tom_kat

I want to search photos by "date taken" in file explorer, Windows 10. It will only bring up jpegs for date taken, not my RW2 files. Any help much appreciated. It does open a panel for "date taken" but no information shows up, only for jpegs. Hope this makes sense. Thanks.

I have a pink smudge on the left side of EVF. I was in wet weather yesterday so maybe something short circuited if that's the right term. Any advice appreciated. Attaching photo, this is a photo I found online but it looks the same as the one on my camera. I have a Panasonic Lumix LX100. Thank you.

 

I have a Panasonic Lumix LX100 that uses RW2 files. When I open the files in Photoshop CC they only open one at a time. I'm not getting the long strip of photos on the left side of Photoshop like I do when opening CR2 files in CS6. Anyone have advice? Thanks and hope this makes sense. Will send a screenshot if needed.

Do you know how I got about doing it "in camera"?

Does anyone know why my photos are curving on the edge, I've had several photos do this. Any help is appreciated. Thanks.

<p>Thanks, I played around with the settings more and used the Nik software to "tint" in green. Works great, thanks so much. I have a Brother laser printer, HL-4040CDN. With color its too flat, I haven't found a way to make the colors as bright as my old laser printer(KonicaMinolta). However for this book with black and white images it should work fine thanks to your suggestions.</p>

<p>I am trying to make a hand made book out of my black and white photographs. In Photoshop CS6 there is a "platinum" setting. This setting makes my black and white photos look great on screen but if I print them in color I get "magenta" prints. If I print in black and white they look flat. Any suggestions. I read that you should print the black and white prints on the color setting to give them a "tint". I'm looking at prints in a Cartier Bresson book, I guess there's no way to get them to look that good! Any help appreciated. Thanks.</p>

<p>I've calibrated a monitor before but how do you calibrate a printer?</p>

<p>Where do I start to calibrate the printer?</p>

<p>If I print in color won't there be a color tint?</p>

<p>Thanks Edward, I'm going try it on the color setting. No, inkjet won't work because I'm making a book and it will end up costing too much in ink. I want to make twenty copies of the book. I will also get a copy of Lightroom. Will check back when I have everything going. Thanks again and have a good week.</p>

<p>I played around with the brightness and contrast but not really giving be the tonal range I need. I think the printer is just limited, it doesn't even have a "photo" setting. I bought it used and it was cheap so maybe I'll just get another one.</p>

<p>I am using a Brother Laser printer to print <strong>black and white</strong> images on "brochure paper". The printer is a Brother HL-4040CDN. The images are on the flat side. I choose "printer manages colors" because if I choose "photoshop manages colors" it's very dull no matter what I do. I'm not looking for perfection just better tonal ranges if it's even possible on this printer. My black and white laser printer at work seemed to do a better job but I can't use it for this project Any advise is much appreciated, book or video recommendations also appreciated. Thanks.</p>

<p>Thanks Bob and Edward for camera purchase info. I will take a look at the Lumix, Edward the Sony sounds good but $3000 is way out of my price range. Yes, I need a 28mm lens as I am a street photographer mostly. I will also read up on the Mark 3 since I don't shoot video. Thanks.</p>

<p>I did a lot of research on Dpreview and everything else in this range was listed as having "sluggish" autofocus.</p>

<p>I need a new camera and this has the options I'm looking for, if anyone knows of a camera that costs less with all of these features please let me know. Thanks.<br>

<br />At least 28mm wide angle, can be fixed as that's reallly all I use. I'm a street photographer I never use zoom<br>

Very fast autofocus<br>

Optical or Electronic viewfinder with good resolution and at least 90 percent coverage</p>

<p> </p>

<p>So is there a crop factor with the Sony RX100 IV? Thanks and thanks everyone for responses.</p>

