#Score calculation issues

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west smelt
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Hello, I'm looking at the infinite score video of balatro university and I have an issue calculating the added value of a steel king, red seal, 4 baron and 3 mimes.

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Here is the hand I'm trying to calculate, in the video (https://www.youtube.com/watch?v=nltHmlXRBQU), he palyed the same hand twice so the hand score should be 3.557e56

Seed: LE9PWG7D
Watch me coach Skoottie through the first 12 Antes of this seed here:
https://www.youtube.com/watch?v=bFOfsbmB2O4&t=1406s

We try Perkeo again on a set seed this time. Not only are we able to score "infinite" points, but we're able to do this repeatedly, round after round, allowing us to reach Ante 39, where the score required to...

▶ Play video
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The chips are 965+210+350 for the red seal king and the 3 foil jokers so 1135

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The base mult is 97, and we have a poly joker so a trailing x1.5

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the bulk of the score is made of steel and baron procs, which are all x1.5. In my calculation, with 3 Mimes and 4 barons, each card trigger 5 times and each trigger is multiplying by 1.5 5 times.

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So each additionnal king should be multiplying the mult by (1.5^5)5 = 1.5^(55) = 1.5^25

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With 6 joker, we have an additional power 6, wich result in 1.5^150 (2.5e26)

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The final hand should therefore be 1135971.5^150*1.5 = 4.2e31

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Which is far frow the 3.55e56 in the actual hand

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Where is my calculation wrong and why ?

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NB : If I multiply my result by 1.5^150 again, I have 1e58, which is "close" to the result, but I don't know what would be the reason of this additionnal ^2

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"close" being "maybe close enough for compounding errors of 150+ multiplication to explain the difference"

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Here is the detail of my calculation :

west smelt
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My bad, I forgot that he was playing the plasma deck unlike in the three previous videos and this is where the ^2 is coming from. ((X/2)^2 on the mult in fact)