Some Examples of Prophecy Fulfilled...
" Micah 5:2, where it states the Messiah would be born in Bethlehem Ephrathah, Stoner and his students determined the average population of BETHLEHEM from the time of Micah to the present; then they divided it by the average population of the earth during the same period.
They concluded that the chance of one man being born in Bethlehem was one in 300,000, (or one in 2.8 x 10^5 - rounded),
After examining only eight different prophecies (Idem, 106), they conservatively estimated that the chance of one man fulfilling all eight prophecies was one in 10^17.
To illustrate how large the number 10^17 IS (a figure with 17 zeros), Stoner gave this illustration :
If you mark one of ten tickets, and place all the tickets in a hat, and thoroughly stir them, and then ask a blindfolded man to draw one, his chance of getting the right ticket is one in ten. Suppose that we take 10^17 silver dollars and lay them on the face of Texas. They'll cover all of the state two feet deep. Now mark one of these silver dollars and stir the whole mass thoroughly, all over the state. Blindfold a man and tell him that he can travel as far as he wishes, but he must pick up one silver dollar and say that this is the right one. What chance would he have of getting the right one? Just the same chance that the prophets would've had of writing these eight prophecies and having them all come true in any one man, from their day to the present time, providing they wrote them in their own wisdom (Idem, 106-107).
From these figures, Professor Stoner, concludes the fulfillment of these eight prophecies alone proves that God inspired the writing of the prophecies (Idem, 107) - the likelihood of mere chance is only one in 10^17!
But, of course, there are many more than eight prophecies. In another calculation, Stoner used 48 prophecies (Idem, 109) (even though he could have used Edersheim's 456), and arrived at the extremely conservative estimate that the probability of 48 prophecies being fulfilled in one person is the incredible number 10^157. How large is the number one in 10^157? 10^157 contains 157 zeros! Stoner gives an illustration of this number using electrons. Electrons are very small objects. They're smaller than atoms. It would take 2.5 TIMES 10^15 of them, laid side by side, to make one inch. Even if we counted 250 of these electrons each minute, and counted day and night, it would still take 19 million years just to count a line of electrons one-inch long (Stoner, op. cit, 109).
As Stoner concludes, 'Any man who rejects Christ as the Son of God is rejecting a fact, proved perhaps more absolutely than any other fact in the world (Stoner, op. cit., 112).' Even Einstein accepted the historical existence of Jesus Christ ("Saturday Evening Post," October 26, 1929)."