@subliminalo: Math triad || #math #stem #bp #edit #mathedit || calculus is when integrals and tuff math edit

SubLiminal
SubLiminal
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Sunday 13 September 2026 21:39:23 GMT
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папичгений
ВЕЛИЧАЙШИЙ :
math+chess=
2026-09-15 13:26:51
13
timmytuffknuckles687
Timmy :
Its cool but no cool because I don't like math
2026-09-23 01:34:18
0
lovessml2
Kandace Beach :
I love math
2026-09-20 06:20:41
0
youcef_quant
youcef_trade_fx :
adhd :
2026-09-27 21:41:37
0
retunnerretunned
Olivero saturó :
Buddy said math triad. 😭😭😭
2026-09-15 09:03:33
2
darkhesgig
smrtres :
i founds golden ratio
2026-09-19 11:08:14
0
asphon
saucheib :
x^0st
2026-09-13 21:42:15
1
usachanscupcake
usachan! :
I like this video
2026-09-18 12:36:30
1
emezoll
Emezoll :
2026-09-13 21:41:45
7
desmosedici.rr
Desm :
song?
2026-09-21 03:22:17
0
.bunnixz1
ოei :
wsp sub 😳
2026-09-16 00:43:20
0
spectralick
✶𝑺𝑷𝑬𝑪𝑻𝑹𝑨𝑳𝑰𝑪𝑲✶ :
BEST
2026-09-14 02:05:30
2
b0xczz
Σ bθx :
peakkk
2026-09-13 21:46:03
0
dimitriblyat5
dimitriblyat5 :
2026-09-14 14:08:55
0
excomaths
excomaths :
bro deadass just spamming edits 😭😭
2026-09-13 21:55:49
0
coupdetuff
Wakanat :
Fuck maths
2026-09-14 01:25:00
1
dynam_c
dynamic :
larp triad
2026-09-15 22:42:09
1
j_rich323
Jrich$ :
Next vid show statistics pls
2026-09-14 11:11:04
0
moltentrust960
Kadyn Goodson :
larpmaxxing
2026-09-21 11:45:07
0
jkgawlik
JKG1LOST￴ ⃝꙰⃝꙰⃝꙰⃝꙰⃝꙰⃝꙰⃝꙰⃝꙰⃝꙰⃝ :
Are my edits good??
2026-09-28 12:14:48
0
theo68055
theo :
@Emir
2026-09-14 15:20:06
0
uknown9990000
Ponder :
@samir
2026-09-14 21:02:41
0
jappyoldumamanakoydum
αλι :
🥰🥰🥰
2026-09-15 03:01:44
0
eksentrisitasgooglelatek
f(m)(n)Qc+Wc_μ ⊗⊕⊖⊙⋂⋃∰⨋⨿⨺⨳⨌⧉𝓜 :
\documentclass{article} \usepackage{amsmath} \usepackage{amssymb} \usepackage{amsfonts} \usepackage{mathrsfs} \usepackage{geometry} \geometry{legalpaper, margin=0.5in} \begin{document} \[ \left\{ \forall \vec{v}_{\mathbf{vec}} \in \mathcal{H} \subset \mathcal{M}_{\ell^2} \right\} \ \ \exists! \psi \in \mathcal{A} \quad \left[ \;\; \vdash \;\; \oint\dots\oint_{\partial\mathcal{M}^{10}} \left( \sum\!\!\!\!\bigcirc \dots \sum\!\!\!\!\bigcirc_{n_1 \dots n_{10}=1}^{\aleph_0} \;\; \coprod_{k=1}^{\infty} \;\; \left( \prod_{i=1}^{24} \text{Greek}_i \right) \cdot \mathbb{M}_{[\Lambda, *]} \left( \mathcal{F}\{\nabla \vec{v}_{\mathbf{vec}}\} \prec \mathcal{L}\{\wp(\psi^{\ddagger})\} \right) \succ \tau \eta \varepsilon \mathcal{N} \kappa \zeta \chi \diamond \right) d\vec{v}_1 \dots d\vec{v}_{10} \;\; \right] \vDash \left( \top \neq \bot \right) \] \[ \prod_{i=1}^{24} \text{Greek}_i = \left( \alpha \cdot \beta \cdot \gamma \cdot \delta \cdot \varepsilon \cdot \zeta \cdot \eta \cdot \theta \cdot \iota \cdot \kappa \cdot \lambda \cdot \mu \cdot \nu \cdot \xi \cdot o \cdot \pi \cdot \rho \cdot \sigma \cdot \tau \cdot \upsilon \cdot \phi \cdot \chi \cdot \psi \cdot \omega \right) \] \[ \left[ \lim_{\mathcal{N} \to \beth_1} \left( \coprod_{k=1}^{\infty} \left[ \mathbb{H} \otimes_{\mathbb{M}} \zeta\left( \mathcal{F}\{\nabla \vec{v}_{\mathbf{vec}}\} \right) \right] \right) \vdash \emptyset \right] \iff \left[ \nexists \; \Omega_{\text{Mastery}} \right] \] \end{document} nooooooi
2026-09-24 02:17:37
0
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