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Of all the Tehachapi-inspired layouts out there, my gut says this is destined to become the Tehachapi layout by which all others will be measured.
Are you including the LaMesa Model RR club version in this calculation?
The curve between Cameron and Monolith is 18" on a 2.2% grade, and it currently has no super-elevation. Here is my first encounter with string-lining in this curve:
Let's think about the physics for a minute: string-lining arises when the torque about the axis that intercepts the inner wheels is too large for the weight of the car to overcome. In this case, the relevant torque from the drawbar force is proportional to h sin_theta, where h is the height above the rails at which the drawbar force is imparted to the body of the car, and theta is the angle between the midpoint of the car and the point that the drawbar force is exerted (as measured from the center of the curve). The sin_theta factor is similar for the two flats, so that mostly drops out of the comparison. But the height h is different: in the body mount case, the drawbar force is exerted on the body by the coupler mounting screw at the height the screw meets the body. In the truck-mounted case, the force is exerted through the bolster pin at the height the pin meets the body. The height h, and thus the string-lining torque, can be as much as 50% larger in the body-mount case. As an illustration, just compare the bolster height on the truck-mounted spine car (where the coupler box attaches) to the top of the coupler shaft on the BLMA flat: