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To illustrate exactly how improbable a given IQ testing, go score might be, see the following table of statistics on below average [=IQs=]. Scores are from the Stanford-Binet test, the original and best-known IQ test -- see [[UsefulNotes/IQTesting here]]. They follow a normal (bell curve) distribution with a mean of 100 points and a standard deviation of 15 points.

to:

To illustrate exactly how improbable a given IQ testing, go score might be, see the following table of statistics on below above average [=IQs=]. Scores are from the Stanford-Binet test, the original and best-known IQ test -- see [[UsefulNotes/IQTesting here]]. They follow a normal (bell curve) distribution with a mean of 100 points and a standard deviation of 15 points.
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To illustrate exactly how improbable a given IQ testing, go score might be, see the following table of statistics on above average [=IQs=]. Scores are from the Stanford-Binet test, the original and best-known IQ test -- see [[UsefulNotes/IQTesting here]]. They follow a normal (bell curve) distribution with a mean of 100 points and a standard deviation of 15 points.

to:

To illustrate exactly how improbable a given IQ testing, go score might be, see the following table of statistics on above below average [=IQs=]. Scores are from the Stanford-Binet test, the original and best-known IQ test -- see [[UsefulNotes/IQTesting here]]. They follow a normal (bell curve) distribution with a mean of 100 points and a standard deviation of 15 points.



|| IQ || Occurrence || Frequency|| On Earth (of 7 000 000 000)||
|| ≥100||50%|| 1 in              2|| 3 500 000 000
|| ≥105||37%|| 1 in              3|| 2 586 089 381
|| ≥110||25%|| 1 in              4|| 1 767 447 763
|| ≥115||16%|| 1 in              6|| 1 110 586 778
|| ≥120||09.1%|| 1 in             11|| 638 478 538
|| ≥125||04.8%|| 1 in             21|| 334 532 466
|| ≥130||02.3%|| 1 in             44|| 159 250 924
|| ≥135||00.98%|| 1 in            102|| 68 707 300
|| ≥140||00.38%|| 1 in            261|| 26 812 664
|| ≥145||00.13%|| 1 in            741|| 9 449 286
|| ≥150||00.043%|| 1 in          2 331|| 3 003 422
|| ≥155||00.012%|| 1 in          8 139|| 860 065
|| ≥160||00.003 2%|| 1 in         31 574|| 221 699
|| ≥165||00.000 73%|| 1 in        136 176|| 51 404
|| ≥170||00.000 15%|| 1 in        653 327|| 10 714
|| ≥175||00.000 029%|| 1 in      3 488 556|| 2 007
|| ≥180||00.000 004 8%|| 1 in     20 741 279|| 337
|| ≥185||00.000 000 73%|| 1 in    137 360 561|| 51
|| ≥190||00.000 000 10%|| 1 in  1 013 594 635|| 7
|| ≥195||00.000 000 012%|| 1 in  8 336 093 696|| 1
|| ≥200||00.000 000 001 3%|| 1 in 76 429 353 031|| 0

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|| IQ || Occurrence || IQ|| Occurrence|| Frequency|| On Earth (of 7 000 000 000)||
7 500 000 000)||
|| ≥100||50%|| 1 in              2|| 3 500 000 000
3 750 000 000
|| ≥105||37%|| 1 in              3|| 2 586 089 381
2 770 810 051
|| ≥110||25%|| 1 in              4|| 1 767 447 763
1 893 694 032
|| ≥115||16%|| 1 in              6|| 1 110 586 778
1 189 914 404
|| ≥120||09.1%|| 1 in             11|| 638 478 538
684 084 148
|| ≥125||04.8%|| 1 in             21|| 334 532 466
358 427 642
|| ≥130||02.3%|| 1 in             44|| 159 250 924
170 625 990
|| ≥135||00.98%|| 1 in            102|| 68 707 300
73 614 965
|| ≥140||00.38%|| 1 in            261|| 26 812 664
28 727 854
|| ≥145||00.13%|| 1 in            741|| 9 449 286
10 124 235
|| ≥150||00.043%|| 1 in          2 331|| 3 003 422
3 217 952
|| ≥155||00.012%|| 1 in          8 139|| 860 065
921 498
|| ≥160||00.003 2%|| 1 in         31 574|| 221 699
237 534
|| ≥165||00.000 73%|| 1 in        136 176|| 51 404
55 076
|| ≥170||00.000 15%|| 1 in        653 327|| 10 714
11 480
|| ≥175||00.000 029%|| 1 in      3 488 556|| 2 007
2 150
|| ≥180||00.000 004 8%|| 1 in     20 741 279|| 337
362
|| ≥185||00.000 000 73%|| 1 in    137 360 561|| 51
   137 360 560|| 55
|| ≥190||00.000 000 10%|| 000 000 099%|| 1 in  1 013 594 635||  1 013 594 692|| 7
|| ≥195||00.000 000 012%|| 1 in  8 336 093 696||  8 336 096 322|| 1
|| ≥200||00.000 000 001 3%|| 1 in 76 429 353 031|| 76 429 666 480|| 0
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Added DiffLines:

To illustrate exactly how improbable a given IQ testing, go score might be, see the following table of statistics on above average [=IQs=]. Scores are from the Stanford-Binet test, the original and best-known IQ test -- see [[UsefulNotes/IQTesting here]]. They follow a normal (bell curve) distribution with a mean of 100 points and a standard deviation of 15 points.

||align=center border=1 width=100%
|| IQ || Occurrence || Frequency|| On Earth (of 7 000 000 000)||
|| ≥100||50%|| 1 in              2|| 3 500 000 000
|| ≥105||37%|| 1 in              3|| 2 586 089 381
|| ≥110||25%|| 1 in              4|| 1 767 447 763
|| ≥115||16%|| 1 in              6|| 1 110 586 778
|| ≥120||09.1%|| 1 in             11|| 638 478 538
|| ≥125||04.8%|| 1 in             21|| 334 532 466
|| ≥130||02.3%|| 1 in             44|| 159 250 924
|| ≥135||00.98%|| 1 in            102|| 68 707 300
|| ≥140||00.38%|| 1 in            261|| 26 812 664
|| ≥145||00.13%|| 1 in            741|| 9 449 286
|| ≥150||00.043%|| 1 in          2 331|| 3 003 422
|| ≥155||00.012%|| 1 in          8 139|| 860 065
|| ≥160||00.003 2%|| 1 in         31 574|| 221 699
|| ≥165||00.000 73%|| 1 in        136 176|| 51 404
|| ≥170||00.000 15%|| 1 in        653 327|| 10 714
|| ≥175||00.000 029%|| 1 in      3 488 556|| 2 007
|| ≥180||00.000 004 8%|| 1 in     20 741 279|| 337
|| ≥185||00.000 000 73%|| 1 in    137 360 561|| 51
|| ≥190||00.000 000 10%|| 1 in  1 013 594 635|| 7
|| ≥195||00.000 000 012%|| 1 in  8 336 093 696|| 1
|| ≥200||00.000 000 001 3%|| 1 in 76 429 353 031|| 0

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