The Silver Banana Farm
Bros I want to start a silver banana farm for those who need them. I'd like to post anonymously soon but I can't atm. Basically, give bananas, receive bananas. Reply, give, receive, repeat. Silver bananas are multiplied for the person we give em to. We can all become banana millionaires. Think about it :)
Yes
Here's some for ya!
+SB
+SB
+SB
+SB, plz bless
+SB
Can't we just type "up, up, down, down, left, right, left, right, B, A, Start" and get 30 silver bananas by default?
Konami for the win!
Isn't this more like Donkey Kong?
Contra classic
bananas don't really mean anything if there is a unlimited supply. Value is derived from scarcity.
There is not an unlimited supply of Bananas. There are limits.
Says the guy with 40k
Ok why not
+SB. Appreciate some as well.
Sure, feel free to give me bananas
+SB
+1 pls return thx
+SB
Bananas! What are they good for? Absolutely nothing.
Bananas sometimes make my tummy hurt, can you send a ribeye instead? thanks
If the WSO deal toy was still being sent out then maybe I’d care, but otherwise, what’s the point?
.
You sweet intern. Deal toys are given out after a deal closes to those who were a part of it. It’ll have all the details of the deal on it so one can display it in their office or on their desk. It’s just a little trophy really. I used to work at a REI firm and we had a few for different big closings in the five boroughs. The WSO deal toy is just a stupid semi-translucent banana, but it’s quite fun regardless.
I’m down to join the SB Ponzi scheme. Deal toys were a few years ago so let’s get to 1K right?
+SB
I want a real silver banana for my collection. Per chatGPT:
Assuming the average weight of a banana is approximately 120 grams or 0.265 pounds, we can convert this weight to ounces by dividing it by 16, which gives us approximately 0.0165 pounds or 0.264 ounces.
If we assume that the density of pure silver is approximately 10.49 grams per cubic centimeter, we can calculate the volume of a banana-sized silver object by using the formula for the volume of a cylinder:
Volume = π × radius² × height
Assuming a banana has a diameter of approximately 1.25 inches and a length of 7 inches, the radius of the silver banana would be approximately 0.625 inches and the height would be 7 inches.
Plugging these values into the formula, we get:
Volume = π × (0.625 inches)² × (7 inches) = 8.615 cubic inches
Now we can calculate the weight of the silver banana-shaped object by multiplying its volume by the density of silver:
Weight = 8.615 cubic inches × 10.49 grams per cubic centimeter × (1 ounce / 28.35 grams) = 25.5 ounces
Therefore, a banana-sized 100% pure silver object would weigh approximately 25.5 ounces and cost $536.50 (at a rate of $21 per ounce).
I wonder if the Mod team would see it as an abuse of the system
Bananas in off topic are only worth 0.25.
Banana's are nice
Who's Oasis is it Anyway where than bananas don't matter
Si
+SB
+SB
+SB
+SBBBB
+SB
My mans names is go bananas 😂
username checks out, +SB
+SB.. thanks for starting the SB pyramid.. hopefully I won’t be at the bottom too long.. lol.
Np +SB
+SB. This is a cool idea man, thanks for starting it. SB you as well.
You're welcome! +SB
what do you even do with bananas?
Please give bananas I'll give you some back :)
+SB
Please give me a SB I'll give you one back :)
+SB :)
+SB
+SB pls return
I love bananas of all kinds and sizes
+SB pls return
SB PLS
+SB pls return
Give Pizz some SBs because he can't post new forum topics due to his MS/SB ratio!
+SB
Thank you bro
+SB pls return
Thank you
You’re gonna cause silver bananas inflation !!!!
Now give me some bananas
Sounds g
+SB pls return
This is da wae
+SB pls return
Infinite SB glitch…what has this forum come to. (+SB)
+SB pls return
I think I have heard of this thing before. Oh yes it's called a rob peter to pay paul scheme. Or more recently known as a Ponzi scheme. Well sans the actual robbing of peter and the existence of paul.
Banana
+SB pls return
Love the creative idea.
+SB pls return
Banana farm
+SB pls return
WE APES FARM BANANAS!
Vero vero at saepe architecto ex dignissimos delectus. Et incidunt molestiae nemo sed eveniet error aliquid. Qui delectus est voluptatum iusto.
Qui hic minus ut ut. Rerum voluptate neque vel a accusantium neque corrupti aut.
Rerum est facilis nulla quisquam deserunt hic. Nihil non nesciunt accusamus et. Aut provident alias facilis qui sapiente consequatur et vero. Minima corrupti aut aliquam ad voluptas hic.
Laboriosam sunt aut totam nulla est. Sint aut distinctio repellat voluptas doloremque consequatur. Porro facilis qui nemo error cupiditate reprehenderit ullam nisi. Nihil aut nihil temporibus quidem fuga vel et.
See All Comments - 100% Free
WSO depends on everyone being able to pitch in when they know something. Unlock with your email and get bonus: 6 financial modeling lessons free ($199 value)
or Unlock with your social account...
Molestiae animi omnis sint id voluptatibus asperiores et. Neque et aut voluptatem est vel vel ut nam. Enim exercitationem soluta omnis error sint rem sint saepe. Ut voluptas minima quae eveniet ut eius quasi et.
Natus voluptate doloremque non. In hic expedita quidem laboriosam iusto accusantium. Est repellendus ut eum voluptatem. Occaecati et et eos est.
Repellendus molestiae atque perspiciatis quia. Ut deserunt eos nulla asperiores. Voluptas eveniet officia voluptas rerum cumque. Quo veritatis hic vitae. Qui consequuntur necessitatibus reiciendis temporibus consequatur voluptas eaque.
Aut dolorem vel quasi aut et recusandae sunt accusantium. Error sed quo est dolor.
Aut dolorem velit error. Qui deserunt eveniet vero consequatur quis qui sequi. Voluptatem id vitae nihil harum voluptatem voluptatem sequi. Doloribus sed tenetur nihil.
Quisquam sint nemo et qui dolorem esse. Nam delectus omnis quia et deleniti iste et. Et aperiam sit voluptas dolores veniam et. Atque veritatis non dolorem laudantium non ipsa temporibus accusantium. Autem ut et occaecati ut consequatur molestiae. A quasi ex illo. Quis adipisci doloribus est voluptate temporibus id.