Paperkids on the Road - Logic Grid Puzzle

Clues
Answer

1. Exactly one of the kids has the same initial in their name and in the color of their bike.
2. The kid on the silver bike delivered exactly as many newspapers as 100 times his/her age. Nobody else did.
3. Brian delivered 100 less newspapers than the kid with the purple bike.
4. The kid on the black bike is 10 or 13 years old.
5. Sandra is either 12 or has the silver bike.
6. The kid who delivered 1100 newspapers is one year younger than Sandra.
7. The owner of the purple bike delivered 1200 newspapers or is 12 years old. However, this kid is not 11.
8. One of the girls owns the green bike, the other girl delivered 1000 newspapers.
9. The 13-year-old kid didn't deliver 1000 newspapers.
10. If George is 11, then Brian is 10.

1. Exactly one of the kids has the same initial in their name and in the color of their bike.
2. The kid on the silver bike delivered exactly as many newspapers as 100 times his/her age. Nobody else did.
3. Brian delivered 100 less newspapers than the kid with the purple bike.
4. The kid on the black bike is 10 or 13 years old.
5. Sandra is either 12 or has the silver bike.
6. The kid who delivered 1100 newspapers is one year younger than Sandra.
7. The owner of the purple bike delivered 1200 newspapers or is 12 years old. However, this kid is not 11.
8. One of the girls owns the green bike, the other girl delivered 1000 newspapers.
9. The 13-year-old kid didn't deliver 1000 newspapers.
10. If George is 11, then Brian is 10.

Observation: This table is automatically filled accordingly to the grid.

How to play

Start by reading all the clues;
Find the most basic clues and use the grid to mark them on it;
Use logic deduction to find propositions that are not explicit;
Click on a clue to mark it as used;
The answer table is filled automatically.

More Logic Grid Puzzles

See our logic grid puzzles list.

If you want even more logic grid puzzles, check out Aha! Puzzles. You will find more than 100 Logic Puzzles.

Need help?

If, after reading the instructions, you still don't understand how to play, try playing one of these simpler logic grids puzzles. They are "very very easy".