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@vinnyszzz: Vinnysz | se o kaiser me mandar eu lato au au Gloria ao Rei - Craft #geek #bluelock #fyp #lyric #ness

𝄞 Vinnysz 黒川 🩵
𝄞 Vinnysz 黒川 🩵
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Region: BR
Saturday 11 October 2025 18:03:28 GMT
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Comments

vibecooked
ೀ ․ 𝐍𝐞𝐜𝐫𝟎 𓈒 :
todo mundo já teve um Kaiser na vida 💔
2025-10-11 18:17:40
2644
unkonown056
￴￴ ￴ [kaise]🌹👑 :
late ness
2026-07-09 19:22:26
192
lele.w.ikeu
𝗟𝖾𝕧𝐢 ❤︎ ‘ 이희승 ✿ ೀ :
q amizade engraçada é essa?
2025-10-12 16:39:48
4387
mscara.do.crowley
Máscara do Crowley :
Se o Kaiser me mandar eu
2026-10-10 23:18:38
7
ali_kawaai
@Ali_X3🎐✨💫 :
Será que o Kaiser aceita uma vira lata que nem eu???
2026-07-16 01:09:08
10
alone19481
Cecília Lisbon 😣 :
"agente é muito amigo" sei bem;--;
2025-10-15 14:21:22
895
04.rick
◠Kenny┆𖤐 :
Eu latindo pro Ness e Pro Kaiser 💔
2025-10-16 01:59:31
647
naoseinao084
enfiaessejuronoseuku :
o ness:
2025-10-12 17:40:44
816
lciafranciany
Any :
Eles assim
2026-04-17 07:52:41
8
hiori_archiviste
𝓗𝓲𝓸𝓻𝓲 𖤐 :
a música que define os fãs boys do Kaiser (Eu sou um deles)
2025-10-12 01:36:36
294
kaisseyyay
💎˖ ࣪ ₖₐᵧ Ksr ! :
"até que ele faz meu tipo"
2025-12-23 16:28:17
338
dazai_osamu060615
rimuru tempest💙💤 :
"mais ate que faz meu tipo" oi?🤨
2026-01-22 01:49:28
8
120aleatria
⍣⃝🃏ꩇ𝒾𝓀𝒶ྀིシ :
NN podemos julgar, até por que, vc tmb iria latir
2026-06-14 18:03:29
74
sophyadematossant
★Sophy Sano ★ :
então ele é tipo um Sanzu e o Kaiser é um Mikey pra ele?
2026-07-10 04:44:15
22
.majafut
⌗ 𝐌ika.ᐟ ᝰ :
"muito amigo" claro quem discordaria
2025-10-12 21:23:25
44
username91836913
♛『Lavinho』♛ :
late Ness rsrsrss
2026-06-25 19:34:43
5
yumiw01
👽𝒜𝓎𝒶𝓈ℯ👽 :
ent... meio que levei a serio
2025-12-21 15:49:34
19
dumb.clara0
𐙚 Kׂׅׅᥲιᥲ :
AUAU KAISER🫦🫦🫦🫦🫦🫦🫦🫦🫦🫦🫦🫦
2025-10-12 10:24:42
33
irohapanqueca1
ɪׄ𐐲𑄝ׁׅᲩᥲ p̆̈ᥲᥒ𝔮ʋ⃛ᧉᥴᥲ 🥞 :
eu já fui um Ness;-;
2026-01-11 16:22:01
5
eugostodedesenhar4
🪻Cinny🪻 :
"a gente é muito amigos" sei já vi alguns (bl
2025-10-27 13:56:35
11
gael_bakugo_lover
gaelzudo come mely 🫦 :
quem colocou futebol no meu BL favorito ? 💔
2025-10-24 17:34:39
16
bluee.house__
☁︎𝓑𝓵𝓾𝓮 𝓗𝓸𝓾𝓼𝓮☁︎ :
comentando pra aparecer mais né 💗
2025-10-16 18:19:08
9
sunny...on.tiktok
➵𝓢օˢօհ「ᶦᵛᵃⁿ ᵛᵉʳˢᶦᵒⁿ」💍𓏲⊹˙.•˚ :
quando eu sei de algo mas não tenho provas
2025-10-24 23:51:23
18
mocha.contaoficial
𑣲ϐׁׅ֒ꫀׁׅܻꭈׁׅꭈׁׅᨮ꫶ׁׅ֮୭ 🍓˚. ᵎᵎ :
eu shuppo Vey💔
2026-01-17 15:39:40
5
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Other Videos

