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Edited to use standard tetration notation: https://en.wikipedia.org/wiki/Tetration
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caird coinheringaahing ♦
caird coinheringaahing ♦
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Tetration, represented as a^^b\${}^ba\$, is repeated exponentiation. For example, 2^^3\${}^32\$ is 2^2^2\$2^{2^2}\$, which is 16\$16\$.

Given two numbers a\$a\$ and b\$b\$, print a^^b\${}^ba\$.

Test cases

1 2 -> 1 2 2 -> 4 5 2 -> 3125 3 3 -> 7625597484987 etc.

Scientific notation is acceptable.

Remember, this is , so the code with the smallest number of bytes wins.

Tetration, represented as a^^b, is repeated exponentiation. For example, 2^^3 is 2^2^2, which is 16.

Given two numbers a and b, print a^^b.

Test cases

1 2 -> 1 2 2 -> 4 5 2 -> 3125 3 3 -> 7625597484987 etc.

Scientific notation is acceptable.

Remember, this is , so the code with the smallest number of bytes wins.

Tetration, represented as \${}^ba\$, is repeated exponentiation. For example, \${}^32\$ is \$2^{2^2}\$, which is \$16\$.

Given two numbers \$a\$ and \$b\$, print \${}^ba\$.

Test cases

1 2 -> 1 2 2 -> 4 5 2 -> 3125 3 3 -> 7625597484987 etc.

Scientific notation is acceptable.

Remember, this is , so the code with the smallest number of bytes wins.

Tweeted twitter.com/StackCodeGolf/status/791560891007377408
Editing in extra test case
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izzyg
izzyg
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Tetration, represented as a^^b, is repeated exponentationexponentiation. For example, 2^^3 is 2^2^2, which is 16.

Given two numbers a and b, print a^^b.

Test cases

1 2 -> 1 2 2 -> 4 5 2 -> 3125 3 3 -> 7625597484987 etc.

Scientific notation is acceptable.

Remember, this is , so the code with the smallest number of bytes wins.

Tetration, represented as a^^b, is repeated exponentation. For example, 2^^3 is 2^2^2, which is 16.

Given two numbers a and b, print a^^b.

Test cases

1 2 -> 1 2 2 -> 4 5 2 -> 3125 etc.

Scientific notation is acceptable.

Remember, this is , so the code with the smallest number of bytes wins.

Tetration, represented as a^^b, is repeated exponentiation. For example, 2^^3 is 2^2^2, which is 16.

Given two numbers a and b, print a^^b.

Test cases

1 2 -> 1 2 2 -> 4 5 2 -> 3125 3 3 -> 7625597484987 etc.

Scientific notation is acceptable.

Remember, this is , so the code with the smallest number of bytes wins.

edited tags
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DJMcMayhem
DJMcMayhem
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Oliver Ni
Oliver Ni
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