How much Virgens Points can you print with $1,000? You’ve probably seen people farming Virgens Points daily on @virtuals_io. But which strategy gives you the best ROI today? I ran the full math comparing $VADER (@VaderResearch) vs $VIRTUAL staking , and the meta has shifted. Big time. 👇 🧪 The Vader Strategy $1,000 today gets you around 26,600 $VADER at current price. If you lock that for 360 days, the platform boosts your score → giving you roughly 108,000 Vader Points. Here’s where it gets interesting: Each Vader Point is now earning ~0.015 Virgens Points/day. That means your bag prints 1,650 Virgens/day from emissions alone. That’s a yield of 1.65 VIRGEN per $ per day, one of the highest passive yields in the Virtuals ecosystem right now. And this is before airdrops, before $VADER price movement, before anything else. Oh, and $VADER? → 56.7% of supply is staked → Still -75% from ATH → Strongest staking ratio in the ecosystem It hasn’t moved yet. But the fundamentals are loaded. 1 Virgens Point ≈ $0.02 right now — with 1,650 points/day from $1k in $VADER, that’s $33/day, or a 3.3% daily ROI. 🧮 The Virtual Strategy Now let’s say you go with $VIRTUAL instead. $1,000 nets you about 448 $VIRTUAL at ~$2.23. Stake that for 1 year and you get ~224 veVIRTUAL. Today, 1 veVIRTUAL earns ~3.35 Virgens Points/day, meaning your full bag brings in 750 Virgens/day. That’s a yield of 0.75 VIRGEN per $ per day, solid, but now less than half of what Vader gives you. With 1,000 $ in veVIRTUAL, earning ~750 VIRGEN points/day → that’s $15/day, or a 1.5% daily ROI at the current rate of $0.02 per VIRGEN point. Yes, $VIRTUAL has had some massive airdrops: 🪂 $AXR, $SUPER, $ARBUS, and more on the way. Yes, it went from $2 → $2.23 since my last post. But the farming yield has now fallen behind $VADER. 🔁 Meta Rotation In Progress Just 10 days ago, $VIRTUAL was nearly 4x more efficient than $VADER. Today? $VADER prints 2x more yield than $VIRTUAL. And while $VIRTUAL had its mini run-up... $VADER is still waiting in the shadows. Same ecosystem. Same airdrop exposure. Now... better math. Oh and if you appreciate my math :