for Responsions, if both Geometry and Algebra are
offered

£

s. d.

2 2 O

6

..

O IO

6

for Examination in Geometry only or in Algebra only
for the Greek Language or for Latin Prose Compo-
sition only at Responsions

for the Preliminary Examination for Students of Music I I O
for the First Public Examination :

a. for the Examination in Holy Scripture

b. for each of the other parts ..

for each of the subjects of the Final Pass School
(except Group C. (6) and Group E)

for each of the subjects of Group C. (6) and Group E
of the Final Pass School
for any Honour School other than the School of
Mathematics

for the School of Mathematics

for each of the subjects in the Preliminary Examina-
tion in the School of Natural Science, whether
offered separately or together...

Before the Examination in Civil Law

Before the Examination for the Degree of Master of Surgery 5

Before Examination in Medicine:

for each of the subjects of Pathology, Organic
Chemistry, Materia Medica, and Forensic Medicine
and Public Health ..

for the remaining subjects in either Examination for
the Degree of Bachelor of Medicine

Before each Examination for the Degree of Bachelor of
Music

Before the First Examination for the Degree of Doctor of Music

Before the Final Examination for the Degree of Doctor
of Music ..

Before each part of the Examination in Preventive
Medicine..

Before the Examination in Ophthalmology—
(1) for a Graduate of the University of Oxford
(2) for a Candidate who is not a Graduate of the
University

(3) for any Candidate on entering his name on a second or any subsequent occasion

I IO

Before the Examination for a Certificate in French or in
German
Before the Examination for a Certificate of proficiency
in the colloquial use of French or of German
On admission as a Candidate for the Degree of
Bachelor of Civil Law under the provisions of Statt.
Tit. VI. Sect. v. § 1. cl. 2

On admission or readmission as a Candidate for the
Degree of Bachelor of Letters or Bachelor of Science
On application or reapplication for a Certificate as a Can-
didate for the Degree of Bachelor of Letters or Science
Before application for a Certificate as a Candidate for the
Degree of Doctor of Letters or Science

Ο ΙΟ

5

5

5

7

On claiming exemption from Responsions or any part of
the First or Second Public Examination (see p. 21, cl.8) 1 o

I.

OF THE TIME AND EXERCISES
REQUIRED FOR THE DEGREE
OF BACHELOR OF ARTS.

[Statt. Tit. VI. Sect. 1.]

1. Any Scholar in the Faculty of Arts may supplicate for the degree of Bachelor in that Faculty so soon as he shall have kept statutable residence and employed himself in the study of Arts and in hearing lectures for twelve Terms, and shall have passed three Examinations, namely, Responsions and the First and Second Public Examinations, at the several times and subject to the conditions hereinafter set forth.

A Candidate who has failed to pass any of these Examinations, or to satisfy the conditions under which they entitle to the degree of Bachelor of Arts may, nevertheless, offer himself at any following time or times in the same manner as he might have done if he had not previously offered himself. 2. The following persons shall not be required to pass Responsions:

A. Any person who

(1) being on the list of Selected Candidates for the

Civil Service of India, or having been on the list and become a member of that Service, has been matriculated;

(2) being qualified under any Statute or Decree, to become an Affiliated, Colonial or Foreign Student, has shown a sufficient knowledge of the Greek language as defined in Statt. Tit. II. Sect. VI, Sect. VII, Sect. VIII, Sect. IX, and any person who is qualified under any Statute or Decree, to become an Indian Student.

B. Any person who has obtained

(1) a Certificate of having passed at the University of Cambridge Part I and Part II of the Previous Examination;

or (2) a Certificate of having gained a class in the Final Senior Freshman Examination of the University of Dublin, provided that he has satisfied the Examiners in Greek in that Examination, or

that he has satisfied the Masters of the Schools in the Examination in the Greek language only;

or (3) one or more of the Higher Certificates granted by the Delegates for the Inspection and Examination of Schools, showing that he has satisfied the Examiners in Latin and Elementary or Additional Mathematics in the same or in separate Examinations, provided that he has also satisfied them in Greek or that he has satisfied the Masters of the Schools in the Examination in the Greek language only;

or (4) a School Certificate granted by the Delegates aforesaid, showing that he has satisfied the Examiners in English, Latin, Elementary or Additional Mathematics, and in French, or German, or History, or Geography, or the composite subject History-and-Geography, or a branch of Natural Science, in the same or in separate Examinations, provided that he has also satisfied them in Greek or that he has satisfied the Masters of the Schools in the Examination in the Greek language only; or (5) a statement that he has satisfied the Examiners for Higher Certificates appointed by the Delegates aforesaid in the subjects prescribed for the Examination in Stated Subjects in Responsions as hereafter defined in one Examination at the same time; or (6) a statement that he has satisfied the Examiners for School Certificates appointed by the Delegates aforesaid in English, Latin, Elementary or Additional Mathematics, and in French, or German, or History, or Geography, or the composite subject History-and-Geography, or a branch of Natural Science, in the same or in separate Examinations, provided that in at least one Examination he shall have satisfied the Examiners in English and in four other subjects, provided also that he has satisfied them in Greek or that he has satisfied the Masters of the Schools in the Examination in the Greek language only;

or (7) a School Certificate or a statement granted by the Delegates aforesaid showing that he has satisfied the Examiners in English and four of the following subjects: Latin, Greek, French, German, Elementary Mathematics, Additional Mathematics, History, Geography, History-and-Geography, or

a branch of Natural Science, although Latin, or Greek, or Elementary (or Additional) Mathematics, or any two of these are not included in his School Certificate or statement, provided that he possesses one or more Higher Certificates showing that he has satisfied the Examiners for Higher Certificates in the required subject or subjects.

or (8) a Graduation (Master of Arts) diploma of one of the Scotch Universities endorsed with the subjects offered; [these must include Latin and Mathematics, and, if Greek is not also included, the person must also have satisfied the Masters of the Schools in the Examination in the Greek language only ;]

or (9) the Preliminary Examination Certificate of the Joint Board of Examiners for the Scottish Universities, endorsed with the subjects offered; these must include Latin and Greek in the higher standard, and Mathematics in the lower standard at least; and the Candidate, unless he also holds a Graduation Diploma, must have passed in all these subjects in the same Examination;

or (10) a Certificate of the Scotch Education Department that in the examination for Leaving Certificates the Candidate has passed in Latin and Greek of at least the higher grade, and in Mathematics of at least the lower grade; and the Candidate, unless he also holds a Graduation Diploma, must have passed in all these subjects in the same examina-` tion;

or (11) a Senior School Certificate granted by the Delegates of Local Examinations, showing that he has satisfied the Examiners in English, Latin, Mathematics or Higher Mathematics, and in French or German or History or Geography or a branch of Natural Science, in the same or in separate Examinations, provided that he has also satisfied them in Greek or that he has satisfied the Masters of the Schools in the Examination in the Greek language only;

or (12) a statement from the Delegates of Local Examinations showing that, either in the same or in separate Examinations, he has satisfied the Examiners in all the subjects required by the