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@mirquri: 7 weeks, need to see some motivation #starterlocs #locjourney #loccommunity
mercury☿️
Open In TikTok:
Region: NG
Monday 15 June 2026 22:52:00 GMT
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Music
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No Watermark .mp4 (
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Music .mp3
Comments
Kayden :
Trust the process
2026-06-24 20:44:51
4520
dynestybechatting :
Scalp dermatitis finna take me out the game if I don’t find a damn method😩😩😩😩😩
2026-06-25 00:36:58
29
Nails by Brit :
Just trust the process, you got this ❤️
2026-06-26 00:30:44
1
Pretty B :
You got this !!!! lol that starter phase is rough.
2026-06-24 17:06:01
1492
VANESSA__BZ :
It’s worth it
2026-06-24 21:59:48
858
A 🎧 :
Hang in there love 🫶🏿
2026-06-21 20:22:56
939
Uju☺️ :
😭😭😭
2026-06-21 15:23:10
582
Lemogang Mojahi :
No because I can’t bee looking this crazy for nothing 😭
2026-06-20 17:39:30
2515
Shecky :
You’re gonna look back at this day and be so in love. It’s so worth it🫶🏽
2026-06-26 00:20:45
1
Jhazahra :
I'm only a month in and I'm so tempted to comb them out & quit 😭😭😭😭
2026-06-20 18:40:51
537
Vaeh :
trust the process🙏🏾
2026-06-24 16:54:47
253
Didi💕 :
😂😂girl dw, it will be worth it
2026-06-19 09:28:59
125
Alicia Williams :
I got faux locs and just never took them out. Thats an option btw! 🥰
2026-06-25 17:13:45
0
Dshywon :
It’ll be worth it 🥰
2026-06-26 00:31:17
0
aleiahaa :
one day at a time I guess
2026-06-26 00:18:24
0
mufeedúdú :
it’ll get better 😟
2026-06-24 15:11:31
131
Yanessa De Oliveira :
hang in there
2026-06-23 15:54:00
60
SwagBoxd :
1 month locced we still going
2026-06-21 11:58:12
221
April🇿🇦 :
I'm at that stage too and today my mom said i look crazy😭😭😭
2026-06-20 11:14:02
89
Boogy :
Trust the process 🙏🏾
2026-06-25 00:28:20
18
Oscar🎲 :
9 months in
2026-06-21 12:53:02
145
To see more videos from user @mirquri, please go to the Tikwm homepage.
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#古園井寧々 #ゴールパフォーマンス #seju #今日好き #サッカー
আমার প্রিয়..! ... #foryou #foryoupage #vairal #brazil #সন্দ্বীপের_ছেলে💫
- ليله١٠ | مُحَرم الحرام | ١٤٤٨ هـ، َسُالَ الِدّم، ُوبقَيّ الدَيَن فُِـي، اسَتشِهامْ الامُام ْالحُسين ( عليه السلام ) #آل_محمد #اعادة_النشر #محرم #عاشوراء #استشهاد_الامام_الحسين
Problema 12612, proposto da M. Stofka, Slovacchia. Sia Iₐ,ᵦ l’integrale definito tra 0 e 1 della quantità lnᵃ(1 − x) · lnᵇ(1 + x) divisa per x. Si vuole dimostrare che la combinazione 48I₅,₁ + 160I₃,₃ + 48I₁,₅ è uguale a −4275ζ(7), dove ζ indica la funzione zeta di Riemann.
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