@brianarv:

Briana RV🌌

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Region: PE

Thursday 12 February 2026 22:56:53 GMT

2012

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PANCRA DE BRIANA RV🌌 :

Bella mi Briana. 🫶❤️

2026-02-13 02:22:51

1

Jorge Miguel Acuña V :

💝💝💝

2026-02-13 04:31:25

1

Giorgioarellano :

🥰🥰🥰

2026-02-12 23:19:10

1

😈Sergio😈 :

🥰🥰🥰

2026-02-14 23:42:35

0

Dany🪼 :

💚💚💚

2026-02-13 11:47:21

0

Angel Huaman :

🥰🥰🥰

2026-02-13 13:17:51

0

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Tortas que saben a recuerdo 🥖✨: Las Hipocampo Un lugar tradicional en Tuxtla donde el antojo siempre se cumple. #Tortas #TortasMexicanas #ComidaMexicana #FoodieTuxtla #DeMesaEnMesa

Tortas que saben a recuerdo 🥖✨: Las Hipocampo Un lugar tradicional en Tuxtla donde el antojo siempre se cumple. #Tortas #TortasMexicanas #ComidaMexicana #FoodieTuxtla #DeMesaEnMesa

idola 90 an bakal ada di Munafik 🔥 #donnydamara#FilmMunafik #MunafikMelawanIblis #BahayaJadiMunafik #masukberanda #achaseptriasa #MunafiknyaIndo #aryasaloka #fyp

idola 90 an bakal ada di Munafik 🔥 #donnydamara#FilmMunafik #MunafikMelawanIblis #BahayaJadiMunafik #masukberanda #achaseptriasa #MunafiknyaIndo #aryasaloka #fyp

#alfaz_e_ishq24 #mera_ihsas_gayal_hain143 #muje_tum_yaad_atain_ho #pakistan #poetry

#alfaz_e_ishq24 #mera_ihsas_gayal_hain143 #muje_tum_yaad_atain_ho #pakistan #poetry

Learn sewing and tailoring #خياط #sewing #sewingskills

Learn sewing and tailoring #خياط #sewing #sewingskills

#greenscreen Real ones understood that this is actually just my work, the question is BACK In the three-dimensional space, consider a set of basis vectors ( |1'), (2'), (3)) obtained by rotating the orthonormal basis vectors (|1), (2), [3)) counterclockwise around the [3) axis by angle ф. Determine the the vector obtained by rotating (v) = x|1> + y|2> + z|3> counterclockwise around the |2> axis by angle phi and represent it in both the |1>, |2> |3> and prime bases. The answer I gave, (-2cos(ф)cos(theta)sin(ф)×- sin(ф)^2y - sin(ф)cos(ф)y) |1> (-2 sin(ф)cos(theta)sin(ф)x + cos(ф) sin(ф)y + cos(ф)^2y) |2> + (sin(theta)z - cos(theta)z) |3>. This is non simplified. Can you produce the real answer with work? Mandatory if you wanna say it’s easy. My point is, a lot of you think physics is philosophy, and a lot of spiritual and conspiracy people STAY making things up #quantum #quantumphysics #physics #quantummechanics

#greenscreen Real ones understood that this is actually just my work, the question is BACK In the three-dimensional space, consider a set of basis vectors ( |1'), (2'), (3)) obtained by rotating the orthonormal basis vectors (|1), (2), [3)) counterclockwise around the [3) axis by angle ф. Determine the the vector obtained by rotating (v) = x|1> + y|2> + z|3> counterclockwise around the |2> axis by angle phi and represent it in both the |1>, |2> |3> and prime bases. The answer I gave, (-2cos(ф)cos(theta)sin(ф)×- sin(ф)^2y - sin(ф)cos(ф)y) |1> (-2 sin(ф)cos(theta)sin(ф)x + cos(ф) sin(ф)y + cos(ф)^2y) |2> + (sin(theta)z - cos(theta)z) |3>. This is non simplified. Can you produce the real answer with work? Mandatory if you wanna say it’s easy. My point is, a lot of you think physics is philosophy, and a lot of spiritual and conspiracy people STAY making things up #quantum #quantumphysics #physics #quantummechanics

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