Christine Grubbs
2003-11-30 23:14:43 UTC
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I figured out the numbers system for 1-10 (I think) and went to Gehn's
workroom and found a "coded access system" in his book. The problem is the
last two numbers don't look like anything I have for digits #1-10, even if I
combine numbers--I know putting #3 and #10 in one box makes 13, but these
last two numbers have nothing in common with the ten I have. One has a
rectangular box in the upper RIGHT corner (like #4 but rotated up one side)
and #3 in the same #box. The other has a #3 and a third line so three of
the four corners are the same (the upper right corner is the only empty
corner.
I tried using 23 and 24, as I think the code can only go to 25, but it
didn't work. Can anyone help me out here? Thanks!
Christine
p
o
i
l
e
r
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=
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=
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==
I figured out the numbers system for 1-10 (I think) and went to Gehn's
workroom and found a "coded access system" in his book. The problem is the
last two numbers don't look like anything I have for digits #1-10, even if I
combine numbers--I know putting #3 and #10 in one box makes 13, but these
last two numbers have nothing in common with the ten I have. One has a
rectangular box in the upper RIGHT corner (like #4 but rotated up one side)
and #3 in the same #box. The other has a #3 and a third line so three of
the four corners are the same (the upper right corner is the only empty
corner.
I tried using 23 and 24, as I think the code can only go to 25, but it
didn't work. Can anyone help me out here? Thanks!
Christine