The board is noise.
The pick is math.

PonsPicks reads every name on the Pons leaderboard, scores it with a published formula, fills only what clears the gate, and queues an exit if the name breaks its threshold.

PonsPicks mark
SCAN
Leaderboard
Every name on the Pons board, recut each window.
GATE
S ≥ 0.62
No fill unless the score clears theta.
EXIT
−18% / 0.41
Queued sell on drawdown or score collapse.

Three moves. No discretion.

01 — READ

Read the board. Drop names still on the curve, anything younger than 48 hours, serial factories, and books where the top ten holders own the float.

02 — RATE

Score what remains. Liquidity, volume, holders, age, and concentration collapse into one number. The weights do not move because a candle looks nice.

03 — FILL

If the score clears 0.62 and the name is under a 12% sleeve cap, buy. Automatic. No override in the first version.

04 — QUEUE

If price is 18% under fill, or the score falls through 0.41, the name goes on the sell queue. Oldest breach exits first.

The rating.

Eligibility first. Score second. The formula is public so the book can be checked, not believed.

ELIGIBILITY

G_i = 1 if graduated, else 0
age_i ≥ 48h
L_i ≥ L_min   H_i ≥ H_min
creator ∉ serial factory set
C_i ≤ 0.55

SCORE

S_i = L_i^α · V_i^β · H_i^γ · A_i^δ · (1 − C_i)^ε · G_i

A_i = ln(1 + hours_since_graduation)
α = 0.34   β = 0.28   γ = 0.18   δ = 0.12   ε = 0.08
L and V are divided by that window’s cross-sectional median

POLICY

BUY    if S_i ≥ θ and w_i < 0.12    θ = 0.62
QUEUE if P_i / P_fill − 1 ≤ −λ    λ = 0.18
       or S_i < θ_exit            θ_exit = 0.41
SELL   from the queue, oldest breach first

The book.

Paper sleeve against a recent board. Replace these rows with live fills when the contract is poked.

NAMESLIQHOLDERSΔ FROM FILLSTATE
HMM0.81730k15.1k−4.2%HELD
YOLO0.74406k12.3k−9.1%HELD
ROBIN0.696.7m8.1k+11.4%HELD
INJOH0.40243k6.0k−21.8%QUEUE
NEKO0.2257k3.3kFAIL GATE