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Rev. Proc. 65-5


Rev. Proc. 65-5; 1965-1 C.B. 720

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Citations: Rev. Proc. 65-5; 1965-1 C.B. 720
Rev. Proc. 65-5 1

SECTION 1. INTRODUCTION.

.01 Revenue Procedure 64-4, C.B. 1964-1 (Part 1), 644, provides guidelines relative to acceptable sampling procedure for complying with the rules under section 1.453-2(d) of the Income Tax Regulations covering sales of personal property under a revolving credit plan. Section 5 of that Revenue Procedure provides a standard sampling plan for taxpayers who did not elect to use the tailor-made plans permitted by section 3.021 or the 100-percent sample permitted by section 3.023.

.02 The following optional procedure is added to section 5 of Revenue Procedure 64-4, so that taxpayers who used that section in the preceding year would not have to list all of their accounts that are designated as revolving credit accounts as required by section 5.02 of Revenue Procedure 64-4. In addition, changes are being made in the number of accounts used in the selection procedure.

SEC. 2. OPTIONAL PROCEDURE.

.01 Brief description of alphabetic segment system. This section permits taxpayers who qualify to select a sample of alphabetic segments by following prescribed rules. After the alphabetic segment sample has been selected, accounts as defined in section 5.02 of Revenue Procedure 64-4 would be listed for only the selected alphabetic segments. The remainder of the sampling procedure will be similar to that prescribed in section 5 of Revenue Procedure 64-4.

.02 Taxpayers who use the alphabetic segment procedure should:

1 Have a copy of Exhibit 2 of Revenue Procedure 64-4 used for the prior year;

2 Have a complete listing of accounts for at least one prior year as prescribed by section 5.02 of Revenue Procedure 64-4;

3 Have revolving credit accounts essentially similar to those for the prior year. `Essentially similar' allows for normal change in volume or character. If, however, (a) the number of accounts is more than double or less than half those for the prior year, (b) the method of maintaining accounts is substantially different, or (c) the character of the business has changed markedly by merger, reorganization, or otherwise, then this method should not be used as part of the standard plan of section 5 of Revenue Procedure 64-4. This provision does not restrict a taxpayer who may wish to use an alphabetic segment sampling system as part of a tailormade plan under section 4 of Revenue Procedure 64-4.

.03 Number of alphabetic segments to be selected.

1 Determine the number of accounts in last year's sample by referring to line 12 and `Total of all subsamples' column of the previous year's Exhibit 2, `Percent Allocation of Revolving Credit Accounts.'

2 Determine the number of accounts in the frame for the prior year by reference to the same source as in step 1, above. This is the amount entered at the top of Exhibit 2 for the prior year between `Skip interval used' and `Date.' For subsequent years, this entry would be an estimate. See paragraph .083, below, for obtaining this estimate.

3 Divide the number of accounts determined in step 2 by the number obtained in step 1.

4 If the quotient of step 3 is greater than or equal to 66 2/3 , then the number of alphabetic segments required is 30.

5 If the quotient of step 3 is less than 66 2/3 , then divide 2,000 by the quotient of step 3 to obtain the number of alphabetic segments required. A fraction of an alphabetic segment should be raised to a whole number. For example, step 1 shows that 500 accounts were used for last year's sample. Step 2 shows that last year's frame contained 32,500 accounts. Step 3 is the computation 32,500 divided by 500 equals 65. From step 4, 65 is less than 66 2/3 ; therefore, more than 30 alphabetic segments will be needed. Step 5 yields 2,000 divided by 65 or 30.8 segments. Therefore, the number of segments required is 31.

.04 Use of Table 4, `List of 1,000 Alphabetic Segments To Be Used With Optional Procedure .'-Table 4 divides the alphabet into 1,000 parts. Thus, customers whose last names begin with A through Abe are in segment 1, for example, Aaron, Abbot, Abelson. Names beginning with Abf through Ac are in segment 2, for example, Abit, Abraham, Acadia, and Acrobat. Segment 3 starts with Ad and and continues up to but not including Adams. I. Thus, Adair, Adamco, Harry Adams are in segment 3 but Irving Adams is in segment 4. Note that only the beginning letters of each segment are shown; the end of each segment is determined by the beginning of the next segment.

.05 Use of Table 5, `Numbers 1 to 1,000 in Random Order .'

1 Table 5 contains 10 double columns each headed by a `Sum of digits' from 0 through 9. The column to be used is determined by the same rule as that used for section 5.045 of Revenue Procedure 64-4, namely:

Add the last digit of the Taxpayer Identifying Number, as shown on the income tax return, to the last digit of the year in which the taxpayer's fiscal or calendar year ends. If the sum is 9 or less, use the `Sum of digits' column so indicated. If the sum of digits is greater than 9, substract 10 from the sum and use the column indicated by the remainder. For example, if the taxpayer identifying number is 3-456695 and the taxpayer's fiscal year ends January 31, 1965, column `o' is used (5 plus 5 equals 10; minus 10 equals 0).

2 If the taxpayer were required to use 30 segments and his `Sum of digits' column is 0, then he would start with alphabetic segment No. 773, which corresponds to the alphabetic segment beginning Roseb, No. 494, which corresponds to the alphabetic segment beginning Knapp, M, No. 445, which corresponds to the alphabetic segment beginning Jars, and so on through to the 30th segment, No. 242, which corresponds to the alphabetic segment beginning Dreg.

