JP3333602B2 - Numbering method and device - Google Patents

Abstract

The numbering of sheets of securities, each having N items, comprises a closed circle of numbers having W securities, the number of sheets being a multiple of 100 and the number of items N being divisible by 10. On each sheet, ten adjacent items each form a group of 10 which are given numbers from the same thousands series. In each sequence of 100 sheets, the items located at the same position on the security sheet are numbered with the 100 consecutive numbers of a particular hundreds series and the ten items of a group of ten of each sheet are numbered with numbers of consecutive hundreds series with the same end digits and tens. The items on all subsequent sequences of 100 sheets in each case are given numbers from consecutive thousands series in each case with the same end digits, tens and hundreds for the items located at the same positions on the security sheet. The items belonging to one group of ten of a sequence of 100 sheets are thus given the complete number sequence of a thousands series and the items belonging to the same group of ten of the following sequence of 100 sheets are given the complete number sequence of the following thousands series. <IMAGE>

Description

DETAILED DESCRIPTION OF THE INVENTION

[0001]

BACKGROUND OF THE INVENTION 1. Field of the Invention The present invention relates to a numbering apparatus having N numbering means for printing all printed matter such as securities equivalent to N sheets, that is, all papers in which so-called Nutzen are arranged in columns and rows. And numbering the Nutsen of all the papers, wherein the numbering forms a closed loop number corresponding to W securities, etc., and the number of all papers is a multiple of 100. The numbering method. The invention also relates to a numbering device for implementing such a numbering method.

[0002]

2. Description of the Related Art The numbering method for securities and the like, in particular, all paper sheets on which banknotes are printed is known.
-PS 2502987 and EP-B-167196 describe the processing of sequentially numbered securities into individual security bundles. In the numbering method disclosed in those patent publications, consecutive numbers are numbered for Nutsen occupying the same position on each individual paper, i.e., all Nutsen at the same column and the same row,
The numbering is continued until the number forms a predetermined closed loop number. In general, such numbering corresponds to the case where securities and the like are numbered by one million.

[0003] When 40 sheets of Nutsen are included in each of all sheets of securities, 25,000 sheets of whole sheets are required to obtain a closed loop number of 1 million as a numbering number. If forty sheets of Nutsen on each sheet are arranged, for example, in four columns and ten rows, that is, in a 4 × 10 matrix, all of the 40 sheets of Nutsen on the first sheet are printed. The adjustment of the 40 numbering means for the number of nuts en made is performed, for example, as shown in FIG. In the figure, forty sheets of nuts en on one sheet are simply shown as rectangular frames for convenience, and the numbers in each frame are numbered. The numbers are arranged in four columns s1 to s4 and ten rows r1 to r10, each column being arranged along the direction in which one sheet of paper passes through the numbering device, as indicated by the arrows. Generally, the numbering is performed in the opposite direction. However, when referring to “continuous numbering” below, it means both forward numbering and reverse numbering.

[0004] In practice, the numbers of a series of numbers are prefixed with other numbers and / or letters that represent the series of numbers, but in the following example such numbers and / or letters are acronyms. Omitted for simplicity.

[0005] Fig. 2 shows the last whole sheet, that is, the 25,000th whole sheet with the last number of the closed loop of each numbering.

As shown in FIGS. 1 and 2, according to the conventional numbering method, for all continuous 25,000 sheets, numbers from 025000 to 000001 are assigned to all nuts in the position of column s1 and row r1. And the column s2
275,000 for all Nutsen at position r1 and row r1
To 250001, all Nutsen at the position of column s1 and row r2 are numbered from 050000 to 025001, and all Nutsen at the last position, ie, the position of column s4 and row r10. 000000-97 for Nutsen
Numbers up to 5001 are assigned, and all Nutsen in other positions are also assigned numbers as shown. Therefore, each numbering means of the numbering device starts from the first number and continuously numbers 25,000 numbers in the reverse direction.

