WinCID v 1.1 Release Notes This program is shareware! Please read the online help for registration information. WinCID is a multimedia program which allows you to use the Caller ID (CID) capabilities of your modem to monitor the origin of incoming calls. WinCID will display the telephone number from which the call originated, the time the call was placed, and the date on which it was placed. If your telephone company encodes name information into the signal, WinCID will display the name of the owner of the telephone number from which the call was placed. Otherwise, you may attach a name to a telephone number for your convenience. WinCID can even keep your computer's clock updated! To install WinCID, merely make a directory for WinCID, and copy the package files (wincid.exe, wincid.hlp, wincid.txt and order.txt) into that directory. You can add an icon to your program manager groups by dragging the wincid.exe file from File Manager to any active Program Manager group, or by picking File | New | New Program Item from the Program Manager menu, and then browsing to select the wincid.exe file. Features of WinCID v 1.1: @ Easy setup, including support for most CID-equipped modems @ User-friendly display of incoming calls in a history list-box @ Database of caller names and addresses @ Built-in dialer for returning missed calls @ Permanent log file to log all calls @ Banner announcement of incoming calls @ Audio announcement of incoming calls (for PCs with sound cards) @ Clock-setting from incoming call information @ Extensive online help @ Cheap registration ($8 !) for this fully functional (not crippled) software In order to use WinCID, you must have: @ A modem which decodes Caller ID signals @ Caller ID service on the telephone line to which your modem is attached. WinCID is shareware (US$8 to register). Changes since v 1.0: Added "sleep" button to make WinCID release the serial port Added call logging feature Added "compress database" menu option Upgraded internal database-management code WinCID v 1.1 is a product of Gradient Computing.