For anybody that isn’t already taking advantage of our 25% off Business Cards discount, you could always spare a few minutes to answer a few questions in our Cryptic Quiz – part of MOO’s 3rd Birthday Celebrations!
We’re giving away some great prizes all month long, including a MiniCard Mosaic Frame and a pack of MOO MiniCards to three lucky winners today! Without further ado… Question 27!
The truth of the matter is that this story isn’t heading in a good direction. Rod, Grant, and Blaise are doomed. They’re going to die. They’ve been swimming upstream and that’s a dangerous thing to do… in the Third Zone.
But we have a moment–and just a moment–to turn the story around. To reverse the flow of fate. To send the fish swimming downstream and back to the safety of welcoming waters. But we must work cautiously. We want to affect Rod, Grant, and Blaise only. If we dislodge more than these three, we may unless great danger upon the world. Danger that could only come… from the Third Zone.
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move (3c,4c)(4c,5c) and (4d,5d)
to (2e,3e),(2e,4e) and (2d,3d)
oops. typo! should say (3e,4e) and not (2e,3e)… or else it’d be an awfully long segment :P
(3c, 3d) to (5c, 5d)
(3d, 3e) to (5b, 5c)
(4d, 4e) to (4b, 4c)
3c, 3d to 5d, 5c
3d, 3e to 4b, 4c
4d, 4e to 5b, 5c
Removed:
3c,4c
4d,5d
4c,5c
New Positions:
3e,4e
2e,3e
2d,3d
Move 4c5c to 2d3d, 4d5d to 3e4e and 3c4d to 2e3e.
(3c, 3d) to (4b, 4c)
(3d, 3e) to (5b, 5c)
(4d, 4e) to (5c, 5d)
Move (4d,5d), (4c,5c) and (3c,4c)
to (2e,3e), (3e,4e) and (2d,3d)
Segments to move;
(4c,5c)
(4d,5d)
(3c,4c)
Move to;
(3e,4e)
(2e,3e)
(2d,3d)
Booyah!
Move (4d, 4e) to (5c, 5d)
Move (3d, 3e) to (5b, 5c)
Move (3c, 3d) to (4b, 4c)
(3c,3d) -> (4b,4c)
(3d,3e) -> (5b,5c)
(4d,4e) -> (5c,5d)
(4d, 4e) moves to (5c, 5d)
(3d, 3e) moves to (4b, 4c)
(3c, 3d) moves to (5b, 5c)
Move (3c, 4c) to (2d, 3d)
Move (4c, 5c) to (2e, 3e)
Move (4d, 5d) to (3e, 4e)
4d, 4e to 5c, 5d (new head)
3d, 3e to 5b, 5c (new fin)
3c, 3d to 4b, 4c (new tail)
Move 4c, 5c to 3e, 4e
Move 4d, 5d to 2e, 3e
Move 3c, 4c to 2d, 3d
(3c,3d) to (4b,4c)
(3d,3e) to (5b,5c)
(4d,4e) to (5c,5d)
This is a tough one! (4c, 5c)->(3e, 4e); (3c,4c)->(2d,3d); (4d,5d)->(2e,3e)
Remove: (3c, 4c), (4d, 5d), (4c, 5c)
Add: (2e, 3e), (3e, 4e), (2d, 3d)
Move (4c,5c) to (3e,4e)
Move (4d,5d) to (2e,3e)
Move (3c,4c) to (2d,3d)
Remove: (3c, 4c), (4c, 5c), (4d, 5d)
New positions: (3e, 4e), (2d, 3d), (2e, 3e)
(4d,4e)->(5c,5d)
(3d,3e)->(5b,5c)
(3c,3d)->(4b,4c)
?
Move the following:
from (3c,4c) to (3e,4e)
from (4d,5d) to (2d,3d)
from (4c,5c) to (2e,3e)
One solution with the fish’s mouth at 4e is:
remove
(4d, 5d)
(4c, 5c)
(3c, 4c)
new
(3e, 4e)
(2e, 3e)
(2d, 3d)
There is also a similar solution where the mouth is at 5d.
