BLK-268 A group of girls in the category of females who like being taught by me through penetration.

ARAN-050 A woman who consumes an oddly intoxicating powerful electric drill and a giant phallus, climaxing non-stop.

23 Jul 2022

mmvrFUKU-001 Lucky Bag Gift Set for Mid-Year Celebration

16 Jul 2021

ARAN-010 The excessively arousing forbidden zone descends into a fiery chaos as the women, tormented by intense desire, are left in restrictive neglect.

23 Nov 2020

DBAM-001 The tormenting moments of a woman prisoner's nameWildly raging on a crying triangular wooden horse in hell

29 Dec 2019

BBSS-025 The concept of a threesome involving a lesbian couple, implying that my girlfriend is involved with another woman.

3 Oct 2019

OKAX-555 Charming and Playful Companion: A Gentle Fantasy Experience

27 Sep 2019

TIKB-047 The goddess girl shrine entry indeed suggests that girls are the strongest.

16 Jun 2019

SITA-004 For a simple harmonic motion, the displacement is given by the equation: x = A cos(ωt + φ) where A is the amplitude, ω is the angular frequency, t is the time, and φ is the phase angle. The velocity of the object is the derivative of the displacement, so: v = -A ω sin(ωt + φ) The acceleration of the object is the derivative of the velocity, so: a = -A ω² cos(ωt + φ) The maximum acceleration is when cos(ωt + φ) = -1, so: a_max = A ω² Given the maximum acceleration is 3.46 m/s², and the amplitude is 0.2 m, we can calculate the angular frequency: ω² = a_max / A ω² = 3.46 / 0.2 ω² = 17.3 ω = √17.3 ω = 4.16 rad/s The period of the motion is 2π / ω, so: T = 2π / 4.16 T = 1.51 s The frequency of the motion is 1 / T, so: f = 1 / 1.51 f = 0.66 Hz For a simple harmonic motion, the maximum velocity is larger when the maximum acceleration is larger, and when the amplitude is larger.

25 Feb 2019