Our Calendar / The Julian calendar and its errors. How corrected by the Gregorian. Rules for finding the dominical letter, and the day of the week of any event from the days of Julius Caesar 46 B.C. to the year of our Lord four thousand; a new and easy method of fixing the date of Easter. Hebrew calendar; showing the correspondence in the date of events recorded in the Bible with our present Gregorian calendar. Illustrated by valuable tables and charts.

by George Nichols Packer

Oct., 1892.				Nov., 1892.				Dec., 1892.
1	Cal.	a	Sat.	1	Cal.	d	Tues.	1	Cal.	f	Thur.
2	6	b	Sun.	2	4	e	Wed.	2	4	g	Fri.
3	5	c	Mon.	3	3	f	Thur.	3	3	a	Sat.
4	4	d	Tues.	4	2	g	Fri.	4	2	b	Sun.
5	3	e	Wed.	5	Non.	a	Sat.	5	Non.	c	Mon.
6	2	f	Thur.	6	8	b	Sun.	6	8	d	Tues.
7	Non.	g	Fri.	7	7	c	Mon.	7	7	e	Wed.
8	8	a	Sat.	8	6	d	Tues.	8	6	f	Thur.
9	7	b	Sun.	9	5	e	Wed.	9	5	g	Fri.
10	6	c	Mon.	10	4	f	Thur.	10	4	a	Sat.
11	5	d	Tues.	11	3	g	Fri.	11	3	b	Sun.
12	4	e	Wed.	12	2	a	Sat.	12	2	c	Mon.
13	3	f	Thur.	13	Ides.	b	Sun.	13	Ides.	d	Tues.
14	2	g	Fri.	14	18	c	Mon.	14	19	e	Wed.
15	Ides.	a	Sat.	15	17	d	Tues.	15	18	f	Thur.
16	17	b	Sun.	16	16	e	Wed.	16	17	g	Fri.
17	16	c	Mon.	17	15	f	Thur.	17	16	a	Sat.
18	15	d	Tues.	18	14	g	Fri.	18	15	b	Sun.
19	14	e	Wed.	19	13	a	Sat.	19	14	c	Mon.
20	13	f	Thur.	20	12	b	Sun.	20	13	d	Tues.
21	12	g	Fri.	21	11	c	Mon.	21	12	e	Wed.
22	11	a	Sat.	22	10	d	Tues.	22	11	f	Thur.
23	10	b	Sun.	23	9	e	Wed.	23	10	g	Fri.
24	9	c	Mon.	24	8	f	Thur.	24	9	a	Sat.
25	8	d	Tues.	25	7	g	Fri.	25	8	b	Sun.
26	7	e	Wed.	26	6	a	Sat.	26	7	c	Mon.
27	6	f	Thur.	27	5	b	Sun.	27	6	d	Tues.
28	5	g	Fri.	28	4	c	Mon.	28	5	e	Wed.
29	4	a	Sat.	29	3	d	Tues.	29	4	f	Thur.
30	3	b	Sun.	30	2	e	Wed.	30	3	g	Fri.
31	2	c	Mon.					31	2	a	Sat.

January.					February.					March.
	Cal.			1		Cal.			1		Cal.			1
6	-	4	=	2	6	-	4	=	2	8	-	6	=	2
6	-	3	=	3	6	-	3	=	3	8	-	5	=	3
6	-	2	=	4	6	-	2	=	4	8	-	4	=	4
	Nones			5		Nones			5	8	-	3	=	5
14	-	8	=	6	14	-	8	=	6	8	-	2	=	6
14	-	7	=	7	14	-	7	=	7		Nones			7
14	-	6	=	8	14	-	6	=	8	16	-	8	=	8
14	-	5	=	9	14	-	5	=	9	16	-	7	=	9
14	-	4	=	10	14	-	4	=	10	16	-	6	=	10
14	-	3	=	11	14	-	3	=	11	16	-	5	=	11
14	-	2	=	12	14	-	2	=	12	16	-	4	=	12
	Ides			13		Ides			13	16	-	3	=	13
33	-	19	=	14	30	-	16	=	14	16	-	2	=	14
33	-	18	=	15	30	-	15	=	15		Ides			15
33	-	17	=	16	30	-	14	=	16	33	-	17	=	16
33	-	16	=	17	30	-	13	=	17	33	-	16	=	17
33	-	15	=	18	30	-	12	=	18	33	-	15	=	18
33	-	14	=	19	30	-	11	=	19	33	-	14	=	19
33	-	13	=	20	30	-	10	=	20	33	-	13	=	20
33	-	12	=	21	30	-	9	=	21	33	-	12	=	21
33	-	11	=	22	30	-	8	=	22	33	-	11	=	22
33	-	10	=	23	30	-	7	=	23	33	-	10	=	23
33	-	9	=	24	30	-	6	=	24	33	-	9	=	24
33	-	8	=	25	31	-	6	=	25	33	-	8	=	25
33	-	7	=	26	31	-	5	=	26	33	-	7	=	26
33	-	6	=	27	31	-	4	=	27	33	-	6	=	27
33	-	5	=	28	31	-	3	=	28	33	-	5	=	28
33	-	4	=	29	31	-	2	=	29	33	-	4	=	29
33	-	3	=	30						33	-	3	=	30
33	-	2	=	31						33	-	2	=	31

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PART SECOND.

MATHEMATICAL.

CHAPTER I.

ERRORS OF THE JULIAN CALENDAR.

It will be necessary in the first place to understand the difference between the Julian and Gregorian rule of intercalation. If the number of any year be exactly divisible by four it is leap year; if the remainder be 1, it is the first year after leap-year; if 2, the second; if 3, the third; thus: