Integer Relations with Polylog(1,q), q rational.jpg
Integer Relations with Polylog(1,q), q rational 2.jpg
Integer Relations with arctan(q), q rational.jpg
Integer Relations with Psi(1,q), q rational.jpg
Integer Relations with Psi(2,q), q rational.jpg
Integer Relations with Log(Gamma(q)) q rational.jpg
Integer Relations with Psi(q), q rational.jpg
Integer Relations with arctan(q), q in F24.jpg
Psi(1,q),q rational.jpg
Digits of Pi base 10, first 9950 digits.jpg
10^k mod 8219.jpg
Champernowne(k^k).jpg
Champernowne(n!).jpg
sum(log(k)).jpg
Sum({B(2k)},k=1..10000).jpg
{B(2k)},k=1..10000 inverted colors.jpg
Euler numbers mod 4096.jpg
Sum(cube root(k)),k=1..8000).jpg
2^k mod 10037.jpg
{B(2k)}.jpg
exp({B(2k)}).jpg
log(abs({B(2k)})).jpg
log(abs({B(2k)})) inverted colors.jpg
ln(Euler(2k)) mod 1.jpg
ln of Gamma(k).jpg
{Sum(sqrt(k)),k=1..4000}.jpg
third term in cont. frac. of Zeta(k) color.jpg
second term in cont. frac. of Zeta(k) color.jpg
k2^k mod 337, k=1..16000 color.jpg
{sum(frac(cube root of n),n=1..4000)} color.jpg
Euler(2k) mod 4096 color.jpg
{tan(k),k=1..2000} color.jpg
{sum({B(2k)}),k=1..5000 color.jpg
First 2000 zeros of Riemann's Zeta mod 1 color.jpg
{Bernoulli(2k)},k=1..4000 color.jpg
Champernowne number 10k+3 color.jpg
{Sum(sqrt(k),k=1..2000)} color.jpg
{1_over_{Zeta(k)}} color.jpg
2^k mod 1229 color.jpg
k2^k mod 337 color.jpg
10^k mod 1229 color.jpg
k2^k mod 337, 16000 points embossed in color.jpg
log(Euler(2k)).jpg
log(B(2k)).jpg
graph of 6 B(n) mod 1.jpg
graph of 30 B(n) mod 1.jpg
graph of 24 Bernoulli numbers mod 1.jpg
graph of 10^k_times_Pi_mod_1.jpg
2^n mod 4003.jpg
2^n mod 4003, 1024.jpg
2 a la n mod 1019_image 1024.jpg
2 a la n mod 1019.jpg
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Euler numbers mod 4096.jpg
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