Move (3c,4c) to (3e, 4e)
Move (4d, 5d) to (2d, 3d)
Move (4c, 5c) to (2e, 3e)
We need to take out (4c,5c), (4d,5d) and 3c,4c). And then, we need no put (3e,4e), (2e,3e) and (2d,3d)
A bientôt!
1st segment) move (4d,5d) to (2d,3d)
2nd segment) move (3c,4c) to (2e,3e)
3rd segment) move (4c,5c) to (3e,4e)
(3c,4c) goes to (3e,4e)
(4d,5d) goes to (2e,3e)
(4c,5c) goes to (2d,3d)
Move 4d,5d to 3e,4e
Move 4c,5c to 2e,3e
Move 3c,4c to 2d,3d
Remove: (4d,5d),(4c,5c),(3c,4c)
Add: (3e,4e),(2e,3e),(2d,3d)
Hi!
The anwser is:
move (4d,4e) to (5c, 5d)
move (3d,3e) to (5b, 5c)
and
move (3c, 3d) to (4b, 4c)
{4d,5d}, {3c,4c}, and {4c,5c} get moved to {2e,3e}, {3e,4e}, and {2d,3d}
Hello Moo – it’s my birthday in September too!
The segments to be removed are:
4c5c,3c4c,4d5d
They go to
2d3d,2e3e,3e4e
Yay! : )
(3c, 4c) to (3e, 4e)
(4c, 5c) to (2c, 3c)
(4d, 5d) to (2d, 3d)
(3c, 4c)(4c, 5c)(4d, 5d) moved to (2e, 3e)(3e,4e)(2d,3d)
Thanks!
The third zone: the fish.
3c, 4c moves to 3e, 4e
4c, 5c moves to 2d, 3d
4d, 5d moves to 2e, 3e
Move 1: (4d,5d) to (3e,4e)
Move 2: (4c,5c) to (2d,3d)
Move 3: (3c,4c) to (2e,3e)
Move (4c,5c) to (3e,4e)
Move (4d,5d) to (2e,3e)
Move (3c,4c) to (2d,3d)
course of the Fish of Fate reversed!
No worries Rod, Grant, and Blaise! I’ll save you!
Remove:
(4c, 5c)
(4d, 5d)
(3c, 4c)
Replace with:
(2d, 3d)
(3e, 4e)
(2e, 3e)
1. Move 3c, 4c to 2e, 3e
2. Move 4c, 5c to 3e, 4e
3. Move 4d, 5d to 2d, 3d
Move Line (4c,5c) to (3e,4e)
Move Line (4d,5d) to (2e,3e)
Move Line (3c,4c) to (2d,3d)
Move (4c, 5c) to (4e, 3e)
Move (3c, 4c) to (2e, 3e)
Move (4d, 5d) to (2d, 3d)
u turn fish!
remove (3c,4c) (4c,5c) (4d,5d)
New positions (2d,3d) (2e, 3e) (3e,4e)
Move 3c,4c to 3e,4e.
Move 4c,5c to 2d,3d.
Move 4d,5d to 2e,3e.
:) Et voila!
To move:
(4d, 4e) (3d,3e) and (3c 3d)
New Locations:
(5c, 5d) (5b, 5c) and (4b, 4c)
Remove: 3c, 4c / 4c, 5c / 4d, 5d
New positions: 2d, 3d / 2e, 3e / 3e, 4e
Segments Removed:
(3c, 3d); (3d, 3e); (4d, 4e)
Coordinates of New Positions:
(4b, 4c); (5b, 5c); (5c, 5d)
Remove: (4d, 4e)(3d, 3e)(3c, 3d)
New positions: (5c, 5d)(4b, 4c)(5b, 5c)
Okay, so…
Move 3d, 3e to c5, d5
move 4d, 4e to b5, c5
move 3c, 3d to 4b, 4c
segment (3c, 3d) moves to (4b, 4c)
segment (3d, 3e) moves to (5b, 5c)
segment (4d, 4e) moves to (5c, 5d)
I love MOO!
Move: 4c,5c; 3c,4c; 4d,5d
To: 2d,3d; 2e,3e; 3e,4e