We would like to start with a quotation: A plumbing story.
The art of hitting the pipe with a pipe wrench resembles the well paid technique of medical percussion: Tapping several times on the body surface to determine underlying structures. The method was first described by the polymath Avicenna, the father of modern medicine. And like all techniques, including those needed to do astrology research, percussion can be done in the speculative way (Hitting the pipe with a pipe wrench–$2.00) and in a more rational way.
How do you tap? How well do you listen? Can you reproduce your findings? When doing percussion and encountering unexpected dullness in the right upper quadrant of the abdomen, physicians tap (probe) several times in that region before they would conclude that your liver or some other organ residing there was enlarged.
But an amateur astrologer tapping only once and expecting a hit with an accidental finding, could get many like's on Astrology Forums with remarks like: I came across some astrological coincidence and I wonder about its meaning. He or she and likeminded astrology fans could even fill long Astrodienst Forum threads with it. Just like the Hallelujah on religious forums when somebody returned to The Lord. But without any objective and rational means to evaluate your findings, it would just be some fielddependent astrological small talk. When the observation had a small sample size, it would be impossible to jump to any conclusion. Just like you cannot conclude that a dice is false after a few throws. But ADB forum members could speculate on it endlessly using the wrong supposition that chance does not exist in their particular found case. Leaving in obscurity the many people who had other experiences with it.
But only the Loudest voice seems to count in television world. And so invalidated astrological meme's tend to be repeated. That makes astrology as a speculative art sometimes seemingly working, but still not not as an established science. As nobody knows it all! And crtainly astrologewrs do not predict that well. They only explain things using old habbits,
But there are also field independent methods to calculate the expected risks involved with a 12 sided dice (regular dodecahedron). For the polymath (and astrologer) Gerolamo Cardano binomial mathematics was such a tool.
We mentioned him in our quantitative study on 79 art critics: Geronimo Cardano and the Book on Games of Chance.
A simple binomial calculator as shown below is very handy for probability questions like: I have seen 12 charts of plumbers. Four of them have Mercury in Scorpio. Do we have a case for astrology?
Of course the answer depends on the expected values. If the finding would also be quite common for other professions, we would not have a case for astrology. Statisticians would say that the event might as well occur in a random sample. This is always the case with scores near the expected mean. So when getting values of zero to two, when on average one case could be expected under 12 plumbers, most statisticians would not be impressed, even though the relative differences might look impressive. The problem is that the effect size of your first throw with a dice, is also six times higher than expected. As you found one case against 1/6 expected. But that would not let you conclude that the risks of the other five possibilities were lower. That would be a thinking error. The problem is that you cannot see all possibilities in a small sampling experiment.
A quick glance at the binomial distribution on the right would tell you that the risk of aselectively getting 4 out of 12 cases of Mercury in Scorpio is 1,19 % and that of the risk of getting 4 or more out of 12 is 1,19 + 0,19% is 1,38% (The 1Cum value refers to >3, which equals to 4 or larger than 4). So this could be a case for astrology. As the found value of 4 out of 12, against 1 expected (effect size 4) differs more than usual from the expected values 0 to 3, being on average found in 98,62 % of cases (Cum. table).
Values of 4 and more would thus be statistically significant, as they lie outside the 95% range of values around the mean that scientists regard as to be expected just by chance. But this finding could also be a case of selective attention. Noticing and discussing only what strikes you, but neglecting the usual events that did not fit your theory. Then your presented case would not be an randomly chosen sample, but a case of cherrypicking. Presenting some case that is not representative of the whole. And this happens a lot in astrology.
An astrological explanation like plumbers solve problems with underground water pipes, so no wonder plumbers have more often Mercury in Scorpio might seem a valid symbolic explanation, but when a larger study under plumbers could not confirm that association, the symbolic explanation would have no value anymore. One question remains thus paramount when dealing with unlikely events: Could you or another repeat this finding? For that reason, more data would be required. Of course not just in words or more likes, but from another preferably aselectively chosen sample of plumbers.
