Javascript/html5 tool
The Javascript/HTML5 runs in a web browser (locally) and will read from a file you select on your hard drive.
Features:- Displays the "large" (128x112) photos.
- Also shows deleted photos.
- Customizable color theme (using hex color codes) for the 4 "grey" levels.
- 3 built-in color themes: Black and White, Gameboy and Gameboy player.
- Export to .PNG using the "Save as..." browser features from the right-click on image menu.
Here are examples pictures using the built-in themes:The tool is available here:
gbcamtool.htmlCommand-line tool
The command-line version is more powerful than the Javascript version, however you will need to compile it to use it. (for now)
Features:- Extract "large" photos (128x112) to .PNG
- Extract "small" (thumbnail) photos to PNG
- Extract the "Game Faces" photo to a .PNG
- Recover deleted photos
- Single photo or batch (all photos) extraction
- List photos
Use
Displaying help with -h
Options:
-h Display this help text
-i index Source image index (first image is 0). Default: 0
-g Use gameface as source photo
-o output.png Export a single photo to a .png file
-b basename Export all photos to png files, using the specified basename
-d Display selected photo (see -i) to the terminal
-l List photos in save file
-a Also export deleted photos
-s Export/display small photos (32x32) intead of large photos (128x112)
-v Be verbose
Listing photos (shows which one are active and deleted)
./gbcam2png source.sav -l
Exporting a single photo (index 0) to a .png file
./gbcam2png source.sav -i 0 -o output.png
Exporting all active photos
./gbcam2png source.sav -b test
Pour chaque photo active (c'est à dire, qui n'a pas été effacée) un fichier nommé testXX.png (où XX correspondra à l'index de la photo, compté depuis 00) sera créé.
Exporting all photos, including deleted ones
./gbcam2png source.sav -b test -a
Displaying a photo in a terminal (-d)
Since the resolution is quite low, displaying a photo by controling the terminal background color (using ANSI/VT100 codes) is possible. A
very small font must be used however, and the aspect ratio is off...
./gbcam2png source.sav -i 15 -d
My technique to read RAM
The N64 to USB adapter I desgined, combined with its PC-side management software, supports the N64 Transfer Pak. The Transfer Pak makes it possible to
read/write from/to a Game boy cartridge, ROM or RAM, and the management software can do so for several types of Game boy cartridges.
Since version 2.1.14, the management software is also able to read and write the Game Boy Camera RAM.
So to transfer photos to my PC, I use the following:
Here are all the above items in action:
Backing up the cartridge RAM is a simple matter of accessing the
Transfer Pak ->
Read cartridge RAM to file... menu and entering a suitable file name.
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)
Reading the RAM completely takes less than 1 minute. Then you use the tool of your choice to view and extract the photos.
A quick overview of other approaches
There are other ways to retrive pictures from a Game boy camera. Here are a few:
Note: One advantage of using the printer (real or emulated) is that photo frames will be present.