<p>Heres the description from the B&H catalog</p>

<p>The built-in Zeiss Vario-Sonnar T* lens provides a <strong>35mm-equivalent focal length range of 24-70mm,</strong> covering wide-angle to portrait length perspectives to suit working in a wide variety of shooting conditions. An f/1.8-2.8 maximum aperture benefits working in difficult lighting conditions throughout the entire zoom range and also enables greater control over focus placement for shallow depth of field imagery.</p>

<p>Dpreview is saying the equivalent of this camera at it's widest angle is 24mm but every other review says it's 35mm. Does anyone know what the equiv is? Thanks.</p>

<p>So there's nothing I can do? Good story about the ghosthunters, thanks.</p>

<p>Thanks, should I buy a spray can of air? Any advice on how to clean it?</p>

<p>I'm getting all of these spots on my pictures in certain flash situations. Any help much appreciated. Cleaned lens but still happening. I'm using a Canon G11. Thanks.</p>

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HFvtMfm7vo/mqVleY82OfU5pDzuDREF5cdvPtZ9JaozMy3GfTbk5LmtDRRUHn0Yn9ILmOcNrdv8ANem3+cQ20kjXVJTnswrt8XUWlgE2NZAcG6fRc7ez85n5qf7HkOLAKLYOlQDZJ1LW8fylqNoftncZ+JRWsvH0bHDwk/NJTkHHyZ3vqudH0iWuH9X8xyLdkXG+qywucK4htjZ9o/NO8bbv3fetZjL2iA4ieYKsMfmNhwe72cTrGspKcXI6jdmD9LkFztRXWWsDWfubfT21/R+k3ZWqzCPVb5bjppMNdr/aXUbeoPrdvrbbWdocHDcPefYNsu+k5EGA5xl+Fi07S4R6DN3vGyyPb9Fv+D3u/RpKeKAAgd+wXRfVzq/VuhvuOLjNbbYzbTk21++n87bU+wtY6q7d+nrd/wAFYrjsHGpg0Usa4kN21tAJIG3/AAY3+7+Qh9TwL8SknJe2mx0Orp3AuceC1lTf3GfTf9Cv/SJKdvBxuofWa2+/PzjW+vHdTlZ1DRXjsadaqr78nZuc3dZ/Rq7NnqfToqsWT1vo/wBWejYP2bp/UD1bqLXt31ODHYzATuf/ADQFmJd7PZ+nt/0axM7qOdlYdWHfkWOxcdoayndDIB3MDgP5xzXO9u5PgsDQ8GpwrePYSSGhw9u7YPpWsn/wWxJSTpJfUxxc41XiwPY5p13AfTV79sZuPNdfvA95e4+6XTy7876TlUa1zGuLhyIDgTyONv8AaT+lY4btu4HST5e1JSHqfWOpZBrf/MGgOAeyZAd7nun/AF+mqNVlt9+7NyQyve0XW2NeXbXD32e1oc/0mt9zPp/zfpLQsD6q327R+iaXyQHiW+5m6p3ssZ6n0tylhZOf1fq+HTkubcce52W662Aw07m5OV9sscH1sxmNY/8ASPY+qqvekp1PrtQ3EZ02nCLh0h+P6lEgAG17nes+yv6X2qyn0P53/B/o6P0a47Me8XEmWvhpcDzO1vK6b6x/W6nqGZkVYVFePg2WizfU0h1r2AsZlObYf0Ptc/02V+m/0rP0