The penny-farthing (the thing with a five-foot front wheel) was a design due to the fact the pedals were locked to the front wheel like a tricycle. To get anything beyond tricycle speed, the front wheel had to be quite big.
Think of how a shopping cart with tiny wheels will jam and come to a halt with the least little obstacle under the wheel - a small pebble, etc. To go over an obstacle, the key is the angle of the obstacle. To climb a curb or similar obstacle, for example, the axle must pivot up and over around the point where the wheel touches the top corner of the curb.
If the curb is as high as the axle of the wheel, the forward momentum must turn into vertical momentum to be gin the pivot - which usually aint gonna happen.
If the curb is half the radius of the wheel, the vehicle must translate forward momentum into a 45-degree lift.
and so on…
The smaller the angle from vertical that the wheel hits the obstacle, the less forward momentum is turned into lifting momentum.
I just have trouble imagining that in real world cycling, 26 vs 29 makes that much of a difference over obstacles.
(This is why pulling is easier than pushing. In pulling a two-wheel cart, the pivot is at the handle, a point well in front of the obstacle. In pushing, like in bicycles, the pivot point is behind the obstacle.)