The prime numbers coded in a single real number using binary expansion
(expressed in base 10) to 1000 digits.

  0.414682509... = (0.01101010001010001010001000001010000010001010...)_2
                       || | |   | |   | |   |     | |     |   | |
                       23 5 7  11 13 17 19 23    29 31   37  41 43

as suggested by Jorge Stolfi (October 16, 1996).


.41468250985111166024810962215430770836577423813791697786824541448864096061\
    93573341962900484284757779396161593520829859578357499784530220099041208\
    14650033958993701974119186285615579237191637251488161071073428432480218\
    01697985681513424679474924390277882031153778318066298787003544718107300\
    31528229365865717011958843457605806848358775254986983200115401919307580\
    99002319261468413919152574118369129168574279239129804341592424543430422\
    90339990832511204566829274261119473266721155372239917564798752765887891\
    07038154069040180481525587272503309130327344651783159595011249163745154\
    88312368223411699732976990859213965904304781712473399850022855936162301\
    79284261027963666323900469238913983102777803632609331277889896467316930\
    95183103060631529263474897763382410541802263376744929072799380689897549\
    12015273280509376794011427472704319064395781618400649434291302477306540\
    02389481214784669249293663571958806112065705139050195602021496710089196\
    93774862358721437781451457720573853862053437163781924326135131728046022\
    230



































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