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occurred Feb 26 at 14:02

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occurred Feb 26 at 14:02

Notice added Draw attention by Sny

occurred Feb 18 at 12:48

Bounty Started worth 50 reputation by Sny

occurred Feb 18 at 12:48

edited body

Source Link

edited Feb 16 at 6:24

Sny

3.2k
3
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Attribution: Inspired by Racetrack in Ben Orlin's Math Games with Bad Drawings

You are a racecar maniac. Previously, you have decided that antarcticaAntarctica is the nicest place to race your car, so of course you go to antarcticaAntarctica. However, now you decide to venture into the plains biome. (You seem to have forgotten where; you just decided to \locate and \tp ...) Your goal is to lead the car to the flags. The rules are intentionally not precise, since you will have to figure out how the car works yourself. However, you quickly realize that due to the friction of the new grass, you can't maintain high velocities... and also the car stops turning after a certain threshold.

The squares on the top right (if present) indicates the length of the common path: a number in green is the time required (in frames) to reach the flag. A red box indicates that the puzzle is not possible to be solved. The optimal path is not necessarily unique.

A complete answer should solve all 14 puzzles. For solvable puzzles, give the solution. Otherwise, demonstrate that the puzzle is not solvable. Partial answers are allowed and encouraged.

Have fun racing!

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It must be somewhere...

Attribution: Inspired by Racetrack in Ben Orlin's Math Games with Bad Drawings

You are a racecar maniac. Previously, you have decided that antarctica is the nicest place to race your car, so of course you go to antarctica. However, now you decide to venture into the plains biome. (You seem to have forgotten where; you just decided to \locate and \tp ...) Your goal is to lead the car to the flags. The rules are intentionally not precise, since you will have to figure out how the car works yourself. However, you quickly realize that due to the friction of the new grass, you can't maintain high velocities... and also the car stops turning after a certain threshold.

The squares on the top right (if present) indicates the length of the common path: a number in green is the time required (in frames) to reach the flag. A red box indicates that the puzzle is not possible to be solved. The optimal path is not necessarily unique.

A complete answer should solve all 14 puzzles. For solvable puzzles, give the solution. Otherwise, demonstrate that the puzzle is not solvable. Partial answers are allowed and encouraged.

Have fun racing!

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It must be somewhere...

Attribution: Inspired by Racetrack in Ben Orlin's Math Games with Bad Drawings

You are a racecar maniac. Previously, you have decided that Antarctica is the nicest place to race your car, so of course you go to Antarctica. However, now you decide to venture into the plains biome. (You seem to have forgotten where; you just decided to \locate and \tp ...) Your goal is to lead the car to the flags. The rules are intentionally not precise, since you will have to figure out how the car works yourself. However, you quickly realize that due to the friction of the new grass, you can't maintain high velocities... and also the car stops turning after a certain threshold.

The squares on the top right (if present) indicates the length of the common path: a number in green is the time required (in frames) to reach the flag. A red box indicates that the puzzle is not possible to be solved. The optimal path is not necessarily unique.

A complete answer should solve all 14 puzzles. For solvable puzzles, give the solution. Otherwise, demonstrate that the puzzle is not solvable. Partial answers are allowed and encouraged.

Have fun racing!

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It must be somewhere...

Became Hot Network Question

occurred Feb 15 at 21:51

edited body

Source Link

edited Feb 15 at 14:34

Beastly Gerbil

60.7k
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Attribution: Inspired by Racetrack in Ben Orlin's Math Games with Bad Drawings

You are a racecar maniac. Previously, you have decided that antarctica is the nicest place to raverace your car, so of course you go to antarctica. However, now you decide to venture into the plains biome. (You seem to have forgotten where; you just decided to \locate and \tp ...) Your goal is to lead the car to the flags. The rules are intentionally not precise, since you will have to figure out how the car works yourself. However, you quickly realize that due to the friction of the new grass, you can't maintain high velocities... and also the car stops turning after a certain threshold.

The squares on the top right (if present) indicates the length of the common path: a number in green is the time required (in frames) to reach the flag. A red box indicates that the puzzle is not possible to be solved. The optimal path is not necessarily unique.

A complete answer should solve all 14 puzzles. For solvable puzzles, give the solution. Otherwise, demonstrate that the puzzle is not solvable. Partial answers are allowed and encouraged.

Have fun racing!

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It must be somewhere...

Attribution: Inspired by Racetrack in Ben Orlin's Math Games with Bad Drawings

You are a racecar maniac. Previously, you have decided that antarctica is the nicest place to rave your car, so of course you go to antarctica. However, now you decide to venture into the plains biome. (You seem to have forgotten where; you just decided to \locate and \tp ...) Your goal is to lead the car to the flags. The rules are intentionally not precise, since you will have to figure out how the car works yourself. However, you quickly realize that due to the friction of the new grass, you can't maintain high velocities... and also the car stops turning after a certain threshold.

The squares on the top right (if present) indicates the length of the common path: a number in green is the time required (in frames) to reach the flag. A red box indicates that the puzzle is not possible to be solved. The optimal path is not necessarily unique.

A complete answer should solve all 14 puzzles. For solvable puzzles, give the solution. Otherwise, demonstrate that the puzzle is not solvable. Partial answers are allowed and encouraged.

Have fun racing!

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It must be somewhere...

Attribution: Inspired by Racetrack in Ben Orlin's Math Games with Bad Drawings

You are a racecar maniac. Previously, you have decided that antarctica is the nicest place to race your car, so of course you go to antarctica. However, now you decide to venture into the plains biome. (You seem to have forgotten where; you just decided to \locate and \tp ...) Your goal is to lead the car to the flags. The rules are intentionally not precise, since you will have to figure out how the car works yourself. However, you quickly realize that due to the friction of the new grass, you can't maintain high velocities... and also the car stops turning after a certain threshold.

The squares on the top right (if present) indicates the length of the common path: a number in green is the time required (in frames) to reach the flag. A red box indicates that the puzzle is not possible to be solved. The optimal path is not necessarily unique.

A complete answer should solve all 14 puzzles. For solvable puzzles, give the solution. Otherwise, demonstrate that the puzzle is not solvable. Partial answers are allowed and encouraged.

Have fun racing!

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It must be somewhere...

Source Link

asked Feb 15 at 13:43

Sny

3.2k
3
42

Racecar Maniac #2

Attribution: Inspired by Racetrack in Ben Orlin's Math Games with Bad Drawings

You are a racecar maniac. Previously, you have decided that antarctica is the nicest place to rave your car, so of course you go to antarctica. However, now you decide to venture into the plains biome. (You seem to have forgotten where; you just decided to \locate and \tp ...) Your goal is to lead the car to the flags. The rules are intentionally not precise, since you will have to figure out how the car works yourself. However, you quickly realize that due to the friction of the new grass, you can't maintain high velocities... and also the car stops turning after a certain threshold.

The squares on the top right (if present) indicates the length of the common path: a number in green is the time required (in frames) to reach the flag. A red box indicates that the puzzle is not possible to be solved. The optimal path is not necessarily unique.

A complete answer should solve all 14 puzzles. For solvable puzzles, give the solution. Otherwise, demonstrate that the puzzle is not solvable. Partial answers are allowed and encouraged.

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