The developers of PEAK, explaining how they decided on pricing for their game.
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Am I weird for rounding 8 to 10??
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No. 8 is closer to 10 then it is to 5
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First, these jabronies need adderall.
Second, I need adderall.
I think we’re the same sort of jabroni.
You should go to the doctor and get a blood test. And while you’re there, try to get me some adderall.
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First, these jabronies need adderall.
Second, I need adderall.
I think we’re the same sort of jabroni.
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Little different for me:
$1 - 5 = $5
$6 - 12 = $10
$13 - 20 = $20
$21 - 50 = $50
$51 - 70 = $100
>$70 = $1000
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For something that makes absolutely no sense at all, this makes a lot of sense.
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And they say you can't make money with a psych degree...
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They’re outta line, but they’re right
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For me:
Under 100₴ - free
100₴ - 300₴ - it must be worth it for me to buy it.
More than 300₴ - i will never finacially recover from this purschase.
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Little different for me:
$1 - 5 = $5
$6 - 12 = $10
$13 - 20 = $20
$21 - 50 = $50
$51 - 70 = $100
>$70 = $1000
That's basically right.
$70?
I could buy a car for that kinda money.
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i get it but for me 8 is 10
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I just round up to the nearest multiple of 5. Who the hell rounds down when looking at prices?
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8 is 10 but 7.99 is 5
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Yeah, but what about $7.99?
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Nothing new tbh. How we subconsciously round off numbers is a big part of super market pricing. Everything with a zero at the end seems bigger. Not only does 19.99 seem much smaller then 20, but even 21.99 seems smaller then 20 at a glance.
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they could've just said they smoked weed
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8 is 10 but 7.99 is 5
7.99 is 9
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That's basically right.
$70?
I could buy a car for that kinda money.
You just reminded me of a time when $70 felt like nearly unlimited opportunities. Now, $70 means that I might get to buy groceries AND restock on spices.
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Little different for me:
$1 - 5 = $5
$6 - 12 = $10
$13 - 20 = $20
$21 - 50 = $50
$51 - 70 = $100
>$70 = $1000
Same, quite a bit of difference to me.
$1 - 7 = how many of these are they going to charge? 100+ dollars
$8 - 60 = round to nearest $5
$61+ = irrelevant collector’s edition
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no, completely valid, but pricing is a psychological question rather than a math question for some.
reason for example products are priced with X.99
some people se it as cost X amount, others (like youself) see it as X+1 amount. the 0.99 is the extreme end of the psychology and choosing 8 in the case of peak increases number of people who dont see it at the higher price
