There's no way that a tidal plant running for 100 years is going to change the day by 1 second. You're many orders of magnitudes off.
That means that if you built 100 of those plants that in 1 year you'd change the length of the day by 1 second.
The 2011 Tōhoku earthquake and tsunami released 3.9×10^22 joules of energy[1] and changed the day by just over a microsecond[2]. A single Tsar Bomba releases 2.1×10^17 joules, so you'd need the energy of around 200 thousand of those to produce the same amount of energy as the earthquake, and then assuming you can direct that energy you need 1000 times more to shift the day by a second instead of a microsecond.
That means that each one of your proposed tidal plants would need to generate the energy of 20,000,000 Tsar Bombas per year.
That's one Tsar Bomba's worth of energy being released every 1.5 seconds at each one of those 100 plants. Buy stock in sunscreen companies now!
Each one of your 100 plants would satisfy all of current yearly world energy production in just 30 minutes[3][4].
I'm too lazy to calculate what that would do to the surrounding area, but I'd wager that they're going to severely depress local property prices due much of the surrounding beach-side property area now being turned into permanent molten lava.
The good news is you could probably build really good wind power plants now, due to constant hurricane winds not seen on Earth since the K–T impact, but I digress.
I didn't check your molten rock calculation but given how off your tidal plant calculation is I wouldn't be surprised if it's way off as well.
1. https://en.wikipedia.org/wiki/2011_T%C5%8Dhoku_earthquake_an...
2. https://www.nasa.gov/topics/earth/features/japanquake/earth2...
3. https://en.wikipedia.org/wiki/World_energy_consumption
4. ((5.67x10^20)/(2.1x10^17))/1.5/60 = 30