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A level 1 hero with no magic?

Well... In principle, it's possible.

Although I can't guarantee it here either, testing is needed. If there are two vampires instead of two skeletons, then you can definitely use a level 1 hero without magic.

And is it hard to share a replay?

Added 3 minutes ago
Nothing will work for you, Cop.

Come on, I'll guess. Hermit, is that okay?

Added 5 minutes ago
Okay, I'm guessing.

"I remember... My name is Udwin..."
"Do you remember, Udwin?"
"I remember... Screams... Hooks... Pain... Unbearable pain..."
"..Get out from me... Horried creature!!"

Where did this happen?

A special task for Mortulus, others don't need to pay attention.
Vasya and Petya each have 20 life points and 30 swamps in their decks, and their hands and graveyards are empty.
At the beginning of the turn, Vasya controls 3 "Endless Ranks of the Dead" enchantments and 2 creature tokens, 2/2 black zombies.
Petya controls the emblem of Liliana, the Last Hope (not Liliana herself, but only her emblem) and 2 creature tokens, 2/2 black zombies.
Question: who will win this game with correct play? And does the outcome depend on whose turn it is now?

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One skeleton was enough. And dragons can be killed even faster. Actually, Kaspar's tent is designed to allow you to hold out against dragons for quite a while.

Ugh. Not funny.

Okay, besides the Necromancer, can anyone handle this task?
In both cases, zombies grow in progression. The effects of numerous ranks are applied sequentially. That is, to two zombies, 2/2 = 1 is added, resulting in 3. Then, to three, 3/2 = 1 (since rounding down), resulting in 4. And to four, 4/2 = 2 is added, resulting in 6. And these effects are applied BEFORE the attack.
And Lilka's emblem spawns zombies after the attack.
A zombie can attack on the turn following its birth, but it can block immediately. A zombie that attacked cannot block.
To inflict 20 damage, you need 10 unblocked attacks. It doesn't matter if 10 zombies attack in one turn and 10 of them are not blocked, or if 1 zombie attacks 10 times, inflicting 2 damage each time. 5 attacks of 4 damage each are also fine; any combination works.
No one is obligated to attack or block. Also, it is not necessary to block all attacking zombies. However, if you allow more than or equal to half of your health in zombies to attack unblocked, you will lose, because in that situation, you will have to block.
After the attack and block, the blocking zombies and the zombies they blocked are annihilated.

Guys, can someone who has played HS please come and solve the mystery of Uranus? What's going on? I just need to figure out what's happening here; I have no idea.

Mortulus has merged; here's a puzzle for you. I've forgotten higher mathematics, but I'm not sure if it's solvable, though there seems to be some meaning to it.

10+10+10=30
10+5+5=20
5+2+2=9
5/2 pi...

I couldn't solve this integral, and I think it's not a complete failure.

So, did Yashur answer correctly, Kosh? I don't remember how to solve these integrals anymore; I think you need the trigonometric substitution method. I could look it up online, but that wouldn't be fair. Or I could take a piece of paper and a pen and work it out...

I don't know, I didn't decide it myself, I just found the picture and posted it for fun.

))
Well, I reduced it to the integral exponential from minus to plus infinity, and Yashur is right.
Although, sin x / x is probably also a standard integral, but that wouldn't be as interesting.

So, Yashur answered correctly, right, Kosh? I don't remember how to solve such integrals anymore; I think you need a trigonometric substitution. I could look it up online, but that wouldn't be fair. Or I could take paper and a pen and try to solve it...

I don't think it's possible to solve it at all. If the sine were multiplied by x, it would be easy, but when it's in the denominator, it's unlikely. So, Yashur probably answered correctly, but he either knew the answer or used some program to calculate it. I don't think it's possible to solve this integral analytically.