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Help! 5d mark 2 and 17-40 l destroyed after falling from 80 foot cliff


larz711

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<p>Is there anything that i can do here that doesn't result in a total loss? Did not have insurance, but will from now on.<img 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" 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<p>Ouch! I doubt the parts have any value to anyone. Very few people have the skill and equipment to do their own camera or lens repair. Even if you found someone that could use the parts, why would they run the risk of using parts from a camera that has been subjected to such a severe mechanical shock? Only Canon can tell you if it is economical to repair the lens.</p>
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<p>I'll give you $5 for each one, just so I can take them apart and see how they (used to) work!<br>

The camera is pretty much worthless. Nobody really wants used bits from a mangled camera. I certainly wouldn't go to the trouble of replacing my sensor with a used sensor. The lens might be worth a few bucks if someone needs a new element and the ones in yours aren't damaged. I suppose it might even be possible to repair it, though a used 17-40 only goes for around $600 in mint condition. I suppose you could send it in to Canon and see if they can fix it. Might be worth doing. If the glass is good I don't know what they'd charge for a new lens body and fitting and aligning all the elements.</p>

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<p>I'm glad it was your camera and not you. Did you by some chance have insurance on your equipment? I don't think Canon will be able fix it. I bet you have to buy a new or used one to replace it as well. I see I missed the fact you didn't have any insurance. You might really want to get serious about having some insurance on it from here on out.</p>
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<blockquote>

<p>i mean the sensor at least has to hold some value still, to someone?</p>

</blockquote>

<p>Very little value, unfortunately. You can't just drop a new sensor into a camera with a bad sensor. Changing the sensor requires software available only to Canon's own repair technicians. They have to store a new bias mask and hot and dark pixel mask in the camera's flash memory in order to get a decent picture out of the new sensor.I don't believe that the software in question has ever made it into the wild.</p>

<p>It has some small value to me, because I would like to heat it up, pry the cover glass off, and see which solvents would dissolve the color filters. But aside from stuff like that, no, the sensor really doesn't have much value.</p>

<p>I am sorry for your loss. I had a Nikon D100 and lens suffer a similar incident about 10 years ago, when that camera cost about what a 5D II does now. It's a horrible feeling.</p>

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<p>I had been exploring this particular shot for a couple of years. Early Autumn's light really works here. I began to get excited as the sun made its way under the unsettled cloud formations. I set the tripod up on the ledge that I had many times before. I wanted a slightly higher angle so I moved the legs closer, and closer. I had been waiting for this day! The color continued to intensify, the land forms became more defined, the texture in the clouds gave the sky an almost tactile quality. The landscape was alive and I was there, luck was favoring the prepared.<br /> I exposed the sensor several times until I was satisfied, but the light was still incredible. I took 4-5 steps away to line up a new composition. A slight breeze. I instantly recognized the sound the rubber feet made as they began vibrating down the slight incline of the ledge in the direction of disaster.<br /> I turned, hope! The tripod was still upright but teetering. I lunged, carefully, jaw dropping steadily as the weight of the camera and lens forced the tripod to reach escape teeter. The fall began incredibly slowly, silently like the way a 300 foot redwood begins to fall as gravity first begins to claim it. I reached and nearly touched the leg closest to me as it catapulted upward after the camera had overcome the cliff edge and headed downward.<br /> My sense of time returned to normal as my eyes glued themselves to the boulder bound camera and tripod legs that seemed to mock me with their gathering distance. How could I leave $4000 of gear on legs set that narrow?! By the time the sound of impact reached my ears I was already quite numb and almost completely in denial. I thought: I'm sure that something's ok, at least the lens, maybe the camera too?, yeah, yeah those bodies are built right, Canon's tough.<br /> I goat-hooved my way across the massive criss-crossed talus slabs below and reached the vicinity of the impact zone, my headlamp assisting the the darkening pink-orange dusk that remained between the clouds and rock. I felt some relief when I first caught a glimpse of the tripod legs. There they were, all three, almost together now, pointing toward where they had fallen from 80 feet above. I scrambled my way over to find the camera still attatched destroyed, guts spilling out, the lens missing.<br /> The nightmare was complete when I detatched the body from the tripod and noticed the cf door swinging in the slight breeze, slot vacant! It was hard to call the search but the tractor trailer sized slabs of quartz conglomerate and the twisted almost impenetrable mountain laurel stands convinced me to return at first light, that, an entirely different story. <br /> Suffice it to say here that the next morning my buddy Chris became hero of the day. As I was finishing a description of the card, he stands up, turns my way trying to contain a knowing smile, the card between his thumb and index finger and asks, "Like this"?</p>
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<p>That's a very gripping story indeed! Sorry for your loss.</p>

<p>I'm going to disagree slightly with others here. I think the lens can be saved. I remember another lens (a 24-105?) being broken apart in the same manner, and it cost about $150 for Canon to fix it. Might as well give it a shot. Send it in, and get an estimate.</p>

<p>Heck, send in the camera too. The worst that can happen is that the service folks get a good laugh. However, maybe they can cobble up a working camera for you. It doesn't cost you anything but shipping to find out. What's more, if you send the lens in a flat rate box, it won't cost you any MORE shipping to send the body.</p>

<p>FAIW, I think the California service center is a bit better than the NJ one, for whatever reason. You might get a more positive response there.</p>

<p>Good luck! And if you're going to write off the lens, please email me. I'll buy it off of you (cheap, yes, but certainly more than $5). I'm quite serious.</p>

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<p>Oooooooooooooooooo!</p>

<p>Thanks for sharing Larry. Check the fine print on your house insurance, many cover stuff away from home as well.<br>

Please let us all know the s/n just in case this one ever comes up as 'Canon refurbished' on eBay!<br>

It's metal and plastic. You're irreplaceable. Can you post the shot from the card as well?</p>

<p>Cheers</p>

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<p>Dear Larry, thank you very much for sharing your cautionary tale.<br>

Ditto paul f, I'd be interested to see its last shot (if the card survived that is). I'd also be facinated to see some more shots of the innards, all I've ever seen are those slick diagrams from Canon and I admit I am curious to see whats going on in there (...is that morbid?).<br>

Regards A</p>

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<blockquote>

<p>So much for consumer-grade equipment....<br>

[Any <em>interest</em> in a buying a used Nikon D3 body for your next adventure?]</p>

</blockquote>

<p>I don't think a Nikon D3 would survive an 80 ft fall onto a boulder either. FAIW, I've seen more Nikon fall casualties than Canon fall casualties, and it's not because Nikon shooters are klutzes in any way. Also the most miraculous survival story I've seen was from Canon -- a humble Rebel model with a plastic kit lens that survived a fall from 3000 ft into a grassy field. I'm not saying a Nikon is a cheap or insubstantial product, but simply that it tends not to be as robust, for whatever reason.</p>

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<p>Well at least the tripod mount looks ok, sorry for the dark bit of humour there, wether if it was a Nikon or Canon NO CAMERA could survive a fall like that. My sympathies, I really hope your home insurance can cover your loss, best of luck.</p>
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