Reference Manual
PMAC 2 Software Reference 
PMAC On-Line Command Specification  257 
Example 
M165->L:$081F 
M265->L$0820 
M265->L2080 
See Also 
M-Variables (Computational Features) 
On-line commands M{constant}, M{constant}->,  
..........M{constant}->D:{address}, M{constant}={expression} 
Program command M{constant}={expression} 
M{constant}->TWB:{multiplex address} 
Function 
Binary Thumbwheel-Multiplexer Definition 
Scope 
Global 
Syntax 
M{constant}[..{constant}]->TWB[:]{multiplex 
address},{offset},{size},{format} 
where: 
•  {constant} is an integer from 0 to 1023 representing the number of the M-variable; 
•  the optional second{constant} must be at least as great as the first {constant} – it 
represents the number of the end of the range; 
•  {multiplex address} is an integer constant in the range 0 to 255, representing the 
byte address in the multiplexing scheme on the thumbwheel port of the least significant 
bit to be used in the M-variable(s);  
•  {offset} is an integer constant from 0 to 7, representing which bit of this byte is the 
least significant bit to be used in the M-variable; 
•  {size} is an integer constant from 1 to 32, representing the number of consecutive bits 
to be used in the M-variable(s);  
•  {format} (optional) is either U for unsigned, or S for signed (two’s complement). If 
no format is specified, U (unsigned) is assumed 
Note: 
No spaces are permitted between the M-variable name and the 
“arrow” double character in this command. 
Remarks 
This command causes PMAC to define the specified M-variable or range of M-variables to a 
consecutive of input bits multiplexed on the thumbwheel port with Accessory 18 or 
compatible hardware. 
Example 
M0->TWB:0,0,1 
M1->TWB:0,1,1 
M10->TWB:3,4,4,U 
M745->TWB:4,0,16,S 
M872->TWB:0,4,1 
See Also 
M-Variables (Computational Features) 
On-line commands M{constant}, M{constant}->,  
..........M{constant}->TWD:{address} 
Thumbwheel Multiplexer Board (ACC-18) Manual 
M{constant}->TWD:{address} 
Function 
BCD Thumbwheel-Multiplexer M-Variable Definition 