3 If 31 segments are required, the taxpayer would continue with segment No. 723, which corresponds to the alphabetic segment beginning Pou. In the event that more than 100 alphabetic segments were required, the taxpayer would proceed into succeeding columns or if he has exhausted the column headed `Sum of digits = 9' he would continue with the column headed `Sum of digits = o.'

.06 Listing Accounts in the 30 or More Selected Alphabetic Segments .-The taxpayer must sequence his accounts as follows:

1 For the first random alphabetic segment selected, list all revolving credit accounts (see sections 5.021 and 5.022 of Rev. Proc. 64-4 for exclusions) in alphabetic order.

2 Repeat step 1 but use the second random alphabetic segment, and continue until all 30 (or more, if required) alphabetic segments are listed. List each alphabetic segment in the order in which drawn. Thus, in the example of paragraph .05, above, the list would begin with segment 773:

Roseberry, Lillian

Roseberry, Nancy

Roseberry, W. Horace

Rosebery, Frank

Roseboro, James and the alphabetic segment would end with

Ross, Dorothy. The next name would come from segment 494:

Knapp, Margaret and continue up to and including

Knight, Kiloh. The list would continue through all required alphabetic segments. If 31 were required, the 31st segment in the example of paragraph .05 is No. 723 beginning with Pou and we have through

Pouchet, Paul

Pouge, John

Powelson, Roy.

3 If separate files are maintained for separate stores or for different billing centers serving a group of stores, then the list should start over again for each such separate file.

4 Permissible exclusions of accounts from the selected alphabetic segments. After the taxpayer has determined which alphabetic segments he is to use, he may wish to exclude nonrevoling credit accounts (see section 5.021 of Rev. Proc. 64-4) and zero balance accounts (see section 5.022 of Rev. Proc. 64-4). The exclusion of certain types of revolving credit accounts provided by section 5.023 of Revenue Procedure 64-4 should not be followed in connection with the alphabetic segment sampling procedure of this section.

5 Section 5.024 of Revenue Procedure 64-4 must be followed.

.07 Each list must be serially numbered after sequencing. A taxpayer who sequences in accordance with paragraph .063 above, may elect to begin the serial numbering anew at each establishment or he may elect to continue the sequence through all establishments.

.08 Number of Accounts To Be Analyzed .

1 Determine the number of accounts listed as a result of paragraphs .06 and .07, above.

2 Multiply the number of accounts obtained as a result of step 1 by 1,000.

3 Divide the product obtained as a result of step 2, above, by the number of alphabetic segments used (see par. .03, above). The quotient is an estimate of the number of accounts in the frame and should be entered in the block identified `Number of accounts in frame' of Exhibit 2 for the current year and labeled `est.' For example, if 31 segments include 1,250 accounts, then 1,250 multiplied by 1,000 and divided by 31 equals 40,323 accounts.

4 Multiply the number obtained as a result of step 3 by .006. If the product is less than 240, increase it to 240. If the product is more than 4,800, reduce it to 4,800.

5 Refer to Exhibit 2 for the previous year and determine the percentage of sample accounts that were nulls (line 14 and `Total of all subsamples' column).

6 Increase the amount determined from step 4, above, by the percentage of nulls determined from step 5. For example, the estimated accounts in the frame are 40,323. Step 4 yields 40,323 multiplied by .006 equals 242. If step 5 shows 10 percent nulls, then 10 percent of 242 is 24, which is added to 242 to obtain 266.

7 Subtract the percentage of nulls from 100 to obtain the percentage allocable. Continuing the previous example, there are 10 percent nulls, and therefore, 90 percent are allocable.

8 Divide the number obtained as a result of step 6 by the percentage allocable (expressed as a decimal). This is the number of accounts to be analyzed. For example, 266 divided by .90 equals 296 and 296 accounts are to be analyzed as described below. Note that this number is never less than 240 accounts.

.09 Selection of Accounts To Be Analyzed .

1 Multiply the number of accounts obtained for paragraph .081 by 5. For example, 5 multiplied by 1,250 equals 6,250.

2 Divide the result of step 1 by the number of accounts to be analyzed as determined from paragraph .088, above. Drop any remainder. The quotient is called the `skip interval.' The taxpayer may decrease the skip interval but should not increase it. For example, 6,250 divided by 296 equals 21.1 and the maximum skip interval is 21. For convenience this may be reduced to 20.

3 To obtain the random starting points, refer to Table 1, `List of Starting Points,' of Revenue Procedure 64-4, and find the section for the skip interval determined above. These random starting points cannot be duplicates. Each of the 10 sections of Table 1 has 10 columns. Determine the column to use by using the number found in .051 above, i.e. , the sum of the last digits of the taxpayer identifying number and the year (minus 10 if the sum is greater than 9). In the example in .051, column `0' of the third bank (skip intervals 20 to 49) will be used.

4 If any starting point is greater than the skip interval or is a duplicate of a previous number, omit it and go on to the next one. If necessary, use the next column. If this is column `9', continue with column `o' for the same section of skip intervals. For example, for a skip interval 20 and using column `0', the first 5 unduplicated random starting points are 3, 2, 18, 12, and 17.

5 Once the subsamples have been drawn, prepare a worksheet in the form of Exhibit 1 of Revenue Procedure 64-4, and follow the directions from section 5.047 of Revenue Procedure 64-4 through to the end of that procedure.

