# Tick To... what does tock look like?

If tick looks like this:

What does tock look like?

Hint:

Its to do with the angles

Hint 2:

Hint 3:

Try multiplication

• Is it related to English shorthand notation? Or does have to do with lines and angles given?? May 6, 2016 at 23:54
• @ABcDexter based on the math tag alone I'd go for the latter - perhaps some kind of tutrle-based movement from the letters? May 7, 2016 at 1:22
• @ABcDexter I'll give a hint. Its to do with the angles May 7, 2016 at 7:58
• Is the drawing to scale? May 7, 2016 at 8:10
• Sorry, I meant the angles May 7, 2016 at 8:13

tock Looks like this

Bearings:

Absolute bearings are measured from 0 as North all the way around to 360 in a clockwise direction.

tick corresponds to the letters

t = 20
i = 9
c = 3
k = 11
The four bearings for the lines are calculated by multiplying the values of the adjacent letters.
ti = 180
ic = 27
ck = 33
kt = 220

Therefore tock is:

t = 20
o = 15
c = 3
k = 11
The four bearings for the lines are calculated by multiplying the values of the adjacent letters.
to = 300
oc = 45
ck = 33
kt = 220

• Well done, you have got it bang on May 11, 2016 at 19:57

I think I have it

The diagram's angles are bearing that are calculated dividing 360
degrees by the position of the letter in the alphabet:
T: 360/20=18
I: 360/9=40
C: 360/3=120
Not sure what to do with the K

The angles produce a diagram like this:
Using the same logic for Tock:
T: 360/20=18
O: 360/15=24
C: 360/3=120
Again I can't find a function for the K

Hence "Tock" looks like this:

• I have added another hint, i'm afraid those are the wrong type of angles May 7, 2016 at 11:12
• Sorry about the spoiler tag blunder :s May 7, 2016 at 12:01
• Close but no cigar, the only numbers you need to calculate the bearings are the letters in the alphabet, not 360 May 7, 2016 at 12:15
• @BeastlyGerbil OK, but what a coincidence, though. May 11, 2016 at 19:12