When another researcher would do three more observations of plumbers with a negative result (having an expected risk of 77%, use n= 3 and p=1/12 in the calculator), the resulting score of 4 out of 15 could be expected in 2,53 % of cases and the risk of getting > 3 cases of Mercury in Scorpio would become 3,12 %. That result would not have enough statistical significance. What is happening here? It is called regression toward the mean. Without doubt publication of this small scale plumber study in a scientific paper is unlikely to happen, because the results could so easily be refuted by doing some more observations. Only when suspected astrological effects could be confirmed by many more observations, we could speak of trend.
Regrettably, writers of astrology books seldom mention probabilities. Instead, they typically use suggestive terms like could and might in sentences that are always true and thus cannot be predictive. Nevertheless, some fact checking should not hurt. Did we see more often find Mercury in Scorpio under ADB plumbers than expected?
The ADB has a category Vocation / Building_Trades / Plumber. Here are the results of the adb_export_181128_2309 export file, which has 10 entries.

Aries 
Taurus 
Gemini 
Cancer 
Leo 
Virgo 
Libra 
Scorpio 
Sagittarius 
Capricorn 
Aquarius 
Pisces 
Total 
Sun 
1 
0 
1 
0 
1 
0 
2 
0 
1 
0 
1 
3 
10 
Moon 
1 
2 
1 
0 
0 
0 
1 
2 
0 
1 
1 
1 
10 
Mercury 
1 
0 
1 
0 
1 
0 
1 
2 
0 
0 
1 
3 
10 
Venus 
2 
1 
0 
0 
2 
0 
1 
2 
0 
1 
1 
0 
10 
Mars 
0 
1 
2 
0 
1 
1 
1 
2 
1 
0 
0 
1 
10 
Jupiter 
3 
0 
2 
0 
1 
0 
1 
2 
1 
0 
0 
0 
10 
Saturn 
0 
0 
0 
1 
1 
1 
2 
2 
0 
1 
1 
1 
10 
Totals 
8 
4 
7 
1 
7 
2 
9 
12 
3 
3 
5 
9 
70 
With an expected frequency np is 10/12 = 0,83, Mercury in Scorpio showed up twice against 0,83 expected (mean effect size 2,4). Moreover, personal planets in Scorpio were found twice as often than expected. But as this plumber sample is very small, it is not yet possible to statistically associate Scorpio with plumbers. Even if some astrological symbolism seems to apply. Because higher and lower values than expected happen all the time when taking small samples of a larger population. And this ADB category of 10 plumbers from ten thousands of plumbers is unlikely to be representative.
But let us start with calculating the probabilities. You can download the binomial calculator spreadsheet used here as: Binomial_distribution_for_astrology.xlsx or Binomial_distribution_for_astrology.ods.
It has two entry fields: n = for number, denoting the number of throws with a dice or the sample size and p = for probability is, which is the probability of the event you are interested in. Here we have a sample of 10 plumbers (n = 10) with a risk that planet X is found in one of the 12 signs of 1/12. If you fill in +1/12 for p, the calculator calculates it as 0,08333 for you. But don't forget to enter the + sign, otherwise you see an error.
If you would fill in n is 1, you would get that in 91,67 % (1  11/12) of cases the score would be 0 and in 8,33% (1/12) of cases the score would be 1. That is obvious. But when the sample size grows, the binomial calculations become increasingly more complex and the binomial calculator will be of great help.
The binomial calculator on the right shows that the value zero for planet in sign is expected in 4,189% (Px=0) of cases. Although the frequency zero scores are lower than the expected mean of 0,83, zero is also the most likely value (mode), so you cannot simply equate individual zero outcomes with less often than expected.
We found them 34 times of the 70 counts (48%), thus only 6% more than the expected 29 or 30 of a random ADB sample of 10 (np=70*0,4189 = 29,3). Some zero values could be special, but we cannot infer which ones they are are. A much larger sample size would be required to study this. How large? You could estimate the needed sample size by filling in higher values for n: with n = 50, P(x 0) = 1,29 %, so getting a 0 would be significant at the 5% level, with n =70 the risk of getting a zero would be 0,35 %.
