RoseCode

Problem #394

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 Public ★(x15) 05/05/17 by Philippe_57721 6xp Programming 62.5%

Consider the amazing Tupper's formula : $$\frac{1}{2} \lt \lfloor mod( \lfloor \frac{y}{17} \rfloor 2^{-17 \lfloor x \rfloor - mod(\lfloor y \rfloor ,17)} ,2) \rfloor$$
Plot the set of points (x,y) where $0 \le x \le 105$ and $k \le y \le k+16$
k = 18103678631912000062470282381747441976757893373198
86435384963567843211312931211913675581074713889534
00578937967544149947045057575532393376026086675639
79479602976376683335698251880808911605667287509150
04068115678628489149512637203885271143388014539045
70710336898701369407801663926977881040872681066426
17283868280916627888347962832772249277391186206061
40236546487592898274058357130776778346128459449558
45786918834227702457154420543255799489565393910464
89136316751596075567372059735592342126648150418628
790330350241623669114319450430013312


Answer format: the text hidden in the plot

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