Rev. Proc. 65-5
Rev. Proc. 65-5; 1965-1 C.B. 720
- LanguageEnglish
- Tax Analysts Electronic Citationnot available
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.
- LanguageEnglish
- Tax Analysts Electronic Citationnot available