Ahh...I see...The ‘stock’ that consumers get in hypercapitalism isn’t a stock of ownership or voting stock. It is a kind of non-voting prefered stock. Really it is more like an airline mile. It doesn’t affect what dividends are paid or the cap table.
Okay I think I identified more preciusly what is it. I will just call it arbitrarily “shard” to make special note that we are defining (or I am figuring out) and that analogs with other things might not apply.
Shard is a right that has a holder and target (ie it can be spesified as a two place predicate s(a,b)). Having multiple shards of same holder and target can be expressed as having a single relation with a strenght in it (ie that s(a,b,100) a has 100 of shards on b).
During regular intervals (which most simply is annually but can be tought to also happen smoothly constantly) there happens a lazy money redistribution event. First we mark everybodys money as “lazy”. We take a portion of everybodys lazy money that they have and mark “waking percent” of it as unlazy. This money will no longer be touched by the event and where the money woke up will be availble to use after the event. For each person we take whatever lazy money they have left (the remaining “dozing percent”) and distribute it equally among all shards that have that person as their target. If A has 10000 and we use 90% waking percent this result in 1000 lazy money and B has 10 shards on him, C has got 25 and D got 5 then B gets 250, C gets 625 and D 125. This happens “simultaneously” for everyone ie can be done in any order (you have to keep track of money before the round started and received this round). Then we start again by waking up percentage of the money of the lazy money and keep doing this until some cut off point (such as under 1$ moved total in round) where the amount of lazy money is low.
This is the claim and the effect of the shard (once it exists). The interesting thing is that the more shards you hold the more you stand to benefit from the redistribution event. Eveyrthing else is derivative of this effect.
Now the idea is that shards are created when you transfer money to someone. Thus a person can’t have more lazy money than there are shards on him. A person can have way less lazy money. If you can’t go into the negatives the least is 0. However by giving it away you inevitably create shards into your holding. Thus even if your own lazy money would be 0 the lazy money you get from the shards will partly go to those that hold shards on you. And because money can’t be destroyed or created by moving each round the money shuffled around is constant. Thus shards can never be totally worthless (in the sense of giving you right to 0 amount of receiving in the redistribution event). However shards that are more “direct” are worth more. With a waking rate of 90% making a shard to person that won’t have lazy money but will make shards only to totally lazy persons is worth 0.01 in the next distribution event while a direct shard would have been worth 0.1. However being the middle man, receiving 1 money and giving it to a totally non-giving (lazy) man is worth 0.09 money in the next redistribution (if all you do is this kind of thing) while the net effect on your point wealth is 0.
To paralel I will give a different formulation. Define a totally unrelated instrument that I will arbitrarily call “portion”. Portion is also a holder,target,magnitude kind of thing. It also is relevant in a redistribution event. Howeve the rules differ a little. All of the lazy money is shared equally among portions. If the portion is on yourself you mark it as unlazy and get to keep it after the event. Then the lazy money is given to the portion holder. Repeat until lazy money has sufficently vanished.
Now the portion generation mechanism is this. When you transfer money to a party you generate a “prociety percentage” of portions on the recipient to yourself and whatever remains of 100% you generate portions on the receiver to the receiver. That is A giving 200 to B with prociety percentage 10 will net A 20 B portions and B 160 B portions.
Both the shard mechanism and portion mechanism results in the same redistribution of money and shards are as valuable as portions. You just never have shards on yourself, so it can be likened to a notational difference. However the idea is that your shard value represents your skill as a consumer. It sounded somehow as plausible idea but as I explictly write it out it seems that those with highest shard values have the lowest trickle-down effects on the economy. If it would be true then the consumer with no consumption would be the master consumer (if all depend on you but you don’t depend on anyone it makes sense). It would also seem to reward those that get those that didn’t consume to consume.
Can you precisely define what this consumer ‘stock’ is? You seem to think of it as a legally binding claim to a long stream of future payments which make it look like a bond. An airline mile is basically a disguised discount and it’s a one-time thing, you use it and it’s gone. Preferred shares have no legally binding obligation to pay out anything.