SEC. 3. CHANGE IN SELECTION PROCEDURE.

The table in section 5.042 of Revenue Procedure 64-4 is changed to read as follows:

                                             Accounts required

 

           Total accounts in frame               in sample

 

 

 Under 40,000                              240.

 

 40,000 to 800,000                         0.6 percent of total.

 

 Over 800,000                              4,800.

 

 

SEC. 4. EFFECT ON OTHER DOCUMENTS.

Revenue Procedure 64-4, C.B. 1964-1 (Part 1), 644 is modified by section 3 above and is amplified by adding thereto the optional procedure and the tables contained herein.

        TABLE 4.--List of 1,000 alphabetic segments to be used

 

                        with optional procedure

 

 

 1--A

 

 2--Abf

 

 3--Ad

 

 4--Adams, I

 

 5--Adams, T

 

 6--Ag

 

 7--Ak

 

 8--Alc

 

 9--Alexander, K

 

 10--Allen

 

 

 11--Allen, K

 

 12--Allf

 

 13--Aln

 

 14--Amc

 

 15--Anb

 

 16--Anderson, D

 

 17--Anderson, I

 

 18--Anderson, R

 

 19--Andf

 

 20--Andrp

 

 

 21--Anti

 

 22--Archer, H

 

 23--Armstrong, E

 

 24--Arnold, I

 

 25--As

 

 26--Asj

 

 27--Atkinson, S

 

 28--Aus

 

 29--Avb

 

 30--Ayn

 

 

 31--Baci

 

 32--Bag

 

 33--Bailey, J

 

 34--Baird, H

 

 35--Baker, H

 

 36--Baker, S

 

 37--Baldwin, K

 

 38--Ballard, I

 

 39--Banf

 

 40--Barb

 

 

 41--Bare

 

 42--Barl

 

 43--Barnet

 

 44--Barr, K

 

 45--Barrj

 

 46--Bartem

 

 47--Barto

 

 48--Bass, S

 

 49--Bates, K

 

 50--Baue

 

 

 51--Baun

 

 52--Beac

 

 53--Beao

 

 54--Beau

 

 55--Becker, B

 

 56--Bedf

 

 57--Beh

 

 58--Belj

 

 59--Bell, W

 

 60--Bend

 

 

 61--Bennett, E

 

 62--Beno

 

 63--Bento

 

 64--Berger, T

 

 65--Berm

 

 66--Berry, R

 

 67--Bet

 

 68--Bez

 

 69--Bies

 

 70--Billp

 

 

 71--Bire

 

 72--Bisi

 

 73--Black, J

 

 74--Blackn

 

 75--Blair, M

 

 76--Blan

 

 77--Blat

 

 78--Blit

 

 79--Blu

 

 80--Bod

 

 

 81--Bogh

 

 82--Bole

 

 83--Bon

 

 84--Bono

 

 85--Boou

 

 86--Born

 

 87--Bot

 

 88--Bourh

 

 

 89--Bowen, W

 

 90--Bowman, H

 

 

 91--Boye

 

 92--Boym

 

 93--Bradford, K

 

 94--Brady, E

 

 95--Bran

 

 96--Branne

 

 97--Braw

 

 98--Bren

 

 99--Bret

 

 100--Bridges, E

 

 

 101--Brim

 

 102--Britton, P

 

 103--Brog

 

 104--Brooks, L

 

 105--Browe

 

 106--Brown, Do

 

 107--Brown, I

 

 108--Brown, Le

 

 109--Brown, Rod

 

 110--Browne, S

 

 

 111--Bruce, S

 

 112--Brunt

 

 113--Bryant, L

 

 114--Buchb

 

 115--Buckley, J

 

 116--Buf

 

 117--Bum

 

 118--Burck

 

 119--Buri

 

 120--Burl

 

 

 121--Burns, F

 

 122--Burrit

 

 123--Busc

 

 124--But

 

 125--Butler, P

 

 126--Bye

 

 127--Byro

 

 128--Cai

 

 129--Calf

 

 130--Callf

 

 

 131--Campb

 

 132--Campbell, K

 

 133--Cane

 

 134--Capf

 

 135--Carex

 

 136--Carlson, F

 

 137--Carmichael, K

 

 138--Carpenter, K

 

 139--Carrf

 

 140--Cars

 

 

 141--Carter, G

 

 142--Caru

 

 143--Casf

 

 144--Cast

 

 145--Cate

 

 146--Cavb

 

 147--Ceo

 

 148--Cham

 

 149--Chan

 

 150--Chapf

 

 

 151--Char

 

 152--Chat

 

 153--Ches

 

 154--Chil

 

 155--Chp

 

 156--Christf

 

 157--Chu

 

 158--Cio

 

 159--Claq

 

 160--Clark, I

 

 

 161--Clark, S

 

 162--Clarr

 

 163--Cle

 

 164--Clen

 

 165--Clin

 

 166--Coao

 

 167--Coch

 

 168--Coffh

 

 169--Col

 

 170--Colf

 

 

 171--Coll

 

 172--Collins, H

 

 173--Coln

 

 174--Comm

 

 175--Conf

 

 176--Connb

 

 177--Cono

 

 178--Coo

 

 179--Cook, N

 

 

 180--Coon

 

 

 181--Cooper, R

 

 182--Cor

 

 183--Corl

 

 184--Cors

 