We might observe that 6 of the 34 found zero values were found in the water sign cancer. How special is that? We might expect the 34 zero values to be evenly distributed between all 12 signs. The binomial risk involved with this event is 3,94 % (Px=6, n=34 and p = 1/12) and P (x>5, n=34 and p = 1/12) is 5,96% .
The risk of getting a frequency of one is 38,08%. Frequencies of 1 were found 35 times (50% of 70), against 26 or 27 times expected (np is 70*0,3808 = 26,66). But because this second most likely value is so near the mean of of the group (0,83), we could ignore the found cases because of their small effect size (12/10 = 1,2) .
The risk of getting a frequency of two for a particular planet in sign with 10 throws is 15,58%. Now 13 out of 70 (18,6%) values of 2 were found against 15,58% (10,9) expected, so nothing special happened. But their concentration in the water sign scorpio is remarkable. We come back on it later.
The risk of getting a frequency of three is 3,78%. There were three cases (6%) against 3,8% (2,6) expected. They were Jupiter in Aries and Sun and Mercury in Pisces. Again water signs predominate. Frequencies of 3 or more were expected to be found in 4,45% of cases (The 1Cum value for k = 2 or P(x>2)). That is more often than the 2,5 % statisticians would consider unusual. But getting two frequencies of 3 in one sign (pisces) is unusual, as the second case could be expected to be in another sign 11 of the 12 times.
Planets in the water sign pisces are special, as they had the largest variance, even if their 9 out of 70 score is close to the expected mean. Groups having more or less variance than expected are worth attention. So we should look at both the column totals and their variance.

Aries 
Taurus 
Gemini 
Cancer 
Leo 
Virgo 
Libra 
Scorpio 
Sagittarius 
Capricorn 
Aquarius 
Pisces 
Total 
Total planets 
8 
4 
7 
1 
7 
2 
9 
12 
3 
3 
5 
9 
70 
Mean value 
1,14 
0,57 
1,00 
0,14 
1,00 
0,29 
1,29 
1,71 
0,43 
0,43 
0,71 
1,29 
10 
Variance 
0,98 
0,53 
0,57 
0,12 
0,29 
0,20 
0,20 
0,49 
0,24 
0,24 
0,20 
1,35 
5,43 
SD 
0,99 
0,73 
0,76 
0,35 
0,53 
0,45 
0,45 
0,70 
0,49 
0,49 
0,45 
1,16 
7,56 
The totals are the sum of 7 planets that could be in the signs above or not. In theory any sign could hold 0 to all of the 70 measured planet positions, but in practice you may expect variations around the mean value of 70/12 (5,83) for planets per sign. So we can use again the binomial distribution with n =70 and a risk of 1/12 per event. See the table below.
The risk with any of the possible 71 outcomes of k is shown after Expect (value) under P(X=k). Under Cum. you see the risk of getting a value P(x < k or x = k). The values under 1Cum are 1  P(x < k or x= k) or P(X > k), so to get P(x=k or x > k), you have to look one cell above in the 1Cum table.
The lowest total value of 1 is found for the cardinal water sign Cancer. P(X=1) is 1,44% and P(X=0 or 1) is 1,67%, so this finding is statistical significant. Plumbers have according to this small ADB sample less likely planets in cancer with an effect size of 1 found against 70/12 expected is 12/70 is 0,17. This is a strong and significant effect. Do we have a case for astrology here?
The second lowest value of 2 was found in Virgo. P(X=2) is 4,52% and P(X = 2 or < 2) is 6,18%, so this finding is not statistical significant. But planets in Virgo are found 70/24 times less often than expected under this sample of plumbers, having a not significant effect size of 24/70 is 0,34. This implies that you cannot be sure that plumbers always have less planets in Virgo. There could also be a small positive effect.
For statistical reasons found totals from 2 to 11 are not that relevant. They are according to the binomial distribution just too close to the expected mean to be statistical significant. And the more closer to the expected mean, the smaller their potential effect size will be.
But a found value of 11 would still be an interesting borderline case. As having a P(X=11) has a low risk of 1,72%, but P(X>10) is with 2,97% not any more below the 2,5 %. In practice it would show a high Cohen's d value, awaiting more studies to be done.