[0007]

However, this type of known numbering principle has various disadvantages as described below. The first disadvantage is that the entire numbered securities are processed into a security package. All 1,000 securities included in each security package must include 10 bundles of 100 consecutively numbered securities, each with the correct serial number of the particular 1000th series. Conventionally, for such processing, a stack consisting of 100 sheets of all paper is formed after the numbering device, and 100
Cut into bundles containing one security. Each bundle was then rolled up in a band and then combined into a package of 1,000 bundles of ten securities each comprising a total of 1,000 serially-numbered securities, and the package was then made. Proper reclassification of the bundle is required. As in the conventional example shown in FIGS. 1 and 2, if the number of nutsene per one sheet of paper is 40, for example, the position of the column s1 and the row r1 for the next packaging of 10 bundles. Each corresponding to 10
Must be collected in the 0th bundle. That is, there are ten bundles each, which correspond to the same security position in ten consecutive hundredth bundles. Further, in this conventional example, when a bundle is banded and then sent on a transfer line one after another, in order to make a package, the first, 41st, 81st, etc. bundles, The second, 42nd, 82nd, etc. bundles must be combined. This requires very complex equipment, as disclosed, for example, in DE-PS 2502987.

In order to obtain a package consisting of securities with 1,000 serial numbers, it is necessary to number and cut at least 1000 consecutive sheets of paper and to band the bundle and wait until it is classified. . Therefore, conventionally,
Before the minimum processing cycle, ie the production of a package with 1000 securities, a numbering of at least 1000 full sheets is required.

Furthermore, it is necessary to check for misprinting, that is, for a numbering error. In this case, the numbering error always occurs.
Since the 1000th series is involved, the exchange of securities with the correct number and securities with incorrect numbering is complicated.

Further disadvantages include the following. It can be seen from FIG. 2 that in order to restart the numbering after numbering one million securities as a closed loop, the numbering position of the numbering device must be manually readjusted to the initial number. Therefore,
The numbering process must be interrupted after the numbering of one million securities has been completed. Such a readjusting operation is a laborious manual operation and requires re-adjusting the 40 numbering means and checking the exact position of the readjusted character before the next cycle of numbering is started. . Experience has shown that such readjustment takes several hours.

It is an object of the present invention to reduce as much as possible the total paper required to make a package of securities with a serial number of 1,000 than in the prior art, and to eliminate security inspection and numbering errors, It is still another object of the present invention to provide a numbering method which makes it easy to insert a security having a correct number.

[0012]

According to the invention, this object is solved by the features stated in the characterizing part of claim 1.

[0013]

According to the numbering method of the present invention, it is possible to produce a package of 1,000 securities, etc., each of which has a correct number sequence from 100 pieces of securities paper having serial numbers. That is, numbered
After cutting a stack of 100 full papers, you can get 1,000 securities packages directly from a group of ten securities bundles. From the next stack of 100 full sheets, ten groups are created, followed by a series of 1,000-number security packages.

Preferably, when performing closed-loop numbering on securities with W = 10 ⁿ (n is an integer of 4 or more, specifically W = 1,000,000), the novel numbering method according to the present invention is based on, for example, 1,000,000 securities. After the end of the closed loop numbering, etc., the numbering device can be initially adjusted so that the next closed loop numbering can be performed immediately without any readjustment of the numbering device. Therefore, at the end of each closed-loop numbering, laborious readjustment of the numbering device is not required, and it is possible to easily and quickly perform processing for packaging securities paper while continuing closed-loop numbering.

[0015]

Next, an embodiment of the present invention will be described with reference to FIGS. 3 to 7
In the embodiment shown in FIG. 5, W = 1,000,000 securities, especially banknotes, are numbered with closed loop numbers. In this case, all 25,000 sheets are printed on N = 40 sheets,
There are so-called nutsenes which are arranged in a matrix in four columns s1 to s4 and ten rows r1 to r10 and the numbering is carried out in the opposite direction.

In the numbering apparatus having N numbering means, as shown in FIG. 3, when the first numbering is performed, 250,000; 500,000; 750,000; 000,000 are added to the numbering in the row r1. As it appears, and for the numbering of row r2, 249,900;
So that 99,900; 749,900; 999,900 appear ... and for the numbering of the last row r10, 249,100; 49
Adjustments are made to show 9,100; 749,100; 999,100. FIG. 4 shows the number when the second numbering is performed, that is, the number when the second numbering is performed on all the sheets. Also, FIG.
The numbering numbers for the 100th all papers are shown, and FIG. 6 shows the numbering numbers for the 101st all papers. Further, FIG. 7 shows the last whole sheet, that is, 25,0.
A numbering number for all 00th sheets is shown.

As is well known, the numbering device has at least one numbering cylinder with N numbering means, the arrangement corresponding to the arrangement of Nutsen on all paper. At each rotation of the numbering cylinder, the numbering device is automatically switched after numbering all sheets passing through it.

