who can ?!
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hamdan71
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Mulan
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Re: who can ?!
OH MY GOD !!!! i'm a blonde ! heheheh (une fausse brune plutôt lol)
I was so exited sabine, i thought that's an easy one, i'll just count since i'm not too smart lol and i coudn't even count properly hahaha
but you counted too, so you're not smart too just kidding sweety
I was so exited sabine, i thought that's an easy one, i'll just count since i'm not too smart lol and i coudn't even count properly hahaha
but you counted too, so you're not smart too just kidding sweety
sassy86- Number of posts : 1227
Age : 37
Location : Where I truly belong
Registration date : 2011-09-03
Re: who can ?!
OH GOSH !!! Sabine how about 71- 72-73-74-75-78-79 ??!!
Mr Wallace must be like this now near his computer hahahah
Mr Wallace must be like this now near his computer hahahah
sassy86- Number of posts : 1227
Age : 37
Location : Where I truly belong
Registration date : 2011-09-03
Re: who can ?!
So, the final answer is..........???
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
Re: who can ?!
OMG Sassy! I couldn't count properly, too. It's a shame hhhhhhh
It's 17
sabine- Number of posts : 459
Age : 34
Location : Boumerdes
Registration date : 2011-02-23
Re: who can ?!
sabine wrote:
It's 17
Try again
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
Re: who can ?!
16 ??!!! oh my God, if it's not this, it's such a shame
sassy86- Number of posts : 1227
Age : 37
Location : Where I truly belong
Registration date : 2011-09-03
Re: who can ?!
7-17-27-37-47-57-67-70-71-72-73-74-75-76-77-78-79
Sorry Wallace it's 18 I won't be back again (it's a shame)
Sorry Wallace it's 18 I won't be back again (it's a shame)
sabine- Number of posts : 459
Age : 34
Location : Boumerdes
Registration date : 2011-02-23
Re: who can ?!
sabine wrote:7-17-27-37-47-57-67-70-71-72-73-74-75-76-77-78-79
Yes, 18 times (77 contains 2 sevens )
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
Re: who can ?!
OK,
Guest
How do you perform two moves so as to make the flower out of the following shape?
Guest
How do you perform two moves so as to make the flower out of the following shape?
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
Re: who can ?!
So, let's try we remove the two vertical lines and the flower is out of the shape, is it right?
sabine- Number of posts : 459
Age : 34
Location : Boumerdes
Registration date : 2011-02-23
Re: who can ?!
you can't Sabine, you have to make moves with the balls, if you move the ball on the right side you have already a ball there ! Mr Wallce it's too hard !
sassy86- Number of posts : 1227
Age : 37
Location : Where I truly belong
Registration date : 2011-09-03
Re: who can ?!
so, we move the ball on the left side as a first move. then, we move it to the top
sabine- Number of posts : 459
Age : 34
Location : Boumerdes
Registration date : 2011-02-23
Re: who can ?!
N.B:
1- The above sticks are matches .
2- Perform the two moves keeping the same given form.
1- The above sticks are matches .
2- Perform the two moves keeping the same given form.
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
Re: who can ?!
Mr Wallace it's too hard Okay, is that it???
sassy86- Number of posts : 1227
Age : 37
Location : Where I truly belong
Registration date : 2011-09-03
Re: who can ?!
I see that the thread has become a nightmare for some
Here is another answer :
We move the horizontal match to the right half the way
We move the left vertical match to the right side under the horizontal match
Here is another answer :
We move the horizontal match to the right half the way
We move the left vertical match to the right side under the horizontal match
Last edited by Wallace on Mon May 28, 2012 11:43 pm; edited 1 time in total
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
Re: who can ?!
Guest, here is another "bomb" set for you
Try to distribute the numbers from 1 to 8 above. The real challenge is that
how to do it so that successive numbers are not in columns beside one
another (horizontally, vertically or diagonally) . For instance, 1 and 2
must not exist in one line horizontally , vertically or diagonally.
Try to distribute the numbers from 1 to 8 above. The real challenge is that
how to do it so that successive numbers are not in columns beside one
another (horizontally, vertically or diagonally) . For instance, 1 and 2
must not exist in one line horizontally , vertically or diagonally.
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
Re: who can ?!
A living nightmare Mr Wallace! I can't solve any Okay, ganna give it a try (it will take me at least a month I guess for this one )
sassy86- Number of posts : 1227
Age : 37
Location : Where I truly belong
Registration date : 2011-09-03
Re: who can ?!
Thank you for your bomb Mr Wallace ^ ^. let's have a try
sabine- Number of posts : 459
Age : 34
Location : Boumerdes
Registration date : 2011-02-23
Re: who can ?!
Good Lord ! Sabine is here ?! (how about the diagonal directions dear??)
sassy86- Number of posts : 1227
Age : 37
Location : Where I truly belong
Registration date : 2011-09-03
Re: who can ?!
yes Sassy I forgot about the diagonal directions!!!!! Here is another try Mr Wallace
sabine- Number of posts : 459
Age : 34
Location : Boumerdes
Registration date : 2011-02-23
Re: who can ?!
sabine wrote: yes Sassy I forgot about the diagonal directions!!!!! Here is another try Mr Wallace
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
Re: who can ?!
Here is a little mathematical brush up
By using the numbers 1 , 7, 8 and 9 (one time for each) , and by using ( + , - , * and / ) (as much as you want) try to find the biggest result you can find.
By using the numbers 1 , 7, 8 and 9 (one time for each) , and by using ( + , - , * and / ) (as much as you want) try to find the biggest result you can find.
Wallace- Number of posts : 55
Age : 68
Location : Algeria
Registration date : 2009-12-01
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