The First-Year Valuation Case for GM10

Most token valuation arguments start from the wrong number.

They take the full max supply, multiply it by the latest round price, call that FDV, and then argue from there. Sometimes that is useful. Most of the time it is lazy.

For GM10, my Pokémon card treasury onchain protocol, I think the cleaner way to model the first year is to ask a simpler question:

What supply is actually relevant in the next 12 months, and can the card treasury reasonably support that valuation?

That gives a very different answer from the full 100,000,000 CATCH view.

The first-year supply frame

GM10 has a 100,000,000 CATCH tokenomics allocation, but that is not the same thing as first-year economic float.

For the conservative 12-month model, I only count:

Round 1 public supply
Round 2 public supply at full cap
The team allocation that actually vests by month 12

I do not count community, partnerships, advisors, governance treasury, or liquidity allocations in this base case. The argument is simple: if the goal is to model the first year, count what is public or vested, not every possible future bucket. This is because all these other allocations are minted when necessary.

The numbers:

Round 1: 166,666.67 CATCH
Round 2 full cap: 1,428,571.43 CATCH
Team vested by month 12: 2,142,857.14 CATCH

That gives a counted first-year supply of 3,738,095.24 CATCH.

At the Round 2 price of 0.0035 AVAX per CATCH, that implies 13,083.33 AVAX.

Using AVAX at roughly $9.48, that is about $124,000.

This is the valuation I care about for the first year. Not the theoretical full FDV. The counted valuation.

What revenue does that valuation need?

If we use a 20-40x revenue multiple, the revenue requirement is not aggressive.

At a 20x revenue multiple: $124,000 / 20 = ~$6,200 annual revenue
At a 40x revenue multiple: $124,000 / 40 = ~$3,100 annual revenue

So the first-year counted supply valuation needs roughly $3,100-$6,200 of annualized revenue. That is tiny compared with what even a modest card treasury can produce if the thesis works.

The Pokemon anniversary bull case

This year is Pokemon’s 30th anniversary. That matters. Anniversary cycles create attention. Attention creates liquidity. Liquidity pulls collectors, speculators, grading demand, auction volume, and social proof into the same window. I do not want to pretend that a 30% return is guaranteed. It is not. Cards are illiquid, comps can be stale, spreads can be ugly, and not every slab moves with the headline index.

But as a bull-case assumption for trophy-grade Pokemon exposure in an anniversary year, 30% annual appreciation is a reasonable scenario to underwrite.

If the required annual revenue is $3,100-$6,200, and the card portfolio returns 30%, the card NAV needed is:

$3,100 / 30% = ~$10,300
$6,200 / 30% = ~$20,700

So even a modest $25,000 trophy-card base can support the first-year counted supply valuation under this model. That is the important part: the first-year valuation hurdle is not high.

Why Round 2 can already sustain it

Round 2 has a target of 5,000 AVAX.

The proceeds allocation is:

85% to strategy/card acquisition treasury
10% to liquidity
5% to the team wallet

At full cap, that means:

Card acquisition treasury: 4,250 AVAX
Liquidity: 500 AVAX
Team wallet: 250 AVAX

At roughly $9.48 per AVAX, the strategy treasury alone is about $40,000.

That is already above the $10,000-$21,000 card NAV needed to support the conservative first-year valuation model at a 30% annual return assumption.

So the base case is straightforward: If Round 2 fills, the raise can very reasonably sustain the first-year counted valuation.

It gives enough card acquisition capital to support the implied revenue target, while the counted supply remains small because most allocations are not included in the first-year float model.

The expansion case: a larger round four months from now

Now consider a more aggressive scenario.

Within four months, GM10 opens another round, let’s say with these parameters:

Raise: 50,000 AVAX
Price: 0.00425 AVAX per CATCH

That price is higher than Round 2:

Round 2: 0.0035 AVAX
New round: 0.00425 AVAX

That is a ~21.4% price increase.

