This note shows that the ULP, Eq. (1), describes all precessions in terms of the angular velocity omega of frame rotation. This is worked out for Mercury and computer algebra can be used to check the calculation and work out omega for the other planets. Data for the Hulse Talyor binary pulsar are given for comparison. The observed precession of the binary pulsar is described exactly by Eq. (2), an omega of 5.65 milliradians per second. For the planets the total precession is compared with that from the Einstein field equation in Table 2. The total precession of Mercury is given by omega = 1.99 ten power minus five radians per second. From Table 2 it is clear that the Einstein field equation gives a result that is wildly different from the observed planetary precessions. The obsolete dogma claims that the Einstein field equation is always very precise, but it…
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