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USER Used for private tunnel key
PASS Used for private tunnel password
SYNC No Use with SYNC mode
PASSWD Password for SYNC mode
INTERVAL SYNC server checks tunnel connection after defined interval in seconds.
IOTIME SYNC server checks tunnel connection after defined interval in seconds.
TUNNELID Name of the tunnel to set
IP ADDRESS 1 Address of the client
IP ADDRESS 2 Address of the server
SOCKET TO SEND GET SOCKET TO RECEIVE DATA
PORT Number of client port
MESSAGE Text to send from client to server
MESSAGE2 Text to send from server to client
PASS Password for SOCKET TO SEND and SOCKET TO RECEIVE

The Endpoints are marked as START and END.
Syntax:

Code:

ACTTUNNEL START “TUNNELID” VALUE: “DESCRIPTION”

Example:

Code:

ACTVTUNNEL START “TUNNELID” “END”

Example:

Code:

ACTVTUNNEL START “TUNNELID” “CABPROTOCOL” “CLIENTIPADDRESS” “SERVERIPADDRESS”

The Endpoints are marked as START and END.
Syntax:

Code:

ACTPERIPHERSP START “TUNNELID” “DESCRIPTION”

Example:

Code:

ACTPERIPHERSP START “TUNNELID” “END”

Example:

Code:

ACTPERIPHERSP START “TUNNELID” “CABPROTOCOL” “CLIENTIPADDRESS” “SERVERIPADDRESS”

The Endpoints are marked as START and END.
Syntax:

Code:

COMPORTSP START “TUNNELID” VALUE: “DESCRIPTION”

Example:

Code:

COMPORTSP START “TUNNELID” “COMPORTNUMBER”

Example:

Code:

COMPORTSP START “TUNNELID” “COMPORTNUMBER” “CABPROTOCOL” “CLIENTIPADDRESS” “SERVERIP 384a16bd22

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1. Extract Window info, Class and parent info from desktop windows.
2. As a developer, you can use the software in order to help you define a program’s errors and create a handle that manages that particular irregularity.
3. As a user, you can use the software to prevent program crashes that can occur as a result of a memory leak or a mismatched handle.

Visit:

The program computes radii of curvature of a smooth surface. You can select a plane with a few clicks of the mouse, and the program calculates the radius of curvature of the surface in points (x,y). You can also define the contour of the surface as a polygon or a surface defined by a set of points. The program also calculates the surface area.
The program accepts the radius and defines the curvature of the surface for a variety of surfaces (spherical, cylindrical, elliptical) according to the formula:
Radius of curvature = (r/R)(k1/k2)(1/(k2x1 – k1x2))
where r = Distance from the center of curvature, R = Radius of the curvature, k1 = First curvature (the direction of the normal vector), and k2 = Second curvature (the direction of the tangent vector)
The program is a simple, interactive calculator that can perform the calculations. You can select the type of surface you are working with in the upper left corner.
A quick explanation of the program follows.
The background picture shows a method for finding the curvature of a plane.
The letters A, B, C, and D denote points on the curve defined by the surface, and the letter F denotes the center of curvature.
The text on the bottom of the screen explains the surface being worked on.
Click on the surface to see the algorithm in action.
The color of the text changes as you define the location of the points and the center of curvature.
The surface area calculation is explained in the text on the bottom of the screen.
The area of the surface is calculated by first adding up the areas of each triangle formed by a series of points.
The result is displayed at the bottom of the screen.

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