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I’ll make it simple for you. This is what you did:

“The slippery slope as fallacy

The slippery slope argument may or may not involve a fallacy (see the discussion on the two interpretative paradigms below: the momentum paradigm and the inductive paradigm). However, the slippery slope claim requires independent justification to connect the inevitability of B to an occurrence of A. Otherwise the slippery slope scheme merely serves as a device of sophistry.
Often proponents of a “slippery slope” contention propose a long series of intermediate events as the mechanism of connection leading from A to B. The “camel’s nose” provides one example of this: once a camel has managed to place its nose within a tent, the rest of the camel will inevitably follow. In this sense the slippery slope resembles the genetic fallacy, but in reverse.
As an example of how an appealing slippery slope argument can be unsound, suppose that whenever a tree falls down, it has a 95% chance of knocking over another tree. We might conclude that soon a great many trees would fall, but this is not the case. There is a 5% chance that no more trees will fall, a 4.75% chance that exactly one more tree will fall (and thus a 9.75% chance of 1 or less additional trees falling), and so on. There is a 92.3% chance that 50 or fewer additional trees will fall. The expected value of trees that will fall is 20. In the absence of some momentum factor that makes later trees more likely to fall than earlier ones, this “domino effect” approaches zero probability.
Arguers also often link the slippery slope fallacy to the straw man fallacy in order to attack the initial position:
A has occurred (or will or might occur); therefore
B will inevitably happen. (slippery slope)
B is wrong; therefore
A is wrong. (straw man)
This form of argument often provides evaluative judgments on social change: once an exception is made to some rule, nothing will hold back further, more egregious exceptions to that rule.
Note that these arguments may indeed have validity, but they require some independent justification of the connection between their terms: otherwise the argument (as a logical tool) remains fallacious.
The “slippery slope” approach may also relate to the conjunction fallacy: with a long string of steps leading to an undesirable conclusion, the chance of all the steps actually occurring is actually less than the chance of any one of the individual steps occurring alone.”