@siradanharekat: El şakası yapmayın lütfen

Sıradan Harekât
Sıradan Harekât
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Region: TR
Friday 11 September 2026 17:00:00 GMT
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deniz_88250
Deniz :
Ne diy(integral(0 to pi/2) sin(x) dx) * (sum(k=1 to 3) k) + sqrt(((d/dx x^3)|x=1)^2) + lim(x->inf)(1 + 1/x)^x - e + (sin(theta)^2 + cos(theta)^2) - (e^(i*pi) + 1) ya
2026-09-11 17:08:39
323
darknight_0928
darknight_0928 :
ne diy20-20+5+5ya
2026-09-11 19:25:57
62
olympos_koruyamayicisi
ali↯ :
hadi selamünaleyküm
2026-09-11 17:12:09
36
buyukhoroz20
BÜYÜKHOROZ20 :
nediy[(√144 × (2⁴ - 2³) + log₂(256)) ÷ ∛64] + ∫₀² (3x²) dx - lim_{x→∞} ((24x² + 1) / (x² + 3)) ya
2026-10-06 18:52:58
3
georgy.zhukov5
Georgy Zhukov :
kahkaha tufanı
2026-09-11 18:08:05
14
bakilibalasivlahovic
BakılıBalasıVlahovic :
ne diy1+1+1+1+1+1+1+1+1+1-1-1-1-1-1-1-1-1-1-1+2x5
2026-11-02 23:26:45
0
sneaxzzz6
𖣂 :
ne diy 10 + (√ 144 − 12) + (7!/6! − 7) + (log2 (256! − 8) + (729 − 9) + (52 − 32 − 16) + (1 2x dx − 1) + (1 + 2 + 3 + 4 − 10) yaaa
2026-10-27 14:59:24
4
spritelelelee
sprite. :
ne diy10+10+1-1-10-0 ya
2026-10-25 04:14:29
2
querktrm
QuerkTr :
yeaaah
2026-09-11 17:04:16
1
galaksi.len
Kullanıcı :
ilk
2026-09-11 17:03:34
2
kkk31521
kadir :
2026-09-11 17:20:24
0
omer1_71
omer1_71 :
2026-09-12 03:11:19
0
wseyfs_
Seyfs :
2026-09-12 16:51:55
0
y1xit.335
y1xit.335 :
ne diy 10 + (√144 − 12) + (7! / 6! − 7) + (log₂(256) − 8) + (∛729 − 9) + (5² − 3² − 16) + (∫₀¹ 2x dx − 1) + (1 + 2 + 3 + 4 − 10) yaaa
2026-10-12 16:19:11
8
iskaa_000
Ysmayyl :
sondakini gif olarak atsaniza
2026-09-11 19:45:29
38
kitsuccess
𝙆𝙄𝙏𝙬𝙝𝙖𝙡𝙚🇪🇸 :
2026-09-11 17:44:23
0
discipline1945s
discipline :
yani hiç mi refleksle amerika gidip uçak alıp iki bomba ile kuleye doğru gitmediniz
2026-09-11 17:04:51
3
n2l.dream
devran_0zk :
2026-09-12 11:44:17
1
enverselim20
13king28muezza :
2026-10-25 12:13:53
0
kucukhypnos
antikemalistleris1ken :
ne diy[((987654321² - 987654320²) - (2×987654320 + 1)) × 123456789 ÷ 123456789] + [((456789² - 456788²) - (2×456788 + 1)) ÷ 999999999] + [((777777³ - 777776³) - (3×777776² + 3×777776 + 1)) ÷ 123456789123456789] + (√12345678987654321 - 111111111) - (888888888 ÷ 888888888 - 1) + ((12345 - 12345) × 987654321 ÷ 555555555555) + ((999999999 - 999999999)² ÷ 123456789) + 10 - √100 + [((314159265² - 314159264²) - (2×314159264 + 1)) ÷ 987654321] + ((2718281828 - 2718281828) × 999999999 ÷ 123456789) + (((1000001 - 1000000)⁵ - 1) ÷ 999999999999) + ((777777777 + 222222222 - 999999999) ÷ 123456789) + (((55555555 - 55555554) - 1) ÷ 444444444444) + ((42⁴ - 42⁴) ÷ 999999999999999) ya
2026-10-27 20:25:50
0
averis.8.0
🅥 :
2026-11-03 11:14:39
0
seda.hty
seda :
ya benim bu adamın mizahını anlamaya aklım yetmiyor yada bu adam mizah yapamıyor
2026-09-12 07:18:43
0
aliqe025
Ali :
2026-09-11 19:55:50
0
uuser__i26
_______333 :
@HHÜSÜ
2026-11-03 22:08:32
0
predatxy
Predator. :
[Masum][Masum][Masum]
2026-09-18 09:42:11
0
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