appendix

First, the stock printing specifications

Public offering of stock company stock printing specifications:

(a) The size of the stock:

Stocks: 10 inches long and 57/8 inches long.
Stubs: 4 inches wide and 57/8 inches long.

(b) Paper quality: One hundred pounds of security paper, plus special anti-money processing.

(3) Text: Horizontal rows are from left to right and vertical rows are from top to bottom and from right to left. (The company name can still be used if it has been used from right to left.)

(4) Number: Company, year, share, number of stocks, stock number and prosecution number printed on the front right lower corner of the stock. The number is divided into four number groups, separated by "-" and counted from left to right. A group of oooo is the company code, which is the serial number given by the stock exchange when the issuing company's stock is listed (unlisted companies and companies whose number changes are not numbered). The second group oo is the year (eg 68). The third group oo is the stock type with N as the common stock, S as the special stock, other English words or Arabic numbers as the category of capital increase shares, the meaning of which is given by each issuing company, and the latter is the number of stocks. A stands for shares, B stands for shares, C stands for 100 shares, D stands for 1,000 shares, E stands for shares, F stands for shares, G stands for millions, and H stands for shares. I Representatives of U.S. stocks, J. U.S. stocks, U.S. stock of oooooo or ooooooo stock numbers, numbered from six to seven, numbered in sequence, numbers not to be duplicated (commonly known as serial numbers), last squares, and stock inspection numbers .

(V) Visa Location: Printed in the upper left corner of the stock (such as proofs).

(six) endorsement transfer position: printed on the back of the stock (such as proofs).

(7) Items listed in Article 162 of the Company Law: printed on the right and left sides of the stock (such as proofs).

(8) Design:

1. Divide the company by lace: inside and outside lace, each company designing features (colors) to represent the company, printing the logos of the companies in the middle, and carrying the design drawings to the CSI and the general proofs in order to avoid lace Duplicate or similar colors, to distinguish between areas.

2. Dividing the number of shares by shading: the number of shares and amount printed in the middle of the stock, its four corners laced with Arabic numerals to indicate the same number of shares.

(1) Shares: Light yellow.
(2) Wu shares; yellow.
(3) Pick up stocks: light blue.
(4) Wu Chupin: Blue.
(5) One hundred shares: light green.
(6) Wu Bai shares: green.
(7) One thousand shares: light red.
(8) 10,000 shares: lavender.
(9) Collect thousands of shares: light orange.
(10) One million shares: light brown.

3. For stocks that are less than one unit of stock, you may be required to issue stocks in an indefinite amount (self-selected colors) and take the following countermeasures:

(1) The use of machinery for the conversion of stocks shall be effective to prevent alterations.
(2) The seal of the company's exclusive use of the stock is stamped on the amount of shares of the zero-stranded stock to prove the truth.
(3) The visa agency shall be responsible for issuing an entire batch of inspections and post-inspection visas on the issue date.
(4) Stocks issued by companies that have issued less than one unit of shares and used shares that do not have a certain amount of shares are restricted to apply for a visa by the same visa agency. They may not replace the visa agency.

(9) If the company logs in for computer scanning, an additional bar code may be added above the stock number.

Second, check the code setting and algorithm

Common numbers and bar codes whose numbers contain the check code used by the group belong to the general number, and the general bar code refers to commonly used bar codes such as 25 and 39 yards. When using magnetic number (MICR) and optical reading (OCR) equipment, an inspection system must be developed to confirm that the data read by the computer is completely correct. Therefore, several sets of coefficient systems have been developed. These methods must be subject to a specific The mathematical formula is calculated by computer calculations. If the number is consistent with the number of computer operations, the computer will accept the data. If not, the data will be rejected. For example, the 7110 is entered into the computer, and the computer rejects the 6110 instead. Self-checking systems are commonly used for credit cards, bank accounts, and so on.

There are three types of commonly used standard systems for such calculations. Here, many new systems are still under development. Therefore, it is not only these three types. Another example is a check code for a barcode that can be computed by 1.(2).

However, the coefficients 7, 9, and 11 and the coefficient 10 are both computer-based systems. They are currently used, but they do not necessarily repeat the sequence.

(a) The operation of a coefficient system with an increased number

1. The algorithm with an increase number of 137:

[Example 1]

a. Set the number to 2635718+M (add M first to the right of the single digits)
b. Invert the number of 3173173 1
c. Multiply the numbers up and down to get the single digit 6615774 0
d. Add all numbers from front to back 6+6+1+5+7+7+4+0=36
e. Use a multiple of 10 to subtract 40-36=4 as check code
f. After checking the code is 2635718 4

[Example 2]

a. The number is 20043+M
b. 73173 1
c. 43189 0
d. 4+3+1+8+9+0=21
e. 30-21=9 Check Code
f. is 20043 9

[Example 3]

a. 89+M
b. 73 1
c.+d. 67 0=13
e. 20-13=7 Check Code
f. is 89 7

2. The stock bar code is calculated using the method of adding a weight of 3275 to a factor of 11.

[Example 1]

a. Set the number to 79-ND-263571
* Replace alphabet letters with numbers: A=1, B=3, C=5, D=7, E=9, F=2, G=4, H=6, I=8, J, K, M=0 N=2, O=0, P=4, QZ=0 is the number after the substitution is 79-27-263571
b. Including the number of accruals 32 75 327532
c. Multiply up and down to get 21,18,14,35,6,12,21,25,21,2
d. Add all numbers 21+18+14+35+6+12+21+25+21+2=175
e. Dividing coefficients by 175/11=15 10
f. is 79-ND-263571 0

[Example 2]

a. 77-ND-018874
* 77-27-018874
b. 32 75 327532
c.+d. 21,14,14,35,0,2,56,40,21,8=211
e. 211/11=19 more than 2
f. 77-ND-018874 2

(B) The coefficient does not include the number of operations:

1. Factor 7 (check 7)

Divide any number by 7. The remainder is the check code. This method is also called the remainder method or DR method.
[Example] 2437/7=348 More than 1 (check code) is 2437 1 When the computer detects a number other than 1, it means that there is an error in the input and it is removed.

2. The coefficient 7 reduction remainder system (DSR method)

The coefficient 7 is reduced by a certain number, and the number is the check code.
[Example] 2437/7=348 more than 1
7-1=6 (check code) is 2437 6

3. Coefficient 9 (check 9)

Divide any number by 9 to check the code. The most common method is the DR method, which is a system of 9-divided deducted remainders. (DSR method) This system divides any number by 9, and then subtracts the remainder by 9 to obtain the check code.
[Example] 649723/9=72191 More than 4
9-4=5 (check code) is 649723 5

4. Factor 11 (check 11)

There are also DR and DSR methods. The DR method divides any number by 11 and the checksum is the remainder. The DSR is the same as the 7 and 9DSR method and only replaces X at 10 o'clock.

[Example 1] 45/11=4 more than 1
11-1=10 (check code) 10=X is 45 X

[Example 2] 897/11=81 more than 6
11-6=5 is 897 5

[Example 3] 99/11=9 More than 0, no reduction is 99 0