@bhavya.aneja4: Sharing a little peek of this cute moment. The woman in the pink sari holding something, and the one in the white dress with red hearts standing in front of a building. Just sharing some snapshots from today. #creatorsearchinsights #foryou #foryoupage #viral #fyp

🦋⁂༄𝓑𝒽𝓪𝓋𝓎𝓪༄⁂🦋
🦋⁂༄𝓑𝒽𝓪𝓋𝓎𝓪༄⁂🦋
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Region: PK
Saturday 01 August 2026 07:26:23 GMT
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abdullah.ramzan4
👀👈عبداللہansari😎🙌 :
1st so butiful eyes
2026-08-01 21:14:28
2
juttjuttjuttjuttj103
jutt302😍😍 :
very nice 👍
2026-08-01 21:26:20
2
hasnain32424
itx-Haسnaiن🫠 :
Nice
2026-08-02 19:12:41
1
nerowel.queen
nerowel Queen 👑 :
🥰🥰🥰🥰🥰🥰🥰🥰 mashallah
2026-08-02 06:59:51
1
rehantahirm
Farhantahir :
🥰🥰🥰 so nice 👍
2026-08-01 08:54:30
1
m.mohsin206
Ch Mohsin :
I love you 😘😘💕😘💕
2026-08-08 02:09:52
0
user3618254262531
Zohaib :
looking so beautiful ❤️❤️❤️
2026-08-12 03:44:55
0
duryabhader
Duryab Haider :
you are so sweet 🥰🥰🥰
2026-08-13 11:22:51
0
user4994755017
Ali Malik :
I am your friend
2026-08-07 21:25:18
0
juttsab.290
Shahzaib Nazam :
How about you guys I
2026-08-02 11:04:09
0
mianmuhammadakramshazad
😎😎😎Kalyar 😎😎😎 :
Masha Allah say Bhat cute ha little princess 🫣💖♥️♥️🫂
2026-08-01 09:54:14
1
umairmudassir3
Umair gujjar 125 :
achcha ji
2026-09-24 18:48:02
0
juttshab2678
Ahad :
🥰🥰🥰
2026-09-24 21:45:52
0
moizali2910
Moiz Ali :
pyujvgivuvuvhy
2026-09-25 10:27:33
0
rajasaghar49
꧁࿇ℍ𝕒𝕤𝕤𝕒𝕟࿇꧂ :
very nice picture🥰🥰🥰
2026-08-08 01:56:09
0
abbas.chattha16
chattha 👑 :
l
2026-08-02 03:07:17
0
m..umair.ali66
M. Umair Ali :
🥰🥰🥰🥰🥰🥰
2026-08-05 16:10:38
0
m.mohsin206
Ch Mohsin :
I love
2026-08-08 02:10:12
0
teaangle555
🆃🅴🅰 🅰🅽🅶🅸...♡o。.(✿✿✿✿) :
🥰🥰
2026-08-04 09:14:09
0
aiza.jani142
Aiza Jani :
2026-08-05 07:01:43
0
noorahmedsolangi979
MASOOM CHOKRO 53 :
nice 🙂
2026-08-07 13:21:37
0
user4994755017
Ali Malik :
wow you are so beautiful
2026-08-07 21:24:53
0
baghelarajpoot7257
Muzzamil :
your first look is so beautiful ❤️❤️❤️❤️🤗👌
2026-08-05 10:03:16
0
mubsherjanhrhhhj
46 king 👑😭 :
2026-08-05 07:21:32
0
usmanqureshi..786
usmanQureshi. 786 :
Holla
2026-08-02 03:20:35
0
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Other Videos

Everything's a bit crazy at the moment. We're drowning in a sea of lies, half-truths, polarisation, and uncertainty. But at least there's #maths — the beacon of #truth and certainty. It’s the algebraic flotsam to which we cling.  And if you like it that way, well, look away now, because the mathematician Kurt #Gödel might be about to snatch even that away. His incompleteness theorem shook the foundations of the mathematical universe, effectively doing away with those foundations altogether.  To understand how, we have to understand ‘axioms,’ which are those statements which we accept before we go about doing maths. They're like the letters that we use to form words. For example, A plus B equals b plus A is an axiom. But so too are the operators of maths, like addition or division. #Axioms are the building blocks of #mathematics , but they can't actually be proven. They're true because they work and seem true all of the time.  Imagine all of mathematics as a huge sack containing all of the things that mathematics can do. Kurt Gödel proved two things. First, that within this sack there are some things which cannot be proven or disproven. And second, that mathematics, on its own, cannot prove its own axioms. Essentially, it's a problem of self-reference.  Some people misrepresented Gödel to claim that he showed that maths is groundless or that truth is meaningless. But Gödel’s point was subtler. He was saying that there are some truths which don't need proof. It might seem counterintuitive, but Gödel’s incompleteness theorem opens up a whole new way to understand certainty. #philosophy #postmodernism #thinking #learning
Everything's a bit crazy at the moment. We're drowning in a sea of lies, half-truths, polarisation, and uncertainty. But at least there's #maths — the beacon of #truth and certainty. It’s the algebraic flotsam to which we cling. And if you like it that way, well, look away now, because the mathematician Kurt #Gödel might be about to snatch even that away. His incompleteness theorem shook the foundations of the mathematical universe, effectively doing away with those foundations altogether. To understand how, we have to understand ‘axioms,’ which are those statements which we accept before we go about doing maths. They're like the letters that we use to form words. For example, A plus B equals b plus A is an axiom. But so too are the operators of maths, like addition or division. #Axioms are the building blocks of #mathematics , but they can't actually be proven. They're true because they work and seem true all of the time. Imagine all of mathematics as a huge sack containing all of the things that mathematics can do. Kurt Gödel proved two things. First, that within this sack there are some things which cannot be proven or disproven. And second, that mathematics, on its own, cannot prove its own axioms. Essentially, it's a problem of self-reference. Some people misrepresented Gödel to claim that he showed that maths is groundless or that truth is meaningless. But Gödel’s point was subtler. He was saying that there are some truths which don't need proof. It might seem counterintuitive, but Gödel’s incompleteness theorem opens up a whole new way to understand certainty. #philosophy #postmodernism #thinking #learning

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