The features of the numbering method according to the present invention are as follows. A printed matter such as a security at the same position on all 100 continuous papers, that is, a specific 10
This means that consecutive numbering is performed up to the 0th place, and the same continuous numbering up to the 100th place is performed for the 100 Nutsen at the same position on the next 100 consecutive sheets. Only the thousands have changed between each of the 100 consecutive numbers. Therefore, for example, in the first time, for the Nutzuen at the position of the vertical line s2 and the horizontal line r2 of all 100 continuous papers, the direction from 499,900 to the vertical direction is 49
Numbering is performed up to 9,801 (Figs. 3 and 5),
For the second time, Nutsen at the same position on all 100 consecutive sheets is numbered from 498,900 (FIG. 6) to 498,801.

In the case where the numbering method according to the present invention is carried out by a normal numbering apparatus having a number roller corresponding to the number of digits of the numbering and each number roller provided with ten numbers, the numbering is required. Two changes need to be made to the device.

A first modification of the numbering device is that the hundredth digit roller must each have nine identical digits followed by a digit. Therefore, for example, in the first numbering of Nutsen at the positions of the vertical line s2 and the horizontal line r2 of all 100 sheets, the numeral roller at the 100th position first attaches the numeral 9 and thereafter the numeral roller 9 In the second numbering of the first 100 sheets of all 100 sheets to the same Nutsen, the number 9 (FIG. 6) is added again, and thereafter the number 8 is added again 9 times. .

In connection with ten groups of Nutsen
The 100th digit of each of the 10 numbering methods
Each of the two numbers differs by one unit. In this way, 10 Nutsen of each paper
Each group has a number that differs by 100 units. FIG. 11 clearly shows such a relationship.

With respect to the second modification of the numbering device, the number rollers of each thousandth place are switched so that only one character can be switched after each 100 consecutive numberings.
It must be connected to the digit roller. For example, at the position of column s2 and row r2, 1
Number 9 (Figure 5) to Number 8 after the 00th numbering
A 1,000 digit switch to (Figure 6) is performed.

[0023] In this embodiment, for one whole sheet, CT
There are four groups of ten of the Zuen, in which case each of the columns s1 to s4 has ten of each.
Form a group .

When W = 10 ⁿ (n is an integer of 4 or more), in the numbering method according to the present invention, the initialization of the numbering device is manually performed after the completion of the closed loop numbering. And the next closed-loop numbering can be started immediately. This is demonstrated by the present example where W = 1,000,000 and N = 40.

As shown in FIG.
The numbers of the Nutsen that correspond to each other in groups of ten differ by a value equal to W / Z, where Z is the number of groups of ten on a single sheet of paper, and is four in this embodiment. Of course, W is the integrated value of the number of all sheets and the number N of nuts, and in this embodiment, the number of all sheets is 25,000. 25,0
The sequence of all the predetermined 10 groups of all the 00 sheets is a continuation of the sequence of the preceding 10 groups . For example, the column s of all sheets (FIG. 7) that were last numbered
The 250,001 assigned to positions 2 and 10 follows the 250,000 assigned to columns s1 and r1 of all sheets (FIG. 3) that were initially numbered.

If the numbering device is switched before performing the next closed-loop numbering after the last all papers, that is, the 25,000th all papers (FIG. 7) are numbered, the initial number is again automatically assigned to the numbering device. , But the groups are shifted by 10 (FIG. 12). For example, every fourth 10
750,901 at the position of column s4 and row r1 included in the group (FIG. 7) is switched to 750,000 at the position of column s3 and row r1 included in the third group of ten in FIG. The last number of the group of ten , that is, 750,001 at the position of column s4 and row r10 is the third ten
The last 749,100 (s3, r10) to the switching of groups, 500,901 between the positions of the columns s3 and rows r1 included in the third ten increments of the group (FIG. 7) of the second ten increments
The position is switched to 500,000 at the position of column s2 and row r1 included in the group (FIG. 3), and the other numbers are similarly switched. This means that re-adjustment of the numbering device is not required at the beginning of the next new numbering in continuing with closed-loop numbering, which can save considerable time and effort. FIG. 12 shows that W = 1,000,000
Indicates such a state when the numbering is performed five times. In the figure, each numbering is distinguished by an initial A or E. The initial state of the numbering device for E is the same as the initial adjustment state for A.

According to the numbering method described above, the numbered paper is simply processed into a security package of securities with 1,000 consecutive numbers, respectively, as follows.