The sign of a quadratic, in one single journey ✨ Everything starts from ax² + bx + c with a > 0: the parabola opens upward. Its sign depends on one number only, the discriminant Δ = b² − 4ac. A comet leaves Δ and visits all three cases. 🔹 Δ > 0: two distinct roots, r₁ = (−b − √Δ)/(2a) and r₂ = (−b + √Δ)/(2a). The parabola crosses the x-axis at two points. The quadratic is positive outside the roots and negative between them. → ax² + bx + c > 0 ⟺ x ∈ (−∞, r₁) ∪ (r₂, +∞) 🔹 Δ = 0: one double root, r = −b/(2a). The parabola touches the x-axis at a single point. The quadratic is positive everywhere, except at r, where it equals zero. → x ∈ (−∞, r) ∪ (r, +∞) 🔹 Δ < 0: no real root. The parabola stays above the x-axis. → x ∈ ℝ 🔄 What if a < 0? The parabola flips: same roots, opposite signs. For Δ > 0, the quadratic is positive only between the roots. For Δ ≤ 0, the inequality has no solution. 💡 Key idea: every sign in the table is the vertical projection of a piece of the curve. Reading the parabola means reading the sign table. An animation built step by step, with rigor and beauty as the only rules. #maths #math #quadratic #parabola #animation
The sign of a quadratic, in one single journey ✨ Everything starts from ax² + bx + c with a > 0: the parabola opens upward. Its sign depends on one number only, the discriminant Δ = b² − 4ac. A comet leaves Δ and visits all three cases. 🔹 Δ > 0: two distinct roots, r₁ = (−b − √Δ)/(2a) and r₂ = (−b + √Δ)/(2a). The parabola crosses the x-axis at two points. The quadratic is positive outside the roots and negative between them. → ax² + bx + c > 0 ⟺ x ∈ (−∞, r₁) ∪ (r₂, +∞) 🔹 Δ = 0: one double root, r = −b/(2a). The parabola touches the x-axis at a single point. The quadratic is positive everywhere, except at r, where it equals zero. → x ∈ (−∞, r) ∪ (r, +∞) 🔹 Δ < 0: no real root. The parabola stays above the x-axis. → x ∈ ℝ 🔄 What if a < 0? The parabola flips: same roots, opposite signs. For Δ > 0, the quadratic is positive only between the roots. For Δ ≤ 0, the inequality has no solution. 💡 Key idea: every sign in the table is the vertical projection of a piece of the curve. Reading the parabola means reading the sign table. An animation built step by step, with rigor and beauty as the only rules. #maths #math #quadratic #parabola #animation
#Soccer #soccertiktok #football #footballtraining #foryou
#Soccer #soccertiktok #football #footballtraining #foryou
#xuhuong #viral
#xuhuong #viral
أنا دائما اتذكركم ولا انساكم🧑🏼‍🦯 #bloodstrikelatam #bloodstrike #ABU3GOZ #bloodstrikemobile #bloodstrikearb
أنا دائما اتذكركم ولا انساكم🧑🏼‍🦯 #bloodstrikelatam #bloodstrike #ABU3GOZ #bloodstrikemobile #bloodstrikearb


Malediven Dankbar🤍🛫 #fürdich #fyp #foryoupage
Malediven Dankbar🤍🛫 #fürdich #fyp #foryoupage

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