AUGUST.
Day of the Month.Height of Therm. 7 A.M.Height of Therm. 3 P.M.Course of the Wind.
17895
27894
37592
474½93
57392
67795
77897
87996
97798S.
1081100S.S.E.
1180
1279
137694
147894
157995
167895
177695
187996
198099S.
207794
217694
227594
237795
247793N.W.
257593N.W.
267694N.N.W.
277592N.
287894
298096S.W.
307895S.
317795
SEPTEMBER.
Day of the Month.Height of Therm. 7 A.M.Height of Therm. 3 P.M.Course of the Wind.
1
2
3
4
5
6
7
87793







Always S.E. or S.
98095
108195
117993
127893
138094
147792
157592
167490
17
18
19
20
21
22
23
24
25
26
27
28
297490N.E.
307590N.E.
OCTOBER.
Day of the Month.Height of Therm. 7 A.M.Height of Therm. 3 P.M.Course of the Wind.
17690
27591
38093N.
47893
57792
67790
77791
87691
97892
108092
117590N.W.
127487N.N.W.
137486
147286N.W.N.
1572½86
167384
177586
187787
197687N.
208089
217686
227585
237584
247484
257684½
2675½86
277484
28
297281
307381
317281
NOVEMBER.
Day of the Month.Height of Therm. 7 A.M.Height of Therm. 3 P.M.Course of the Wind.
17083
27287S.
37186
47286
57387
66988
76982N.E.
87082N.N.E.
96981
106880
116882
126980
137080
146879
156983
167286
1772½84
187283½
197081
207182





S.
217382
227283
237284
2473½86
257385
267285
277482
287180
297080
307079
DECEMBER.
Day of the Month.Height of Therm. 7 A.M.Height of Therm. 3 P.M.Course of the Wind.
1
2
3
4
5
6
7
8
9
10
11
125971





N.
136073
146279
155776
165777
175879
185778
196079
206080





S.W.
216280
2262½81
236181
245780
255880
265674
276076
285676
295776
305877
315776

No. IV.

Some Observations on the account of Egypt given in the works of Savary and Volney.

Vol. i. p. 27. Savary says, Alexandria is only a village, containing scarcely six thousand inhabitants. The fall of Alexandria from its antient splendour has already been remarked; and how vague all computations of number must necessarily be, by persons who reside there only for a few weeks or months. But Alexandria alone furnished to the Imperial army and navy, in the war with the Russians, four thousand men able to bear arms. This, with other circumstances, might serve to prove that the population must greatly exceed the number mentioned.

He computes the people of Damiatt at eighty thousand, which appears no less extravagant on the other side, and is certainly at least double the real number.