This is just to say that I am embarking on what seems to be a beaten path... only to venture forth a little bit further.

Still, the series would not be complete without a few words of introduction on what the @prism_protocol will allow us to do.

/2
@prism_protocol will let us deposit @terra_money yield-bearing assets and will give us $cAssets as a deposit confirmation.

Next, it will allow us to refract (split) a $cAsset into:
- yield-bearing part = yield token (YT)
- principal part = principal token (PT)

/3
Example:

1. Deposit $LUNA into @prism_protocol
2. Get $cLUNA as deposit confirmation
3. Refract $cLUNA into $yLUNA and $pLUNA

$yLUNA = entitlement to all staking rewards and airdrops
$pLUNA = exposure to price action (changes) of $LUNA

/4
@prism_protocol will allow us to do various things with $yLUNA and $pLUNA, including:

- Stake $yLUNA to get the staking rewards and airdrops
- Stake $pLUNA to exercise voting rights
- Provide $pLUNA or $yLUNA as collateral to borrow against
- Use $pLUNA or $yLUNA in LP mining
/5
Above are just some rudimentary use cases - further exploration commencing in S01E05 and S01E06.

Full list of episodes:


/6-end

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More from @AgilePatryk

18 Oct
@prism_protocol intro
S01E03 - yLUNA-perp pricing

Small reminder - with PRISM we will be able to split $LUNA into $pLUNA and $yLUNA. Those 2 tokens will last forever, i.e. $yLUNA will entitle you to $LUNA staking rewards until end of times.

Let's try to a price on $yLUNA!

/1
Present value (PV) of $yLUNA is equal to PV of all $LUNA staking rewards and airdrops to $LUNA stakers.

Quick check in Terra Station and we know that staking LUNA gives us 3.19% APR right now.

station.terra.money

/2 Image
Courtesy of terra.smartstake.io/airdrops it's easy to check APR on regular airdrops of:
$ANC - 1.21% for the next 77 weeks
$MINE - 0.65% / 90 weeks
$MIR - 0.43% / 11 weeks
$VKR - 0.60% / 52 weeks

@SmartStake is a wonderful community validator btw - I recommend delegating to them

/3
Read 14 tweets
17 Oct
@prism_protocol intro
S01E02 - DCF valuation method

Let's start it with a poll - which one would you prefer:
1) Get $100 now
2) Get $100 in a month

/1
Somehow we feel that a particular amount of money is 'more valuable' now than the same amount sometime in the future.

Money in our pocket now can make more money in the future.

/2
To put it into numbers, we could invest into a risk-free investment vehicle (if there is one at all, ha ha) that would guarantee APR d%, then:

Now => In a year
$100 => $100 * (1 + d%)

/3
Read 10 tweets

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