Converted by Snapinator
I Will Should Make Part 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Converted by Snapinator
I Will Should Make Part 2pt:o texto multilinha _
ca:multilínia _
Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.
If it's not found, reports 0.pt:a posição de _ em _
ca:posició de _ en _
Reports True if the first input string contains the second input string, otherwise false.
Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.pt:o texto de _ antes de _
ca:text _ conté _ ?
Reports the input text with lower case letters instead of capital letters in the input. Uses the user's locale's rules for case conversion.pt:em minúsculas _
ca:_ a minúscules
ca:comparacions ignorant majúscules?
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gG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==This is the block for SCBU1-8
-7.75
-7.5
-7
-6.75
-6.5
-6
-5.75
-5.5
-5
-4.75
-4.5
-4
-3.5
-3
-2.5
-2
-1.5
-1
-0.5
0
0.5
1
1.25
1.5
1.75
2
2.25
2.5
2.75
3
3.25
3.5
3.75
4
4.5
4.75
5
5.5
5.75
6
6.5
7
7.5
7.75
8
8.5
9
9.1
9.2
9.21
9.22
9.225
9.25
9.275
9.3
9.35
9.4
9.45
9.5
9.625
9.75
9.875
10
11
11.5
12
12.5
13
13.5
13.75
14
14.5
15
15.5
15.75
16
16.5
16.75
17
17.5
18
19
20
21
21.5
22
23
23.5
24
25
25.5
26
27
27.5
28
29
30ExamplePhase 16Uncanny 16 10.3Uncanny 16 20.3Uncanny 16 36.862Uncanny 16 20.3Uncanny 16 11Phase You Like It Because It's Cool.46