HERTZ is an upcoming Algorithm Based Asset (ABA) which is an market pegged asset (MPA) with a formula which modifies the price feed to oscillate using a sin wave.
The following is the current python reference formula:
hertz_value = reference_asset_value + (amplitude * math.sin(((((current_time - reference_timestamp)/period) % 1) * period) * ((2*math.pi)/period)))
Configurable HERTZ variables:
The variables will not be light-heatedly changed once the HERTZ asset has become active (given sufficient price feed publishers), so you will not need to worry about the amplitude/frequency of the asset increasing significantly after having shorted the token into existence.
Any substantial variation in the configurable HERTZ variables will be made within a newly created HERTZ asset. The naming convention will potentially follow:
HERTZ.Reference_Asset.Amplitude.Frequency.Phase
If you're interested in calculating potential profit or evaluating the HERTZ variables, check out the HERTZ calculator spreadsheet, it'll be soon updated to include all of the variables (currently only amplitude).
If you borrow HERTZ into existence and short it at the peak (crest) value, your debt will decrease to:
DEBT * (amplitude * math.sin(((((current_time - reference_timestamp)/period) % 1) * period) * ((2*math.pi)/period)))
With a decreased debt, you can keep a partial amount of the tokens you shorted into existence.
This only applies when shorting from peak and settling debt at the trough, if you short and miss your settle window the debt will appreciate back to the original debt value.
Given that during the peak there is peak sell pressure from shorters, you should be able to buy larger sums of HERTZ than bitUSD.
Buying and holding has the least risk associated with the HERTZ token, however you must account for the oscillation of the price feed as it will affect the networth of your HERTZ holdings; if you need to cash out at a later date you may be faced with having to wait until the peak value to settle or having to settle for a lesser price feed value.
If the asset you traded for HERTZ collapsed more than 67% then you'll have benefited regardless of say buying at the top and selling at the bottom.
When you hold a market pegged asset (such as HERTZ or bitUSD), you have the option to 'settle' which calls the least collateralized position (liquidating their position) in order to fulfill your request to convert HERTZ to BTS at the rate of $1.50/HERTZ. The least collateralized individual cannot reject your settlement (all they can do is to improving their collateral to not be the least collateralized position being liquidated), so there shouldn't be a problem with liquidity exiting (settling, not selling) the HERTZ token. With BSIP-0018 on the way, we're going to see reduced risk (or partial/complete mitigation) of global settlement (black swan events) which will further stabilize this peak price settlement.
There should be continuous buy pressure throughout the cycle (except from peak), as there is profit to be made by buying (with no debt risk) waiting until the price feed has appreciated higher than the value you bought at then setting at that point.
Why would anyone sell at the bottom? The bottom (trough) will be the point of maximum buy pressure (since everyone wants the profit from settling with an appreciated price feed) - enabling you to short HERTZ on a large scale (again possibly larger than bitUSD) given this moment of peak buy liquidity.
Trough settlers need to take the debt appreciation seriously, as they may find themselves force settled if under collateralized.
If BTS increases in value as the debt appreciates, your collateral ratio will improve. If however the BTS value decreases then your collateral ratio will depreciate at an increased rate due to the debt appreciation caused by the price feed increasing.
If you buy HERTZ at the lowest (trough) value, you can wait until the peak (crest) value to then settle your balance (instead of selling) to make a profit of:
profit_percent = (settle_value/buy_value)*100
If you buy HERTZ at any value lower than the peak value, you can wait several days/weeks until the settle value is greater than the value you bought at, to which you would settle your HERTZ balance (as opposed to selling on the market).
Example:
HERTZ vars: amplitude 50%, reference asset $1.00, period 1 month
Jack has $500 (bitUSD) and trades them for 1000 HERTZ at $0.50 ea, he waits 2 weeks then settles his 1000 HERTZ at $1.50 for a profit of $1.00 for every $0.50 invested. Jack started with $500 and now has $1500 in 2 weeks with minimal risk.
Please do reply with your questions and or suggestions, I'm especially interested in the possible HERTZ variable values you can come up with.
