with due respect, you are out by nearly half. the numbers done on N.1 by only .4 %to 5 %. respect a superior match, argument.
Except that a miss of 0.4% to 0.5% is
huge compared to the known accuracy of the values you are comparing. Take the Julian year of 31557600 sec. By definition, that is
exact meaning its value is 31557600.000... sec with an infinite number of zeros after the decimal point. You can also take Pi to any accuracy you want. But the number of secs in a Julian year and value of Pi deviate at the third significant digit. which actually mean that the variance in these values are infinitely larger than the known accuracy of the values.
Of Course the Julian year is a length chosen for convenience and dosen't have any real physical significance, so let's choose a year measurement that does have a physical meaning, the sidereal year, which is 31558149.5 sec. which means we know its value to the nearest 1/10 of a sec. It also means we know its value to within 0.0000032%. The number of seconds in the sidereal year is 10045270.98 times the value of Pi or 0.45% off of 10^7 0.45% is 140625 times larger than this. For the 0.45% miss to have any significance, it have to be at least the same order magnitude as our uncertainty in the compared values. This doesn't even come close. *
Another example, the speed of light is 299792.485 km/sec
exactly. The
mean orbital velocity of the Earth (it actually varies throughout the orbit), is 29.78469 km/sec taken to the nearest cm/sec, an accuracy of 0.00034%
The mean orbital velocity divided into the speed of light is ~10065.32 or ~0.65 percent greater than 10,000. The "miss" is greater than the known accuracy by a factor of ~1912. Again, in order for a miss to be considered close, it would have to have been in the order of 0.00034%.
Both of the examples above are a case of "A miss is as good as a mile"
*And even this apparent "near miss" is just an accident by virtue of our choice of number system. In the aforementioned base twelve system, there would be A99A60 sec to a Julian year and the first few digits of Pi would be 3.186..., And the number of secs in a Julian year would be 344514 times larger than Pi ( in base twelve math).