Ahh...I see...The ‘stock’ that consumers get in hypercapitalism isn’t a stock of ownership or voting stock. It is a kind of non-voting prefered stock. Really it is more like an airline mile. It doesn’t affect what dividends are paid or the cap table.
Okay I think I identified more preciusly what is it. I will just call it arbitrarily “shard” to make special note that we are defining (or I am figuring out) and that analogs with other things might not apply.
Shard is a right that has a holder and target (ie it can be spesified as a two place predicate s(a,b)). Having multiple shards of same holder and target can be expressed as having a single relation with a strenght in it (ie that s(a,b,100) a has 100 of shards on b).
During regular intervals (which most simply is annually but can be tought to also happen smoothly constantly) there happens a lazy money redistribution event. First we mark everybodys money as “lazy”. We take a portion of everybodys lazy money that they have and mark “waking percent” of it as unlazy. This money will no longer be touched by the event and where the money woke up will be availble to use after the event. For each person we take whatever lazy money they have left (the remaining “dozing percent”) and distribute it equally among all shards that have that person as their target. If A has 10000 and we use 90% waking percent this result in 1000 lazy money and B has 10 shards on him, C has got 25 and D got 5 then B gets 250, C gets 625 and D 125. This happens “simultaneously” for everyone ie can be done in any order (you have to keep track of money before the round started and received this round). Then we start again by waking up percentage of the money of the lazy money and keep doing this until some cut off point (such as under 1$ moved total in round) where the amount of lazy money is low.
This is the claim and the effect of the shard (once it exists). The interesting thing is that the more shards you hold the more you stand to benefit from the redistribution event. Eveyrthing else is derivative of this effect.
Now the idea is that shards are created when you transfer money to someone. Thus a person can’t have more lazy money than there are shards on him. A person can have way less lazy money. If you can’t go into the negatives the least is 0. However by giving it away you inevitably create shards into your holding. Thus even if your own lazy money would be 0 the lazy money you get from the shards will partly go to those that hold shards on you. And because money can’t be destroyed or created by moving each round the money shuffled around is constant. Thus shards can never be totally worthless (in the sense of giving you right to 0 amount of receiving in the redistribution event). However shards that are more “direct” are worth more. With a waking rate of 90% making a shard to person that won’t have lazy money but will make shards only to totally lazy persons is worth 0.01 in the next distribution event while a direct shard would have been worth 0.1. However being the middle man, receiving 1 money and giving it to a totally non-giving (lazy) man is worth 0.09 money in the next redistribution (if all you do is this kind of thing) while the net effect on your point wealth is 0.
To paralel I will give a different formulation. Define a totally unrelated instrument that I will arbitrarily call “portion”. Portion is also a holder,target,magnitude kind of thing. It also is relevant in a redistribution event. Howeve the rules differ a little. All of the lazy money is shared equally among portions. If the portion is on yourself you mark it as unlazy and get to keep it after the event. Then the lazy money is given to the portion holder. Repeat until lazy money has sufficently vanished.
Now the portion generation mechanism is this. When you transfer money to a party you generate a “prociety percentage” of portions on the recipient to yourself and whatever remains of 100% you generate portions on the receiver to the receiver. That is A giving 200 to B with prociety percentage 10 will net A 20 B portions and B 160 B portions.
Both the shard mechanism and portion mechanism results in the same redistribution of money and shards are as valuable as portions. You just never have shards on yourself, so it can be likened to a notational difference. However the idea is that your shard value represents your skill as a consumer. It sounded somehow as plausible idea but as I explictly write it out it seems that those with highest shard values have the lowest trickle-down effects on the economy. If it would be true then the consumer with no consumption would be the master consumer (if all depend on you but you don’t depend on anyone it makes sense). It would also seem to reward those that get those that didn’t consume to consume.
Can you precisely define what this consumer ‘stock’ is? You seem to think of it as a legally binding claim to a long stream of future payments which make it look like a bond. An airline mile is basically a disguised discount and it’s a one-time thing, you use it and it’s gone. Preferred shares have no legally binding obligation to pay out anything.