✨ Loan Conversion Factors and Order
1072
THE NEW ZEALAND GAZETTE.
[No. 26
Table of Factors.
| Period from Date of Conversion to Maturity Date of Existing Securities. | Factor. | Period from Date of Conversion to Maturity Date of Existing Securities. | Factor. |
|---|---|---|---|
| Years. | Years. | ||
| ½ | 0·488998 | 19½ | 12·891438 |
| 1 | 0·967235 | 20 | 13·096761 |
| 1½ | 1·434948 | 20½ | 13·297566 |
| 2 | 1·892370 | 21 | 13·493952 |
| 2½ | 2·339726 | 21½ | 13·686017 |
| 3 | 2·777238 | 22 | 13·873855 |
| 3½ | 3·205123 | 22½ | 14·057560 |
| 4 | 3·623592 | 23 | 14·237222 |
| 4½ | 4·032853 | 23½ | 14·412931 |
| 5 | 4·433108 | 24 | 14·584774 |
| 5½ | 4·824556 | 24½ | 14·752835 |
| 6 | 5·207389 | 25 | 14·917198 |
| 6½ | 5·581799 | 25½ | 15·077944 |
| 7 | 5·947970 | 26 | 15·235153 |
| 7½ | 6·306083 | 26½ | 15·388903 |
| 8 | 6·656316 | 27 | 15·539270 |
| 8½ | 6·998842 | 27½ | 15·686327 |
| 9 | 7·333831 | 28 | 15·830149 |
| 9½ | 7·661448 | 28½ | 15·970806 |
| 10 | 7·981856 | 29 | 16·108367 |
| 10½ | 8·295214 | 29½ | 16·242902 |
| 11 | 8·601676 | 30 | 16·374476 |
| 11½ | 8·901395 | 30½ | 16·503155 |
| 12 | 9·194518 | 31 | 16·629003 |
| 12½ | 9·481191 | 31½ | 16·752081 |
| 13 | 9·761556 | 32 | 16·872451 |
| 13½ | 10·035752 | 32½ | 16·990172 |
| 14 | 10·303914 | 33 | 17·105303 |
| 14½ | 10·566175 | 33½ | 17·217900 |
| 15 | 10·822665 | 34 | 17·328020 |
| 15½ | 11·073511 | 34½ | 17·435716 |
| 16 | 11·318837 | 35 | 17·541042 |
| 16½ | 11·558765 | 35½ | 17·644051 |
| 17 | 11·793413 | 36 | 17·744793 |
| 17½ | 12·022898 | 36½ | 17·843319 |
| 18 | 12·247333 | 37 | 17·939676 |
| 18½ | 12·466829 | 37½ | 18·033913 |
| 19 | 12·681496 |
Example of Working.
Conversion as from 15th December, 1933, of 6-per-cent. securities for £100, maturing 14th January, 1947, into 4¼-per-cent. securities.
Interest rate on existing securities (as reduced by Part I of the Act) is 4⅜ per cent. per annum.
One year’s interest on £100 at existing rate (4⅜ per cent.) is .. .. 4·8
One year’s interest on £100 at new rate (4¼ per cent.) is .. .. 4·25
Difference is .. .. .. .. .. £0·55
Period from date of conversion (15th December, 1933) to existing maturity date (14th January, 1947) is 13 years 30 days, counted as 13 years.
Factor for 13 years is 9·761556.
£0·55 multiplied by 9·761556 is £5·3688558, or £5 7s. 4d., which is the premium for £100 of the existing securities.
The premiums on other amounts of existing securities of the same class can be computed in the same way, or, alternatively, by ascertaining 5·3688558 per cent. of the amount of the principal in each case.
F. D. THOMSON,
Clerk of the Executive Council.
(T. 49/286/3.)
Waitemata Electric-power Board Loans Conversion Order, 1934 (No. 2).
BLEDISLOE, Governor-General.
ORDER IN COUNCIL.
At the Government House at Wellington, this 14th day of April, 1934.
Present:
His Excellency the Governor-General in Council.
WHEREAS it is provided by section nine of the Local Authorities Interest Reduction and Loans Conversion Act, 1932–33, that, with the precedent consent of the Governor-General, given by Order in Council under section thirteen of the said Act, after compliance with the provisions of Part II of the Act, and subject to and in accordance with the provisions of such Order in Council, any local authority may issue new securities in conversion of any existing securities to which the said Act applies :
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VUW Te Waharoa —
NZ Gazette 1934, No 26
NZLII —
NZ Gazette 1934, No 26
✨ LLM interpretation of page content
💰
Computation of Premiums for Loan Conversion
(continued from previous page)
💰 Finance & RevenuePremiums, Loan Conversion, Local Authorities Interest Reduction and Loans Conversion Act, 1932–33, Factors, Example Calculation
- F. D. Thomson, Clerk of the Executive Council
💰 Waitemata Electric-power Board Loans Conversion Order, 1934 (No. 2)
💰 Finance & Revenue14 April 1934
Order in Council, Loan Conversion, Waitemata Electric-power Board, Local Authorities Interest Reduction and Loans Conversion Act, 1932–33
- BLEDISLOE, Governor-General