I33+TWoIP+w1oNqgmirWvL1Vlxa9csHmYWv4vLhQcnpT8TGjRo0adx9fwAstfkxHdsp17tsL2GhRG2KbI2xeq0lra/ES9mrpoLzwu4ZiVzpGJRoY0YRhCJ26Zq9E/cw5XCz3JiryO3azbM6lCyOv8Aajukrsic2m9/nQ/GtDyRn16l7q7y0butfGSWcElvYa4P3mqQyrYm1qWUMPrxj2BjymZT8FzP16Zh9pt4zt+19T4NR+e8Phr/ALkXM2m+BGCqZanb2awfJaWTE4ZgafBxd1lTF+nvj6G2hKWCDiI9hecpWMzrARqbgwex94p963+W6hOrrKAFb2ubNsy0OADakTjl39w8DTlFaX7RVNv+1jS0FFpC6zxECLo+2ruMCu2OWtn3S8iLt23SnTsUWniP5XXhS2xYZ7sWTk6oACsDRWgaPYVrr10eX7+rXV9wma9lZr0m916uhVccUurflYgx9pd5G1gles2KeVjSxslV9vZ7VQZQfINGug5t6CDMH0+eNnjxs8M1+Pl0ePMc5bnA8edjw8qvF5//ADvDV4ZZ+2XZ8dUX9v8AAZ4n614n/9oACAECAAEFAvzhf//aAAgBAwABBQL84X//2gAIAQICBj8CYX//2gAIAQMCBj8CYX//2gAIAQEBBj8C+HquFuG9UtdPErogTLiv5YMM4rXE6o/hPageBmNyqXOZ7GKbzwyKx0H6ZJxUfgI2YmmMxx+D7d2to/JUw+Ncub4iic1K1EER3Kvev6wea/rbknty7iml2P8ArzLxP9fDh8a3a9Mqy7lK/PCPlCbcumnwBMYxLhRuDCQf4tnvTDcS6oVL3DXEJyQIqnUuqFVzVcNx2atfUa6dhGUqfFMR541hzUxPEmi6HJX8fm3ppIm5U7gmEPBVpHJcQurdVaMqj90Y5FTOcvgNri/NcOzdjcwEifFUjXcFduH6UZZKtQnauwsiTvT50R01c0ULe8Y8+1qlUnCK6j0/SMNnTKmS03GE/Sdx267hYI3Pa6THSQ/zQ+6MTbt8ebOqMIbpJzcZe2S4xiU6oiitERquSpFe9e/s9Mcu0ZHAYoyPcOxLO2X7io6+q38wtMYk0cS3L3Pubz5RC6LhBVz7WUtUq6D80LFy5KFsGvBOJ+5F6clTpO98UBG4Dz2Ep1ObVwB7en6z2bzjEMEyjCE9IOeC1feXKYi2/wCqa3FwMgmIZTtXICQxjn4qegGMHoDUpoiMeUYoax1YOKJnRGyfDt2+/sgD148ky4ow+5vNGLHiXqvZgAAEdLHgrkrZ0ziOkr3N8qnmoxJbVR1LT9w96PokGqFcg3qptuB6Bu3CY9Jr37Y81N6B6rV4bIx9RKmX3t4KqIaj4qUPqp4oxc0oRsM6EA94Ql9UR/p+225KEtMswoicAYkbqFNGTS+g47HmWTAE8U+puCMJeUpj5d0tmXFHTQbT9wfT02hmduGaMnqpf5dWydvdIOFalk8f32OtOadOEQJuP8kdRaXGqrIPkKqmxpBxknty0fNOLglzRBtu2VVULq8Aq4DAZbcd52W5cG2Wpf8AFf7TE/tt5Lls/kKYS7lmVptjnLsnTvK93cfUqJwuqiZRJwrsf6dgG4F0bOl9dPz4LqCYeZckAA6y5LmqUAotI7ytIpHsSIWqdY5I22EhkiwYZJk0K8UNXXL5IxiKBVCIbEYIxbvOClIyeQwAUTACL4lqp5SJ4nZzUisE6+ezGnYrhvVPJ6V148EdD8FXy+pf+ZtLdX5zVUVVl+qjqbTXFXfe0e258OCPsv7LnRqxXTs6dpZFVVV//9oACAEBAwE/ITD8wv02qXqFh8IDM3BFlXxyehH7iUv4mXk2Kg+Nyk+ULr2YSGvJmeGD1GVGo0aBggh+hqggnSGfY+k56rcT7fJq8RcpyJb8sfUxzHN1ALkeCHCfkT0ZqHlQPh0zIFmkyRt9dr+jm+sEhmdQsOYZtiGLCg+wfQlbRruKdxhYqdIFZc8Q9s99+/TuNNzWROb/APpdj9L24CHMvAStXKd5HqcH3Y6325ztWWpovCEQkL+MKk8zJh2luUkrKz3fvF409kv7zKE8vgeW/lDv/wCUIw5h1Dj6CfSQ1NWsc8CFTaU2r7gZb0riW4BXKCK2Uqbv1KWa94D6EYdSeoT+cKWezCQwwfTMH0idQZ+kYtDHPziHHeJTrg3AXPCjqaIV7ZeXv4wR2Mjk6ls4+WYgBlBvMLLC0uvXVw+0W2bvkXB9IQfWbTjNYyMnEqJ+Cce8S54Y8ZigLu9RKh6+K5lp1XQQJgHZN33iN63cLlTvmlzt+qOFa2d+ycz3FxjiYfYglvpEwfSweCWPYKTcMrmUfVvNTL/kx/qM4z9HHqymlDQ9mIDeD/kCq9DDHD0q8QUaruFyK2yp1GIZ1rUHnmXGLVnu3E65L9bL9Bhg+j4OK5izDwwCVDSxz/xKN1Z0j+mLJUx5+u18EvadWFzfbMxWqJk+QbzEI6R0N9VEgK81zM9B0LP0y2294hbo9TdZXuJHhxBHwU5beo2D8v1vn6nOGCaEnfsmtNx1Bog9Qfp4oh9yMVlM/o/qVnGQERLyv8UPEsegXTKPFhmN0HrMsVyBujvHUa7EJ+jAuC65W8MLgFoyIdnKbMyust8y7O3tG3BNYGPT6FL/AEjP0GEbo9jP0WDCWSNfqcStXbMh9roX8TVfKP5JcIcL/wAIuS/eb40ntutpWcaP0ecTVKK2n1UWC4rVSN9ao3FHopGepZgY9dbHpHHMvpMEdDxSnMGXKRp3MQV7h39RwRoahJCIjgGnUbDFh4hau8xck5DZUY7f3CV6XFmi3mW9twkO0v2ga8JXhyfZmzPpFtepmeRB5cQfSJi+rr1o9EP0Ak6QPzG54r6LiX4aPRGfWVZphAG1wPjCOW4x4C/lj9S53Bhj0sga1Fzm/DKYbI24Nlcyp2n7heNbazIOnFRCRGPUv4m8LxseuoOdpw/6ixhRPljIH0wT7og3CPsaZRW1q0kVZa5lzbQ05VC/Le17Zdm24zBQWPl9opb5cy3p5hA9qM4ivAu0VHvv7yltxCpP38Tza19h+WK7cHEKFNO8Q8QBpniK+CN1YoMq8nUKKerD7y9X8AeJ3Lfp0kz8pfm+qpFuF6yGJA5HFMQp64my7/lviLCiij0PEcs/M3+P31M5waibojKXLXs/7KacEzfWV8Rgn9ra/U3nM5GOopV7o9uekv1jqK96JoIu8J4MYZWXcuwyfyv62SNxxdN1+OJa8LixxZ5nJWTGjqNbNOuYLpXbMILanrcRZM6ikd5+0M3XMCPR+ExWr14yNwPxXq2DeZY/2GR1v7xOqq24PQh6/tAKbeTMLorS+Lfv1Ffoa30d7QSierlgnFGa69otdNrbExxR6Q8dt9CID8EGJHBriZ+44CUjhkgqOBzVTvM46oOPmYkrgFn1im49ksWJ71/EsLkXHoYlv03LbTBqf2Ih66gzMC7l6+hs6ttVDLjn8Jl55ZwqvHN+sy/wfNz2Cf8Aiful15+i7Pt/M8+4/jOBvpPAHg6Z9/LeWMOJj+1wm75R3M/wz3Xibs31vmfwek+UL9JX8U1YVxP/2gAIAQIDAT8h/wCwv//aAAgBAwMBPyH/ALC//9oADAMBAAIRAxEAABCSCCSASCQASAACCSQASQASQSQAQQASCQACSSCAQCQQCQSQSCQCAQQCCACSQACSCSQQCQQSCAQCCQSQASQSQQQCAQACACCSSQACCCQAACQASSASSASQAAQCSACSCAQCASQQCCQACQAQCSCSCAQCQQCASQSASQCASSQCASSQACSCCQSCCQSACSAACCSQSASACAQASAQASSQCAASQAACQAAACCSCCCAASCSQT/9oACAEBAwE/EEsxUso4eZzs9MCA5s5izDTQGZjHe/eBA55ljQ127iDOQNaiKmcRH1hs9IZXrYwlmb1UU7oRBJrYletn4EOMZ3PUczXrBzxY9PTw+IbfwjuEzFCCAwPELvnRLbmZWfFxC8/eMXArOIODjGodaPGJ0U3p5hiCGSC6R1XEHHDqCncWFEqyLlUBk4o7YWihs6FuliFhZ56lkPtgy+56RgJaNBiDk7GpZehBgI8iH5h8DauavdfZuWd5mD1gIggWsQ8JiV7La59JWNGXMVbNcxbFTZ4mRfeISmMP6lSLqWy9GMQFwa56gsK9XuXjogg5gUXd8sBRvJz6S6q3dk6vRdQXat58wBLBzxF425fSAqiVWYuVcETgvVzRWOvWaa3kaYmeuC2ep5cPeDQD3lgFiJuYk84lCnGZmtMaiCzOoQFqs5mPm+ZRsy1AUmeyIhCggIJxAHniGlebOZXUE2/iYWnLs5IWq+bhlKsrLss4vzCkuqbsB+WGUNUko6vMZB2CD0pjRAFgUr0alPTew+YoVeHNQa3nj4ibvN8sCUBbFoFvQNeZ1qgN6johN97m2Vufj0g5G4lU4h0gb2FEqVvv2hVNIYshCs5OI4JGEZQT3bhIK+rRLUO6MSgCvGI5QQ8q4YfFY1dHZx8RzLnN7yeII5at+EyCwloKv27l9dfa+oKPp/Uoec7j/wBkXhLCVR0AGaX8AkWX949tezMeoN4lQJ7yx1V1rMp8QnO4bdLq2GCsXiFHjzKMrZ1KECyzngKuCFGLBm63zzA2hG3xZ29sKSinINJe8MYK8DRxn1zAgr3VPabzK8ooW0egrcFlKLvQ+zmOcUsBySijvbCepQKil0/aQLRmFDocbQBHzCpFriFmsVL1vJMzicXDMQA1z3Le6agNQG3zCfH4m5y6mDIPWHb2e5/rcQnUILE8b5oh2XzibdHiDsXuyxVyOmMd5gp8SiPYRF3yhuOBVaKbz7QSgTKpPWsTOctAn2zE4W0Vdm0uinClxl9tR3qXkVMSmKXsR/MQus1zBRGt4WCr3nMIzNAzU8MSi0cjgPeHu4m3+ZdZKFBsfcirVMx6qFiQtV3+409plkZr00JcV6rDQeeZ8RpAai6sXcfXcGlO4wmcppbdl8OoHDYtDaN3ncDRJsboOplJBoOTxG7srwoeBv1lwKBwQKU4rDE+HwZVQD1gYxvpzmflqEbrklYm0yT2H+4wvmaEKOYR2oZlnPgOWGD82Qehv1YDfG0Y7XaGyvVYxclQOW5L9BJaAa1BWXr/ACLCYB31tyy9hzR4wADjcv8AIzyu1aGywD5Ic72W1lRB/a020VisxYFFMoV2QVg0qrpjXEGGQ2cWHXpBBVHJ5VgghYzQ8uLxFo8i6awXdFwuIzNVDt9enj1lsr7xmQ3WIaFi6mZtlF5d6li7xngFsu2zWMaxLmx7x/FPesQbONczEXRO9A+aYPg6jnNTZ2Dyl9R4UBdtYvECq/FEpml3R6bmgObVPuRKQGwoRlMqJDcWRyeXfKPAVEW8LrsfELEJvEseh6TG0qSi6bcVKreI/Jy49YI4e129bHuYg5Vpt06jJkslt7L5L51Fn5yyx1Fb9wCLqyXvGD8Spbv1iGUd/O/UEuomK46gARC5eI1ksjh2p8Yl6+geDczXSbUWZfJKuAwmYUW+B14I5VAqOsVh4j5sCjSxesQlwQiiY0qNVq4FMKogqyASsEZlAEbVnzcGoQHzpYNgtpDC7yzkxrxBOLRord4W7j3kVtCseCJxWQ+juqXPcHf+alFzcOHiFpbx1AV7JsP3OC6Q8qEXYxuXucQofG2NFIDI4q81M1hB7DR+GNFKUr3dyxkBRwjiY3ySGhtojUd8+qtMZdq9wiqogCg6+Yl2tFQ7TPiADWp5SiDy3LyVXpy/RFxWiKC2NdG6iaoGtj/iItjhkV9n7TaVlWtQBgRLcFn7EXKuCHLfJiY8+0awEdFoxGtv3mbq5t0GH5Jy+0EVrKG6gEXsiqQcXEp0ZQA5/wBESQoFrIWA+I5blbfWEBuk28XTZ6swpQy8AMcEWWVdryfxhBuFW0aMUpoHXIITmI5bgC148xwnOI5blIGY5Ah8lwwDdNne0esnhXht4/3MTevc3VO2CQ8tAU4M2qpIMdtChXLZfshous3G6zXsZRXXZHvZ5D8bgsFoD2Lbjmlc0z2CpbYouS+T03EKbjmWse/iUKHKh40wvo1HCMaTuzqCiKL5j1YV7HEuYo4PSF8hxK9UaS1E14La9wDYcj3/ALi9NAYdZsFRcrvHrLwYCqxkeZr+EcY/oZaLC0/uEqAutKn9R+CjDiaAnSlnqxMoxiyVe1CfKKOgALtxBjoJbdZ7GIAGkl8It9IWabFY5sJQeWXq4Nr9wflF2o0Vp+8Q9IbF2ykWMN2x7F5Ik4Yf2RNxH1gKvZcas+sLavI6lkwZlLuu9NvWG4ay8UH5YRWxWuX8uPqxC+Rpgflg0AxHm7rcdEXIt99+8ZHRQ/UN+IGo4K53WYyhdnnN4HyTSjiM0H75jNv4feUrQGlwOGfvQ6xsBYFikp4DAe0pAWugfua0FugLrlWXBZnSnUVBaZeO8tQcW7lZQ5gNZ1xKq+YM9ey9Gh9o3L8qQgCgFYhhRpzi6JnfKtlPadekXyrBjiUVKshe/MzoDjR5IV3KwYOJdx28MBdEphy1rMcxAfOVV8RnUE21Rl0iVuOupfSXG9xKPVb9nEVkSi75XaVtDtgF5DBxHPUbT+33mQKAyLn1hqxZKVX+xZcTI34C+fxAwQnLfyrtY2rDqCct8RlrWYYVvQ9cX7TgVN56Lyw2Ml6PaDVeI0IyLgJ4jkJgF7B6Pc9YHFD2se9SXmWfEwj8woLwjDYa2q9cHca8HFRi+pS1uCZuLIg8z33nKoL9iWgptUO1Vu4oEjKKK0HB7RBMl/xlALyLrUAAKBeDI+ItgUbSWe0vAUtN6NwrVyF/PghKhTOW12r9podtSzG+mwFSujm9EzfieXLlXW6zdTyW+RZ/8KdyWZdc+T0n6MbvF5TI4nL28sZaqZtr/wB+Zwy8l6qMXq4bvnpudL+Rzd+J+GjeK/51D+MOczwrM/sdRn2vXM+EPbi6riXvqrd6nltfY57S+Cte8rv5d74nvqzvX3bnQ9jymb/j7zBxu3dc1P/aAAgBAgMBPxD/ALC//9oACAEDAwE/EP8AsL//2Q==" alt="" /><br /> I had solved the 10-exposure problem earlier on, but more recently all I have got are the 10 exposures with wide gaps. There can be no question that the problem has much to do with how the film is loaded, but I cannot remember now, what I did earlier so that it worked as advertised.<br /> There are various files, etc. on the internet about this, but I have found none of them to be definitive. :(<br /> It is a cranky camera in every sense of the term, but I still like shooting with it. I wouldn't try to use it for any unique event however.<img src="data:image/jpeg;base64,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