For Libra and Pisces we saw the value 9. Nine has the not that impressive effect size of 9*12/70, or being 1,54 times more often found than expected. The risk involved with is 6,24% and values of 9 or more could be found in 12,67% of random ADB samples, so statisticians would not be impressed. But the counts of the balanced Libra had much less variance (0,20) than that of the unpredictable water sign Pisces (1,35). And that could again be a case for astrology, though astrologers might formulate it different.
The water sign Scorpio had 12 times planets in it, against 70/12 = 5,83 expected (effect size is 144/70 = 2,06, p > 11 = 1, 25% using p is 1/12 and n = 70 in the binomial). The risk involved with getting a frequency of 12 or more hits with 70 throws is only 1,25%, so one can positively associate planets in scorpio with plumbers, having an effect size of 12*12/70 is 2,1. Do we have a case for astrology here?
Statisticians would admit that getting 1 or 12 planets in sign against 6 (5,83) expected would be an unlikely finding, when a single test was done. It would be significant at the 5% alpha level and the NULL hypothesis that plumbers do not more or less often have planets in Scorpio or Pisces than just by chance could be expected, would thus be rejected.
But we did not test one hypothesis, but we looked at twelve counts for Planets in sign and found that two values were out of range. Notice that astrologers scanning a chart for peculiarities, actually do the same.
We found the lower than expected value for Planets in Pisces (1 found, effect size 0,17, risk 1,67%) and the higher than expected value for Planets in Scorpio (12 found, effect size 2,06, risk 1,25%).
We did some low scale datamining and then significant results with an alpha of 0,05 are not that impressive any more. When doing 12 observations some 12/20 = 60% false positives could be expected against 5 % false positives in a single test. And getting two or more of them instead of the expected value 0 (54%) or 1 (34 %) would have a risk of 11,84%. See the picture on the right. So, we cannot simply state that we found AND the LOW value of one planet in Pisces and the HIGH twelve planets in Scorpio under plumbers, both being statistically significant with an alpha of 5%, so we have a great case for astrology. Using an alpha of 1% or lower would be more appropriate under those circumstances.
Another problem is that we did not deal with independents risks, see A sampling experiment without replacement in 79 art critics. It just implies that if we get a high value for Planets in Scorpio, the risk for other signs will be lower than 1/12. But this is not a big problem compared to that of datamining.
Events with a low risk of 1,25 % are unlikely to be repeated again in small scale studies, unless plumbers really do have much more often planets in Scorpio. Again, you could use the binomial distribution to see how large a study must be to find at least one case (k > 0). Fill in p = 0,0125 and experiment with the value n to estimate the size of the study needed. P(x = 1 or x > 1) is the 1Cum value for P(x =0), so with n is 10 it is 12% , with n is 100 it is 72% and with n is 200 it is 92 %. So when studying 200 plumbers we still had not 95% certainty to repeat one case!
But if planets in Scorpio really could be found twice as often under plumbers as our small ADB sample suggested, encountering them again would not have risk of 1/12 but of 1/6 (0,16667). The risk involved with getting P (X >11, n =70, p =1/6) is not 1,25%, but 50,7% as seen on the picture on the right. Getting twelve planets in scorpio would be a quite common under plumbers and only a relatively small study was needed to confirm it.
In all cases, it is always easier to do a single study with a large sample size than many small scale studies to proof any significant effect. If you increased the sample size to 120, the risk of getting a false negative value of 10 or lower would only be 0,37%.
But astrologers like ADB editor Richard Vetter have serious problems with the empirical rules involved with Statistics: Most of them see the sampling error involved with any astrological study as a particularity that brings in meaning, as chance does not exist in their view of the world.
Anyway, after reading our findings an astrologer might say: As I said, I associated plumbers with Scorpio and water signs in general. So these observations could not happen just by chance. And yes indeed, astrologers who clearly predicted and published this before had a case for astrology even with this small sample size. But we are not aware of them. Of course, astrology book authors that vaguely (might, could be) associated Scorpio with plumbers could not be credited for doing the initial research, as they predicted the opposite as well.
