Press "space" to talk if you found the secret answer ,make sure you make a screenshot(Ctrl+s)and publish it!data:image/png;base64,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:image/png;base64,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 switchHO train setlegoscar.254Multi-branched conditional.
If the first (Boolean) input is True, then the script in
the second (C-slot) input is run, and this block stops.
Additional tests can be added by putting one or more
ELSE IF blocks in the third (variadic) Boolean slot.
Use the arrowheads to get the number of Boolean
slots you need. Each ELSE IF block provides a Boolean
slot for a condition to test and a script slot for what to do
if the condition is True. You can put an ELSE block in
the last Boolean input to CASES for a script to run if
all the tests turn out False.
As soon as a condition is True, no further tests are done
and no further scripts are run.pt:se _ , então _ _
pt:captura _ _
contpt:lança _
catchtagFor use with the CASES block.
See its help message.pt:senão, se _ , então _
For use with the CASES block.
See its help message.pt:senão, _