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{{Style P-Title|THE NUMBER SEVEN AND OUR SOCIETY}} | {{Style P-Title|THE NUMBER SEVEN AND OUR SOCIETY}} | ||
{{HPB-CW-comment|view=center|[''The Theosophist'', Vol. I, No. 12, September, 1880, pp. 311-312]}} | |||
{{Vertical space|}} | {{Vertical space|}} | ||
The thoughtful reader must have pondered well over the mysterious import that the number Seven seems to have always had among the ancients, as succinctly epitomized in our June number, as well as the theory of cycles, discussed in the July issue. It was there stated that the German scientists are now giving attention to this manifestation of the numerical harmony and periodicity of the operations of {{Page aside|449}} Nature. A series of statistical observations, embracing some centuries of historical events, tend to show that the ancients must have been perfectly aware of this law when constructing their systems of philosophy. In fact, when statistical science shall have been fully perfected, as it seems likely to be, there will be constantly increasing proofs that the evolution of heroes, poets, military chieftains, philosophers, theologians, great merchants, and all other remarkable personages, is as capable of mathematical estimate upon the basis of the potentiality of numbers, as the return of a comet by the rules of astronomical calculations. The comparatively modern system of life insurance rests upon the calculated expectancy of life on the average at certain ages; and, while nothing is so uncertain as the probable longevity of any single individual in a community, nothing is more certain than that the probable life-chance of any one person, in the mass of population, can be known on the basis of the general average of human life. In fact, as M. de Cazeneuve, in the Journal du Magnétisme, justly observes, the law of numerical proportions is verified in every department of the physical sciences. We see it in chemistry as the law of definite proportions and multiple proportions; in physics, as the law of optics, acoustics, electricity, etc.; in mineralogy, in the wonderful phenomena of crystallization; in astronomy, in the celestial mechanics. Well may the writer, above-quoted, remark: “Physical and moral laws have so infinitely numerous points of contact, that, if we have not as yet reached the point where we can demonstrate their identity, it is none the less certain that there exists between them a very great analogy.” | The thoughtful reader must have pondered well over the mysterious import that the number ''Seven'' seems to have always had among the ancients, as succinctly epitomized in our June number, as well as the theory of cycles, discussed in the July issue. It was there stated that the German scientists are now giving attention to this manifestation of the numerical harmony and periodicity of the operations of {{Page aside|449}}Nature. A series of statistical observations, embracing some centuries of historical events, tend to show that the ancients must have been perfectly aware of this law when constructing their systems of philosophy. In fact, when statistical science shall have been fully perfected, as it seems likely to be, there will be constantly increasing proofs that the evolution of heroes, poets, military chieftains, philosophers, theologians, great merchants, and all other remarkable personages, is as capable of mathematical estimate upon the basis of the potentiality of numbers, as the return of a comet by the rules of astronomical calculations. The comparatively modern system of life insurance rests upon the calculated expectancy of life on the average at certain ages; and, while nothing is so uncertain as the probable longevity of any single individual in a community, nothing is more certain than that the probable life-chance of any one person, in the mass of population, can be known on the basis of the general average of human life. In fact, as M. de Cazeneuve, in the ''Journal du Magnétisme'', justly observes, the law of numerical proportions is verified in every department of the physical sciences. We see it in chemistry as the law of definite proportions and multiple proportions; in physics, as the law of optics, acoustics, electricity, etc.; in mineralogy, in the wonderful phenomena of crystallization; in astronomy, in the celestial mechanics. Well may the writer, above-quoted, remark: “Physical and moral laws have so infinitely numerous points of contact, that, if we have not as yet reached the point where we can demonstrate their identity, it is none the less certain that there exists between them a very great analogy.” | ||
We have attempted to show how, by a sort of common instinct, a peculiar solemnity and mystical significance has been given the Number Seven among all people, at all times. It now remains for us to cite, from the experience of the Theosophical Society, some facts which indicate how its power has manifested itself with us. Continually our experiences have been associated with Seven or some combination or multiple of it. And it must be remembered that, in not a single instance, was there any intention that the {{Page aside|450}} number should play a part in our affairs; but, on the contrary, what happened was in many cases exactly the reverse of what we desired. It was only the other day that we began to take any note of the striking chain of circumstances, and some have only been recalled now at the moment of writing. | We