@ketabag:

ketabag
ketabag
Open In TikTok:
Region: IT
Wednesday 03 September 2025 06:49:47 GMT
31142
1298
22
9

Music

Download

Comments

not.your.baby719
not your baby :
აუუუ🥺როგორ მიხარია შენი ბედნიერებააააა❣️❣️❣️❣️❣️
2025-09-03 11:58:05
9
taso.taso8
👸🏻 :
Pirvelii🎀🫶🏻
2025-09-03 06:53:20
0
gudaguda999
gudaguda999 :
ბედნიერი ქალი სხვანაირად ლამაზია❤️
2025-09-04 13:36:48
0
nninikk
ninikvv :
ბედნიერებას გისურვებთ❤️
2025-09-07 15:16:56
0
janajaneta3
janajaneta :
ბედნიერი ყოფილიყავი უკარგესი წყვილი ხართ🙏🌹
2025-09-07 09:59:57
0
mariammoistrapishvili
მარიამ მოისწრაფიშვილ :
სულ ბედნიერი იყავი ქეთა🥰
2025-09-05 06:18:38
0
elene_elene55
🌷 :
პირველიიიიიი
2025-09-03 06:53:16
0
_sofia33
Sofi :
♥️
2025-09-08 23:45:11
0
lisaasateri
lisaasateri :
🥰
2025-09-06 18:46:10
0
sofiko.gagua8
Sofiko Gagua :
❤️❤️❤️
2025-09-06 17:35:10
0
gvantsa46
gvantsa46 :
💜💜💜
2025-09-05 22:47:20
0
travel_to_georgia_0
MMtravel / მთანი მაღალნი :
🥰
2025-09-04 21:32:43
0
nd703nd
N D :
❤️❤️
2025-09-04 06:38:59
0
xatuna241
xato :
❤️❤️❤️❤️
2025-09-03 20:41:11
0
nonagiorgadze76
nona :
❤❤❤❤
2025-09-03 16:23:56
0
l1i2l_e
🪼🦋 :
❤️
2025-09-03 12:49:49
0
maiaketelauri
მაია ქეთელაური :
♥️
2025-09-03 08:39:51
0
teonavip
Amelie :
♥️♥️
2025-09-03 08:22:58
0
tinikosisauri
თინიკო სისაური :
♥️♥️♥️♥️♥️♥️♥️♥️♥️
2025-09-03 08:02:47
0
khatunachixradze
khatunachixradze :
dzalian unichieresi gogo xar imsaxureb bednirebas da ufalma 100weli bednieri gamyofos🥰♥️👍🙏
2025-09-03 20:30:27
1
fermarderek1
Farmer Derek :
It’s rewarding to share success and proof of withdrawals. The start’s tough, but Mrs. Lisa brings smiles@LISA SENAY 📊💰
2025-09-06 08:02:24
0
fafafagh3
А :
ფუსი ბიჭი 😁
2025-09-04 09:47:27
0
To see more videos from user @ketabag, please go to the Tikwm homepage.

