Statement: Condition, Type: Supporting
Count <
Format: initial-condition-statement support-condition Count < integer
where
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initial-condition-statement = any valid condition statement that use these identifiers listed below:
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support-condition = any one the valid series of supporting condition identifiers listed below:
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Total Number Bets, Total Inside Bets, Total Outside Bets, Total Dozen Bets, Total Column Bets
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Total Even Bets, Total Street Bets, Total Corner Bets, Total Line Bets, Total Zero Bets, Total Split Bets
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Total Even-Odd Bets, Total High-Low Bets, Total Red-Black Bets, Total Odd-Even Bets, Total Low-High Bets, Total Black-Red Bets
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integer = any numeric value.
Description
The Count < identifier performs a total count of the support-condition and then determines if the total count is less than the numeric value that is referenced by the integer identifier.
For example, if the following actions occurred:
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a 1 unit bet placed on Number 1, Number 32, Number 0, Number 19 and Number 29.
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we are comparing the total count of individual numbers to the integer value of 9.
If comparing the total count of the individual roulette numbers above to the integer value of 9, the condition outcome would be evaluated as true and the program control will be passed to the body of the condition block because the actual total count is 5 which is less than the count of 9.
Example 1
Our designed system has placed various bets on multiple individual numbers on the table layout. If the total count of individual numbers that have bets placed is less than 3, then place a 2 unit bet on the Number 0 as an insurance bet. The following example will perform this task.
| RX Script |  Copy Code |
|---|---|
If Total Number Bets count < 3 begin Put 2 units on Number 0 end |
|
Example 2
We want to make bets on two layouts only if there is less than 3 data flags that contain a state value of true. The following example will perform this task.
| RX Script | Copy Code |
|---|---|
If All True Flags count < 3 begin Put 5 units on Red Put 15 units on Column B end |
|