It might be Mercury - thanks for the tags.
It might be...
It is Venus - thanks for the tags. :)
In the mean time enjoy seeing the Pleiades pass closer to the sun than you'd normally see them!
These LASCO C3 images from SOHO were downloaded sohodata.nascom.nasa.gov/cgi-bin/data_query. The square frame is about 15.9 degrees wide.

I like to use the NIH free software ImageJ for image manipulation, including making GIFs.
note: SOHO is in orbit around Sun-Earth L1, which means it's within about a half-million km near the Sun-Earth line, but about 1.5 million km closer. While Mercury's apparent position relative to the sun will be slightly different as seen from SOHO compared to Earth, it's a small effect.

Apparent angular separation of Mercury and Venus from the Sun for the month of May 2016.
Coordinates for SOHO are from JPL's Horizons web interface at ssd.jpl.nasa.gov/horizons.cgi. I pasted the coordinates into this Python script and used Skyfield to get the positions of the sun and planets.
def angsep(a, b):
top = (a*b).sum(axis=0)
bot = np.sqrt( (a**2).sum(axis=0) * (b**2).sum(axis=0) )
return np.arccos(top/bot)
import numpy as np
import matplotlib.pyplot as plt
from skyfield.api import load
from skyfield.positionlib import ICRF
data = load('de421.bsp')
sun = data['sun']
mercury = data['mercury']
venus = data['venus']
earth = data['earth']
days = range(1, 33)
ts = load.timescale()
t = ts.utc(2016, 5, days, 0, 0, 0)
# SOHO_pos downloaded from http://ssd.jpl.nasa.gov/horizons.cgi
sun_pos = sun.at(t).ecliptic_position().km
mercury_pos = mercury.at(t).ecliptic_position().km
venus_pos = venus.at(t).ecliptic_position().km
earth_pos = earth.at(t).ecliptic_position().km
r_earth_sun = sun_pos - earth_pos
r_earth_mercury = mercury_pos - earth_pos
r_earth_venus = venus_pos - earth_pos
r_SOHO_sun = sun_pos - SOHO_pos
r_SOHO_mercury = mercury_pos - SOHO_pos
r_SOHO_venus = venus_pos - SOHO_pos
mercury_sep_from_earth = angsep(r_earth_mercury, r_earth_sun)
venus_sep_from_earth = angsep(r_earth_venus, r_earth_sun)
mercury_sep_from_SOHO = angsep(r_SOHO_mercury, r_SOHO_sun)
venus_sep_from_SOHO = angsep(r_SOHO_venus, r_SOHO_sun)
degs = 180. / np.pi
plt.figure()
plt.subplot(1, 2, 1)
plt.plot(days, degs*mercury_sep_from_earth, '--g')
plt.plot(days, degs*venus_sep_from_earth, '-b')
plt.plot(days[25:26], degs*venus_sep_from_earth[25:26], 'ok')
plt.text(22, 5, 'Venus', fontsize=16)
plt.text(22, 15, 'Mercury', fontsize=16)
plt.title('Seen from Earth')
plt.subplot(1, 2, 2)
plt.plot(days, degs*mercury_sep_from_SOHO, '--g')
plt.plot(days, degs*venus_sep_from_SOHO, '-b')
plt.plot(days[25:26], degs*venus_sep_from_SOHO[25:26], 'ok')
plt.text(22, 5, 'Venus', fontsize=16)
plt.text(22, 15, 'Mercury', fontsize=16)
plt.title('Seen from SOHO')
plt.show()
Here is another image from sungrazer.nrl.navy.mil/index.php?p=transits/transits that sheds some light on the subject. It was taken in May, 2000.

And this one is from here:
