30001st poster gets a cookie (cookie thread (Part 7)) (Part 9)

High and Low (1963)
Seven Samurai (1954)
Yojimbo (1961)
Ikiru (1952)

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Ok, so all Kurosawa.
I mean, I’ve heard everything here to be very good (as seen by the fact that all of them except Ikiru have been remade by other people multiple times).

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Seven Samurai is an excellent film and a classic, so I’d recommend that if you haven’t seen it yet, but I don’t think you can go wrong here.

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@Daeron
You’re not “kyo” on Apex are you? Jenna just joined a game with a “kyo” on the champion squad.

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well you guys are in NA and he’s in the UK so no

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unless one of you is playing on servers from a different continent for fun

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theyre “[OVNE] Daeron”

No :frowning: but happy birthday!!

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hah

Very closely remembered from that clip. The clan tag was [DVNE]

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also, its probably not her birthday
those sparklers are from her joining on june 25th

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Oh, yeah. Why is that a thing? lol.

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Seven Samurai I’ve gotten the most recommendations for so Seven Samurai it is

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Didn’t realize they were all from the same director

image

Also, doesn’t this mean Heaven and hell? :wowee:

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oh happy birthday nbow! Can’t believe a new color got made today

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guys read the text on the icon :joy_cat:

"Stolen puzzle from [REDACTED]"

[   ] + [   ] ÷ [   ]   = [ 1 ]
  +       +       +
[   ] + [ 5 ] ÷ [   ]   = [ 1 ]
  ÷       ×       ×
[   ] + [   ] + [   ]   = [15 ]
  =       =       =
[ 2 ]   [44 ]   [13 ]

Special rules:

  • Ignore PEMDAS; read strictly [from left to right] or [from top to bottom] when attempting to solve an equation.
  • You may solve the equations by placing the numbers from the following array on the puzzle: [1,2,3,4,5,6,7,8,9].
    Each number in the array may only be used once at most throughout the whole puzzle.
  • With the exception of the aforementioned array, there may be no empty square brackets on the final solution of the puzzle.
  • No decimals or negative numbers are involved throughout the entirety of this puzzle.

Meanie

took a quick glance and idk if this is solveable? lmk if I’m misunderstanding the puzzle somehow

puzzle issue maybe

13 is prime so bottom right has to be 1 and the middle right and top right need to add to 13

15 is odd so the bottom left and bottom middle must both be even or both be odd and add to 14 - of the available numbers, only (6 and 8) or (9 and 5) satisfy these conditions

44 is not cleanly divisible by any of these numbers so I don’t think this works? am I missing something? I can’t add to a fraction or put in a fraction so (C+E)×D=13 can only work with D=1, no? in which case my constraints on F and G restrict me to numbers that don’t ever multiply by another integer to 44?

I was also like that, but then I checked the solution.
It is diabolical, but this puzzle does ultimately have solution.
You just have to… think outside the box.