Khana v.0.2: Dynamic bonding curves

Updated Price = (((Portion of Supply * 10^8)^(1/10)) / 8) * (ETH in Pot / Token Supply)

d[((x*10^8)^(1/10))/8*k,x]

Everyone has a different price depending on what portion of the supply they hold

d[((x*10^8)^(1/10))/8*k,{x,2}]

Min[d[((x*10^8)^(1/10))/8*5,{x,2}],{x,0.000001,2000}]

Part 2 blog post coming soon

Game theoretic outcomes

- maximise your portion of the supply to liquidate the larger amount of ETH

- as you amass more of the supply, the % growth in price becomes slower

- if you hold a low portion of the supply and a whale liquidates, then your portion of the supply will increase, being worth more

- or include Ft/St into (Sp^8)^1/10 ~ new formula

- HODL as long as you can, as long as you are earning the tokens (and increasing your portion of the supply)

- create new polynomial formula (what conditions for shape of graph, range, rough numbers)

- new players can always become whales, whales can always exit without killing the community

- 100% of the pot can never be liquidated (future use for community grants?)

For reference, v.0.1 spreadsheet here

- (related to Bonded Donations) at what point does it (if ever) become profitable for original donator?

Old curve (not possible in solidity)