 185--Cost

 

 186--Cot

 

 187--Coum

 

 188--Cow

 

 189--Cox, H

 

 190--Cr

 

 

 191--Cram

 

 192--Craw

 

 193--Crec

 

 194--Criq

 

 195--Cron

 

 196--Crot

 

 197--Crown

 

 198--Cu

 

 199--Cum

 

 200--Cunningham, G

 

 

 201--Currb

 

 202--Curu

 

 203--D

 

 204--Dale

 

 205--Dam

 

 206--Daniels, H

 

 207--Dar

 

 208--Dauc

 

 209--Davidson, J

 

 210--Davis, D

 

 

 211--Davis, J

 

 212--Davis, N

 

 213--Davis, T

 

 214--Dawt

 

 215--Dean

 

 216--Debo

 

 217--Dee

 

 218--Dei

 

 219--Delh

 

 220--Demb

 

 

 221--Denn

 

 222--Deo

 

 223--Des

 

 224--Dev

 

 225--Dew

 

 226--Dib

 

 227--Dickj

 

 228--Diet

 

 229--Dillo

 

 230--Dis

 

 

 231--Dj

 

 232--Dodge

 

 233--Doi

 

 234--Don

 

 235--Donn

 

 236--Donp

 

 237--Dors

 

 238--Doughf

 

 239--Dowe

 

 240--Dowo

 

 

 241--Dr

 

 242--Dreg

 

 243--Drisd

 

 244--Dubo

 

 245--Duff

 

 246--Duh

 

 247--Duncan, G

 

 248--Dunn

 

 249--Dunnf

 

 250--Dush

 

 

 251--Dw

 

 252--Dyl

 

 253--Eas

 

 254--Eb

 

 255--Ecl

 

 256--Edmn

 

 257--Edwards, K

 

 258--Egg

 

 259--Eis

 

 260--Elf

 

 

 261--Elliott, H

 

 262--Ellis, K

 

 263--Elu

 

 264--En

 

 265--Englf

 

 266--Ep

 

 267--Erid

 

 268--Esm

 

 269--Eu

 

 270--Evans, K

 

 

 271--Everett, S

 

 272--F

 

 273--Faio

 

 274--Faln

 

 275--Farm

 

 276--Farrell, N

 

 277--Faum

 

 278--Feel

 

 279--Felm

 

 280--Feo

 

 

 281--Ferguson, S

 

 282--Ferrit

 

 283--Fie

 

 284--Film

 

 285--Finm

 

 286--Fischer, I

 

 287--Fisher, N

 

 288--Fitzgerald, F

 

 289--Fitzq

 

 290--Flat

 

 

 291--Flet

 

 292--Flos

 

 293--Flynn, L

 

 294--Fole

 

 295--Foop

 

 296--Fore

 

 297--Fors

 

 298--Foster, E

 

 299--Fouo

 

 300--Fox, K

 

 

 301--Franci

 

 302--Frankm

 

 303--Frazi

 

 304--Free

 

 305--Fren

 

 306--Frie

 

 307--Friu

 

 308--Fu

 

 309--Fuller, S

 

 310--Fus

 

 

 311--Gag

 

 312--Gall

 

 313--Galle

 

 314--Gamn

 

 315--Gard

 

 316--Garg

 

 317--Garrett, I

 

 318--Gas

 

 319--Gaug

 

 320--Ge

 

 

 321--Geim

 

 322--Geo

 

 323--Germ

 

 324--Gian

 

 325--Gibson, E

 

 326--Gif

 

 327--Gill

 

 328--Gilli

 

 329--Gils

 

 330--Gj

 

 

 331--Gleb

 

 332--Gm

 

 333--Goet

 

 334--Goldi

 

 335--Gonz

 

 336--Goodman, J

 

 337--Goof

 

 338--Gore

 

 339--Gose

 

 340--Gouf

 

 

 341--Graf

 

 342--Graham, R

 

 343--Grant, H

 

 344--Graw

 

 345--Grayb

 

 346--Green, K

 

 347--Greene, G

 

 348--Greer

 

 349--Gregory, H

 

 350--Grif

 

 

 351--Griffith, I

 

 352--Grin

 

 353--Gron

 

 354--Grow

 

 355--Gue

 

 356--Guld

 

 357--Gus

 

 358--H

 

 359--Had

 

 360--Hageo

 

 

 361--Haim

 

 362--Haleo

 

 363--Hall, H

 

 364--Hall, T

 

 365--Halq

 

 366--Hamilt

 

 367--Hamn

 

 368--Hane

 

 369--Hannag

 

 370--Hansen, Q

 

 

 371--Hanu

 

 372--Hardio

 

 373--Harl

 

 374--Harn

 

 375--Harrb

 

 376--Harris, E

 

 377--Harris, S

 

 378--Harrison, S

 

 379--Hart, N

 

 380--Hart, Q

 

 

 381--Harw

 

 382--Hasu

 

 383--Haug

 

 384--Hawkins, E

 

 385--Hayf

 

 386--Haynf

 

 387--Head

 

 388--Heath, K

 

 389--Hee

 

 390--Hein

 

 

 391--Hell

 

 392--Hemf

 

 393--Henderson, N

 

 394--Henl

 

 395--Henry, I

 

 396--Herb

 

 397--Hero

 

 398--Heru

 

 399--Heu

 

 400--Hickm

 

 

