Ok, please let me knwo when u've found something :giggle:
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Riddle 75:
Elmer Johnson went to a store to make a purchase for his house. He asked the store clerk, "How much will one cost?" The clerk thougth for a moment and said "three dollars" Elmer who looked a bit puzzled said "Well then how much would twelve cost?" "Six dollars," answered the clerk. Elmer johnson scratched his head and asked "well how much would two hundred cost then?" "That," said the clerk, "will cost you nine dollars."
What was elmer buying?
Questions for three dollars each! For riddle 75
bump?
Do you need the numbers or are they completly random?
how much he bought of i mean.
@Wandergirl108 @Eevee
Before Wander gets too frustrated...
He is buying the numbers for his house
1 number is equal to $3
so Number 3 costs $3
Number 12 is two numbers long so that's $3x2=$6
Number 200 us three numbers long and is $3x3=$9
Also I can't complete riddle 69 :(
riddle 69 is vert unreasonable I agree. I'll psot it here, give me a second to remember the solution
riddle 69:
AB:CD x3
= EF : G7
fill in the numbers 1,2,4,5,6,8 and 9 to form a correct equation
edit: this'll take a while. i already remember A is 1 and D is 9 obviously. you have to tihnk with time so C is under 6 as it can't cross 60 in total
@Braeburn 18:49 x3 = 56:27
18 minutes and 49 seconds times 3 is 56 minutes 27 seconds
18x3 = 54
49x3 = 147
but since we're talking about time (i gave you this hint earlier) it can't cross 60 seconds so you have to add 2 minutes with the 54 -> 56 and substract 120 (2 minutes in seconds) from the 147 so you get 27 seconds
riddle 76:
http://farm4.static.flickr.com/3348/...f55dc4_o_d.jpg
this is an easy one but after those few harder and less obvious ones i think an easy one is on its place :giggle:
The third letter in every word! Now i know how those kids where doing that junior year in history!
Is it because you dropped the book in a corner? If not than i have no idea
(riddle) 79:
http://fc03.deviantart.net/fs70/f/20...01-d5rxrrg.jpg
adding this fun one for a twist. simply save the picture and use paint or something :giggle: just get to key 1, then to key 2 then to the exit :) It's a really easy one, I promise :sad:
Shoot the ground. The reason for this reckless move is because after you shoot the ground, Mr Grey will then, logically speaking, go for Mr White, who is the biggest threat here. If he kills Mr White then it is Mr Blacks turn again, where he can start aiming for Mr Grey. If he misses, the Mr White is, again logically speaking, gonna go for Mr Grey, who is still the bigger threat. By shooting the ground, Mr Black makes himself less of a target for the oyher two, who will focus on each other until one is dead
Indeed the trick in here is having the first shot when only 1 stands :giggle: i know you already solved the puzzle brae but elt the others first try :P i'm not sure if i should add it to the riddlecount but whatever i just wanna reach 100 before this dies. i'll post the 80th in a few hours.
I am sure if @Wandergirl108 were still here she would enjoy the maze (yes I am trying to tempt her back with riddles, IT MIGHT WORK! :drama:)
But I shall refrain from posting the solution for now
indeed, will post a new one
riddle 80:
http://farm3.static.flickr.com/2652/...797426_o_d.jpg
can we please reach 100 before this dies? :sad:
here is what i found
Attachment 1747
also red appears twice ..
and i found vert ( French for green )
i uploaded the picture here , but i dont really know if it works>.>
yea it works, don't see the second time red though can you point out where? :s
riddle 81:
http://farm5.static.flickr.com/4048/...5b6a6c_o_d.jpg
injuredand in for edible hope that clears things up:giggle:
It could really work with either color, but regardless, Bertrand was the one who knew. In the beginning, Allan obviously has no chance because he can't see any of them. Bertrand can see Allan's, but he is unsure if his is the same color or a different color than Allan's because he can't see Cecil's. If Bertrand and Allan had the same color, Cecil would know what his is because it would have to be the opposite. Since Cecil didn't know, Bertrand knew his must be the opposite of Allan's.