Other Videos

ASMR Tutorial: The Starbloom 3 Shashibo. Using 3 slackjaw hives.  One Shashibo makes over 70 shapes- the possibilites of connection for more than 2 are constantly being recalculated- heres an interesting thought on the total number of possibilities :)  To calculate the potential number of possibilities for connecting Shashibo cubes, we'll consider the different ways in which two or three Shashibo cubes can be connected. Since each Shashibo cube has 36 rare earth magnets that allow it to connect in various configurations, the number of possibilities can be quite large. ### For 2 Shashibo Cubes: Each cube can connect to the other in different configurations based on rotation and alignment. The calculation considers: 1. **Rotations**: Each cube can be rotated in three axes, with four possible orientations per axis, giving \( 4 \times 4 \times 4 = 64 \) rotational possibilities for one cube. 2. **Connections**: Since each cube has 36 faces where magnets can attach, there are many combinations to consider. However, the number of distinct configurations considering the symmetry and magnet positions is significantly lower. Given that the cubes can attach to each other in many ways but not every rotational configuration is unique due to symmetry, the number of unique ways two cubes can be connected is approximately **1,000** unique configurations (this is an estimated count considering symmetry and alignment). ### For 3 Shashibo Cubes: When considering three Shashibo cubes, the complexity increases exponentially because each additional cube adds many more connection possibilities. 1. **First Cube**: Fixed position. 2. **Second Cube**: Can connect in approximately 1,000 unique configurations. 3. **Third Cube**: For each configuration of the first two cubes, the third can connect in various ways, again depending on rotation and face alignment. If we take the approximation for 2 cubes and multiply it by a similar number of configurations for the third cube: \[ 1,000 \times 1,000 = 1,000,000 \text{ unique configurations for three cubes.} \] ### Conclusion: - **2 Shashibo Cubes**: Approximately 1,000 unique connection possibilities. - **3 Shashibo Cubes**: Approximately 1,000,000 unique connection possibilities. These calculations are rough estimates because the exact count would depend on the specific mechanics of the Shashibo's magnet placements and how they allow connections in different rotational configurations. . . . . #shashibo #fyp #foryou #tiktokshopbacktoschool #trending #creator #fypage #viral #yes #toys #fidgets #fidget #toy #funhappy #trending #tiktok #tiktoker #usa #tiktokusa #school #backtoschool #adhd #school #teacher #teachersoftiktok #teacherlife #teacher #teachertok #asmr #satisfying #calming #soothing #puzzle #brainteaser
ASMR Tutorial: The Starbloom 3 Shashibo. Using 3 slackjaw hives. One Shashibo makes over 70 shapes- the possibilites of connection for more than 2 are constantly being recalculated- heres an interesting thought on the total number of possibilities :) To calculate the potential number of possibilities for connecting Shashibo cubes, we'll consider the different ways in which two or three Shashibo cubes can be connected. Since each Shashibo cube has 36 rare earth magnets that allow it to connect in various configurations, the number of possibilities can be quite large. ### For 2 Shashibo Cubes: Each cube can connect to the other in different configurations based on rotation and alignment. The calculation considers: 1. **Rotations**: Each cube can be rotated in three axes, with four possible orientations per axis, giving \( 4 \times 4 \times 4 = 64 \) rotational possibilities for one cube. 2. **Connections**: Since each cube has 36 faces where magnets can attach, there are many combinations to consider. However, the number of distinct configurations considering the symmetry and magnet positions is significantly lower. Given that the cubes can attach to each other in many ways but not every rotational configuration is unique due to symmetry, the number of unique ways two cubes can be connected is approximately **1,000** unique configurations (this is an estimated count considering symmetry and alignment). ### For 3 Shashibo Cubes: When considering three Shashibo cubes, the complexity increases exponentially because each additional cube adds many more connection possibilities. 1. **First Cube**: Fixed position. 2. **Second Cube**: Can connect in approximately 1,000 unique configurations. 3. **Third Cube**: For each configuration of the first two cubes, the third can connect in various ways, again depending on rotation and face alignment. If we take the approximation for 2 cubes and multiply it by a similar number of configurations for the third cube: \[ 1,000 \times 1,000 = 1,000,000 \text{ unique configurations for three cubes.} \] ### Conclusion: - **2 Shashibo Cubes**: Approximately 1,000 unique connection possibilities. - **3 Shashibo Cubes**: Approximately 1,000,000 unique connection possibilities. These calculations are rough estimates because the exact count would depend on the specific mechanics of the Shashibo's magnet placements and how they allow connections in different rotational configurations. . . . . #shashibo #fyp #foryou #tiktokshopbacktoschool #trending #creator #fypage #viral #yes #toys #fidgets #fidget #toy #funhappy #trending #tiktok #tiktoker #usa #tiktokusa #school #backtoschool #adhd #school #teacher #teachersoftiktok #teacherlife #teacher #teachertok #asmr #satisfying #calming #soothing #puzzle #brainteaser

About