 401--Hig

 

 402--Hil

 

 403--Hill, H

 

 404--Hillf

 

 405--Hind

 

 406--Hint

 

 407--Hj

 

 408--Hodg

 

 409--Hoes

 

 410--Hoffn

 

 

 411--Hoi

 

 412--Holla

 

 413--Holli

 

 414--Holm

 

 415--Holn

 

 416--Hom

 

 417--Hooe

 

 418--Hoph

 

 419--Horl

 

 420--Horp

 

 

 421--Hot

 

 422--Housf

 

 423--Howard, R

 

 424--Howell, T

 

 425--Hub

 

 426--Hudd

 

 427--Huf

 

 428--Hughes, G

 

 429--Huh

 

 430--Humm

 

 

 431--Hunt, J

 

 432--Hunter, S

 

 433--Hurt

 

 434--Hutchinso

 

 435--Hyb

 

 436--Ig

 

 437--Inh

 

 438--Irw

 

 439--It

 

 440--Jackson, E

 

 

 441--Jackson, S

 

 442--Jacobsf

 

 443--Jam

 

 444--Jan

 

 445--Jars

 

 446--Jeg

 

 447--Jenl

 

 448--Jensen, K

 

 449--Jeu

 

 450--Johnsf

 

 

 451--Johnson, D

 

 

 452--Johnson, H

 

 453--Johnson, K

 

 454--Johnson, P

 

 455--Johnson, Roc

 

 456--Johnson, W

 

 457--Johnson, J

 

 458--Jone

 

 459--Jones, F

 

 460--Jones, Jf

 

 

 461--Jones, R

 

 462--Jones, U

 

 463--Jordon, S

 

 464--Ju

 

 465--Jus

 

 466--Kal

 

 467--Kane

 

 468--Karh

 

 469--Kass

 

 470--Kaum

 

 

 471--Keao

 

 472--Keeh

 

 473--Keg

 

 474--Kell

 

 475--Kelley, D

 

 476--Kelly

 

 477--Kelly, K

 

 478--Ken

 

 479--Kenne

 

 480--Kennedy, T

 

 

 481--Kentb

 

 482--Kerr

 

 483--Kest

 

 484--Kie

 

 485--Kilh

 

 486--Kimn

 

 487--King, H

 

 488--Kingb

 

 489--Kio

 

 490--Kirkm

 

 

 491--Kist

 

 492--Klei

 

 493--Klineb

 

 494--Knapp, M

 

 495--Knight, L

 

 496--Know

 

 497--Koch, J

 

 498--Koes

 

 499--Koln

 

 500--Kopq

 

 

 501--Kov

 

 502--Kramer, M

 

 503--Krb

 

 504--Krif

 

 505--Krug

 

 506--Kue

 

 507--Kun

 

 508--Kut

 

 509--Lace

 

 510--Lafo

 

 

 511--Lal

 

 512--Lamc

 

 513--Land

 

 514--Lane, H

 

 515--Lange

 

 516--Lank

 

 517--Lark

 

 518--Larson, L

 

 519--Lass

 

 520--Laug

 

 

 521--Lawb

 

 522--Lawrence, Q

 

 523--Le

 

 524--Leas

 

 525--Led

 

 526--Lee, J

 

 527--Lef

 

 528--Leic

 

 529--Lemm

 

 530--Leo

 

 

 531--Lesh

 

 532--Levq

 

 533--Lewis, D

 

 534--Lewis, S

 

 535--Lie

 

 536--Lilm

 

 537--Lindh

 

 538--Linh

 

 539--Lipt

 

 540--Live

 

 

 541--Loci

 

 542--Loft

 

 

 543--Lonf

 

 544--Longb

 

 545--Lopq

 

 546--Lou

 

 547--Lovelf

 

 548--Lowf

 

 549--Lucb

 

 550--Luk

 

 

 551--Lune

 

 552--Luu

 

 553--Lynch, R

 

 554--Lyons, R

 

 555--Macd

 

 556--Maci

 

 557--Macl

 

 558--Mad

 

 559--Mag

 

 560--Mahe

 

 

 561--Maio

 

 562--Mallf

 

 563--Manc

 

 564--Manm

 

 565--Mans

 

 566--Mard

 

 567--Marki

 

 568--Marq

 

 569--Marsha

 

 570--Mart

 

 

 571--Martin, J

 

 572--Martin, S

 

 573--Mas

 

 574--Masp

 

 575--Math

 

 576--Matt

 

 577--Mau

 

 578--Maxwell, K

 

 579--Mayes

 

 580--Mazz

 

 

 581--McAu

 

 582--McCal

 

 583--McCarthy, F

 

 584--McCau

 

 585--McClio

 

 586--McConnell, H

 

 587--McCp

 

 588--McCullo

 

 589--McDb

 

 590--McDonald, N

 

 

 591--McE

 

 592--McFe

 

 593--McGil

 

 594--McGow

 

 595--McGuire, G

 

 596--McIntp

 

 597--McKeem

 

 598--McKim

 

 599--McL

 

 600--McLee

 

 

 601--McMan

 

 602--McMp

 

 603--McNb

 

 604--McPd

 

 605--McT

 

 606--Meadf

 

 607--Meei

 

 608--Meis

 

 609--Melv

 

 610--Mere

 

 

 611--Mert

 

 612--Metzf

 

 613--Meyers, N

 