The new round would mint 50,000 AVAX / 0.00425 = 11,764,705.88 CATCH.

Add that to the conservative first-year counted supply: 3,738,095.24 + 11,764,705.88 = 15,502,801.12 CATCH.

So the counted 12-month supply becomes about 15.5M CATCH.

Still only about 15.5% of the full 100,000,000 CATCH allocation.

Valuation after the larger round

At the new round price of 0.00425 AVAX per CATCH, the counted valuation becomes 15,502,801.12 CATCH × 0.00425 AVAX = 65,886.9 AVAX.

At roughly $9.48 per AVAX, that is about $624,000.

Using the same 20-40x revenue multiple:

At 20x: ~$31,200 annual revenue
At 40x: ~$15,600 annual revenue

At a 30% card return assumption, the card NAV needed is:

$15,600 / 30% = ~$52,000
$31,200 / 30% = ~$104,000

So even after a much larger round, the model only needs roughly $52,000-$104,000 of productive card NAV to support the counted 12-month valuation under the 30% bull-case return model.

What the larger round does to treasury

The 50,000 AVAX round dramatically changes treasury capacity. Using the same proceeds allocation:

85% strategy/card acquisition treasury: 42,500 AVAX
10% liquidity: 5,000 AVAX
5% team wallet: 2,500 AVAX

At roughly $9.48 per AVAX, that is:

Strategy/card treasury: ~$403,000
Liquidity: ~$47,400
Team wallet: ~$23,700

Add the full Round 2 strategy treasury of 4,250 AVAX, and the combined card acquisition treasury becomes 46,750 AVAX, or about $443,000.

This is the asymmetry I like.

The model needs about $52,000-$104,000 of productive card NAV to justify the counted 12-month valuation after the larger round.

But the treasury could have more than $400,000 of card acquisition capacity.

That gives the strategy room to be selective. It does not need to force buys. It can concentrate around higher-conviction slabs, wait for better entries, and still have enough capital to make the revenue math work.

The actual thesis

The thesis is not just that Pokemon cards go up.

The thesis is that each round can make the strategy stronger if three things are true:

New rounds price higher than previous rounds.
The treasury is actually deployed into assets with credible appreciation potential.
The counted supply grows slower than the strategy’s ability to support it.

In the base case, Round 2 alone can support the first-year counted valuation.

In the expansion case, a larger round increases supply, but it also increases treasury capacity much faster than the revenue hurdle rises.

That is the point of the model.

The token is not floating in isolation. It is attached to a treasury strategy. If the treasury grows, and if that treasury is deployed well during a strong Pokemon market cycle, then each round can make the valuation easier to defend, not harder.

The simple version

Base case, no additional round:

Counted 12-month supply: ~3.74M CATCH
Counted valuation: ~13,083 AVAX / ~$124,000
Revenue needed at 20-40x: ~$3,100-$6,200/year
Card NAV needed at 30% return: ~$10,000-$21,000
Round 2 full-cap strategy treasury: 4,250 AVAX / ~$40,000

Expansion case, 50,000 AVAX round at 0.00425 AVAX:

New round supply: ~11.76M CATCH
Counted 12-month supply: ~15.5M CATCH
Counted valuation: ~65,887 AVAX / ~$624,000
Revenue needed at 20-40x: ~$15,600-$31,200/year
Card NAV needed at 30% return: ~$52,000-$104,000
New round strategy treasury: 42,500 AVAX / ~$403,000
Combined Round 2 + new round strategy treasury: 46,750 AVAX / ~$443,000

The clean conclusion:

If GM10 raises into higher-priced rounds and deploys the proceeds into trophy-grade Pokemon cards during the 30th anniversary cycle, the amount raised in each round can very reasonably sustain the counted valuation while giving the strategy room to generate strong returns.

Not because the FDV says so.

Because the first-year float, the treasury, and the required return hurdle can actually line up.