Exoplanet-style transit light curve of Venus from James Gilbert on Vimeo.
The best options are those around bright stars, like 55 Cancri e - subject of 367 papers in the last decade!

Their frequencies tell us about stellar interior structure.
Power spectrum of the Sun's 5-minute oscillations
but the pixels have different gains ("inter- and intra-pixel sensitivity variation")...
and the pixel window doesn't necessarily track the whole PSF perfectly ("aperture losses").
Raw - GP in position - GP in time
By subtracting the GP time and spatial components, we can find a transiting planet!
\[\begin{align} TV \equiv \sum_i |f_i - f_{i-1}| \end{align} \] subject to constraints \[\begin{align}\forall_j w_j &> 0\\ \sum_{i=1}^{N} f_i &= N.\end{align} \]
This is the \(L_1\) norm or 'taxicab metric' on the derivative of the time series.
This has analytic derivatives you can compute with autodiff - easy to optimize.
All K2 Halo data are available online at github.com/benjaminpope/k2halo
Πλειάδες, the Seven Sisters
Alcyone, Atlas (dad), Electra, Maia, Merope, Taygeta, Pleione (mum)
Atlas lightcurve: raw (top) and halo (bottom)
Lightcurves of All Seven Bright Pleiades
α Tauri
الدبران ,the follower
... follows the Pleiades!
Detection of p-mode oscillations at 2.2 μHz
Without this asteroseismology, we have
\[M = 1.27^{+0.24}_{-0.20} \, \mathrm{M_{\odot}}\]
and age \(4.9^{+3.6}_{-2.0} \, \rm Gyr \)
With this new constraint, we have
\[M = 1.16^{+0.07}_{-0.07} \, \mathrm{M_{\odot}}\]
and age \(6.4^{+1.4}_{-1.1} \, \rm Gyr \)
Using MESA models, we find that on the main sequence Aldebaran b had a semi-major axis of \(1.50 \pm 0.03 \) AU and Aldebaran had a luminosity \(2.0 \pm 0.7 \, L_\odot \)...
so Aldebaran b had an insolation comparable to Earth when its star was on the main sequence.