have attempted to show how, by a sort of common instinct, a peculiar solemnity and mystical significance has been given the Number ''Seven'' among all people, at all times. It now remains for us to cite, from the experience of the Theosophical Society, some facts which indicate how its power has manifested itself with us. Continually our experiences have been associated with ''Seven'' or some combination or multiple of it. And it must be remembered that, in not a single instance, was there any intention that the {{Page aside|450}}number should play a part in our affairs; but, on the contrary, what happened was in many cases exactly the reverse of what we desired. It was only the other day that we began to take any note of the striking chain of circumstances, and some have only been recalled now at the moment of writing. | ||
The two chief founders of our Society were the President, Colonel Olcott, and the Conductor of this Magazine. When they made each other’s acquaintance (in 1874), the office number of the former was seven, the house number of the latter seventeen. The President’s Inaugural Address before the Society was delivered November 17, 1875; the Headquarters were established in the | The two chief founders of our Society were the President, Colonel Olcott, and the Conductor of this Magazine. When they made each other’s acquaintance (in 1874), the office number of the former was ''seven'', the house number of the latter ''seventeen''. The President’s Inaugural Address before the Society was delivered November 17, 1875; the Headquarters were established in the 47''th'' street (the uptown streets in New York are all designated by numbers), and Colonel Olcott’s office was removed to 71 Broadway. On the 17''th'' December, 1878, our delegates to India sailed for London; the voyage, owing to storms and fogs, lasted seventeen days; on the 17''th'' January, 1879, we left London for Liverpool to take the steamer for Bombay, got on board the next day, but lay all night in the Mersey, and on the 19th—the ''seventeenth'' day from our landing in England, we got to sea. On March 2—''seventeen'' days after reaching Bombay—we removed to the bungalows where we have ever since been living.<ref>{{HPB-CW-comment|[Col. Olcott says that this took place on March 7th. See ''Old Diary Leaves'', II, 21.—''Compiler''.]}}</ref> On the 23rd March, ''thirty-five'' (7 x 5) days after landing, Colonel Olcott delivered his first public oration on Theosophy, at Framji Cowasji Institute, Bombay. July 7, the first Prospectus, announcing the intended foundation of ''The Theosophist'' was written; on the 27''th'' September, the first<ref>{{HPB-CW-comment|[Col. Olcott’s ''Diaries'' say that this was the ''last'' “form.”—Compiler.]}}</ref> “form” was made up at the printing-office, and on October 1—our 227''th'' in India—the magazine appeared. | ||
But we anticipate events. In the beginning of April, last year, Colonel Olcott and the Conductor of this Magazine went to the N.W. Provinces to meet Swami Dayânand, and were absent from the Headquarters thirty-seven days, and visited seven different cities during the trip. In December {{Page aside|451}} of that year we again went northward, and on the | But we anticipate events. In the beginning of April, last year, Colonel Olcott and the Conductor of this Magazine went to the N.W. Provinces to meet Swami Dayânand, and were absent from the Headquarters thirty-''seven'' days, and visited ''seven'' different cities during the trip. In December {{Page aside|451}}of that year we again went northward, and on the 21''st'' (7x3) of that month, a special meeting of the Society of Benares Pandits was held to greet Colonel Olcott and elect him an Honorary Member in token of the friendliness of the orthodox Hindu pandits for our Society—a most important event. | ||
Coming down to the Ceylon trip, we find, on consulting the diary, that our party sailed from Bombay May 7, the steamer starting her engines at 7:7 | Coming down to the Ceylon trip, we find, on consulting the diary, that our party sailed from Bombay May 7, the steamer starting her engines at 7:7 {{Style S-Small capitals|a.m}}. We reached Point de Galle on the 17''th''. At the first meeting in Ceylon of candidates for initiation, a group of ''seven'' persons presented themselves. At Panadure, ''seven'' were also initiated first, the evening proving so boisterous and stormy that the rest could not leave their houses. At Colombo, ''fourteen'' (7 x 2) were initiated the first night, while, at the preliminary meeting to organize the local branch temporarily, there were twenty-''seven''. At Kandy, ''seventeen'' comprised the first body of candidates. Returning to Colombo, we organized the “Lanka Theosophical Society,” a scientific branch, on the 17''th'' of the month, and on the evening when the Panadure branch was formed, ''thirty-five'' (7 x 5) names were registered as fellows. ''Seven'' priests were initiated here during this second visit, and at Bentota, where we tarried to organize a branch, there were again ''seven'' priests admitted. ''Thirty-five'' (7 x 5) members organized the Matara branch; and here again the priests taken into fellowship numbered ''seven''. So, too, at Galle, twenty-''seven'' persons were present on the night of the organization—the rest being unavoidably absent; and at Welitara the number was ''twenty-one'', or three times ''seven''. Upon counting up the entire number of lay Buddhists included in our ''seven'' Ceylon branches, that are devoted to the interests of that faith, we find our mystical number ''seven'' occupying the place of units, and what adds to the singularity of the fact is that the same is the case with the sum-total of priests who joined our Parent Society. | ||