[0028] All 100 sheets of paper which have passed through the numbering device are stacked in a known manner, then cut into bundles of 100 securities, and each bundle is banded. The same ten groups , that is, ten bundles of 100 sheets included in the same column are numbered consecutively 1000 each. For example, the bundle corresponding to the positions of the column s1 and the row r1 included in the first group of ten is 250,
Numbering is given from 000 to 249,901, the flux corresponding to the position of the next column s1 and rows r2 249, 900
Numbered up to 249,801 , and so on.
The bundle corresponding to the position of the last column s1 and row r10 is numbered from 249,100 to 249,001. To get 1,000 packages, the same 10
One group of bundles, i.e. grayed ten increments coming being transported along a part of and the transfer line in the same column in this embodiment
The bundle of loops is bundled into 1,000 packages, with the top security being numbered 250,000 and the bottom security being numbered 249,001. In a similar manner, the following
10 groups of the same column s1 obtained from all 100 sheets
The bundle of loops is bundled into 1,000 packages, which are numbered from 249,000 to 248,001. In this way, after the first numbering, 1,000
250 packages are obtained, of which 25,000 securities are numbered sequentially from 25,000 to 000,001.

In parallel with this, at the same time, also in the second column s2 obtained by cutting all the paper, 10 bundles of 100 securities are obtained, from which 500,000 to 499,00.
1,000 packages with numbers up to 1 were made, and the remaining 249 packages were made in the same way.
500,000 to 250,001 for securities in 0 packages
Are given. Similarly, 1,000 packages can be obtained from the third column s3 and the fourth column s4.

In contrast to the conventional numbering method, according to the novel numbering method of the present invention, processing of a bundle obtained by cutting into 1,000 packages is only 10 times.
This can be performed every time the numbering of 0 sheets ends.
In other words, such processing can be performed in parallel with the numbering operation without waiting for the closed loop numbering of securities included in each column to be performed on all sheets.

In the embodiment shown in FIG. 8 as well, each sheet has 40 nutsenes and is numbered 1,000,000. That is, closed-loop numbering is performed for all 25,000 sheets. The only difference is that on each sheet of paper, Nutsen is arranged in five columns s1 to s5 and eight rows r1 to r8. In this case, the first column s
The first two Nuttsuen included eight Nuttsuen and second column s2 contained in 1 (s2, r1 and s2,
r2) form a first group of ten , and the remaining six sets included in the second column s2 and the first four sets (s3, r1; s3, r2; s3) included in the third column s3 , R3; s
3, r4) form a second group of ten , and similarly, third and fourth groups of ten are similarly obtained. Otherwise, the numbering is performed in the same manner as in the embodiment shown in FIGS.
Care must be taken in the arrangement of the numbers on all papers when assembling them into zero packages.

For banknotes, in most cases, W = 1,000,
A closed loop numbering of 000 is chosen, and the number of Nutsen on each sheet is 40, 50 or 60. For all papers with a number of Nutsen 40, the arrangement of Nutsen is 4 × 10 or 8 × 5 as described above, and when the number of Nutsen is 50, the arrangement of Nutsen is 5 × 1
When the number of Nutsen is 0, the arrangement of Nutsen is 8 × 10 or 4 × 20. These are also preferred embodiments of the present invention.

In order to make full use of the numbering method according to the present invention, the Nutzen numbers are 30, 60 and 70
Is not chosen. This is because one million cannot be assigned to groups of ten for the same part when numbering one million. Rather, W / Z (Z = 10 pieces per sheet of paper )
The number of groups ), the condition must be satisfied that is an integer multiple of 100. This means, of course, that W
The same applies when it is 100,000 or 10,000. In addition,
If W = 10,000, the Nutsen number may be 20 or 50.

The limiting conditions described above guarantee that after the end of the closed loop numbering, all numbering means of the numbering device will automatically obtain an initial number for the next closed loop numbering. In this case, the initial numbers simply appear shifted by one in the column.

However, the present invention does not satisfy such a condition, and requires the readjustment of at least ten numbering means included in at least one column after the closed loop numbering and before starting the next closed loop numbering. It is also aimed at.

