gerald_wallace

Thanks for your input. I'm not sure what to do next because I have gone through the cleaning process about two dozen times and when I look at the photo's (the sky) in adobe photoshop cs6 (images_auto tone), I continue to see a lot of problem areas around the perimeter of the glass. (I need to fix this problem before September, when I'll be on vacation). Again, not sure what's next.

Thanks (paddler4) for the correction (I must have been a sleep). Looks like I will have to continue cleaning the sensor glass until it no longer indicates contamination.

This is a real basic question: after cleaning my shutter about 8 times the shutter (glass) looks clean based on several shots of a blue sky. The shots were taken wide-open at f/4. I also took a few shots of the same blue sky stopped down at f/22. The f/22 shots show a lot of trash (a lot of lines) around the perimeter of the pictures. What's happening?

What's next: in addition to my last post above, late today, Adobe (Application manager) offered an update of different pieces of adobe software (7 each). Once I downloaded and performed a restart I for the first time in at least a year had full functionality of Adobe photoshop CS6 - was able to access Bridge and photoshop cs6. Not sure how long Adobe will allow me to use CS6 until they take it away again. Now I can move-on to other photo.net subjects.

Another unexpected update. Reference above: LR 5 is no longer available so, my only (?) choice is to purchase LR 6 or use my 2012 version of LR 4.1. On the photoshop CS6 subject, I for the first time since my download of Windows 10 (perhaps a year ago) have gained LIMITED access to Adobe Photoshop cs6 and Bridge. I can open all my psd/processed pictures in "photoshop" however, I can not open cr2 raw files for processing. Undecided what's next.

In case your interested,with your recommendations (Alan and Charles), I decided to try LR 5 (going from LR 4 to LR5). I plan to overlook LR's convoluted set-up process (unlike Adobe photoshop) and make this process work for me. Thanks again, for your guidance.

Thanks Alan and Charles for you inputs. I just discovered other issues: (1) should I purchase LR 5 or 6, (2) should I purchase any Adobe product? I'm not happy with the direction Adobe is headed (subscription based software, talked about years ago). I can't see Adobe providing any support for stand alone products or even providing stand alone products in the future - no support for CS6! The bottom line: not sure at this time whether I will pay for another Adobe product? It's highly likely I will either purchase LR 5 (I don't do portraiture so probably little need for LR6) or use what my wife uses which is Faststone? Again, thanks for your help/suggestions for LR5.

I've had Lightroom 4.0 since 2012 however, I never used it. I've found it easier to use Adobe Photoshop CS6 but after downloading Windows 10 I eventually lost the use of CS6. I could use some help at the very begining - SETUP. The primary reason I need help is because I will be storing my processed pictures on my (D:) drive as opposed to the usual (C:) drive and not using the Pictures folder - I want to continue to store dated folders on my (D:) drive. Any help would be appreciated.

No I have not uninstalled CS6 and reinstalled the program (to gain access to Bridge). Perhaps I should ask Adobe (India) to perform this action for me? I'm not sure I trust Adobe (India) to perform this task successfully.

I'm not blaming the software CS6, and I'm not blaming Adobe for my loss of Bridge (that was caused by downloading Windows 10). I am blaming Adobe for obstructing my access to my picture files for six weeks. Now, if I could only recover Bridge.

Hi all, The Adobe cs6 extended trial offer has been removed by Adobe - no longer blocking access to my saved photo's. This has happened several time in the past (locking me out of gaining access to my photo's) for approximately six weeks. I'm sure Adobe will continue this process in to the future. Once blocked, it's extra work for me to re-gain access to my saved photo's (a back door approach) and then I have to save them in something other than .psd (photoshop) a file like Tiff. Can't remember whether the Adobe attack is instituted every quarter (3 months) or every six months. Good for now - no response is necessary.

Richard, I completed both of your options without success - cleared the task manager items, entered my adobe serial number etc. I have been trying for several months including the help desk (India) still no luck. I'm still missing Adobe Bridge and still being blocked by Adobe's trial offer from easily gaining access to my saved/downloaded photo's. Thanks for trying to help.

(Continued from Jan 31,2017). ("An update: I'm still afflicted with Adobe's disastrous Photoshop Extended Trial offer. However, I have found a work around: a back door to access my saved psd files which I am in the process of moving to another file and saving as tiff files. When the transfer is completed (300 pictures) I will delete the blocked (trial) file"). Saved pictures as stated above however, can not remove Adobe's trial offer. Has any one used one of the registry cleaners or other software to remove unwanted stuff - Adobe's trial offer? Thanks for your help.

This is to answer a question (from Phule) concerning my December 13, 2016 post. A post title as shown above Adobe's "Trial Offer" that I can not delete - it's blocking access to my stored photo's. My cs6 was a one time purchase (in 2012), and as you know, Adobe has gone to a subscription service - no longer offering a PURCHASE to use their software. I think my only option to gain access to my missing BRIDGE (part of cs6) and get rid of Adobe's trial offer is to delete my current Windows 10 software and re-install Windows 10. I'm not sure how to do this safely because I have never done this before. Any suggestions would be appreciated.

<p>An update: I'm still afflicted with Adobe's disastrous Photoshop Extended Trial offer. However, I have found a work around: a back door to access my saved psd files which I am in the process of moving to another file and saving as tiff files. When the transfer is completed (300 pictures) I will delete the blocked (trial) file.</p>

<p>This is what I'm trying to get rid of:<img src="data:image/png;base64,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" alt="" /></p>

<p>Thanks John for the Website. I need to think about which files are "unwanted" files before proceeding.</p>

<p>You are not alone - a non technical response: I have an old, small, expensive monitor that I calibrated successfully using SpyderElite 5 - I'm satisfied.<br> I tried to calibrate my wife's new, inexpensive 30 inch monitor (using Spyderelite5) and received a message that the monitor could not be fully calibrated and showed a percentage of successful calibration (approximately 70+%).<br> (In my case, my wife doesn't care).</p>

<p>For clarification: I purchased Adobe Photoshop CS6 which includes Bridge. Due to the windows10 download Bridge was lost - I no longer have Adobe Bridge. I have been unable to download Bridge from the Adobe web site. In addition, Adobe's trial offer continues to block my access to other photoshop files. How can I make Adobe's trial offer go away?</p>

<p>(Posted earlier on Dec. 6, 2015). Same two issues: (1) how to remove Adobe Trial Offer that blocks access to my (photoshop) pictures and (2) how to gain access to Adobe Bridge lost when downloading Windows 10? I thought that once the Adobe trial offer expired I would have access to my pictures however, the Adobe trial offer is still shown - blocking access to my photo's? For item two (2) I have tried numerous times with 'help' from adobe's foreign support group to no avail. Any helpful suggestions would be appreciated.</p>

<p>Update. The 30 day trial period for Adobe Photoshop Extended has ended and I'm locked out (prevented) from opening or gaining access to my pictures. Does any one have an estimate on how long Adobe will prevent me from accessing my pictures? Thanks for your help.</p>

<p>Update. There was no way I could contact Adobe (short of buying something) so I accepted there trial offer. Now I'm still bombarded with the trial offer but, I can click it off which puts the offer in the background (it never goes away) so I can continue to work. At the end of the 30 day trial I will see what happens.</p>

<p>Jeff, thanks for your help by providing Adobe's telephone number however, the phone number is only available for paying customers. I will try going to Adobe on-line (www.adobe.com/getsupport) and see what happens. I'm still being blocked from having access to my picture by the trial offer for cs6 expended.</p>