 614--Mid

 

 615--Mil

 

 616--Miller, B

 

 617--Miller, E

 

 618--Miller, J

 

 619--Miller, L

 

 620--Miller, S

 

 

 621--Millil

 

 622--Millo

 

 623--Mint

 

 624--Mitchell, H

 

 625--Mitchell, W

 

 626--Moe

 

 627--Mol

 

 628--Monj

 

 629--Monu

 

 630--Moore, C

 

 

 631--Moore, J

 

 632--Moore, R

 

 633--Moorh

 

 

 634--Morem

 

 635--Morgan, K

 

 636--Mori

 

 637--Morris, D

 

 638--Morris, T

 

 639--Morrow

 

 640--Morton, R

 

 

 641--Mossb

 

 642--Moyl

 

 643--Muk

 

 644--Mulli

 

 645--Mund

 

 646--Murp

 

 647--Murphy, K

 

 648--Murr

 

 649--Murray, R

 

 650--Muu

 

 

 651--Myers, S

 

 652--Nah

 

 653--Nasi

 

 654--Neb

 

 655--Neih

 

 656--Nelson, F

 

 657--Nelson, R

 

 658--Ness

 

 659--Newc

 

 660--Newman, P

 

 

 661--Ni

 

 662--Nicholson, E

 

 663--Niem

 

 664--Nm

 

 665--Nolb

 

 666--Norg

 

 667--Nort

 

 668--Nou

 

 669--Nunn

 

 670--Oat

 

 

 671--O'Brien, L

 

 672--O'Connell, J

 

 673--Od

 

 674--Oe

 

 675--Ohar

 

 676--Olds

 

 677--Oliver, M

 

 678--Olsf

 

 679--Olt

 

 680--Oneilf

 

 

 681--Orf

 

 682--Ors

 

 683--Osi

 

 684--Otp

 

 685--Overm

 

 686--Owens, K

 

 687--Pacl

 

 688--Paim

 

 689--Palmer, I

 

 690--Pank

 

 

 691--Parf

 

 692--Parker, J

 

 693--Parks, M

 

 694--Parso

 

 695--Pateb

 

 696--Patterson, K

 

 697--Paul, M

 

 698--Payn

 

 699--Peard

 

 700--Ped

 

 

 701--Pej

 

 702--Penf

 

 703--Perd

 

 704--Pern

 

 705--Perry, S

 

 706--Peters, J

 

 707--Peterson, E

 

 708--Peterson, S

 

 709--Petu

 

 710--Phe

 

 

 711--Phillips, G

 

 712--Philn

 

 713--Pie

 

 714--Pif

 

 715--Pino

 

 716--Pitn

 

 717--Plato

 

 718--Poe

 

 719--Poll

 

 720--Poolb

 

 

 721--Porter, D

 

 722--Pos

 

 723--Pou

 

 724--Powem

 

 

 725--Pras

 

 726--Press

 

 727--Price, G

 

 728--Prin

 

 729--Prot

 

 730--Pug

 

 

 731--Purf

 

 732--Q

 

 733--Quim

 

 734--R

 

 735--Rae

 

 736--Rak

 

 737--Ran

 

 738--Rao

 

 739--Rath

 

 740--Rawm

 

 

 741--Re

 

 742--Reas

 

 743--Rede

 

 744--Reed, I

 

 745--Reeg

 

 746--Ref

 

 747--Reid

 

 748--Reilly, K

 

 749--Rel

 

 750--Reo

 

 

 751--Rey

 

 752--Rf

 

 753--Rice

 

 754--Richa

 

 755--Richardson, E

 

 756--Richn

 

 757--Ride

 

 758--Rigg

 

 759--Riley, N

 

 760--Rip

 

 

 761--Rittf

 

 762--Rob

 

 763--Roberts, D

 

 764--Roberts, N

 

 765--Robinson, G

 

 766--Robis

 

 767--Rod

 

 768--Roe

 

 769--Rogers, H

 

 770--Roh

 

 

 771--Rom

 

 772--Root

 

 773--Roseb

 

 774--Ross, E

 

 775--Rot

 

 776--Rouo

 

 777--Rowl

 

 778--Rub

 

 779--Ruf

 

 780--Run

 

 

 781--Russell, G

 

 782--Rut

 

 783--Ryan, J

 

 784--Rye

 

 785--Sad

 

 786--Sali

 

 787--Samm

 

 788--Sande

 

 789--Sandj

 

 790--Santj

 

 

 791--Sat

 

 792--Savb

 

 793--Sb

 

 794--Schad

 

 795--Schas

 

 796--Scherr

 

 797--Schle

 

 798--Schmidt, E

 

 799--Schne

 

 800--Schol

 

 

 801--Schre

 

 802--Schuh

 

 803--Schulu

 

 804--Schwad

 

 805--Sci

 

 806--Scott, L

 

 807--Scru

 

 808--Seau

 

 809--Seg

 

 810--Sele

 

 

 811--Semm

 

 812--Seu

 

 813--Shafer, S

 

 814--Shannon, I

 

 815--Sharq

 

 

 816--Shax

 

 817--Shee

 

 818--Shell

 

 819--Shephf

 

 820--Sherman, M

 

 

 821--Shih

 

 822--Sho

 

 823--Shp

 

 824--Shun

 

 825--Sien

 

 826--Sim

 

 827--Simmp

 

 828--Simps

 

