The next equinox will occur in about 3 weeks on the 23rd of September.
There are 2 equinoxes per year, with the earth's inclination to the sun being exactly perpendicular, or 0 degrees to the sun. What this means is that if you're situated on the equator, the sun will rise from exactly east (090 degrees), rise vertically in the sky in a completely straight line, until exactly midday, when it is directly overhead. From this point, the sun descends in a completely straight line vertically down to and then below the horizon in the exact west (270 degrees). This phenomenon is well known and documented and is visually verified twice a year by the tens of thousands of people who live on the equator.
So on this day, the sun rises in the morning and descends again in the afternoon in a completely straight line (without curve).
If we look at the flat earth model, the sun itself is not moving in the sky due to the earth's rotation, but because it's actually the sun that is moving and transcribing a circular path over the earth's surface, and completes 1 complete circle every 24 hours.
In the flat earth model, the sun can NEVER be observed to move in a completely straight line, due to the fact that it is ALWAYS travelling in a circular path over the earth's surface. The only time that an observer would be able to say that they can observe seeing the sun moving in a straight line, would be if they were at the same height as the sun itself, and on the plane of the sun's movement.
So here we have a test for the plausibility or not of the round earth model, based on the observation that on the equator on the 23rd of September, the sun's movement in the sky will be a completely straight line, from the time the sun is first observed in the morning until it passes out of sight in the evening. If the sun is indeed observed to make a completely straight line in the sky, then this will completely debunk the flat earth model that requires that the sun is ALWAYS travelling in a curved circular path.
A simple experiment can verify if the sun's movement during the day is in a straight line or a curve. Place a measuring (1 metre high would be ample) stick into the ground on a suitably flat surface. Mark the position of the shadow made by the top of the stick every half hour of so, and then at the end of the day, draw a line between each of these marks. If the resultant line is perfectly straight, then it proves the round earth model. If the resultant line is curved, then the flat earth model is proved. Very simple.
This 'test' of the flat earth model must surely be known to those high up members of the flat earth fraternity, who will be eagerly organising a trip to visit the equator on the 23rd of September to establish that the sun's path is NOT a perfectly straight line, but will actually transcribe a curved path as dictated and required by the flat earth model. If this trip is not actually on the agenda of the flat earth hierarchy, then one might be lead to the conclusion that they are not really that interested in finding out conclusively that the flat earth model is indeed correct or not? But one would have to seriously question why this trip would not be made, as it would absolutely prove beyond all possible doubt that the earth is flat, and surely this type of proof is what the flat earth hierarchy have been looking for to verify the flat earth model.