@noobthunder253: easy peasy#t72#warthunder #warthundergameplay #tanks#Tankmeme

𝖇𝖆𝖌𝖚𝖊𝖙𝖙𝖊_WT :

I don’t know you vro 🥀💔

Number1HATER :

The T-72 have a really good HE round ngl

arnoud079🇳🇱 :

“BIEM”🔥🔥🔥

Chiara :D :

Bro WHO are you😭✌️

flvitya :

Is this realy work🙏😭?

t0️⃣uko🔥 :

peak music

the japan main :

wait wad u in a live couple days ago and he rated tanks cus someone called noob thunder was there

Aosass :

why the finnish song?

Centauro | 105 enjoyer :

This is just the stock grind experience bro, who uses heat stock on the T72

𝙁𝘼𝙏𝘾𝘼𝙏 :

peak video bro🔥

🦇 :

dawg, who are you?

pierogimuncher :

what i hear the whole time💔

ii1i11o :

W song for the vid

Slopster :

noise pollution 😭 nice vid tho

🇸🇪 TheSwedenGlazer 🇸🇪 :

Broeder upload meer

GrizzlyLime6 :

biem takes me back bro what the helly

Cheeseman :

Who are you? My Guy

kynan :

Biem! (Elete ball knowlage💪)

𝐀𝐗𝐈𝐎™ :

What ✌ 🙏🙏

ArmoredPaper :

5kg of tnt is not that bad broski 😭✌🏻

Aosass :

this is how much explosives needed to blow a t72 turret 40 meters into the sky btw! It can carry 22 rounds in the carousel and the same in reserve, so about 44 total. I’d say 70% of them are HE because tank‑to‑tank combat is rarer. One 3OF26 has about 5.2 kg of TNT equivalent, so multiplying 5.2 by 30 gives roughly: 5.2 × 30 = 156 kg TNT equivalent (HE filler). Each 3OF26 round also contains propellant. If we conservatively estimate ~5 kg of propellant per HE round: 30 × 5 kg = 150 kg propellant. For the remaining 13 rounds (about 30% of 44), assuming they are APFSDS such as 3BM22 paired with charges like 4Zh40 or 4Zh52, the total propellant mass is approximately: ≈ 65 kg propellant (using the lower-end estimate). Adding everything together: 156 kg (HE filler) 150 kg (HE propellant) 65 kg (APFSDS propellant) Total ≈ 371 kg TNT equivalent under idealized assumptions. Converting to energy: 1 kg TNT ≈ 4.184 MJ 371 × 4.184 ≈ 1,552 MJ total chemical energy. If we assume only 1% of that energy is converted into vertical kinetic energy to propel the turret upward: 0.01 × 1,552 MJ ≈ 15.5 MJ. Now compare that to the energy required to lift a 12,000 kg turret 40 meters: mgh = 12,000 × 9.81 × 40 ≈ 4.7 MJ. Even at 1% coupling efficiency, 15.5 MJ is more than three times the gravitational energy required to reach 40 meters. Mind that not all of the ammunition detonates at once. Some propellant burns more slowly (deflagrates), while some shells may detonate high-order. This estimate assumes near‑ideal confinement and partial sympathetic detonation rather than perfectly simultaneous explosions.

𓆩𓏲𝑽𝑽𝑳 𝑻𝒐𝒓𝒔𝒕𝒊𝒆𓏲𓆪 :

can I join your sqauddrin?

jessevdL1 :

je bent op een idee gekomen zie ik🔥

vladee2233 :

Bro trust me use merkava with he round

Камов :

Migger :

gaijin just left me exit ussr 6,3 😭

Matew :