No, it's _precise_ down to 0.1mm. There's no way I'm trusting it's _accurate_ down to 0.1mm.
Just the mere thermal expansion coefficient of abs, 100 * 10^-6 m/(m C), is enough to tell you that across a very conservative range of 50 degrees the full scale measurement of 10 cm will expand by L0 * alpha * DeltaT = 0.1m * 100 * 10^(-6) * (50 C) = 0.5mm. (Units don't check out, I just added them here and there so you know what's what). Even if you use fiber-glass reinforced ABS that's still 31% of that, 0.155mm > 0.1mm. And who knows if the digital scale is even printed so it's accurate at any point in time - for all you know they just took a random other inaccurate tool to check against. And this does not account for any mechanical slop or for deformations from using what's essentially a slightly colder bar of chocolate to clamp down on hard metal.
Accuracy: if you measure something with this tool, and then with a standard, it's going to come up with the same number, "down to 0.1mm of accuracy". As we've shown above, this thing is not accurate.
Precision: if you measure something with this tool, and then measure the same thing with this tool again later on, then it's going to shoe you the same number. And even here, this tool isn't really "precise", but we can assume that for all intents and purposes you won't be using it to measure things years apart (wear and tear can change its shape easily) or during massive temperature swings.
Moral of the story:
Accuracy /= Precision
Edit: at least tools made out of chocolate can be eaten https://www.thisiswhyimbroke.com/edible-chocolate-tools/