$H fell from 0.7 to 0.12, shedding 92% in a day and evaporating $1.7 billion— is this a money-raising game, or a signal to buy the dip?

Bullish case:
1. The 24-hour trading volume is $900 million, indicating liquidity hasn’t dried up. After panic sellers slam the market, the deep V-shaped rebound often involves short-term whales stepping in. If the price can temporarily hold around 0.05, it could be a main area where the core team is accumulating positions.
2. If the project team is still working (for example, updates on their official account or exchange announcements), then after such an extreme oversell, the cost to pump the price is extremely low. Refer to previous cases where similar crashed tokens rebounded 30-50%.
3. The current contract long-to-short ratio is close to 1:3. When sentiment is extremely bearish, it can more easily trigger a short squeeze—don’t chase, but some people who are brave enough to open positions have already staked out positions.

Bearish case:
1. A 24h drop of 82% isn’t a washout—it’s a rout. Early profit-takers and market makers may have already closed out. After the market structure collapses, the rebound is only a momentary flicker.
2. Based on historical data, after this kind of highly controlled token falls by 90% or more in a single day, 80% ultimately ends at zero. Rebounds are often just giving a second chance to run away.
3. If the project team hasn’t clearly announced a plan to support the price, tonight could see a second dip breaking 0.05. If it continues lower, that’s the road to going to zero.

Trading suggestions:
- Mostly stay on the sidelines. If you really want to get involved, trade with strict grid: take a small position around 0.06-0.07 to bet on a rebound, and place your stop-loss below 0.05.
- Position size must not exceed 2% of total funds; your per-trade take-profit target is 10-15%.
- If it breaks below 0.048, you must exit unconditionally—don’t “hold out” for the bigger picture.

I’m an old gambler who escaped from tokens that went to zero. Follow me and see whether $H is just a flash of light before dying out, or a rebirth from the ashes—if it can rise, deduct 1; if it crashes, deduct 2.