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OK I am in the pyramid in the final room, and have placed a pattern card in the round thing along with 6 black balls and 6 white balls. It will let me change some and not others and ther are only four obelisks. What patterns am I following? Help please if you can? Is there a reset button?
the "sacred summoner" ( what is that and where is it from?)
Thanks
Thanks Scarpetta, but what is the summator, and where is it from????
Also thank Bsermj, but as i cant change the first and second rows your solution doesnt help me.. but thans for trying to.:)
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you need to match the patterns on the obelisks with the summator. you can only change the bottom row.
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I did not see any correlation between the obelisks pattern and what finally worked. I just started very systematically moving through all the possible combinations. I'm not positive but I think this is what I ended up with (it went so fast and then disappeared): (highlight to reveal)
1 - BWBBWB
2 - BBWBWB
3 - BBBWWB
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Hey now I understand that the solutions given are for each pattern I found that the following works
bbwwwb for the third solution!!!
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Sorry I wasn't more clear that my solutions were just for the last row, but for 3 different pattern cards. Glad you got it to work!
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Actually what is going on with the sacred summator is that: (highlight to see):
It is a binary adder. The top two lines are the addition problem. The bottom is the solution. The 4 obelisks are the hints:
If black = 1, and white = 0, then:
0+0=0
0+1=1
1+0=1
1+1=10 (the hard part is remembering to carry the 1 [or the black])
Hope that makes it easier for some people.:)
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[QUOTE=bsermj;4350]I did not see any correlation between the obelisks pattern and what finally worked. I just started very systematically moving through all the possible combinations. I'm not positive but I think this is what I ended up with (it went so fast and then disappeared): (highlight to reveal)
OMG - thank you, thank you, thank you!!!!! i cannot tell you how many posts i read; how many articles on binary etc. this worked!!! thank you.
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1.bwbbwb
2.bbwbwb
3.bbwwwb
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