[Main] Title=DISM-WINB ScratchSpace Description=Increase scratchspace on writable X: drive to 512MB. Use while WINB usbstick is running, to modify the current BOOT.WIM permanently. Tested on Win7PESE [080] x64 running X:/Y: USBstick with Y:\sources\boot.wim, using a folder on the host drive for mountpoint. If ANSICON is present in your build, the command prompt display should show in colors. Selected=True Level=5 Version=2 Date=2014-10-21 Author=Tony4219 Credit=Thanks to all the internet giants whose shoulders I have stood upon. NoWarning=False Download_Level=1 Credits=GrandStreamDreams blogger Claus Valca. This is the article that got me thinking ... Script V2 on 12/11/14 I updated the BATfile to include usage of colorization in the CMD prompt window with ANSICON a Win7 equivalent to DOS' ansi.sys.; it checks if ANSICON is present, and if it is, goes to the bottom of the BATfile and uses ANSICON. If it doesn't work, it should degrade gracefully to DOS gray-on-black. If THAT still doesn't work, use the original bat4dism.bat instead of bat4dism8.bat. Upgraded batfile thru v8. [Interface] CheckBoxRAM="Run from RAM",1,3,76,89,112,20,False CheckBoxSM=StartMenu,1,3,76,19,113,23,True CheckBoxDE="Desktop Icon",1,3,76,55,111,21,False pTextLabel2=" 1) This script requires a batchfile and the DISM environment already present in Winbuilder. All files are included or present. It assumes your boot.wim file is located in Y:\sources\boot.wim. The batfile is embedded here; nothing to download especially if you used CopyFiles=Full. Just read the prompts and click a few times.",1,1,25,134,528,44,8,Normal pTextLabel3=" Requirements: ",1,1,25,115,84,18,8,Normal pTextBox1="StartMenu folder:",1,0,191,21,119,21,"Miscellaneous Tools" pTextLabel4=" 2) DISM is one of the WAIK tools used to work on WIM files. GimageX does not have any method to increase the 'scratchspace', which is the unused part of the boot drive X: in Winbuilder. However, if you run DISM from X:\Windows\System32\DISM\ folder, you are basically in the ""Deployment Tools Command Prompt"" CLI needed to run the WinPE 3 tool DISM.EXE. You can increase the scratch space to 128MB, 256MB, or 512MB. I chose not to adjust the Shell & Config script. It is set for 128MB but on my builds there is only total of ~61MB on X: with ~59MB free.",1,1,25,178,528,84,8,Normal pTextLabel5=" 3) Many apps insist on installing themselves to the boot drive, then complain there isnt enough space. You can run larger post-boot setup files and installers. I now have X: 456.34 MB (2.49 MB used) (453.85 MB free). Don't go lower than 128MB.",1,1,25,261,529,45,8,Normal pWebLabel1="Interesting article by Claus Valca at GrandStreamDreams about DISM and scratchspace HERE",1,10,24,365,200,18,http://grandstreamdreams.blogspot.com/2010/03/winpe-and-dismpeimg-to-boost-scratch.html pTextLabel6=" 4) The reason this works is due to classic Winbuilder ver 080 is basically the same as MSFT WinPE 3. Normally little scratch space is available for 'rescue discs', but MSFT allowed a way to increase it if you really wanted just a little more. Read the article below, which gave me the idea to try.",1,1,27,308,528,45,8,Normal pTextLabel7="All files included",1,1,431,20,97,28,8,Bold pTextLabel8="DISM should already be in your build.",1,1,431,53,97,40,8,Bold [Variables] %ProgramEXE%=bat4dism9.bat %ProgramFolder%=DISM-WINB ScratchSpace %ProgramTitle%=DISM-WINB ScratchSpace [Process] echo,"Processing %ProgramTitle% ..." RunFromRam,%CheckBoxRAM% //If,%CheckBoxSM%,Equal,True,Add_Shortcut,StartMenu,%pTextBox1% If,%CheckBoxSM%,Equal,True,Add_Shortcut,StartMenu,%pTextBox1%,"%PE_Programs%\%ProgramFolder%\%ProgramEXE%","DISM-WINB ScratchSpace",,,"%PE_Programs%\%ProgramFolder%\expanding.ico" If,%CheckBoxDE%,Equal,True,Add_Shortcut,Desktop unpack,, [EncodedFolders] Folder [Folder] expanding.ico=13689,18252 bat4dism.bat=2184,2912 bat4dism8.bat=3290,4387 bat4dism9.bat=3299,4399 [AuthorEncoded] expanding.JPG=33624,44832 Logo=expanding.JPG [EncodedFile-AuthorEncoded-expanding.JPG] lines=10 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2=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 3=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6=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 7=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 8=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[EncodedFile-Folder-bat4dism.bat] lines=0 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[EncodedFile-Folder-bat4dism8.bat] lines=1 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