## Poll

10 votes (45.45%) | |||

9 votes (40.9%) | |||

5 votes (22.72%) | |||

2 votes (9.09%) | |||

7 votes (31.81%) | |||

3 votes (13.63%) | |||

4 votes (18.18%) | |||

3 votes (13.63%) | |||

9 votes (40.9%) | |||

6 votes (27.27%) |

**22 members have voted**

May 3rd, 2020 at 8:41:54 PM
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Quote:rsactuaryAt t=6, they will all be at 19. Again at t=36 etc

Correct!

You should consider a career as a game designer.

Have you tried 22 tonight? I said 22.

May 3rd, 2020 at 8:43:59 PM
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What number should replace the question mark on the bottom right loop?

Have you tried 22 tonight? I said 22.

May 3rd, 2020 at 8:55:41 PM
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I’d say 9

It’s all about making that GTA

May 3rd, 2020 at 11:40:37 PM
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Quote:Ace2I’d say 9

Correct!

I'd tell the cubes to dance but they're a bunch of squares.

Have you tried 22 tonight? I said 22.

May 3rd, 2020 at 11:59:45 PM
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The playing card suits in the cells above are placed according to a pattern. What’s the missing symbol?

Have you tried 22 tonight? I said 22.

May 4th, 2020 at 6:35:02 AM
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Quote:Ace2I’d say 9

logic please? I'm not seeing anything here.

May 4th, 2020 at 7:32:18 AM
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Number of missing squares in the middle of the shape. Or how many cubes it takes to fill the holes.Quote:rsactuarylogic please? I'm not seeing anything here.

The race is not always to the swift, nor the battle to the strong; but that is the way to bet.

May 4th, 2020 at 7:37:54 AM
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jeez. lol. thanks!

May 4th, 2020 at 7:52:11 AM
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Quote:Gialmere

The playing card suits in the cells above are placed according to a pattern. What’s the missing symbol?

The missing suit is a ♠.

If we assign numeric values to each suit, we can get the same total adding up each known row/column/long diagonal in the grid. The easiest I found is ♢ = 1, ♡ = 2, ♠ = 3, and ♣ = 4. This makes the sum of each known row/column/diagonal = 10. The remaining box must be 3 to make the sums of the unknown row, column, & diagonal = 10.

Since ♠ = 3, the missing suit is a ♠.

If we assign numeric values to each suit, we can get the same total adding up each known row/column/long diagonal in the grid. The easiest I found is ♢ = 1, ♡ = 2, ♠ = 3, and ♣ = 4. This makes the sum of each known row/column/diagonal = 10. The remaining box must be 3 to make the sums of the unknown row, column, & diagonal = 10.

Since ♠ = 3, the missing suit is a ♠.

"Dealer has 'rock'... Pay 'paper!'"

May 4th, 2020 at 9:55:54 AM
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Quote:JoemanThe missing suit is a ♠.

If we assign numeric values to each suit, we can get the same total adding up each known row/column/long diagonal in the grid. The easiest I found is ♢ = 1, ♡ = 2, ♠ = 3, and ♣ = 4. This makes the sum of each known row/column/diagonal = 10. The remaining box must be 3 to make the sums of the unknown row, column, & diagonal = 10.

Since ♠ = 3, the missing suit is a ♠.

Correct!

Your response is suitable.

Have you tried 22 tonight? I said 22.