November 14, 2020 11:14AM
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Registered: 4 years ago
Posts: 170
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Hi Robin,
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But what of the support of Gantenbrink by the late Rainer Stadelmann? The latter was a respected scientist who surely would not have accepted Gantenbrink's ideas without first examining the evidence. Or would he?
At first we need to decide what in this case is called evidence. Gantenbrink mentions multiple measurements for each shaft (for example: 26 measurements for QCS, 14 measurements for QCN), but does not provide values. A careful researcher would publish the result of each measurement and the distance along the shaft at which this value was obtained, as Petrie did. From Gantenbrink we got only one unverifiable average value for each shaft. In my opinion, the lack of precise data on particular measurements demonstrates the quality of research work carried out by Gantenbrink.
Further, we see that there is no mention of exact measurements taken outside the pyramid (the elevation of the courses, the horizontal distances from the observed outlets to the axis of the pyramid or the casing plane). Only the elevations of the outlets of both shafts, and these values are very close to those of Petrie, only mixed up in places.
We do not know what data Stadelmann received from Gantenbrink as survey results. If they are the same as we see, then there is nothing special to check there.
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It is noteworthy that articles promoting Gantenbrink's ideas say very little about astronomy. Gantenbrink rejected astronomical ideas vehemently and promoted his geometric shaft plan. On his site, and Legon's (where has that gone by the way?), and Djedi, and in the manner of obfuscating journalists, a series of straw men are introduced to suggest that the purpose of the shafts has been studied from all angles before arriving at the preferred idea - does anyone here still promote the comical 'ventilation' hypothesis?
Indeed, the greatest weakness of the "geometric shafts" is the lack of an acceptable explanation for the reason for their appearance. What is their purpose then? Inclined ventilation shafts instead of horizontal ones? (horizontal ones would be much easier to build) This is ridiculous. Geometric "exercises" by builders created to fix in stone certain elevation levels at the cost of huge construction complications? Unconvincing. I do not see any other alternative besides “star shafts”.
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However the proposed geometry of the shafts does not sit well with the known geometry of the pyramid, other than my observation that the vertical component of the KC shaft convergence point is given by the root two construction on the height of the pyramid.
Is virtual convergence point of the KC shafts at an elevation of 77c and 22c south of the center?
Alex.
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