i560U26s5Jnc7v8A2vzklNZthcASSAPpan71Jrie5juZ/vUPRe0yE/pviIHxSU//08GvAtHLCQRGo4R2dNsHLSu0pY0idoPjorLKae7Afkkp4dnTnfuo7emujgrt24uOea2/cpjBxT/gwkp4j9n7Wy4QByTwrmP0O+0brB6NZ/OePcR/JqP/AKN/zFfp65iV/WDO6ZYxjWYlgY2yAH16NHr7v8LjWOdtuc39Lhv/AOAsWtcIJBGqSnIGBRjtJrbrwXuMuKG7p1r6nX2ubi4o+nfbIEfyGfTt/sK3kvDJ7kdhosbOsfc4ue4ud+84kx/VlJTUyupMxfZ05pZaQWuzHD9K4HRwqb/gGO/7dXP5DS5znuJLjqXGS75rWvbt3ePeeVTbjerYGiS86gDTz+l+a399ySnLbjXPAexhtsGoqGhAn3O/rrU6XjZFlDRdUWRZY7a/91xa4befa1alXTmVAVhpNjoNzhpM8MbP0f6it14prBra2CTqef7I/rJKcPqePa1oit20xtIaSCR7ngH+S1GpxXeiwatc0e8cQ789a7sFvrm8NJsIDDM7Y8Nv0f7aicRxcdpLe+p/8kkpwuqYrK+m32OOghpM6Q87fo/vblz+RlPqxRi1ODKrmtdft09WD6lbLHfS9Jjnep6P83636X/RrubMO8N9rS4dgYK5P60Y9FVdDgAMmy/I9buQ0DGZSC7+zckpxi4EEN1IHI0+O5Xuk9F6v1NrzgYll9dej3iG1tJ7G63bXv8A5Kp4d2PXe2zIpGSxsH0XOcwOjXZvqLXta7+Q7eu8+r/17+ruDbU/I6XkNNFTaqmixl9dUfTspqsrpfXZb/hLd1tySnnLfq11+tgcMQOESdrg/k/8E9ypXYXWMet1lmG5tbDtc41ugEzEz/VXo3Uf8YVPV3Mxul4DA8mGW5DGWPBOn6Okhzfcqv1v6N9baKqMmq7Mt31NfkNx3FrWvJgs+zY3p+1n/FpKf//U3qa7P3T9ytVgjsvNv2H9ZseYx7CB3qtcPu3+mpC/6zY0Sc+qOIsscPwcUlPpzD4ops2Mc/s0Ex8F5mz6w/WWj6eTmwOQ9hP/AFdVqsYf1x6vbbXRkZ2+u5za3ssqra4hxDHAO+zUub9JJT0vT8Ho5v8ArJ1PNYLczBveHZoaCWtbVW9zqqvdXXu9/rbPzP0So/VPrNvUuk2i5xc/Cu9Flh+k6pw9Whr/AOVT76d/59bK1RryXs639Zcfe9rba84PYDDCG4zS3dX++3aofUqhuNRmtYT6Vrce1rXGYcBc1/8AZ96SnbyCTPYLLynAnw+Cv5D5WLk5VT8ltL3ENIL3lup2t+ls/ee/6Nf+D/0n6NJTCxvrOadzWh7iBY8w0kfS938j89bDekY2M6n0mt9V+NQb7RZvYXOYLrTW6R+je6z/AItUOnYuf1U5+JhsabPtGOBXMNqpezIqY4D86ul9e5/77/8AhLl0mSKnZVjazspYfTq26wyoNx6j/mVJKabMEPJAAk6kvnw0/wDO1Y+yj0wIO4iABrp81ZqqDhLhvaNQPMe1v9ZHDbNSGBg8RokpzTjFpgxHhxCZ2M48w3bHP9y0RW5of9E7m7DIkjXls/nfykH0QD7idvj3ASU0H4wA3SZdoI/3Lz/64u9TIrPpbC11rQ86F49Szbadfzvot/kL08VOLwBI3RBECdey83+s7LbxY+0yKjQGAmdrLBfc2v8A8FSU85XRWWC1zvbDgRMQ8D9H7v5SYPseRvcXbQGNJM+0aNbr+a381R91ciCWGJ7iQPpf5yiHwNf7klJ23FrwQYM6H/crvVOsZ+bbGVk/aHVgMba1xgtAhoa47HbP7CynhzTDgWmJgiDBUJSU/wD/1c6jrn1prbo5r3eOn/ky1X6frR9ZmEepjseI1JDh/Z9rHKnT0cn3Mzbmt7S2t/f+rWrFfTeoD+azq3eT6SD+F4SU36/rhkgRk9Ma/wASI/JYGqw3619JyRYy7pz2XWNLW2bWuIc4bGWe0/muVFmN1uslvrYry3kF1jD9wru2qbndb2FpxarwdGmu0QT/ACfXrp/OSU0MwbfrR9ZNdxGHma8+77HV