Sadly, this is still the state of current astrology, that forgot to do the plumbers work with the plumbing tools of the 16th and 17th century again.
The problem according to most statisticians is that you cannot base a rule on incidental observations. Even if your findings were quite remarkable. You could only base a specific working hypothesis on them. And after that much more cases should be studied to make an astrological rule of it. If the found effects were large and not just by chance findings, doing some more research to confirm them is not that difficult as we saw above. Just as doing some more research, to refute false positives is not that difficult too.
If any astrologer had observed and published that plumbers had much more planets in Scorpio than expected before, then the above ADB findings could be a confirmation of that theory. But of course astrologers cannot first study the ADB, then formulate their hypothesis and after that present the same ADB findings as a proof it it. That trick might impress other astrologers, but not statisticians.
The world if full of phenomena. Some are usual for you, but most of them are not. If you would better look at the individual level, no grain of sand would be the same. You will always encounter more unusual events, if you look for them long enough. Most of the times, they just happen to exist by chance, like getting three times a six with three dices (p = 0,463 % with one attempt).
That would be an unlikely event. You could win a game with it, making the outcome even more exciting. But looking at the position of Jupiter to explain statistical rules is of no help. The empirical rules are just there. You can calculate the risks involved with it using the binomial distribution (p = + (1/6)^3) and experiment with n. Look for value 1Cum for k =0, meaning P(k > 0). If you did 10 attempts, (n =10), the risk becomes 4,53 %. If you did 100 throws, you would encounter it at least in 37,1 % of the cases. With 1000 throws, you will see some cases in 99,0 % of cases.
But the position of Jupiter, might still explain why some people do gamble more on some days than others, like the writer Geronimo Cardano of the Book on Games of Chance did. But we cannot check the historical facts, unless Cardano kept a diary.
We Googled a bit to get astrological opinions on the astrology of plumbers. What did astrologers expect? Planets in water? Planets in Scorpio?
Discover Your Life’s Calling  Vocational Astrology Career Astrology
It is tempting to believe in these by astrologers expected coincidental observations, because they are presented in such an obvious way. The astrological symbolic associations are presented as a matter of fact. But do statisticians agree with his speculations on Todd the plumber? No, as single case study on Todd the plumber would not impress them. It would be just be a case of framing some history, without doing some serious research with control groups. In our ADB sample of 10 we did not encounter any Sun in scorpio plumber, but there is a 42% risk we missed it. So what?
Do workers actually more often have the Sun in the sixth house? No astrology book we saw ever presented any research on it. But at the same time most in astrology believers would take the above presented expectation just for granted. But are they correct?
We did not yet research this question, but we do have some ADB data on plumbers. Indeed, the scores on Sun in 4th (2 found, effect size 2,57), 6th (2 found, effect size 2,78) and the 7th (2 found, effect size 2,70) houses were at least higher than expected. The above effect size calculations were based on Using a control group to evaluate frequencies, thus not on the binomial 1/12. As they can differ a factor 2 because of fast and slow rising signs.
But do we have a case for astrology here? Probably not, as much more astrological research should be done on plumbers.

