Combine state, items, limits, and one unique approver.
Practical CEL4 test casesDocumented
What will I practise?
You can design a longer expression as a sequence of independently testable conditions.
How is it checked?
Your one expression must produce the expected result for all four JSON inputs.
When am I done?
When all tests pass and you can explain every condition in your expression.
Word problem
Approve an order only when it is active and unblocked, has valid non-empty items, no calculated line total exceeds itemLimit, and exactly one active primary approver exists.
Exact requirements
Validate order state before collections.
Require present, non-empty items.
Validate positive quantity and unit price for every item.
Check every calculated line total against the limit.
Require one active primary approver.
Required result
Write one CEL expression. It must return the expected value and type for all four prepared JSON inputs. Do not change the inputs to make an incomplete expression pass.
Recommended procedure
Translate each numbered requirement into one small boolean condition.
Run the starter expression and inspect which cases fail.
Add one condition at a time and run the complete suite again.
Mark the challenge complete only when you can explain every operator and every boundary.
Solve the challenge · browser test suite
Write one expression that passes every case
Edit the CEL expression, then run it against all prepared JSON inputs. A solution is complete only when every case passes.
4 test cases
Hint: Work in this order: state, presence and size, item validity, per-item limit, approver.
has() and size() protect and constrain the item list.
The first all() validates raw item values.
map().all() calculates and checks each line total.
exists_one() enforces approver uniqueness.
What the test cases prove
Order meets every rule: expected true (bool).
Item exceeds limit: expected false (bool).
Two primary approvers: expected false (bool).
Items missing: expected false (bool).
The cases are intentionally different. A solution that passes only the first case has not yet implemented the complete rule.
Common mistake
Do not optimise the expression for the first successful input. A requirement is implemented only when its positive case, negative case, and boundary case all produce the stated result.
Knowledge check
Can you point to the exact part of the solution that makes each false test case fail? If two different failures depend on the same condition, explain why.
Key takeaway
You can design a longer expression as a sequence of independently testable conditions.
Sources
CEL-DEV — official CEL overview.
CEL-LANG — official CEL language definition for operators, types, macros, presence, strings, and time values used in this challenge.