/wB+VvpjDQ57SA1rcetp7ahx/wDIuRbOrdJbd9aq7fZk59ja6MdzP0u447abONzGtqtc/wBSzf6fs/4tUqsjIzpbjN9a7LeWUsLo/Q0E1/abne708b17L9937jMf0vUvt9JJTLKuyMq9uLis9Sy2Q1k7ZDRL7Hv/AMHj1f4W3/0Z6davD6sYluPIyNmSwxblBshxj21ei7b6ePX/AIH9J6v+Es/SWLS6b0dmBW9rXC7JtAN+RBa50cMZX+bjV+70qt3/AAlvqW+ordeNSS+Q726GDuB08Y9qSnF6Z9XMvpnUndRb1N1bDX6T2UV7fUaSHbbbLfU2N9n+Dr9b/RW0rV9KvbLQJbAgCNP3h/KVmrHcY3tgDSD+6PgpOxWidHHnQ6HT84OSUs2qtsE+4jXXxH3KTnGY2+4amdB8lKup/A18xrCjscCCQT2HcJKR2teRzB+74bWobGyzc0iDqNY8hz+8rTWseY2aifmfxTWVbo2ANHfy1+n7klObey1locXTWHDaGE7ie7fb9L87d7/+3Fw2f0rONWXj2se91zyKLGsLmFlQazD2+mP9FXXuXoWQ1xG1wJ/lhsAOA+jtd7Xbt37qz7qodvj3iGy/UEee139v2pKfKh0brD7fSrxbLbOS1g3GBz7fpKeLV1Tp9024L2h3tcLaSDHfY/b6jHf1F6j9pjc1zZc3RxZ7iRo9urEXcbABYSQ4/ROpE/vR7WJKfI8sXZDiDjXT+buBLmx4P27tn8lypMxb7BaWgD0Whzw5zWmCWs9rXua6x25/0K169fhYmQSH112kAQHsG6B/r/LWN1LoXR9jS/FrYNQXsLhH7rvbvYkp/9ZVNbY5riXMGpIHbw9w3b9y0KRUGQxpHIh3cn+U33LxpJJT7fXEyQJ1l48Tq3b+a33Itb925x0PcnTdP8teFpJKfVcrot1/1nychlDXVXNFwtuJFQPp+ls31j1LbvtNbX+iz/A++79Gt3ovRqOk4TMembHua31r3/zlhYNvv1O2mr/AU/zVf/G+rbZ4akkp+hW10ubFtjpH54ktP538pqZshsbGvDYIcJBgfR1+ltXz2kkp+iGWNL9pHvjUDkBS1J1O2e3+5fOqSSn6NDWkE8+Ijul6bNQJ/gvnJJJT9ElgGpPbtB476Je48CZ01GgA8OV87JJKfok73dyGmdDpyqV2MSCW+wzI7iB/31eBpJKfczj112TwXEP2gR5fm7m/ylWe6rVzX7XRAbAEH95srxVJJT7DbkMYN21pIPuAOg8PZ+a5yz83LY4bi2bXEy1hEHvu0/q/215ckkp//9kAOEJJTQQhAAAAAABVAAAAAQEAAAAPAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwAAAAEwBBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAgAEMAUwAzAAAAAQA4QklNBAYAAAAAAAcACAABAAEBAP/hH75odHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDQuMS1jMDM2IDQ2LjI3NjcyMCwgTW9uIEZlYiAxOSAyMDA3IDIyOjQwOjA4ICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczphdXg9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvYXV4LyIgeG1sbnM6eGFwPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczpwaG90b3Nob3A9Imh0dHA6Ly9ucy5hZG9iZS5jb20vcGhvdG9zaG9wLzEuMC8iIHhtbG5zOnhhcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdEV2dD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlRXZlbnQjIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlUmVmIyIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIiB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyIgeG1sbnM6ZXhpZj0iaHR0cDovL25zLmFkb2JlLmNvbS9leGlmLzEuMC8iIHhtbG5zOmNycz0iaHR0cDovL25zLmFkb2JlLmNvbS9jYW1lcmEtcmF3LXNldHRpbmdzLzEuMC8iIGF1eDpMZW5zSW5mbz0iNjEwMC8xMDAwIDMwNTAwLzEwMDAgMC8wIDAvMCIgYXV4OkxlbnM9IjYuMS0zMC41IG1tIiBhdXg6QXBwcm94aW1hdGVGb2N1c0Rpc3RhbmNlPSIzNDgvMTAwIiBhdXg6Rmxhc2hDb21wZW5zYXRpb249IjAvMSIgYXV4OkZpcm13YXJlPSIxLjAwIiB4YXA6TW9kaWZ5RGF0ZT0iMjAxNC0wMS0yMFQwOToxMzozNi0wNTowMCIgeGFwOkNyZWF0ZURhdGU9IjIwMTQtMDEtMTlUMTg6MDY6MTgiIHhhcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTMyBXaW5kb3dzIiB4YXA6TWV0YWRhdGFEYXRlPSIyMDE0LTAxLTIwVDA5OjEzOjM2LTA1OjAwIiBwaG90b3Nob3A6RGF0ZUNyZWF0ZWQ9IjIwMTQtMDEtMTkiIHBob3Rvc2hvcDpMZWdhY3lJUFRDRGlnZXN0PSJBQzg0MDFDMkUxRTExRDc5MjhCQzEwMDQ5NjNEMEVCRCIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9IkFkb2JlIFJHQiAoMTk5OCkiIHBob3Rvc2hvcDpIaXN0b3J5PSIiIHhhcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6MEVDNzY1QTY2NDgxRTMxMUFDQkZFNTNEMkVFRjdDMjEiIHhhcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0iM0Q0QUZEREMzNENENkJCRTFBOTNGOTg4RjA0Qzg5NEQiIHhhcE1NOkluc3RhbmNlSUQ9InV1aWQ6RUJBMUFDOTFENjgxRTMxMUIzOUU4MkY4OEU2NTM3ODMiIGRjOmZvcm1hdD0iaW1hZ2UvanBlZyIgdGlmZjpNYWtlPSJDYW5vbiIgdGlmZjpNb2RlbD0iQ2Fub24gUG93ZXJTaG90IEcxMSIgdGlmZjpJbWFnZVdpZHRoPSIzNjQ4IiB0aWZmOkltYWdlTGVuZ3RoPSIyNzM2IiB0aWZmOlhSZXNvbHV0aW9uPSIyNDAwMDAwLzEwMDAwIiB0aWZmOllSZXNvbHV0aW9uPSIyNDAwMDAwLzEwMDAwIiB0aWZmOlJlc29sdXRpb25Vbml0PSIyIiB0aWZmOk9yaWVudGF0aW9uPSIxIiB0aWZmOk5hdGl2ZURpZ2VzdD0iMjU2LDI1NywyNTgsMjU5LDI2MiwyNzQsMjc3LDI4NCw1MzAsNTMxLDI4MiwyODMsMjk2LDMwMSwzMTgsMzE5LDUyOSw1MzIsMzA2LDI3MCwyNzEsMjcyLDMwNSwzMTUsMzM0MzI7ODA5QUIyMTA3RjA2Nzc3Q0U2MUJGNzUxODhCMEJCOUIiIGV4aWY6RXhpZlZlcnNpb249IjAyMzAiIGV4aWY6RXhwb3N1cmVUaW1lPSIxLzgwMCIgZXhpZjpTaHV0dGVyU3BlZWRWYWx1ZT0iOTY0Mzg1Ni8xMDAwMDAwIiBleGlmOkZOdW1iZXI9IjI4LzEwIiBleGlmOkFwZXJ0dXJlVmFsdWU9IjI5NzA4NTQvMTAwMDAwMCIgZXhpZjpEYXRlVGltZU9yaWdpbmFsPSIyMDE0LTAxLTE5VDE4OjA2OjE4LTA1OjAwIiBleGlmOkRhdGVUaW1lRGlnaXRpemVkPSIyMDE0LTAxLTE5VDE4OjA2OjE4LTA1OjAwIiBleGlmOkV4cG9zdXJlQmlhc1ZhbHVlPSIwLzMiIGV4aWY6TWF4QXBlcnR1cmVWYWx1ZT0iOTUvMzIiIGV4aWY6U3ViamVjdERpc3RhbmNlPSIzNDgvMTAwIiBleGlmOk1ldGVyaW5nTW9kZT0iNSIgZXhpZjpGb2NhbExlbmd0aD0iNjEwMC8xMDAwIiBleGlmOlNlbnNpbmdNZXRob2Q9IjIiIGV4aWY6RmlsZVNvdXJjZT0iMyIgZXhpZjpDdXN0b21SZW5kZXJlZD0iMCIgZXhpZjpFeHBvc3VyZU1vZGU9IjAiIGV4aWY6V2hpdGVCYWxhbmNlPSIwIiBleGlmOlNjZW5lQ2FwdHVyZVR5cGU9IjAiIGV4aWY6RGlnaXRhbFpvb21SYXRpbz0iMzY0OC8zNjQ4IiBleGlmOkZvY2FsUGxhbmVYUmVzb2x1dGlvbj0iMTYwMDAwMC8yOTIiIGV4aWY6Rm9jYWxQbGFuZVlSZXNvbHV0aW9uPSIxMjAwMDAwLzIxOSIgZXhpZjpGb2NhbFBsYW5lUmVzb2x1dGlvblVuaXQ9IjIiIGV4aWY6UGl4ZWxYRGltZW5zaW9uPSI3MDAiIGV4aWY6UGl4ZWxZRGltZW5zaW9uPSI1MjUiIGV4aWY6Q29sb3JTcGFjZT0iLTEiIGV4aWY6TmF0aXZlRGlnZXN0PSIzNjg2NCw0MDk2MCw0MDk2MSwzNzEyMSwzNzEyMiw0MDk2Miw0MDk2MywzNzUxMCw0MDk2NCwzNjg2NywzNjg2OCwzMzQzNCwzMzQzNywzNDg1MCwzNDg1MiwzNDg1NSwzNDg1NiwzNzM3NywzNzM3OCwzNzM3OSwzNzM4MCwzNzM4MSwzNzM4MiwzNzM4MywzNzM4NCwzNzM4NSwzNzM4NiwzNzM5Niw0MTQ4Myw0MTQ4NCw0MTQ4Niw0MTQ4Nyw0MTQ4OCw0MTQ5Miw0MTQ5Myw0MTQ5NSw0MTcyOCw0MTcyOSw0MTczMCw0MTk4NSw0MTk4Niw0MTk4Nyw0MTk4OCw0MTk4OSw0MTk5MCw0MTk5MSw0MTk5Miw0MTk5Myw0MTk5NCw0MTk5NSw0MTk5Niw0MjAxNiwwLDIsNCw1LDYsNyw4LDksMTAsMTEsMTIsMTMsMTQsMTUsMTYsMTcsMTgsMjAsMjIsMjMsMjQsMjUsMjYsMjcsMjgsMzA7NTBCNzc1RTNFRDE4M0RDRTEzOEZFMTdBNDkzODM3MEMiIGNyczpSYXdGaWxlTmFtZT0iSU1HXzAzNjIuRE5HIiBjcnM6VmVyc2lvbj0iNC42IiBjcnM6V2hpdGVCYWxhbmNlPSJBcyBTaG90IiBjcnM6VGVtcGVyYXR1cmU9IjY4MDAiIGNyczpUaW50PSIrMTIiIGNyczpFeHBvc3VyZT0iMC4wMCIgY3JzOlNoYWRvd3M9IjUiIGNyczpCcmlnaHRuZXNzPSIrNTAiIGNyczpDb250cmFzdD0iKzYxIiBjcnM6U2F0dXJhdGlvbj0iLTEwMCIgY3JzOlNoYXJwbmVzcz0iMjUiIGNyczpMdW1pbmFuY2VTbW9vdGhpbmc9IjAiIGNyczpDb2xvck5vaXNlUmVkdWN0aW9uPSIyNSIgY3JzOkNocm9tYXRpY0FiZXJyYXRpb25SPSIwIiBjcnM6Q2hyb21hdGljQWJlcnJhdGlvbkI9IjAiIGNyczpWaWduZXR0ZUFtb3VudD0iMCIgY3JzOlNoYWRvd1RpbnQ9IjAiIGNyczpSZWRIdWU9IjAiIGNyczpSZWRTYXR1cmF0aW9uPSIwIiBjcnM6R3JlZW5IdWU9IjAiIGNyczpHcmVlblNhdHVyYXRpb249IjAiIGNyczpCbHVlSHVlPSIwIiBjcnM6Qmx1ZVNhdHVyYXRpb249IjAiIGNyczpGaWxsTGlnaHQ9IjAiIGNyczpWaWJyYW5jZT0iMCIgY3JzOkhpZ2hsaWdodFJlY292ZXJ5PSIwIiBjcnM6Q2xhcml0eT0iMCIgY3JzOkRlZnJpbmdlPSIwIiBjcnM6SHVlQWRqdXN0bWVudFJlZD0iMCIgY3JzOkh1ZUFkanVzdG1lbnRPcmFuZ2U9IjAiIGNyczpIdWVBZGp1c3RtZW50WWVsbG93PSIwIiBjcnM6SHVlQWRqdXN0bWVudEdyZWVuPSIwIiBjcnM6SHVlQWRqdXN0bWVudEFxdWE9IjAiIGNyczpIdWVBZGp1c3RtZW50Qmx1ZT0iMCIgY3JzOkh1ZUFkanVzdG1lbnRQdXJwbGU9IjAiIGNyczpIdWVBZGp1c3RtZW50TWFnZW50YT0iMCIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50UmVkPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRPcmFuZ2U9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudFllbGxvdz0iMCIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50R3JlZW49IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudEFxdWE9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0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

<p>Sorry if the photo is confusing, originally I was going to epoxy the whole thing but it wouldn't stick so ended up screwing it on, the flash foot was originally screwed to the other side so the holes didn't match up.</p>

<p>Just thought I would share this, I bought a G11 but knew that I was going to need an external viewfinder for the 28mm lens because I wanted close to full coverage. The flash does not work with an e.v. because the mount pushes down a very small button on the hot shoe that disables it, if you look at my photo here I took an old Mamiya press camera viewfinder and cut a notch on the mount, it works great, had to do some extra drilling of holes, etc. but worth the effort. Hopefully I can get a universal viewfinder soon for using the zoom. If anyone uses a universal viewfinder please let me know if it offers full coverage, I can't find anyone in the New York CIty area that has one for sale so I can look at it, only see them on Ebay.<br>

http://www.instructables.com/answers/How-do-you-epoxy-metal-Regular-epoxy-doesnt-work/</p>

<p>I have a canon G11, the viewfinder is lousy and I would like to add an external one, any recommendations? I would also like to try one out but I don't know who in NYC would have one, B&H didn't have any that were under $300 and Tamarkin is long gone(I don't have a car to drive to their new location in CT.). I'm looking for something cheap, it can be for 28mm only, that's fine.</p>