Link to comment
Share on other sites

<p>Rick,<br>

A great acquisition and beautiful work with it. Of my three MF cameras (ETRSi, Mamiya 67 Pro-S, and Pentacon 6) I rate the P6 with its three CZ lenses (all as posted above by JDM) as giving the best resolution. To avoid spacing problems, I strictly follow the standard advice: Remove any slack from film when loading and Wind On very very slowly both forward and back. I get my 10 shots. Here's with the Biometar 80/2.8.</p><div>00e3NW-564360984.jpg.9d177c1b2684c3c9cac911925f43390f.jpg</div>

Tony Evans
Link to comment
Share on other sites

<p>Thanks, <strong>Brett</strong>, the manual could at least show me what goes on inside there! I'll PM you. Yes, <strong>JDM</strong> and <strong>Tony</strong>, there is something special about the Zeiss glass, beyond mere quality and into an indefinable areas of viewer perception. My favourite MF glass is probably still the Takumar lenses of the Pentax 67 system but, having used it for several decades, I'm probably biased. It's interesting that 10 frames per film seems to be the norm; there's some talk about the reduced thickness of modern film, as opposed to the hefty Orwo-type film of the era, contributing to the issue.</p>
Link to comment
Share on other sites

<p>Nice work Rick. I particularly liked the last shot. Seems a bit odd to me to see winter-bare trees after being run inside by +90°(F) temperatures at 9:00 in the morning. I'm not usually a fan of colder temperatures, but I wouldn't mind a trip to the southern latitudes right about now. :-) </p>
Link to comment
Share on other sites

<p>Rick - I like your choice of camera, light meter, and film. Sometimes a classic style of film is a better approach than something more modern. I love the subtle tone changes. Some images I have seen with Pyro overdo the contrast and you lose what makes a B&W image so special. </p>
Link to comment
Share on other sites

<p>Thanks, <strong>Cory</strong>; I certainly prefer the cold to excessive heat, and our climate is fairly even, with daytime temperatures ranging from the low single digits to the high 30 degrees C. over the course of the year, so I shouldn't grumble. Yes, <strong>Marc</strong>, the "classic style" you mention is one of my (many) reasons for staying with film, in that I can't get quite the same "look" with digital, despite quite some experimentation.</p>
Link to comment
Share on other sites

<p>I agree that they are a scary beast, but I do like your results, and the last shot of the swing has really pleasing oof areas.<br>

I found that with mine if you put a heap of tension on the film when you are loading, the overlapping/spacing issues will sometimes disappear. Still, the wind on can be very cranky!<br>

Thanks for sharing your Russian classic.</p>

Link to comment
Share on other sites

Create an account or sign in to comment

You need to be a member in order to leave a comment

Create an account

Sign up for a new account in our community. It's easy!

Register a new account

Sign in

Already have an account? Sign in here.

Sign In Now
×
×
  • Create New...