1337 (1337)

|)!3$3|2 4|27!|<31 !$7 |\|μ|2 3!|\|3 'μ'83|2$372μ|\|9 \/0|\| |)3/\/\ |)4.

1337 !$7 |)!3 24#1 |)3|2 |<4/\/\313 |)!3 /\/\4|\| 83|\|°0°7!97 μ/\/\ $!3 9|2μ|°p3|\|3|2μ°4°$!97 #4xX8|23773|2 |<4μ|=3|\| 14$$3|\| 2μ |<°0°|\||\|3|\|.

|\|!(#7 2μ \/3|2νν3(#$31|\| /\/\!7 42 0|)3|2 23. 4113!|\| $(#0|\| νν3!1 1337 |)0|°|°317 $0 \/!313 2!|=|=3ρ|\| #47.

3$ 9!87 483|2 7|2072|)3/\/\ 3!|\|3|\| 2μ$4/\/\/\/\3|\|#4|\|9 2μ|2 42: 42/π=13,37 - δ4$ !$7 3!|\| 23!(#3|\|elf

1337 !$7 |)4$ 0|=|=!2!3113 938μ|27$¿4#|2 \/0|\| 13/\/\4|<, |)3/\/\ 813|\||)3|2 μ|\||) 4|\|7!|<4/\/\31.

3$ 9!87 13μ73, |)!3 83#@μρ73|\|, 1337 #'4'773 37νν4$ |)4/\/\!7 2μ 7μ|\|, |)4$$ /\/\4|\| 8μ(#$7483|\| /\/\!7 24#13|\| \/3|274μ$(#3|\| |<'0'|\||\|3. |)0(# |)!3$ !$6 93|\|4μ νν!3 |)4$ 93|2'μ'(#7, 1+3+3+7 3|29383 7, @8$01μ73|2 $ω4(#$!|\||\| μ|\||) 3!|\|3 4μ$838μ|27 |)3|2 |<|24|\||(3|\| |=4|\|74$!3 |3|2 !11μ/\/\!|\|473|\|. ¿3|)0(# $7!/\/\/\/\7 |=0193|/||)3 913!(#μ|\|9:

1 + 3 + 3 = 7

Was ist das? Was hat dies zu bedeuten? Was soll das! Das weiß doch niemand, oder?		Doch, das weiß der Kuckuck!