DITL_258.txt Items: (5 entries) 0: Bounds: x1=192, y1=136, x2=256, y2=160 Type: 4 Info: 'Ok' 1: Bounds: x1=8, y1=8, x2=256, y2=24 Type: -120 Info: 'The application Ò^0Ó' 2: Bounds: x1=24, y1=32, x2=208, y2=48 Type: -120 Info: 'has a file type of Ò^1Ó' 3: Bounds: x1=24, y1=56, x2=208, y2=72 Type: -120 Info: 'and a creator of Ò^2Ó.' 4: Bounds: x1=8, y1=80, x2=256, y2=128 Type: -120 Info: 'Its signature string is Ò^3Ó.' DITL_257.txt Items: (8 entries) 0: Bounds: x1=368, y1=176, x2=488, y2=288 Type: 4 Info: 'Ian McLellan P.O.Box 581 Waterloo, ON N2J 4B8 CANADA' 1: Bounds: x1=128, y1=8, x2=376, y2=24 Type: -120 Info: 'Welcome to Peeker, by Ian McLellan' 2: Bounds: x1=136, y1=24, x2=368, y2=40 Type: -120 Info: 'Copyright ©1987 by M.C.Programs' 3: Bounds: x1=32, y1=48, x2=464, y2=96 Type: -120 Info: 'To see a file's type and creator, simply select ÒPeek at a fileÉÓ from the ÒFileÓ menu or type ^0P, and select a file from the dialog box. It keeps repeating until you hit the ÒCancelÓ button.' 4: Bounds: x1=8, y1=152, x2=488, y2=168 Type: -120 Info: 'This program was written using Turbo Pascal, Version 1.00A on a 512KE.' 5: Bounds: x1=24, y1=96, x2=472, y2=144 Type: -120 Info: 'If the file is an application, you might also see its signature res- ource (if it has one). The signature resource, which has the same four-letter type as the creator, usually holds version information.' 6: Bounds: x1=8, y1=176, x2=360, y2=256 Type: -120 Info: 'If you like this program, please send me $5. If you love this program, and would like to see the source code, send me $15 with a disk or $25 without. If you never want to see any of my programs ever again, send me a Mac //.' 7: Bounds: x1=120, y1=256, x2=360, y2=288 Type: -120 Info: 'I'm a university student and need the cash for furthering my studies.' DITL_256.txt Items: (4 entries) 0: Bounds: x1=192, y1=80, x2=256, y2=104 Type: 4 Info: 'Ok' 1: Bounds: x1=8, y1=8, x2=256, y2=24 Type: -120 Info: 'The file Ò^0Ó' 2: Bounds: x1=24, y1=32, x2=208, y2=48 Type: -120 Info: 'has a file type of Ò^1Ó' 3: Bounds: x1=24, y1=56, x2=208, y2=72 Type: -120 Info: 'and a creator of Ò^2Ó.'