2.
71828182845
9045235360287471
352662497757247093699
95957496696762772407663
035354759 457138217
852516642 742746639
19320030 599218174
13596629 043572900
334295260 595630738
13232862 794349076
32338298 80753195
25101901 157383418
79307021 540891499
34884167 509244761
460668082 2648001684
77411853 7423454424
37107539 0777449920
69551702 7618386062
613313845 8300075204
49338265 6029760673
711320070 93287091274
43747047 23069697720
931014169 283681902551
510865746 377211125238978
44250569536967707854499
69967946864454905987
931636889230098
793127736
178215424
999229576
351482208
269895193
668033182
528869398 4
9646510582 0939
2398294887 93320
36250944311 730123
81970684161 403970
19837679320 6832823
7646480429531 1802328
782509819455815 301756717
36133206981125099618188159304
169035159888851934580727386
6738589422879228499892086
8058257492796104841984
4436346324496848756
02336248270419
7862320
Yes I know it should be "Ding Dong! The e is dead. Which old e? The Wicked e!", but the restriction on name length prevents it.
Ok, down to business... Due to popular demand (well... 2) I'm now making a cache dedicated to e. This one is harder than Pibow, but it doesn't require any special knowledge or tools.
The mystery
142718491143304519112111144113373706412020492228162126251717
or
260811292345154917211927132444192908245021484419195013224811
or
102912353325410545142606112841174021230723112549143839403046
or
354622093504154418464315184748103002234417131929112643051621
or
205026251320443812244038430646121946411511381345360308290936
or
134111192345134748090729141536214021364436244511184438423247
or
314820104203401020281746162311401431413740063840360343393803
or
310612353921254917162029144138403904420615223004124744114407
or
422013363325240944121134294818293304420632251139142247083446
or
352012441818251118281134294818141431114042084511204318132043
Yep, possible to solve using any of them.
