Reference Guide

3-220 Full Command and Function Reference
Data is always sent from a local Kermit, but can be sent either to another local Kermit (which
must execute RECV or RECN) or to a server Kermit.
To rename an object when sending it, include the old and new names in an embedded list.
Access: …µ SEND
Flags: I/O Device flag (–33), I/O Data Format (–35), I/O Messages (–39), I/O Device for Wire (–78)
If flag –35 is clear (ASCII transfer), the translation setting also has an effect.
Input/Output:
Level 1/Argument 1 Level 1/Item 1
'name'
→
{ name
1
... name
n
}
→
{{ name
old
name
new
} name ... }
→
Example 1: Executing {{ AAA BBB }} SEND sends the variable named AAA but changes its name
to BBB.
Example 2: Executing {{ AAA BBB } CCC } SEND sends AAA as BBB and sends CCC under its
own name. (If the new name is not legal on the calculator, just enter it as a string.)
See also: BAUD, CLOSEIO, CKSM, FINISH, KERRM, KGET, PARITY, RECN, RECV, SERVER,
TRANSIO
SEQ
Type: Command
Description: Sequential Calculation Command: Returns a list of results generated by repeatedly executing obj
exec
using index over the range x
start
to x
end
, in increments of x
incr
.
obj
exec
is a program or algebraic object that is a function of index. index must be a global or local
name. The remaining objects can be anything that will evaluate to real numbers.
The action of SEQ for arbitrary inputs can be predicted exactly from this equivalent program.
x
start
x
end
FOR index obj
exec
EVAL x
incr
STEP n → LIST
where n is the number of new objects left on the stack by the FOR … STEP loop. Notice that
index becomes a local variable regardless of its original type.
Access: !° LIST PROCEDURES L SEQ ( °is the left-shift of the Nkey).
Input/Output:
L
5
/A
1
L
4
/A
2
L
3
/A
3
L
2
/A
4
L
1
/A
5
L
i
/I
1
obj
exec
index x
start
x
end
x
incr
→
{ list }
L = Level; A = Argument; I = item
Example 1: 'n^2' 'n' 1 4 1 returns { 1 4 9 16 } .
Example 2: « n SQ » 'n' 2 4 1 returns { 4 9 16 } .
See also: DOSUBS, STREAM
SERIES
Type: Command
Description: For a given function, computes Taylor series, asymptotic development and limit at finite or
infinite points.
Access: Calculus, P CALC , or Limits and series, !Ö LIMITS & SERIES
Input: Level 3/Argument 1: The function f(x)
Level 2/Argument 2: The variable if the limit point is 0, or an equation x = a if the limit point is
a. If the function is in terms of the current variable, this can be given as just the value a.