tcid_checker 1.0.2 
tcid_checker: ^1.0.2 copied to clipboard
berk.babadogan.netDetermines that given TC Id is valid or not based on rules --> * The ones digit of the sum of the first 10 digits gives the 11th digit. * The ones digit of 7 times the sum of the 1st, 3rd, 5th, 7th an [...]
We analyzed this package 37 hours ago, and awarded it 130 pub points (of a possible 160):
0/10 points: Provide a valid pubspec.yaml
The package description is too long.
Search engines display only the first part of the description. Try to keep the value of the description field in your package's pubspec.yaml file between 60 and 180 characters.
5/5 points: Provide a valid README.md
5/5 points: Provide a valid CHANGELOG.md
10/10 points: Use an OSI-approved license
Detected license: MIT.
10/10 points: 20% or more of the public API has dartdoc comments
1 out of 2 API elements (50.0 %) have documentation comments.
Some symbols that are missing documentation: tcid_checker.checkID.
10/10 points: Package has an example
20/20 points: Supports 6 of 6 possible platforms (iOS, Android, Web, Windows, macOS, Linux)
- ✓ Android
- ✓ iOS
- ✓ Windows
- ✓ Linux
- ✓ macOS
- ✓ Web
30/50 points: code has no errors, warnings, lints, or formatting issues
WARNING: The value of the local variable 'tcID' isn't used.
lib/tcid_checker.dart:12:9
╷
12 │ var tcID = int.tryParse(value); // TC ID int.
│ ^^^^
╵
To reproduce make sure you are using the lints_core and run dart analyze lib/tcid_checker.dart
10/10 points: All of the package dependencies are supported in the latest version
No dependencies.
To reproduce run dart pub outdated --no-dev-dependencies --up-to-date --no-dependency-overrides.
10/10 points: Package supports latest stable Dart and Flutter SDKs
20/20 points: Compatible with dependency constraint lower bounds
pub downgrade does not expose any static analysis error.
Analyzed with Pana 0.22.7, Dart 3.4.4.
Check the analysis log for details.
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Determines that given TC Id is valid or not based on rules --> * The ones digit of the sum of the first 10 digits gives the 11th digit. * The ones digit of 7 times the sum of the 1st, 3rd, 5th, 7th and 9th digits plus 9 times the sum of the 2nd, 4th, 6th and 8th digits gives the 10th digit. * The ones digit of 8 times the sum of the 1st, 3rd, 5th, 7th and 9th digits gives the 11th digit.
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License
MIT (LICENSE)
