Wow! What a collection. I'm sure you'll have a lot of fun with those.. 
Absolutely, already spent days with just a single magnetic donut and 3 pieces of colored wires, and the subject keeps branching into more directions than I can follow:
Dog's dream comes true!
njalakomboya

- learned about the ZVS-CV (Zero Voltage Switching with Capped Voltage) and the trick with the saturated transformer in series with a non saturated inductance
- the trick of starting a CCFL, how at first the (non saturable) ballast coil Lr + the tube filaments + ignition capacitor Cig oscillate together on a higher frequency, heats the filaments, then the tube eventually starts, and now the tube appears as a low resistive load, in parallel with Cig, which dampens the starting capacitor Cig, and the series resonant Csr becomes the dominant capacitor in the tuned circuit, and that it what gives the switching frequency of the ZFS. So, before ignition the resonance frequency is given mostly by Lr+Cig, and after ignition by Lr+Csr, and the switching between the two modes is made by the arch inside the CCFL tube itself!

- that also branches into some side quest reading about neon light bulbs. I like neon light bulbs because of how they glow, and with time collected a few of them, with the intent of trying some very simple neon experiments. Always wanted to try that, particularly because the experiments are so simple. Yet, because of the region of negative resistance all kind of funny circuits can be done with neon bulbs, from simply making them glow, to oscillators, or even to use their glow as a 1bit digital memory, and make counters with neon bulbs.

- then the links to all kind of funny builds from others (spent a whole afternoon yesterday browsing the
https://ludens.cl/ , thanks for the link), and so on
the difference between soft magnetic materials (used as flux conductors in applications with varying fields) and hard magnetic materials (used as permanent magnets)
After finding out that's a saturable transformer (by design), the immediate question was "how easy would it be to saturate it"? So I've tried to measure the saturation current of the tricolor toroid.
In theory, if you apply a constant voltage on a coil, the current starts to raise linearly, by the formula U=L*dI/dt. As long as the core is not yet saturated, the coil can "oppose" to the increase of current (L value is large). But once the magnetic core is saturated, all the magnetic dipoles are aligned inside the material, and they can not oppose much to the field increase (the L suddenly becomes smaller after the saturation moment), and the rate of current increase should become faster after the core is saturated.
With a digital oscilloscope, that should be trivial to see: put the tricolor toroid in series with a small R (say, 1\$\Omega\$), then suddenly connect it to a voltage power supply (say, 1V). Something like this:

The black/red alligators on the left are from the power supply (set on 1V, with limiting at max 1A), and on the right side is the oscilloscope probe measuring the voltage drop on the resistor(s) (which voltage will be proportional with the instantaneous current through the coil). In the picture, the red alligator is not yet connected to the coil. When the connection will be made, the current will start to flow, the oscilloscope will trigger, and we will see the evolution of the current through the coil.
If the trigger mode is set to single (so to trigger only once, and memorize that), a probe that reads the voltage drop on the small series R (the "small" R is that bunch of resistors in the pic, totalising 1 ohm) will indicate the current through the toroid, and the oscilloscope capture should show a raising slope, the angle of the slope being inverse proportional with the toroid inductance.
After saturation, the current increase should be faster (a stiffer slope), or is it?

Yes, it is!


There are 2 segments with different slopes. The voltage was apply at t=2us. Then there is an almost straight slope until t=10us or so, then a knee curve until about t=12us, then another segment of a straight line, with a stiffer slope until about t=18us, then the slope becomes flat, max current being limited by the power supply. The "missing" voltage up to the total 1V that we fed to the series LR is what was dropped on all the contact resistance in the alligators, on the wires, and on the binding posts at the PSU front panel at 1A.
The saturation knee in the toroidal core can be seen on the oscilloscope somewhere after the first 100mV of linear increase. 100mV drop on 1 ohm means 100mA through the coil, so the saturation current for this core with 9 turns on it is about 100mA (it's the tricolor toroidal transformer from the picture in the opening post, just that I've removed the red and the yellow turns).