9 and 10 show such an embodiment. In this embodiment, closed-loop numbering is performed on W = 90,000 securities, but the numbering itself is performed in three columns and ten rows. This is done for 3,000 sheets of paper with 30 Nutsen arranged. The three columns contain ten groups each, and the numbering is numbered 30,000, 60,000 and 90,0 in each column
It starts from 00. As is clear from the above description of the embodiment, the first column (s
Nutsen included in 1) is numbered from 30,000 to 00,001, Nutsen included in the second column (s2) is numbered from 60,000 to 30,001, and included in the third column (s3) Nuttsuen
Numbering from 90,000 to 60,001 is performed. When the numbering device is switched again, that is, at the start of the next closed loop numbering, the number 6 of the position of the column s3 and the row r1.
0,901 is switched to the initial number 60,000 of the position of the column s2 and the row r1 included in the group of ten in the second column. When the last number 30,901 of the position of the column s2 and the row r1 included in the group of ten columns of the second column is re-switched, the number is changed to the group of ten columns of the first column. Number of the position of column s1 and row r1 included in
Can be switched to 30,000. In contrast, the first column
When the last number 00,901 of the position of the column s1 and the row r1 included in the group of 10 is switched again, the number is 00,000.
Becomes Therefore, it is necessary to adjust the number to 90,000 before the start of the next closed loop numbering.
The same is true for all numbers in the first column s1.

This embodiment also has the advantage that 1,000 correctly numbered packages can be made from 100 consecutive sheets in each case. In addition, the readjustment of the numbering device when starting the next closed loop numbering is limited to only ten numbering means corresponding to predetermined ten groups , and the readjustment for other numbering means is not required. There is also.

Further, even in the case where W = 2,000 and each sheet has 10 Nutsen per sheet, even in the simplest case of numbering all 200 sheets, the numbering method according to the present invention has advantages. There is. In addition, you can get 1,000 packages by numbering only 100 full sheets, but we are not interested in such simple numbering. The main advantage of the new numbering method according to the invention is, as mentioned above, for example, 1,000,000 or 100,000 securities, in particular,
Banknotes are closed-loop numbered, and all paper is Nutsen, especially 40, 50 or 80 Nutsen
Important if you have a large group of 10
is there.

The features of the novel numbering according to the present invention can be summarized as follows. That is, all numbering devices are matched to the first number, which depends on the total number of numbers to be numbered and the number of Nutsen in each sheet (or the number of groups of ten in each ), so that each numbering device is numbered up to 100. Subsequent numbering is obtained by subtracting 901 units in the backward direction and by adding 901 units in the forward direction. In the backward numbering, the last two digits of the last numbering of each number up to 100 are 01, while in the forward numbering, the last number is the fractional 100, that is, the last two digits are 00.

The numbering method according to the invention can also be achieved by means of a known numbering device, in which case the number rollers of the 100th and 1000th digits are electrically connected independently after each numbering, ie after the execution of a given program. It is made possible to switch between them. EP-B-167
196 discloses such an electrically switchable numbering device, such switching being controlled by a computer.

[Brief description of the drawings]

FIG. 1 is an explanatory diagram for explaining a conventional numbering method, and is a diagram showing a numbering sequence of numbering for all first sheets.

FIG. 2 is an explanatory diagram for explaining a conventional numbering method, and is a diagram showing a number sequence of numbering for all the last sheets.

FIG. 3 shows the present invention for securities equivalent to 1,000,000 (W) printed on 25,000 sheets of paper having 40 nutsenes arranged in four columns s1 to s4 and ten rows r1 to r10. FIG. 9 is an explanatory diagram when numbering is performed according to the following formula, and is a diagram showing a numbering sequence of numbering for all first sheets.

FIG. 4 is an explanatory diagram similar to FIG. 3, showing a numbering sequence for numbering all second sheets.

FIG. 5 is an explanatory diagram similar to FIG. 3, showing a numbering sequence for numbering all 100th paper.

FIG. 6 is an explanatory diagram similar to FIG. 3, showing a numbering sequence for numbering all 101st sheets.

FIG. 7 is an explanatory view similar to FIG. 3, showing a numbering sequence for numbering all 25,000th sheets.

FIG. 8: Numbering according to the invention to securities equivalent to 1,000,000 sheets printed on 25,000 sheets of all paper with 40 Nutsen arranged in five columns s1 to s5 and eight rows r1 to r8 according to the invention. FIG. 7 is a diagram illustrating a sequence of numbers for numbering all the first sheets.

FIG. 9: Numbering according to the invention to securities equivalent to 90,000 printed on 3,000 sheets of paper with 30 Nutsen arranged in three columns s1 to s3 and ten rows r1 to r10 according to the invention. FIG. 7 is a diagram illustrating a sequence of numbers for numbering all the first sheets.