 829--Sin

 

 830--Sis

 

 

 831--Skim

 

 832--Slat

 

 833--Slig

 

 834--Smal

 

 835--Smith, B

 

 836--Smith, D

 

 837--Smith, F

 

 838--Smith, H

 

 839--Smith, JO

 

 840--Smith, L

 

 

 841--Smith, P

 

 842--Smith, RO

 

 843--Smith, W

 

 844--Smitj

 

 845--Snif

 

 846--Snyder, H

 

 847--Soe

 

 848--Som

 

 849--Sori

 

 850--Sp

 

 

 851--Spas

 

 852--Spence, L

 

 853--Spie

 

 854--Spr

 

 855--Sq

 

 856--Stah

 

 857--Stan

 

 858--Stans

 

 859--Staro

 

 860--Stec

 

 

 861--Stef

 

 862--Steinh

 

 863--Stephens, I

 

 864--Steu

 

 865--Stevenson, M

 

 866--Stewart, J

 

 867--Stif

 

 868--Stj

 

 869--Stog

 

 870--Stone, N

 

 

 871--Stos

 

 872--Str

 

 873--Strb

 

 874--Stro

 

 875--Sts

 

 876--Stun

 

 877--Suj

 

 878--Sullivan, J

 

 879--Sum

 

 880--Sut

 

 

 881--Sw

 

 882--Swar

 

 883--Swen

 

 884--Sy

 

 885--Tac

 

 886--Tall

 

 887--Tao

 

 888--Tato

 

 889--Taylor, G

 

 890--Taylor, Q

 

 

 891--Team

 

 892--Ten

 

 893--Tes

 

 894--Thb

 

 895--Thom

 

 896--Thomas, J

 

 897--Thomas, S

 

 898--Thompson, E

 

 899--Thompson, M

 

 900--Thomq

 

 

 901--Thorp

 

 902--Ti

 

 903--Til

 

 904--Tine

 

 905--Tob

 

 906--Toll

 

 

 907--Ton

 

 908--Tot

 

 909--Tr

 

 910--Traw

 

 

 911--Tret

 

 912--Trj

 

 913--Truf

 

 914--Tucker, J

 

 915--Tuo

 

 916--Turrer, H

 

 917--Tv

 

 918--U

 

 919--Une

 

 920--Urr

 

 

 921--Val

 

 922--Vanc

 

 923--Vanf

 

 924--Vano

 

 925--Vao

 

 926--Vauh

 

 927--Ven

 

 928--Vet

 

 929--Vif

 

 930--Vis

 

 

 931--Vol

 

 932--Vos

 

 933--Wae

 

 934--Wak

 

 935--Walker, F

 

 936--Walker, S

 

 937--Wallace, M

 

 938--Walm

 

 939--Walter, K

 

 940--Wane

 

 

 941--Ward, S

 

 942--Warner, M

 

 943--Waru

 

 944--Watk

 

 945--Watt

 

 946--Weat

 

 947--Webbe

 

 948--Wec

 

 949--Weik

 

 950--Weis

 

 

 951--Well

 

 952--Weln

 

 953--Wer

 

 

 954--West

 

 955--Westm

 

 956--Whb

 

 957--Whef

 

 958--White, B

 

 959--White, K

 

 960--Whiteb

 

 

 961--Whiu

 

 962--Wic

 

 963--Wie

 

 964--Wil

 

 965--Wile

 

 966--Wilkf

 

 967--Willi

 

 968--Williams, F

 

 969--Williams, K

 

 970--Williams, S

 

 

 971--Williamson, M

 

 972--Wills

 

 973--Wilson, D

 

 974--Wilson, J

 

 975--Wilson, M

 

 976--Wilson, U

 

 977--Wine

 

 978--Wint

 

 979--Wis

 

 980--Wit

 

 

 981--Wj

 

 982--Wolfe, K

 

 983--Woo

 

 984--Wood, R

 

 985--Woode

 

 986--Woods, S

 

 987--Wop

 

 988--Wp

 

 989--Wright, K

 

 990--Wu

 

 

 991--Wyn

 

 992--Yat

 

 993--Yif

 

 994--Young, C

 

 995--Young, N

 

 996--Yous

 

 997--Zan

 

 998--Zim

 

 999--Zimm

 

 1000--Zo

 

 

              TABLE 5.--Numbers 1 to 1,000 in random order

 

 _____________________________________________________________________

 

   Sum of        Sum of        Sum of          Sum of         Sum of

 

  digits=0      digits=1      digits=2        digits=3       digits=4

 

 _____________________________________________________________________

 

 773    326    777    865    565     63      319    172     344    448

 

 494    423    256    802     18     72      278    234     761    721

 

 445    741    846    778    626    192      331    441     233    997

 

 895    266    877    930    944    197      839    830     113     73

 

  59    177     95    654     17    829      204    899     283    869

 

 621    218    175    208    915    936      624    313     117    121

 

 809    732    728    314    612    361      538    603     662    844

 

 770     30    107    875    683    562      181    766      37    408

 

 143    253    232    574    867    619      535    133     157     84

 

  57    226    214    476     58    745      173    686     862    312

 

 

 885    613    264     44    249    259      880    779     164    461

 

 513    221    934    141    126    402      465    447     850    556

 

 185    525    439    311    806    351       86     35     532    958

 

 710    196    193    262    810    308      714    680     717     10

 

