High IQ anons silently gaining on AMPL every night with the rebase while biztards and brainlets chase shitcoins and reeeeeeeeeeeeeee cause of price drops.
This market cycle is going to repeat over and over, but get a bit bigger every time, and you'll only make big money off it if you're smart enough to hold.
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>40% drop, 150 eth loss
I literally don't care about this
Cool pic, holding 0.004% until im rich.
It would only be a 75 eth lost if you where a geyser chad like me
if it goes on a rip again you lose
Guys, I can't wrap my head around this but I'm reading more and trying to understand nonetheless. Say I invest 10 ETH today with AMPL at $2.3 right now and then say 2-3 days later it's at $4.6. Do I then get to withdraw 20 ETH by selling said AMPL or what?
no, you would sell like 30 ETH in 2-3 days at 4.6$
Oh so a 2x in AMPL's price right now would translate to MORE than 2x the sum of my ETH that I get back? Interesting. I'm not a brainlet. Just started reading about AMPL half an hour ago seeing as it's at the number 1 volume on uniswap.
Yes, you could do that, or you could just hold it and collect on the AMPL rebase every night. The reason it's stealth gains is because it's the first token you don't measure by it's price. It's price is always supposed to be within a certain range, and it's technologically rigged to stay that way. So the market cap grows and you get more and more ampl, but the price doesn't shoot up sky high. It's literal designed to weed out low IQ moonbois while making patient holders rich. You can try to swing it, as the price does go up and down in the short term, but long term as it grows, you just end up getting more and more ampl every night. It takes a lot of getting used to if you're used to fomo'ing or dumping because of price swings. Not for weak hands.
yes, assuming it's go from 2.3 to 4.6 in 3 days, that means if you but 2ETH now then tomorrow you'll have 2.40ETH and the next day 2.9 eth, more or less.
then you could dump those ~3eth at 4.6 like a low iq brainlet, but waiting until it dumps to 1$ would be smarter