Great question. I’ll try to put it in a math form so people can see the dilemma. I don’t know the actual algorithm that will be used, this is just my own brick wall that I encountered. I’ll ignore free account allocation as well as users who provide their own storage resources.
We have 3 variables.
- Fiat price of Safecoin. We cannot control this variable.
- Total Supply of Safecoin. We can control this variable.
- Total Storage available for Safecoin to buy. We cannot control this variable.
- 1 Safecoin = $0.01
- There are 430,000,000 Safecoins in existence in the form MSAFE tokens.
- Let’s pretend there are 430,000,000Gb of storage at launch.
Based on those “starting” numbers.
1 Safecoin buys 1Gb. Therefore $0.01 buys 1Gb per month.
This is the easy part.
Now change only the fiat value of Safecoin to $1.00.
If 1 Safecoin buys 1Gb… then $1.00 buys 1Gb per month.
Oh no, storage cost too much!
Adjust only the purchasing power of Safecoin based on the fiat value.
If 1 Safecoin = $1.00… then 1 Safecoin buys 100Gb of storage.
Now the ALL storage can be bought with 4,300,000 safecoins. Which is only 1% of the total supply. This is a very bad idea. I strongly advise against doing this.
Adjust only the purchasing power of Safecoin based on the total storage supply.
If storage doubles to 860,000,000Gb… then 1 Safecoin buys 2Gb of storage.
If storage halves to 215,000,000Gb… then 1 Safecoin buys 0.5Gb of storage.
This is great if the supply of Safecoin was already capped, but it is not. It is still growing. This means in order for Safecoin to gain in purchasing power, it’s supply growth must be slower than the storage growth.
This is what I am hearing so far.
As available storage space approaches zero, the cost to buy storage in Safecoin will rise and vice versa. This means farmers should have more Safecoin to farm due more Safecoin being recycled.
- 1 Safecoin = $0.01
- There are 430,000,000 Safecoins in existence in the form MSAFE tokens.
- Let’s pretend there are 430,000,000Gb of storage at launch.
Let’s use 3 basic threshold levels.
75% total storage available = Abundance (322,500,000Gb available)
50% total storage available = Normal (215,000,000Gb available)
25% total storage available = Limited Supply (107,500,000 available)
This means there will be a (mark up) or (mark down) based on the threshold level above.
Formula: (Total supply of Safecoin) / (Total Available Storage) = (Safecoin Price per Gb)
Abundance = 430,000,000 / 322,500,000 = 1.33 Safecoin per Gb.
Normal = 215,000,000 / 430,000,000 = 2 Safecoin per Gb.
Limited Supply = 430,000,000 / 107,500,000 = 4 Safecoin per Gb.
As you can see, the Safecoin price of storage adjusts based on supply and demand. However, now we factor in the fiat value. This is where it confuses people.
If the fiat value of Safecoin goes up to $1.00 at launch then pricing for storage becomes too expensive.
Abundance = 1.33 Safecoin per Gb. = $1.33 per Gb.
Normal = 2 Safecoin per Gb. = $2 per Gb.
Limited Supply = 4 Safecoin per Gb. = $4 per Gb.
Does anyone want to buy storage @ $4 per Gb?
I suspect 99% of users will end up providing their own storage in order to use the Network. This is not necessarily a bad thing, because investors and many early adopters will be dancing happily. Meanwhile users can provide their own resources to use the Network, those resources which are suppose to get cheaper every year. Entry into the SAFE Network gets easier unlike Bitcoin which gets harder.
Let’s look at the flip side and see what happens if the fiat price crashes to $0.001.
Abundance = 1.33 Safecoin per Gb. = $0.0013 per Gb.
Normal = 2 Safecoin per Gb. = $0.002 per Gb.
Limited Supply = 4 Safecoin per Gb. = $0.004 per Gb.
Anyone want to buy storage @ $0.0013 per Gb?
At this point, I suspect there will be a flood of consumers buying storage, which will naturally drive up the fiat value until an equilibrium in reached.