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9 Oct 2006 : Column 267W—continued

Accidents (Graveyards)

Mr. Hands: To ask the Chancellor of the Exchequer what estimate the Office for National Statistics has made of the number of deaths from accidents in graveyards or cemeteries in each of the last three years. [89409]

John Healey: The information requested falls within the responsibility of the National Statistician who has been asked to reply.

Letter from Karen Dunnell, dated 9 October 2006:

Agency Staff

Mr. Weir: To ask the Chancellor of the Exchequer what average hourly rate his Department paid to employment agencies for agency staff in each year since 1999, broken down by agency. [89468]


9 Oct 2006 : Column 268W

John Healey: I refer the hon. Gentleman to the answer I gave on 25 July 2006, Official Report, column 1341W to the hon. Member for North Ayrshire and Arran (Ms Clark).

Anniversary Celebrations

Michael Gove: To ask the Chancellor of the Exchequer what plans he has to celebrate his 10th anniversary of his holding the office of Chancellor of the Exchequer. [90108]

John Healey: The Chancellor has served in his post for nine years and five months, not for 10 years.

Average Wages

Hugh Bayley: To ask the Chancellor of the Exchequer what the (a) average wage for (i) full-time male, (ii) full-time female, (iii) part-time male and (iv) part-time female employees and (b) average household income for working age households was in City of York council area in (1) cash and (2) constant price terms in each of the last 10 years. [88725]

John Healey: The information requested falls within the responsibility of the National Statistician who has been asked to reply.

Letter from Stephen Penneck, dated 9 October 2006:


9 Oct 2006 : Column 269W

9 Oct 2006 : Column 270W
Gross weekly (cash £) pay for employee jobs( 1) by place of work—City of York
£
Median Mean
Full-time male Full-time female Part-time male Part-time female Full-time male Full-time female Part-time male Part-time female

1997

363

235

x

89

397

260

x

103

1998

372

250

x

95

420

284

x

106

1999

382

267

x

101

432

303

x

111

2000

403

286

x

117

462

320

93

126

2001

402

303

x

116

447

331

x

132

2002

448

306

x

125

475

349

x

138

2003

457

317

x

129

517

369

146

150

2004

472

342

x

130

526

399

158

150

2004(2)

460

342

x

126

505

398

x

147

2005

455

359

x

134

508

401

141

155


Gross weekly (constant price £) pay for employee jobs( 3) by place of work—City of York
£
Median Mean
Full-time male Full-time female Part-time male Part-time female Full-time male Full-time female Part-time male Part-time female

1997

445

288

x

109

487

319

x

126

1998

438

294

x

112

495

335

x

125

1999

443

310

x

117

501

352

x

129

2000

454

322

x

132

520

360

105

142

2001

445

336

x

128

495

367

x

146

2002

489

334

x

136

518

381

x

150

2003

483

335

x

136

547

390

154

159

2004

499

353

x

134

543

412

163

155

2004(2)

475

353

x

130

521

411

x

152

2005

455

359

x

134

508

401

141

155

(1 )Employees on adult rates whose pay for the survey pay-period was not affected by absence. From1997-2005 estimates are based on the Annual Survey of Hours and Earnings. (2 )In 2004 additional supplementary surveys were introduced to improve the coverage of the Annual Survey of Hours and Earnings. Figures are presented both excluding and including the additional surveys for comparison purposes. (3) Constant price terms have been uprated using the Retail Prices Index (RPI), re-based at April 2005. Guide to qualify The Coefficient of Variation (CV) indicates the quality of a figure, the smaller the CV value the higher the quality. The true value is likely to lie within +/- twice the CV e.g. for an average of 200 with a CV of 5 percent., we would expect the population average to be within the range 180 to 220. The above estimates all have a CV of less than 5 percent. An x has been given for estimates with a CV of greater than 20 percent. Note: The median replaces the mean as the headline statistic. The weighted mean is the sum of the weighted values divided by the sum of the weights. The median is the value below which 50 percent. of employees fall. It is preferred over the mean for earnings data as it is influenced less by extreme values and because of the skewed distribution of earnings data. Source: Annual Survey of Hours and Earnings, Office for National Statistics.

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