BBS TEREFAYINA
Region: UG
Wednesday 09 September 2026 16:59:31 GMT
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Jowel :
thanks batooro pipo ....congratulations
2026-09-10 05:05:33
1
Akiiki Kyera :
We are so happy for our King
2026-09-10 06:46:37
0
Ada furniture dealers :
congratulations to Tooro Kingdom 🙏🙏🙏
2026-09-09 17:09:18
5
Pastor Jordan :
congratulations
2026-09-10 05:54:11
0
[email protected] :
congrats
2026-09-09 19:33:16
1
SEK.A.👳🏽 :
Fariidah juu
2026-09-09 20:35:30
0
Alexander Apuuli :
congratulations
2026-09-10 04:41:17
1
Kirabo Rechol :
Baby king ala
2026-09-09 17:35:26
2
Robbie fashions :
🥰🥰🥰
2026-09-09 17:05:21
1
nakabugo swaibah :
😁😁😁
2026-09-09 19:16:52
0
múmmý'ś òňłý §öň💚💚 :
@múmmý'ś òňłý §öň💚💚:@múmmý'ś òňłý §öň💚💚:𝙰𝙲𝙲𝙾𝚁𝙳𝙸𝙽𝙶 𝚃𝙾 𝙼𝚈 𝙲𝙰𝙻𝙲𝚄𝙻𝙰𝚃𝙸𝙾𝙽𝚂☝️, 134=𝚛𝚊𝚒𝚜𝚎𝚍 𝚝𝚘 15 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚒𝚏 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚡 + 32) 𝚍𝚡19 𝚅 = 𝚡 [-𝚡-12 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 <562) = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚡 + 32) 𝚍𝚡 19 𝚅 = 𝚡 [-𝚡-12𝚡3-7 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 84) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚡 + 32 9 - 𝚡² 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚇4 - 19𝚡2 - 14𝚡 + 32) 𝚍𝚡19 𝚅 = 𝚡 [-𝚡-12 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚡 + 32) 𝚍𝚡 19 𝚅 = 𝚡 [-𝚡-12𝚡3-7 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚡 + 32) 𝚊𝚜 𝚢𝚘𝚞 𝚔𝚗𝚘𝚠 9 - 𝚡² 𝚙𝚛𝚘𝚍𝚞𝚌𝚎𝚜 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚡 + 32) 𝚍𝚡19 𝚅 = 𝚡 [-𝚡-12 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚡 + 32) 𝚍𝚡 19 𝚅 = 𝚡 [-𝚡-12𝚡3-7 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚡 + 𝚢 = 𝚡 + 79 - 𝚡² = 𝚡 + 7 𝚂𝚘 𝚡 = 1 𝚊𝚗𝚍 𝚡 = -2 𝚅 = π112 (9-𝚡2) ² - (𝚡 + 7) 2𝚍𝚡 𝚅 = π12 (𝚡4-18𝚡² + 81) - (𝚡² + 14𝚡 + 49) 𝚍𝚡 𝚅 = 𝚙𝚒 / 12 (𝚡4 - 19𝚡2 - 14𝚇 + 32) 𝚍𝚡19 𝚅 = 𝚡 [-𝚡-12 𝚢 =
2026-09-09 17:09:24
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