TI-BASIC, 16 bytes

Basically tests if the input N (1-indexed) is a triangular number. This is the same as returning the Nth digit of 0.1010010001…, which is proven to be transcendental. The sequence of digits is OEIS A010054.

Input N
int(√(2N
2N=Ans(Ans+1

#TI-BASIC, 16 bytes

Basically tests if the input N (1-indexed) is a triangular number. This is the same as returning the Nth digit of 0.1010010001…, which is proven to be transcendental. The sequence of digits is OEIS A010054.

Input N
int(√(2N
2N=Ans(Ans+1

TI-BASIC, 16 bytes

Basically tests if the input N (1-indexed) is a triangular number. This is the same as returning the Nth digit of 0.1010010001…, which is proven to be transcendental. The sequence of digits is OEIS A010054.

Input N
int(√(2N
2N=Ans(Ans+1

include oeis

Source Link

edited Sep 11, 2018 at 19:10

kamoroso94

799
5
9

#TI-BASIC, 16 bytes

Basically tests if the input N (1-indexed) is a triangular number. This is the same as returning the Nth digit of 0.1010010001…, which is proven to be transcendental. The sequence of digits is OEIS A010054.

Input N
int(√(2N
2N=Ans(Ans+1

#TI-BASIC, 16 bytes

Basically tests if the input N (1-indexed) is a triangular number. This is the same as returning the Nth digit of 0.1010010001…, which is proven to be transcendental.

Input N
int(√(2N
2N=Ans(Ans+1

#TI-BASIC, 16 bytes

Basically tests if the input N (1-indexed) is a triangular number. This is the same as returning the Nth digit of 0.1010010001…, which is proven to be transcendental. The sequence of digits is OEIS A010054.

Input N
int(√(2N
2N=Ans(Ans+1

Source Link

created Sep 11, 2018 at 19:03

kamoroso94

799
5
9

#TI-BASIC, 16 bytes

Basically tests if the input N (1-indexed) is a triangular number. This is the same as returning the Nth digit of 0.1010010001…, which is proven to be transcendental.

Input N
int(√(2N
2N=Ans(Ans+1

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TI-BASIC, 16 bytes

TI-BASIC, 16 bytes