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Examples include corks,  bullets  water,  or typically any object on which there is an axis around which the object can rotate well.
Tusk is a Stand linked to the Spin which uses Spin-imbued finger- and toenails. Experts in the Spin like Gyro prefer special Steel Balls : steel spheres characteristic of a baseball or boule, which he calls and shows to be something near the perfect tool for applying and maintaining Spin.
While the Zeppeli Family uses a grooved version for maximum faithfulness to the Golden Rectangle, others like Wekapipo use special spheres embedded with smaller satellites to spread their zone of attack.
Objects that aren't perfectly sphere-shaped do not produce a perfect Spin and are thus subpar compared to the Steel Balls. Johnny Joestar's Stand Tusk , developed with Gyro's mentoring, allows Johnny to spin his fingernails and toenails  to act like bullets.
Unlike the Steel Balls, the nails possess more metaphysical properties. The Cavalry Spin, also known as the Super Spin, represents the most faithful emulation of the golden spiral humanly possible.
Developed in the Middle Ages to bypass the shield and armor of mounted knights, stirrups were invented to harness the power of a running horse.
The horseman must let the horse run with the force of the Golden Rectangle, meaning it must gallop at its most natural speed.
At this perfect pace, the horse spontaneously creates the energy of the Spin; it can then be harnessed through the stirrups and passed on through the body, into the arm and wrists to further empower the throw of the Steel Ball.
If you construct the transformations explicitly you will find. Actually, one can now use these objects and try to find Lorentz invariant terms in order to construct a Lagrangian.
From that construction that is too lengthy for this post one finds that the Dirac equation is the only sensible equation of motion for a Dirac spinor simply from the Lorentz group's properties!
Similarly one finds the Klein-Gordon equation for scalars and so forth. One can even construct higher spin objects than vectors, but those have no physical application except maybe in supergravity theories.
So, as you can see now, spin is fundamentally a property of the Lorentz group. It is only natural that we find particles with non-zero spin in our Lorentz invariant world.
Sidenote: Since we found the Dirac and Klein-Gordon equations from Lorentz invariance alone, and their low-energy limit is the Schroedinger equation, we get a 'derivation' of the Schroedinger equation, too.
Most of the time the SE is simply postulated and worked with: this is where it comes from! The spin is the intrinsic angular momentum of an object, usually a particle, as measured in its rest frame.
Large objects may rotate around their axis. Even smaller objects may rotate around an axis. Quantum mechanics implies that there's nothing that would prevent otherwise pointlike particles from rotating around an axis, too.
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