 155    122    132    321    878    629       26    607     849    573

 

 427     36    585    953    338    666      507    586     482    634

 

 151    147    887    531    142    756      504    762     501    414

 

 370    545    285    209    120    564      410    284     722    505

 

 784    464    889    411    707    347      381    363     131    550

 

 985    201    729    636    146    921      251    571     466    593

 

 

 323    781    716    563    186    417       96     40      19    310

 

 591    396    167    622    377    398      328    832     129    453

 

 339    140    900    933    205    793       83     39     943    156

 

 735    908    392    238     92    577      558    243     199    785

 

 627    341    432     99    726    811      687    286     388     41

 

 345    833    983    727     67    384      847    315     516    979

 

 418    669    758    229    371    647      281    235     650    456

 

 138    239    354    646    386    763      947    713     996    956

 

 744    244    890    282    301    950      567    194     775    598

 

 242    959    469    412    223    767      883      5     340    499

 

 

 723    360    289     76     51    330      667    677     614    821

 

 517    872    148     60    405    904      814    187     649    738

 

 674    493    906    350    263    951       93    489     935    540

 

 527    971    822    891    176    954       81    932     743    693

 

 691    406    739    549    467    771      835    496     734    422

 

 582    840    615    294    236    897       31    478     757    559

 

 703    471    265    730    808     20      419    993     520    380

 

 819    182    837     79    968    692      324    119     841    580

 

 515    518     74    210    879    978      108    306     678    917

 

 805    555    948    896    179    938      292    928     316     11

 

 

 522    604    397    913    893    579      383    523     485    295

 

 818    270     68    109    962    180    1,000    492     748    990

 

 358     88    963    888    288    688      592    700     188    455

 

 830    961    104    976    144    395      876    718     135    526

 

 357    481    676    825    657    325      444    429     644    276

 

 998    838    115    296    977    922      836    681     759    795

 

 947    343    851    945    254    957      937    399     651    207

 

 491    659    348    643    842    225      150    999     817    248

 

 452    918    712    425    247    560      671    699     826    566

 

 508    894    168    848    349    528        3    426      15    302

 

 

                                                (continued below)

 

 

 ______________________________________________________________________

 

   Sum of        Sum of         Sum of         Sum of        Sum of

 

  digits=5      digits=6       digits=7       digits=8      digits=9

 

 ______________________________________________________________________

 

  29    530    224    788     539    920     740    299      56    431

 

 267    114    706    596     655    459      75    332     924     49

 

 594    290     14    450     568    112     252    162     514    857

 

 701    616    561    572     601    632     174    534     451    231

 

 776    972     55    995     125    804       8    813     159    277

 

 420    925    127    554     824    569     682     38     787     62

 

 860    145    696    800     652    715     855    760     608    709

 

 689    672    394    382      12    337     926    557     794    863

 

 858    320    663    645       9     82     154    653       2    136

 

 670    389    724    831     578    702     165    965      52    272

 

 

 587    449    684    424     468    911      48    610     219    984

 

 694    611    479    105     415    195     768    123      42    772

 

 297    719    864    509     409    317      24     33     166    300

 

 901     64    512    506      70     89     366    273      45    401

 

 250    241    754    881     548     53     484      6     407    101

 

  61    303    372    815     949    790     907    620     797    483

 

 102    333    103    400     970    866     495    356     258     25

 

 274    605    828    736     106    279     457    191     902    334

 

 116     80    362    980      69    257     511    792     524    487

 

 171    475    307    374     884    246     606    472     853    497

 

 

 163    134    595     78     631    442     213    698     519    503

 

 637    589    430    916      32    658     271     46     128    217

 

 293    914    751    570     747    994     536     54       7     66

 

 665    827    946    661     889    230     599    812      97    305

 

 502    642    139    843     988    870     774    189     931    309

 

 404    327    583    868     764    845     529    588      16    910

 

 597     13    268    553     783    463     178    335     391    437

 

 375    161    969    742     780     21     378    664     675    541

 

 359    367    640    387     753    628     153     28     975    446

 

 486    923    750     23     834    403       1    731     656    521

 

 

 633    874    488    170      27    421     786    898     368    551

 

 546    856    704    346     287    941     594    798     625    955

 

 275    639    791    458     198     65     473     71     886    500

 

 638    648    940    212     385    673     581    512     460    602

 

 685    801    111    215     216    892     552    912     255    952

 

 365    169    434    737     490    240     260    823     202    474

 

 992    695    660    379     454    690     769     85     158    929

 

 227    390    261    110     206     34     799    882     590    440

 

 973    789    746    679     905    152     498    369     630    220

 

 991    364    462    211     291     91     124    376     609    942

 

 

 755    443    705    967     470    720     329    752     891    149

 

 871    280    986    436     966    190      47    416     939    269

 

 668    575    547     77     641    765     861    438     184    725

 

  87    322    782    909     873    433     927    510      90    200

 

 183     22    859    318     435    749     807    222     543    304

 

 118    203    355    137     708    298     352    733     919    228

 

 960    796     43    576     160    542     964    852      50    428

 

 903     98    537      4     820    982     617    336     100    623

 

 245    353    635    480     533    393     987    697     413    816

 

 854    600    711    618      94    237     477    544     373    130

 

 ______________________________________________________________________

 

 

1 Also released as Technical Information Release 685, dated Jan. 28, 1965.
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