stepping cards

10100001001001010001

Thanks Mark

Hello Whim, how are you today? Well I hope.

Can you start and finish on the same card?
Can you use the same card more than once?

Would you be so kind as to identify the last four moves? Are they from nine o/c (1) around the top left edge 000 ?

yes, yes, yes (0001)

I soooooo do naaaaht get it

Find all the logic sets of three symbols.

Mark, apologies for being a bit slow, but does your solution use card 2 again as a 5, and card 11 as 14, and obviously card 1 as 20?


Annifa, I am sure that is most frustrating for you. I would surmise that is because in the land of the sheep, there is such a choice. Nevertheless, contrary to popular belief, I do like Canadians.

I labeled the cards A-Z from left to right (top to bottom). Here's the solution using those labels.

AFLKFGMUTSRWXRQOIDEA

2 and 5 are the same
11 and 14 are the same

Find all the logic sets of three symbols:
KGN

Thank you for the confirmation, our solutions are the same. I will explore other possibilities.

Correct Mark. NGK too obviously

Yes, but any permutation of NGK is the same solution.

Here's another one to try.

Place a die on the upper left square on the board, and position it so that the five is on top and the one is in the direction of the lower left square. You can tip it over an edge, so it lands on an adjacent square, but only if the number in that square matches the number on top of the die before it is tipped. However, you can always land on the empty squares, regardless the number on top of the die. The goal is to roll the die back onto the upper left square.

Add the numbers on the squares you visit. What is the total sum?

118 not counting the beginning and ending 1s.

The path is:
RRDRRDDRUULLURRDDRRDDLDLLLUULLUU(LU or UL)
The numbers hit are:
1-54263156453642654B153214532154B65-1

spot on

The letters belonging to the solution are not adjacent.
Each is pointed at by exactly one arrow, and vice versa.

What are the letters?

I have solved it. ????? ?????????

Let me start with:

Make
good
the
walls
in
bees
go
first
down
paths
follow
by
grid
count
spots

How appropriate that a honeycomb is used to hide the name of the man who sang "Honey."

That's right mark.

I working now on this.


Don't just stare: Decode! (code 39)