Our septenary fatality followed us all throughout the return voyage to Bombay. Of the Delegation, two members, having urgent business, took an earlier steamer from Colombo, thus reducing our number to seven. Two more fully {{Page aside|452}} intended to come home from Galle by the vessel of the | Our septenary fatality followed us all throughout the return voyage to Bombay. Of the Delegation, two members, having urgent business, took an earlier steamer from Colombo, thus reducing our number to ''seven''. Two more fully {{Page aside|452}}intended to come home from Galle by the vessel of the 7''th'' July, but, as it turned out, she did not touch there and so, perforce, our band of ''seven'' came together on the 12th—the fifty-''seventh'' day after our landing. The sea voyage from Ceylon to Bombay may be said to begin upon leaving Colombo, since the run from Galle to that port is in Ceylonese waters. From friends—five laymen and two priests—again ''seven''—who came aboard at Colombo to bid us farewell, we learned that the July ''Theosophist'' had reached there, and being naturally anxious to see a copy, urgently requested that one should be sent us to look at, if possible, before 5 o’clock {{Style S-Small capitals|p.m}}., the hour at which it was thought we would leave port. This was promised us, and, after our friends left, we watched every craft that came from shore. Five o’clock came, then six and half-past six, but no messenger or magazine for us. At last, precisely, at ''seven'', one little canoe was seen tossing in the heavy sea that was running; she approached, was alongside; on her bows, painted on a white ground was the Number ''Seven''; a man climbed over the ship’s rail, and in his hand was the paper we were waiting for! When the anchor was up and the pilot’s bell rang for starting the engines, two of our party ran to look at the ship’s clock: it stood at ''seven'' minutes past 7 {{Style S-Small capitals|p.m}}. | ||
At Tuticorin, Mr. Padshah, one of our party, went ashore as his desire was to return by rail to Bombay, so as to see Southern India; the little boat in which he went ashore we noticed, after she had got clear from the crowd of craft alongside, bore the number forty-seven. Going down the coast on our outward voyage, our steamer touched at fourteen (7 x 2) ports; coming home, our vessel, owing to the monsoon weather and the heavy surf along the Malabar Coast, visited only seven. And, finally, as though to show us that our septenate destiny was not to be evaded, it was exactly seven o’clock—as the log of the S.S. Chanda shows — when we sighted the pilot off Bombay harbour, at 7.27 the bell rang to slow down the engines, at 7.47 the pilot stepped on the “bridge” and took command of the ship, and, at 9.37, our anchor was dropped off the Apollo Bunder, and {{Page aside|453}} our voyage was thus ended on the 24th of July, the seventy-seventh day after the one on which we had sailed for Ceylon. To ascribe to mere coincidence this strange, if not altogether unprecedented, concatenation of events, in which the Number Seven was, as the astrologers might call it “in the ascendant,” would be an absurdity. The most superficial examination of the doctrine of chance will suffice to show that. And, if, indeed, we must admit that some mysterious law of numerical potentialities is asserting itself in shaping the fortunes of The Theosophical Society, whither shall we turn for an explanation but to those ancient Asiatic philosophies which were built upon the bed-rock of Occult Science? | At Tuticorin, Mr. Padshah, one of our party, went ashore as his desire was to return by rail to Bombay, so as to see Southern India; the little boat in which he went ashore we noticed, after she had got clear from the crowd of craft alongside, bore the number forty-''seven''. Going down the coast on our outward voyage, our steamer touched at ''fourteen'' (7 x 2) ports; coming home, our vessel, owing to the monsoon weather and the heavy surf along the Malabar Coast, visited only ''seven''. And, finally, as though to show us that our septenate destiny was not to be evaded, it was exactly ''seven'' o’clock—as the log of the ''S.S. Chanda shows'' — ''when we sighted the pilot'' off Bombay harbour, at 7.27 the bell rang to slow down the engines, at 7.47 the pilot stepped on the “bridge” and took command of the ship, and, at 9.37, our anchor was dropped off the Apollo Bunder, and {{Page aside|453}}our voyage was thus ended on the 24th of July, the ''seventy-seventh'' day after the one on which we had sailed for Ceylon. To ascribe to mere coincidence this strange, if not altogether unprecedented, concatenation of events, in which the Number ''Seven'' was, as the astrologers might call it “in the ascendant,” would be an absurdity. The most superficial examination of the doctrine of chance will suffice to show that. And, if, indeed, we must admit that some mysterious law of numerical potentialities is asserting itself in shaping the fortunes of The Theosophical Society, whither shall we turn for an explanation but to those ancient Asiatic philosophies which were built upon the bed-rock of Occult Science? | ||
{{Footnotes}} | {{Footnotes}} | ||