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# Scripto | Transcribe Page

## Current Page Transcription [history]

Trick: If 2 cords were first tied as 11 & given to some-
one to separate, it wld be impossible. If then tied as
12, the method wld appear to be the same, but they
wld come apart.
[6 row, 6 column table with 6 vertical lines] [table top row] 1 2 3 4 5 6
[large "{" to left of page covering from following line to before line beginning "16, 8...]
21 order of cutting [table 2nd line]+ - + - + +[end 2nd line] In order of cutting,
reverse = 4 4? [table 3rd line] [blank]II II II II II[end 3rd line] signs 2-6 are reversed.
order displayed [table 4th] - - + - + +
[horizontal line through table]
12 order of cutting [table 4th] + + - + - -[end 4th] In order displayed, signs
reverse = 5 3? [table 5th] II [blank] II II [blank] II [end 5th] 1, 3, 4, 6 are reversed
" displayed [table 6th] + - - + + -
12 & 21. The reason these are called "curious" is that
on inspection it appears incredible that they should
be unlimited. Further, they break a sequence of
16, 8, 4, 2, 1, 1 & it becomes ^2, 1, 1. 16, 10, 3 (with T reduced)
Anomalous:-
35 12 + 23 instead of 12 + 21 [pencil] = 33
31 10 + 21 " " 10 + 23 [pencil] " "
35 8 + 27 " " 8 + 25 [pencil] " "
141, 6, 25 " " 6 + 27 [pencil] " "
31