H 1 
H 2 
H 3 
H 4 
H 5 
H 6 
H 7 
H 8 
H 9 
H 10 
H 11 
H 12 
ChiSq 
Risk % 
Sun 
1 
0 
1 
2 
1 
2 
2 
0 
0 
1 
0 
0 
11,18 
42,8% 
Moon 
2 
0 
3 
0 
1 
0 
1 
1 
0 
1 
1 
0 
6,83 
39,8% 
Mercury 
1 
0 
2 
0 
1 
3 
2 
0 
1 
0 
0 
0 
10,91 
14,3% 
Venus 
0 
0 
2 
0 
1 
2 
1 
2 
0 
0 
1 
1 
9,72 
50,5% 
Mars 
1 
2 
0 
1 
3 
1 
1 
0 
0 
0 
1 
0 
6,19 
35,8% 
Jupiter 
0 
0 
1 
3 
0 
1 
1 
1 
1 
1 
0 
1 
14,92 
60,4% 
Saturn 
0 
1 
1 
0 
1 
1 
0 
2 
0 
2 
0 
2 
6,26 
58,9% 
Uranus 
1 
1 
1 
1 
1 
1 
0 
1 
1 
0 
2 
0 
14,27 
96,0% 
Neptune 
0 
1 
1 
0 
1 
0 
3 
0 
1 
2 
0 
1 
9,61 
39,3% 
Pluto 
0 
1 
1 
0 
2 
1 
0 
0 
2 
2 
0 
1 
6,53 
59,1% 
North Node 
1 
0 
3 
2 
1 
0 
1 
1 
1 
0 
0 
0 
11,97 
37,6% 
Chiron 
1 
1 
2 
1 
0 
1 
0 
2 
0 
0 
0 
2 
16,91 
58,9% 
Sum 
8 
7 
18 
10 
13 
13 
12 
10 
7 
9 
5 
8 


Astrologers could speculate a lot with the found variance in any sample. But when we submit the Sun in House row to a Chi square test, the value of 10,78 was found. See: chisquare.xlsx. And that tells us that in 46 % of the cases such a distribution could just pop up by chance, thus by taking some random sample from the ADB. But we admit, a little more often (54%) the found values were not as expected.

Aries 
Taurus 
Gemini 
Cancer 
Leo 
Virgo 
Libra 
Scorpio 
Sag 
Cap 
Aquarius 
Pisces 
ChiSq 
Risk % 
Sun 
0,00 
0,90 
0,03 
1,91 
0,10 
2,28 
2,13 
0,75 
0,76 
0,01 
0,94 
0,96 
10,78 
46,2% 
Moon 
1,67 
0,83 
5,55 
0,83 
0,04 
0,83 
0,03 
0,04 
0,83 
0,03 
0,03 
0,85 
11,55 
81,3% 
Mercury 
0,00 
0,92 
1,45 
0,79 
0,09 
7,03 
2,17 
0,73 
0,05 
0,86 
0,91 
0,95 
15,95 
45,1% 
Venus 
0,93 
0,89 
1,57 
0,78 
0,07 
2,19 
0,09 
2,06 
0,81 
0,88 
0,01 
0,00 
10,29 
55,6% 
Mars 
0,02 
1,56 
0,82 
0,06 
6,06 
0,07 
0,05 
0,83 
0,83 
0,88 
0,02 
0,89 
12,08 
86,1% 
Jupiter 
0,82 
0,84 
0,03 
5,64 
0,85 
0,03 
0,04 
0,04 
0,04 
0,02 
0,81 
0,03 
9,19 
18,6% 
Saturn 
0,85 
0,03 
0,04 
0,85 
0,03 
0,03 
0,84 
1,74 
0,80 
1,73 
0,84 
1,57 
9,35 
85,5% 
Uranus 
0,03 
0,05 
0,05 
0,04 
0,04 
0,04 
0,85 
0,03 
0,02 
0,85 
1,48 
0,83 
4,31 
21,8% 
Neptune 
0,82 
0,04 
0,04 
0,81 
0,03 
0,82 
5,66 
0,86 
0,02 
1,64 
0,84 
0,03 
11,62 
56,6% 
Pluto 
0,70 
0,15 
0,10 
0,72 
2,41 
0,13 
0,95 
0,95 
1,10 
1,13 
0,98 
0,00 
9,33 
83,6% 
North Node 
0,04 
0,82 
5,82 
1,68 
0,02 
0,84 
0,04 
0,04 
0,03 
0,84 
0,84 
0,85 
11,84 
36,6% 
Chiron 
0,04 
0,04 
1,74 
0,04 
0,85 
0,04 
0,84 
1,68 
0,85 
0,85 
0,83 
1,59 
9,36 
11,0% 
The ten plumbers of the ADB had the highest Chi square score (variation) on Jupiter in sign (14,9), then on Sun sign (11,2) and then on Mercury (10,9). Here differences mattered most. But no value was statistically significant.
