Thread "Quizzlers!!!" in forum "MAFIA... and other forum games"

Posted at 10:07PM, Jul. 29, 2009

Remove one letter so that only a chair remains:

hcair

Posted at 11:07PM, Jul. 31, 2009

Is that even possible?

Posted at 11:08PM, Aug. 3, 2009

Ugh…

Okay, find the missing number in this pattern:

13, 7, 5, 4, ?, 3

Posted at 10:08AM, Aug. 4, 2009

2?

Posted at 8:08PM, Aug. 7, 2009

Hide and seek with Bill and Ted.

Meet Bill and Ted.

Bill and Ted are friends. Bill is short and stout, and Ted is tall and lean. No matter where Bill is, Bill will always know there will be one place where Ted can be. However, no matter where Ted is, Ted will always know there will be exactly a dozen places where Bill could possibly be.

How can this be possible?

Posted at 8:08PM, Aug. 7, 2009

Remove one letter so that only a chair remains:

hcair

h

I remove this h, which alone resembles a chair. Is that right?

Regretfully, I am no good with numerical patterns. ^^

Posted at 11:08PM, Aug. 7, 2009

Remove one letter so that only a chair remains:

hcair

h

I remove this h, which alone resembles a chair. Is that right?

Regretfully, I am no good with numerical patterns. ^^

No.

Posted at 8:08AM, Aug. 10, 2009

Hman,

Complete this series:

T,N,E,S,S,F,F,T_ _ _

Posted at 1:08PM, Aug. 10, 2009

Hide and seek with Bill and Ted.

Meet Bill and Ted.

Bill and Ted are friends. Bill is short and stout, and Ted is tall and lean. No matter where Bill is, Bill will always know there will be one place where Ted can be. However, no matter where Ted is, Ted will always know there will be exactly a dozen places where Bill could possibly be.

How can this be possible?

There are only twelve hiding spaces, and only one that Bill can fit in.

Posted at 4:08PM, Aug. 10, 2009

Hide and seek with Bill and Ted.

Meet Bill and Ted.

Bill and Ted are friends. Bill is short and stout, and Ted is tall and lean. No matter where Bill is, Bill will always know there will be one place where Ted can be. However, no matter where Ted is, Ted will always know there will be exactly a dozen places where Bill could possibly be.

How can this be possible?
There are only twelve hiding spaces, and only one that Bill can fit in.

No.

Also, I'll give the answer to the first riddle by the end of the day.

Posted at 4:08PM, Aug. 10, 2009

Hman,

Complete this series:

T,N,E,S,S,F,F,T_ _ _

I can get this one!
Yeeeah! Check me out! O:<
Although it seems to be targetted at a Mr. Hman, so I'll keep quiet.

But I know it. :D

Posted at 6:08PM, Aug. 10, 2009

Hman,

Complete this series:

T,N,E,S,S,F,F,T_ _ _

It's "Z, Q, R".

Duh.

Posted at 10:08PM, Aug. 10, 2009

Remove one letter so that only a chair remains:

hcair

A few hints for this one:

1) Use process of elimination. Work with one letter at a time and see if you can find a solution from there.

2) Think phonetically. Sound it out.

Posted at 5:08AM, Aug. 11, 2009

Oh, I got it. Once I read those tips it was pretty simple. Should I ruin it for everyone else now? Stop reading if you want to figure it out yourself.
[spoiler]H air. Say it fast, say it as two words.[/spoiler]

Posted at 6:08AM, Aug. 11, 2009

Ugh…

Okay, find the missing number in this pattern:

13, 7, 5, 4, ?, 3

This is a long shot but… 8?
13, 7, 5, 4, ?, 3… 7 = 4 + 3.
So, taking that same pattern,
13, 7, 5, 4, ?, 3… 13 = 5 + 8.
Probably not the right answer, but that was something I noticed.

Posted at 6:08AM, Aug. 11, 2009

Oh, I got it. Once I read those tips it was pretty simple. Should I ruin it for everyone else now? Stop reading if you want to figure it out yourself.
[spoiler]H air. Say it fast, say it as two words.[/spoiler]

oohhh clever.

Hide and seek with Bill and Ted.

Meet Bill and Ted.

Bill and Ted are friends. Bill is short and stout, and Ted is tall and lean. No matter where Bill is, Bill will always know there will be one place where Ted can be. However, no matter where Ted is, Ted will always know there will be exactly a dozen places where Bill could possibly be.

How can this be possible?

and with this, I don't know the answer, but the fact that bill is short and stout and that Ted is tall and lean has to be a part of it.
I also noticed "exactly a dozen". It sounds odd. Why would it not be exactly 12?

Posted at 7:08AM, Aug. 11, 2009

Bill and Ted are the hands on a clock.
I guess the names Bill and Ted were chosen to suggest time travel.

Posted at 8:08AM, Aug. 11, 2009

Bill and Ted are the hands on a clock.
I guess the names Bill and Ted were chosen to suggest time travel.

:O Oooh…

Posted at 8:08AM, Aug. 11, 2009

The chair one only really works if you are American.

Posted at 10:08AM, Aug. 11, 2009

eggs? One egg and the carton :)

and with this, I don't know the answer, but the fact that bill is short and stout and that Ted is tall and lean has to be a part of it.
I also noticed "exactly a dozen". It sounds odd. Why would it not be exactly 12?

Posted at 1:08PM, Aug. 11, 2009

Oh, I got it. Once I read those tips it was pretty simple. Should I ruin it for everyone else now? Stop reading if you want to figure it out yourself.
[spoiler]H air. Say it fast, say it as two words.[/spoiler]

Correct!

Posted at 1:08PM, Aug. 11, 2009

Bill and Ted are the hands on a clock.
I guess the names Bill and Ted were chosen to suggest time travel.

Correct!

Here's an explanation:

By looking at the placement of the hour hand (Bill) of a clock, you should know that there can only be one place the minute hand (Ted)can be on the clock (e.g. If the hour hand is directly on the 12, then the minute must also be on the twelve). However, by looking at the placement of the minute hand of a clock, there will be twelve possible places the hour hand could lie (e.g. If the minute hand is on the twelve, then the hour hand could be directly on one of the twelve numbers).