The Urim and Thummim Photo Exposition
The Urim and Thummim Photo Exposition
This photo presentation concerns a theory. The purpose is to propose a description of the lost device called the Urim and Thummim, mentioned explicitly in Exodus 28:30. The theory is presented in this form in order to illustrate the basic concepts pertaining to it. Since the instrument is known to have had the ability to "divine the word of God," and that it was/is an ocular device, capable of telling the future, the theory presented here will be supported elsewhere by deliniating the practical use of this proposed replica. By examining the various geometries shown, the repetition supports that these are intentional clues set forth for just such a means of re-discovery. The photos scan through actual traditional Jewish artifacts, noting designs and obligatory requirements of their construction. To this, many ritualized analogies are added, most supported by commands for their performance found in the Old Testament. Long practiced ceremonies, rituals peerformed during obligatory Feast Days, forinstance, have elements that add credence to the geometry proposed. Furthermore, using the Book of Exodus, the proposed geometric constructions of the URIM and THUMMIM are supported in symbolized analogies found in details of the Tabernacle. All these details are assumed to intentionally defined and subtly hint towards the unmentioned construction of this device. That assumption rests on the observation that this one tool, URIM and THUMMIM, is said to be the device by which man might divine the will of God. Hence, the "hidden" geometries.
The booth, a view inside...
The booth, a view inside... 
 
The Jews flee Pharoah. The next week, in the sand of the hot desert, they are building these little shacks. Makes sense that once a year they are reminded of their Exodus in this ritual of a feast day. But, there is something to note here, in that these booths must be squared off, as long as they are wide. and there is a prohibition against rising beyond twenty cubits. We will come back to this 20 cubit limit on the geometry,