Maybe you should read what I wrote.
OK, let's go back and see what you wrote. This should be fun.
Post #7: I point out that the measurements of C14 in diamonds were affected by a small amount of contamination.
Post #14: Stripe said "If contamination is so easily introduced and so difficult to rule out, why should we accept the certainty with which radiocarbon dates are presented?"
Post #22: I said, after some calculations, "It's only when you get into a few tens of thousands of years old does the contamination become significant to the dates."
Post #23: Stripe said "And how do we rule out the possibility of contamination like the contamination you're proposing for diamonds?"
Post #24: Junius Gallio said "A good lab with proper procedures will already be aware of what level of contamination their procedures add to the process."
Post #29: Stripe said: "We're not talking about procedural contamination."
So after all this discussion about contamination in the measurement procedure, which you yourself were part of, you bizarrely state that we weren't talking about contamination.
Can you not figure out the subject of the conversation that you were having? Is your memory that short? Or are you just trying to be an obstruction to the conversation?
If you really can't figure out why a small amount of contamination is OK for some dates but not for others, here's a little table I just put together. If your error is 0.1% of the levels of original C14, here's its effect on a list of concentrations:
Code:
Age %C14 Cont Min Max Min age Max age
0 100.0% 0.10% 99.90% 100.10% -8 8
100 98.80% 0.10% 98.70% 98.90% 92 108
500 94.13% 0.10% 94.03% 94.23% 491 509
1000 88.61% 0.10% 88.51% 88.71% 991 1009
5000 54.62% 0.10% 54.52% 54.72% 4985 5015
10000 29.83% 0.10% 29.73% 29.93% 9972 10028
15000 16.29% 0.10% 16.19% 16.39% 14949 15051
20000 8.90% 0.10% 8.80% 9.00% 19908 20093
30000 2.65% 0.10% 2.55% 2.75% 29694 30317
40000 0.79% 0.10% 0.69% 0.89% 39017 41116
50000 0.24% 0.10% 0.14% 0.34% 47081 54552
60000 0.07% 0.10% -0.03% 0.17% 52696 #NUM!
100000 0.001% 0.10% -0.10% 0.10% 57058 #NUM!
Can you see that if you measure a concentration of 16.39%, then the contamination contributes an uncertainty of only about 50 years out of 15,000, but if the level you measure is 0.1%, then you just know that it's at least 50,000 years old?