Repeats logic while the condition is true, then returns the result.
While ( [ initialVariable ] ; condition ; [ logic ] ; result )
initialVariable
- variable definitions that will be available to use in the following parameters.
condition
- a Boolean expression evaluated before each loop iteration. While True, the loop repeats. When False, the loop stops.
logic
- variable definitions that are evaluated each time the loop is repeated.
result
- an expression that is returned when the loop stops.
text, number, date, time, timestamp, container
FileMaker Pro 18.0 Advanced
The While function performs the following steps:
1. Evaluates the initialVariable
parameter.
2. Evaluates the condition
parameter.
3. If condition
is:
•True (any non-zero numeric result), evaluates logic
, then repeats step 2.
•False (0), stops the loop and returns result
.
You can specify multiple variable definitions for initialVariable
and logic
by enclosing them within brackets [ ] and separating each with a semicolon. For example:
While (
[ initVar1 = value1 ; initVar2 = value2 ; ...] ;
condition ;
[ logicVar1 = expression1 ; logicVar2 = expression2 ; ...] ;
result
)
The variables specified in the initialVariable
and logic
parameters are evaluated from left to right. These variables are within the same scope and can be used in the condition
and result
parameters. See Using variables.
Variables that need to retain information from one loop iteration to the next must be initialized before they are used in the logic
parameter. Otherwise, their values are deleted.
•To prevent infinite loops that would cause FileMaker clients to stop responding, this function returns "?" when the number of loop iterations exceeds a limit. To set the limit, use the SetRecursion function.
Totals the values in the repeating variable $a
. Each loop iteration increments count
, uses it to specify the $a
variable repetition, and adds the value to the running total
. This example returns 150.
While (
[
count = 0 ;
total = 0 ;
$a[1] = 25 ;
$a[2] = 50 ;
$a[3] = 75
] ;
count < 3 ;
[
count = count + 1 ;
total = total + $a[count]
] ;
total
)
Adds five periods between two text values. The scope of the City
function variable in the While function is separate from that in Let, so this example returns San Francisco.....Paris.
Let (
City = "Paris";
While (
[ City = "San Francisco"; i = 0 ] ;
i < 5 ;
[
i = i + 1 ;
City = City & "."
] ;
City
)
& City )
If every instance of the function variable City
were replaced with the local variable $City,
the example returns San Francisco.....San Francisco....., because $City
has the same scope throughout the calculation.
Illustrates how the scope of function variables differs when they are defined before a While loop compared with when they're defined in the While loop's initialVariable
and logic
parameters.
The values of it1
and it2
defined before the While loop are available within the loop, but changes made to it1
and it2
within the loop don't affect the values of these variables after the loop. This example also shows how the value 2 of the it2
variable defined in the logic
parameter gets lost after each loop iteration because it2
isn't initialized in the initialVariable
parameter.
Let (
[ // Before While loop; sets line 1.0 of result
it1 = "a"; // Defined in Let's scope
it2 = 1; // Defined in Let's scope
out = "1.0 " & it1 & " " & it2 & ¶
];
While
(
[ // initialVariables; sets lines 2.0 and 3.0 of result
i = 0;
out = out & "2.0 " & it1 & " " & it2 & ¶;
it1 = "b"; // Defined in While's scope
out = out & "3.0 " & it1 & " " & it2 & ¶
];
// Condition
i < 2;
[ // logic; sets lines 4.x and 5.x of result
// Variables defined in the logic parameter in previous passes
// through the loop are deleted at this point
i = i + 1;
out = out & "4." & i & " " & it1 & " " & it2 & ¶;
it1 = "c"; // Reused in While's scope
it2 = 2; // Redefined in While's scope
out = out & "5." & i & " " & it1 & " " & it2 & ¶
];
// result; sets line 6.0 of result
out & "6.0 " & it1 & " " & it2 & ¶
)
// After While loop; sets line 7.0 of result
& "7.0 " & it1 & " " & it2 & ¶
)
The result is:
1.0 a 1
2.0 a 1
3.0 b 1
4.1 b 1
5.1 c 2
4.2 c 1
5.2 c 2
6.0 c 2
7.0 a 1