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My screen is locked up and frozen. Please help! I can move my mouse but I cannot click on anything. I have tried restarting with no luck.

It could be that your computer has some corrupted file that is preventing the system from booting and getting you into an interface.
Fortunately, there is a way to install Windows 10 in a trial version.
You could use EasyBCD to add the Windows 10 key to your boot key.

Expected and Measured Charge on Photoelectron

My experiment is run by passing an ionizing laser through a gas and detecting the photoelectrons from it. I measured the charge of a photoelectron in various collinear lasers and the corresponding ionizing (laser) pulse heights to find the relationship between the measured charge, $Q_\mathrm{measured}$, and the measured ionizing laser pulse height, $h_\mathrm{laser}$.
When I plot $Q_\mathrm{measured}$ and $h_\mathrm{laser}$, I find that they are strongly correlated and can be fit by $Q_\mathrm{measured} \propto h_\mathrm{laser}^{ -1}$. (Note: $Q_\mathrm{measured}$ is a function of the polar angle in the orbital plane of the photoelectron as measured in the detector plane.)
However, the RMS of the residuals decreases when $h_\mathrm{laser}$ is set to the maximum, which results in the plot having non-monotonically decreasing curvature. In other words, setting $h_\mathrm{laser}$ to maximum on the horizontal axis of the plot gives a very good fit.
My question is: why does this happen? Why does setting the laser pulse height to maximum improve the fit, and what is the expected relationship between charge and laser pulse height?
The experimental apparatus, a plasma column, and the two pulse-height measurements are as follows:

This is only the first of two experiments. Each experiment has a different laser power and the ratio between laser power and gas pressure. Because of these differences, I can’t directly compare the results of these experiments.
Data (.csv):
50b96ab0b6

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