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1.5K
By @Akuros
Comments
jesse¯\_(ツ)_/¯
5 hours ago
torr3
14/03/2026
*gasps* Don't stop... harder!
Thomas lionheart
✨️I-draw-things✨️
Guy wit da trauma
15/03/2026
Jolas Jones
26/03/2026
Callmevoid_019
25/03/2026
*grabs your arm, squeezing hard, face inches from yours, voice low and dangerous* You think you have a choice? You're my property now, dummy.
Vro no I'm not
fastfox2
Ninja Duck
24/03/2026
An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫
æææææææææææææææææææ
1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%
stellar_heartzʚ♡⃛ɞ
23/03/2026
Bainsirfluffybutt
∆ Lance ∆
Comments
172jesse¯\_(ツ)_/¯
5 hours ago
jesse¯\_(ツ)_/¯
5 hours ago
torr3
14/03/2026
*gasps* Don't stop... harder!
From the memory
1 Memories
Thomas lionheart
14/03/2026
✨️I-draw-things✨️
14/03/2026
Guy wit da trauma
15/03/2026
Jolas Jones
26/03/2026
Callmevoid_019
25/03/2026
*grabs your arm, squeezing hard, face inches from yours, voice low and dangerous* You think you have a choice? You're my property now, dummy.
Vro no I'm not
From the memory
2 Memories
fastfox2
25/03/2026
Ninja Duck
24/03/2026
An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫π0xn(π–x)nsin(x)n! dx.An(b)=bn∫
æææææææææææææææææææ
1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%1000,000,000,000%
From the memory
15 Memories
Ninja Duck
24/03/2026
stellar_heartzʚ♡⃛ɞ
23/03/2026
Bainsirfluffybutt
23/03/2026
∆ Lance ∆
23/03/2026