35 
ascertaining that the balance sheet of the Corporation is correct. Such auditor 
shall be paid such reasonable sum as remuneration as the said Hoard of Land 
and Works may appoint and such sum shall be paid by the Corporation and the 
Board of Land and Works such auditor may from time to time remove at 
pleasure. 
20. The accounts of the Corporation shall before the twenty-first day of Hooks to l 
January in each and every year be balanced up to and inclusive of the thirty- andauditc 
first day of December in the year preceding and forthwith on the accounts being 
so balanced an annual account shall be made up which shall exhibit a true 
statement of the total receipts and expenditure respectively of the Corporation 
during the year immediately preceding with the statement of the balance of such 
account and all books accounts and vouchers of the Corporation shall be 
examined and audited by the auditor so to he appointed as aforesaid and the 
balance and account shall be certified by two members of the Council and by 
such auditor as aforesaid. 
21. A copy of such annual account audited and certified as aforesaid shall Copy of 
be transmitted by the Council free of charge to the Registrar-General « n or coun?to C 
before the thirty-first day of January in each year and in case the same be not be sent to 
so transmitted a penalty of five pounds for each and every day on wliicn the Registrar- 
same is not so transmitted after any such thirty-first day of January may Genera l* 
be recovered by the Registrar-General or by any person authorised by him from 
the Corporation and may be recovered by summary process and such account 
shall be open at nil reasonable hours for the inspection of the public on payment 
of a fee of one shilling. 
SCHEDULES. 
THE FIRST SCHEDULE. Section 4 
All that piece of land in the said colony containing 55 acres 1 rood 1 perch 
more or less county of Hourke city of Melbourne commencing at a point bearing 
south 2 degrees 20 minutes east 4 chains 55 links and south 06 degrees 27 minutes 
west 70 links from the intersection of the south-western side of the Park road with 
the western side ol the Sydney road bounded thence by the Royal Park 10 chains 
17 links in an arc of a circle whose chord bears north 30 degrees 22 minutes west 
10 chains 5 links and whose centre lies north-easterly 19 chains 59 links thence 
bearing north 15 degrees 30 minutes west 5 chains 9 links thence 9 chains 10 links 
and i link in an arc of a circle whose chord bears north 42 degrees 19 minutes 
west 8 chains 77 links and whose centre lies south-westerly 9 chains 72 links thence 
5 chains 2 links and J link in an arc of a circle whose chord bears north 79 
degrees 30 minutes west4 chains 99 links and whose centre lies southerly 13 chains 
65 links thence bearing south 89 degrees 38 minutes west 1 chain 30 links thence 
6chains 16 links and } link in an arc of a circle whose chord bears north 68 degrees 
14 minutes west 6 chains and 4 link and whose centre lies north-easterly 7 chains 
97 links thence 7 chains 84 links in an arc of a circle whose chord bears north 19 
degrees 56 minutes west 7 chains 57 links and whose centre lies north-easterly 8 
chains 59 links thence 1 chain 35 links in an arc of a circle whose chord bears 
north 22 degrees 2 minutes east 1 chain 33 links and whose centre lies easterly 2 
chains 49 links thence bearing north 37 degrees 34 minutes east 2 chains 87 links 
and north 52 degrees 23 minutes west 1 chain 67 links and l link the boundary as 
above described being the western boundary of the road for access to the Gardens 
thence still by the Koval Park bearing south 37 degrees 37 minutes west 15 chains 
10 links north 52 degrees 6 minutes west 6 chains 34 links north 23 degrees 34 
minutes west 12 chains 41: links thence 29 chains 5 links in an arc of a circle 
whose centre bears north 66 degrees 26 minutes east 11 chains 1 link from the 
commencement of the arc thence bearing south 52 degrees 1 minute east 11 chains 
9 1 links thence south 37 degrees 37 minutes w'est 10 chains 49 links thence in a 
series of straight lines and curves parallel to and concentric with and 1 chain 