Jupiter 
3 
0 
2 
0 
1 
0 
1 
2 
1 
0 
0 
0 
10 
That is the advantage of doing quantitative statistical research. It gives you a hint to what is more likely a rule and what is certainly not.
More interesting are the tables in binomial_limit.xlsx which shows the binomial risks in percents involved with each event. It gives minus P(x< or = k) for a smaller than expected value and P(x> or = k) for a larger than expected value.
Only a value between 0 and +/ 2,5 % would be statistically significant with an alpha of 0,05. Uranus in cancer (4 found) and Neptune in Libra (5 found) met this criterion. Getting a value of 3 or more for Jupiter in aries was expected in 3,41% of random ADB samples.

Aries 
Taurus 
Gemini 
Cancer 
Leo 
Virgo 
Libra 
Scorpio 
Sagittarius 
Capricorn 
Aquarius 
Pisces 
Total 
Sun 
59,34 
40,39 
59,62 
40,95 
59,29 
42,53 
19,59 
44,70 
54,73 
43,05 
58,22 
4,98 
104,16 
Moon 
58,82 
19,58 
58,64 
42,76 
41,64 
42,58 
57,70 
19,89 
41,98 
58,36 
58,64 
58,58 
221,25 
Mercury 
56,80 
44,35 
54,73 
45,36 
56,61 
41,92 
59,17 
21,64 
39,92 
39,93 
60,76 
5,07 
103,31 
Venus 
22,21 
59,74 
42,22 
37,57 
16,79 
36,75 
51,89 
19,97 
43,14 
51,95 
62,53 
43,58 
81,83 
Mars 
47,19 
55,94 
21,97 
37,61 
65,08 
65,02 
62,87 
21,49 
55,83 
47,85 
49,11 
50,55 
217,00 
Jupiter 
3,41 
45,01 
17,03 
41,81 
59,73 
37,45 
63,14 
23,88 
60,11 
43,12 
45,46 
45,29 
30,83 
Saturn 
45,89 
45,04 
44,78 
53,46 
57,87 
59,40 
21,73 
22,25 
37,53 
61,59 
60,02 
56,22 
219,30 
Uranus 
62,76 
39,18 
68,62 
1,00 
44,07 
54,67 
46,12 
50,13 
51,89 
45,58 
52,85 
63,55 
6,98 
Neptune 
70,99 
57,78 
49,23 
62,67 
60,83 
54,63 
1,66 
66,55 
42,71 
60,53 
75,93 
76,97 
453,36 
Pluto 
70,77 
42,76 
49,40 
45,01 
4,87 
68,53 
54,11 
69,73 
86,73 
91,92 
93,96 
80,92 
658,95 
N Node 
40,65 
20,54 
39,28 
39,95 
41,66 
58,34 
41,86 
43,77 
55,68 
18,13 
19,35 
20,30 
54,83 
Chiron 
47,72 
23,02 
58,96 
54,14 
61,59 
70,59 
67,80 
38,57 
9,51 
2,85 
31,29 
45,52 
200,75 














Placidus 
Aries 
Taurus 
Gemini 
Cancer 
Leo 
Virgo 
Libra 
Scorpio 
Sagittarius 
Capricorn 
Aquarius 
Pisces 
Total 
Cusp 1 
62,12 
45,05 
56,39 
65,39 
31,16 
29,58 
68,58 
67,41 
64,83 
44,90 
11,36 
62,12 
208,28 
Cusp 2 
11,06 
50,39 
57,67 
25,68 
34,59 
35,88 
26,16 
65,83 
62,72 
57,72 
52,03 
56,02 
77,93 
Cusp 3 
50,35 
16,90 
40,49 
62,87 
22,99 
39,23 
40,52 
23,98 
62,96 
58,21 
53,53 
50,74 
80,10 
Cusp 4 
45,49 
42,89 
23,06 
61,12 
41,50 
17,38 
43,47 
42,66 
22,97 
61,21 
57,52 
54,69 
81,94 
Cusp 5 
59,38 
39,00 
62,49 
58,63 
54,33 
49,02 
14,34 
46,09 
40,29 
62,31 
23,73 
59,67 
220,47 
Cusp 6 
63,83 
64,96 
37,39 
19,98 
51,32 
45,26 
55,20 
13,84 
42,22 
35,56 
65,03 
26,15 
77,37 
Cusp 7 
68,58 
67,41 
64,83 
44,90 
11,36 
62,12 
62,12 
45,05 
56,39 
65,39 
31,16 
29,58 
208,28 
Cusp 8 
26,16 
65,83 
62,72 
57,72 
52,03 
56,02 
11,06 
50,39 
57,67 
25,68 
34,59 
35,88 
77,93 
Cusp 9 
40,52 
23,98 
62,96 
58,21 
53,53 
50,74 
50,35 
16,90 
40,49 
62,87 
22,99 
39,23 
80,10 
Cusp 10 
43,47 
42,66 
22,97 
61,21 
57,52 
54,69 
45,49 
42,89 
23,06 
61,12 
41,50 
17,38 
81,94 
Cusp 11 
14,34 
46,09 
40,29 
62,31 
23,73 
59,67 
59,38 
39,00 
62,49 
58,63 
54,33 
49,02 
220,47 
Cusp 12 
55,20 
13,84 
42,22 
35,56 
65,03 
26,15 
63,83 
64,96 
37,39 
19,98 
51,32 
45,26 
77,37 














Placidus 
H 1 
H 2 
H 3 
H 4 
H 5 
H 6 
H 7 
H 8 
H 9 
H 10 
H 11 
H 12 
Total 
Sun 
63,08 
38,78 
58,57 
18,01 
53,15 
15,87 
16,67 
45,75 
45,25 
61,96 
37,36 
36,45 
83,73 
Moon 
19,71 
42,14 
4,55 
42,06 
57,84 
42,17 
58,83 
57,32 
42,04 
58,04 
58,61 
41,12 
105,38 
Mercury 
62,83 
38,13 
21,54 
43,73 
53,88 
3,18 
16,46 
47,10 
56,94 
40,50 
38,31 
37,02 
29,95 
Venus 
37,64 
39,28 
20,50 
44,57 
54,96 
16,34 
53,70 
17,07 
42,93 
39,94 
62,15 
63,05 
83,40 
Mars 
59,30 
20,64 
42,43 
56,14 
4,00 
55,06 
56,99 
42,05 
42,17 
39,96 
59,86 
39,16 
106,22 
Jupiter 
42,38 
41,55 
58,69 
4,45 
41,27 
58,12 
57,37 
57,35 
57,70 
59,29 
42,78 
58,62 
243,61 
Saturn 
41,00 
58,63 
57,60 
41,13 
58,37 
58,40 
41,51 
19,21 
43,37 
19,31 
41,76 
20,51 
83,26 
Uranus 
58,05 
56,71 
56,84 
57,19 
57,89 
57,14 
41,26 
58,48 
59,67 
41,14 
21,32 
42,03 
358,86 
Neptune 
42,37 
57,52 
57,07 
42,76 
58,07 
42,65 
4,42 
40,51 
59,79 
19,99 
41,39 
58,37 
105,55 
Pluto 
48,23 
50,68 
52,91 
47,48 
15,17 
51,72 
36,95 
36,84 
25,14 
24,76 
35,49 
63,60 
78,99 
Nh Node 
57,55 
42,41 
4,25 
19,68 
59,17 
41,76 
57,62 
57,67 
58,87 
41,76 
41,56 
41,22 
106,10 
Chiron 
57,72 
57,82 
19,19 
57,93 
41,32 
57,92 
41,59 
19,69 
41,36 
41,22 
41,96 
20,39 
83,24 
But could you predict with it? With items that have a large but not that not significant effect size? Certainly not. Even with very significant effect sizes in the order of two times as likely one cannot that easily predict as was shown in The calculation of the effectiveness of medication:
And in between Falls the Shadow or Between the idea / And the reality / Between the motion / And the act / Falls the Shadow (T.S. Eliot)