FIG. 10 is an explanatory diagram similar to FIG. 9, showing a numbering sequence for numbering all the last sheets.

FIG. 11 is an explanatory diagram for explaining numbering up to the 100th position, which is repeated in numbering for all 100 sheets.

FIG. 12 is an explanatory diagram for explaining that a numbering device is readjusted to an initial number according to the present invention at the end of numbering when repeatedly performing numbering of 1,000,000.

──────────────────────────────────────────────────続 き Continued on the front page (58) Field surveyed (Int.Cl. ⁷ , DB name) B41K 3/10

Claims (6)

(57) [Claims] 1. A method in which N sheets of printed matter such as securities, so-called Nutzen, are arranged in rows and columns and passed through a numbering device having N numbering means, and are passed through the numbering apparatus. This is a numbering method for performing continuous numbering, in which closed-loop numbering is repeated for securities such as W sheets, and the number of sheets is 10
In a numbering method that is an integral multiple of 0, the number N of nutsenes can be divided by ten, and ten adjacent nutsenes on each sheet of paper form a group of ten, and each of the ten The group's Nutsen is ranked number 1,000 in the same series, with 100 consecutive Nutsen in the same security position, that is, in the same column and the same row, in each continuum of 100 consecutive sheets. Numbered in the 100th series of a particular series, and 10 Nutsen in a group of 10 on each page are numbered 10 in the series with the same number in the 1st and 10th places.
Nutsen in the same 10-group of 100 sheets, numbered 0, has a complete sequence number for the particular 1,000-number, and the same 10-group , So that the next 100 Nutsen of all sheets included in the
In the same security position, the Nutsen at the top of the continuum of zero sheets has the same number in the 1,000th position of the series in the same security position, but in each case the same number in the first, tenth and 100th places Numbered such that the number of Nutsen included in one group of ten and the number of Nutsen included in the other group of ten differ by at least a number equal to W / Z, A numbering method, wherein Z is the number of groups of ten on all sheets. 2. The numbering method according to claim 1, wherein the number of securities for closed loop numbering is W = 10.
chosen as ⁿ (n is an integer of 4 or more, preferably 5 or 6) is attached to, the number N is preferably in Nuttsuen is a 40, 50 or 80, Nuttsuen included in the group of ten increments of the total paper that other one 10 Dzu numbers, but preferably differ by number equal to number and W / Z groups of ten at a time prior to the initial number appears again in the numbering device after this for closed loop numbering, but A numbering method, characterized in that an initial number associated with a particular ten-by-one group of Nutsen appears on the numbering means associated with the next ten-by-one group of Nutsen. 3. The numbering method according to claim 1 or 2, wherein the securities have S columns of ten Nutsen (S is 4, 5 or 8 in this case),
All Nutsen in the same column are in groups of 10
A numbering method characterized in that, after the numbering is completed, Nutsen in the same column 10 × 100 of all 100 sheets has 1,000 consecutive numbers. 4. The numbering method according to claim 1 or 2, wherein the securities and the like are provided with S columns of 10 or less Nutsen, and for example, each of the five columns has 8 columns of Nutsen.
The first ten columns of Nutsen and the corresponding number of Nutsenes in a second column starting from the end of the first column are selected as a first group of ten Nutsen. The second group of 10
Numbering method, wherein the remaining Nutsen in the column and the corresponding number of Nutsen in the next column are selected. 5. The numbering method according to claim 1, wherein the numbering means comprises:
0 of positions are swapped only between two consecutive digits, same
During the 100 th numbering after the numbering 99 consecutive at position 100 numbers, turnover numbers of this, during the 101 th numbering, appeared the first 100 of numbers again, 10
The numbering devices associated with every two consecutive 100th digit in a group differ by one unit each, and after each 100 consecutive numbering, the 1,000th number roller of every numbering is adjacent to 10
A numbering method, characterized in that the numbering is switched together with the number roller of the 0th place. 6. A numbering device for carrying out the numbering method according to claim 1, wherein each numbering means has two different consecutive numbers on its 100th number roller. , Where there are 9 identical characters, each numbering means
The number roller of the 0th place is connected so that the number roller of the 100th place adjacent thereto and the number roller of the 1000th place are switched together with the adjacent number roller of the 100th place after numbering of 100. Numbering device.