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Description of style is ambiguous: it does not clarify what is an “appropiate character”, and what “sequential numerical ideographs” means.

To clarify ambiguity or to eliminate the style.

Table with styles, style “ideographDigital” Part 4, section 2.18.66

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Proposed Disposition of DIS 29500 Comment CL-0006 (Modified: 2008-01-13) Agreed; to address this issue, the following changes will be made to entries in the table in Part 4, §2.18.66, pages 1,771­1,777: Enumeration Value Description aiueo (AIUEO Order Hiragana) Specifies that the sequence shall consist of one or more occurrences of a single hiragana character s from the set listed below, in the traditional a-i-u-e-o order. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­46 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­46 is U+FF71­U+FF9C, U+FF66, and U+FF9D, respectively. For values greater than 46, the text displayed shall be constructed as follows: 1. Repeatedly subtract the size of the set (46) from the value until the result is equal to or less than the size of the set. 2. The remainder determines which character to use from the set above, and the same character is written once and then repeated the number of times the size of the set was subtracted from the original value. [Example: The numbering for these items should be represented by the following pattern: ,, … ,, , , … end example] [Example: , , . endexample] aiueoFullWidth (Full-Width AIUEO Order Hiragana) Specifies that the sequence shall consist of one or more occurrences of a single full-width hiragana character s from the set listed below, in the traditional a-i-u-e-o order. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­46 and then repeats those same characters using the logic defined below to Enumeration Value Description construct all other values. The set of characters used by this numbering format for values 1­46 is U+30A2, U+30A4, U+30A6, U+30A8, U+30AA, U+30AB, U+30AD, U+30AF, U+30B1, U+30B3, U+30B5, U+30B7, U+30B9, U+30BB, U+30BD, U+30BF,U+30C1,U+30C4, U+30C6, U+30C8, U+30CA, U+30CB, U+30CC, U+30CD, U+30CE, U+30CF, U+30D2, U+30D5, U+30D8, U+30DB, U+30DE, U+30DF,U+30E0, U+30E1, U+30E2, U+30E4, U+30E6, U+30E8, U+30E9, U+30EA, U+30EB, U+30EC, U+30ED,U+30EF, U+30F0, U+30F1, U+30F2, and U+30F3, respectively. For values greater than 46, the text displayed shall be constructed as follows: 1. Repeatedly subtract the size of the set (46) from the value until the result is equal to or less than the size of the set. 2. The remainder determines which character to use from the set above, and that character is written once and then written once and then written once and then repeated the number of times the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: , , , … ,, , , , …end example] [Example: , , . endexample] arabicAbjad (Arabic Abjad Numerals) Specifies that the sequence shall consist of one or more occurrences of a single ascending Abjad numeral s from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­28 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­28 is U+0623, U+0628, U+062C, U+062F, U+0647, U+0648, U+0632, U+062D, U+0637, U+064A, U+0643, U+0644, U+0645, U+0646, U+0633, U+0639, U+0641, U+0635, U+0642, U+0631, U+0634, U+062A, U+062B, U+062E,U+0630, U+0636,U+063A, and U+0638, respectively. For values greater than 28, the text displayed shall be constructed as follows: 1. Repeatedly subtract the size of the set (28) from the value until the result is equal to or less than the size of the set. Enumeration Value Description 2. The remainder determines which character to use from the set above, and that character is written once and then written once and then written once and then repeated the number of times the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: , , ,… , , , , ,… , , , , , … end example] [Example: , , . endexample] arabicAlpha (Arabic Alphabet) Specifies that the sequence shall consist of one or more occurrences of a single character s in the Arabic alphabet from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­28 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­28 is U+0623, U+0628, U+062A, U+062B, U+062C, U+062D, U+062E, U+062F, U+0630, U+0631, U+0632, U+0633, U+0634, U+0635, U+0636, U+0637, U+0638, U+0639, U+063A, U+0641, U+0642, U+0643, U+0644, U+0645, U+0646, U+0647, U+0648, and U+064A, respectively. For values greater than 28, the text displayed shall be constructed as follows: 1. Repeatedly subtract the size of the set (28) from the value until the result is equal to or less than the size of the set. 2. The remainder determines which character to use from the set above, and that character is written once and then written once and then written once and then repeated the number of times the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: , , , … , , , , , … , , , , , … end example] [Example: , , . endexample] bullet (Bullet) Specifies that the sequence shall consist of the bullet character s defined by the lvlText element (§2.9.12). [Example: end example] cardinalText (Cardinal Text) Specifies that the sequence shall consist of cardinal text of the run language. Enumeration Value Description This sequence is a set of strings each of which is the textual representation, in the language of the lang element (§2.3.2.18), of a different unique position in that sequence. [Example: The numbering for the items in Spanish should be represented by the following pattern: Uno, Dos, Tres, …,Nueve, Diez, Once, … Diecineuve, Veinte, Veintiuno, … end example] [Example: one, two, three. endexample] chicago (Chicago Manual of Style) Specifies that the sequence shall consist of one or more occurrences of a single character s from the set listed below as defined in the Chicago Manual of Style . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­4 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­4 is U+002A,U+2020,U+2021, and U+00A7, respectively. For values greater than 4, the text displayed shall be constructed as follows: 1. Repeatedly subtract the size of the set (4) from the value until the result is equal to or less than the size of the set. 2. The remainder determines which character to use from the set above, and that character is written once and then written once and then repeated the number of times the size of the set was subtracted from the original value. [Example: The first nine items in this format are: *, , , ·, **, , , ··, ***.end example] [Example: *, , . endexample] chineseCounting (Chinese Counting System) Specifies that the sequence shall consist of one or more occurrences of a single ascending number s from the Chinese counting system , from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­10 and then repeats those same characters using the logic defined below to construct all other values. represents the number zero. The set of characters used by this numbering format for values 0­10 is U+25CB, U+4E00, U+4E8C, U+4E09, U+56DB, U+4E94, U+516D, U+4E03, U+516B, U+4E5D, and U+5341, respectively. Enumeration Value Description For values greater than 10, the text displayed shall be constructed as follows: 1. Divide the value by 10 and write the symbol that represents the remainder. a. If the quotient is less than 10, then write to the left of the symbol, which represents the remainder. 2. Divide the quotient of the previous division by 10, and write the symbol, which represents the remainder, to the left of the existing characters. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: , , , … , , , …. , , , …, ,, … end example] [Example: , , , . endexample] chineseCountingTh ousand (Chinese Counting Thousand System) Specifies that the sequence shall consist of one or more occurrences of a single sequential number s from the Chinese counting thousand system , from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­10, 100, 1,000, and 10,000, and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format is U+96F6, U+4E00, U+4E8C, U+4E09, U+56DB, U+4E94, U+516D, U+4E03, U+516B, U+4E5D, U+5341, U+767E, U+5343, and U+4E07. To construct a value that is beyond the set, but less than one hundred thousand, work from largest groups to smallest following these steps: 1. Create as many groups as possible that contain ten thousand in each group. a. Write down the symbol representing that value (1­ 9): Digit Character 1 (U+4E00) 2 (U+4E8C) 3 (U+4E09) 4 (U+56DB) 5 (U+4E94) 6 (U+516D) Enumeration Value Description 7 (U+4E03) 8 (U+516B) 9 (U+4E5D) If no groups are formed, do not write any characters. b. If groups were formed, write down the symbol representing ten thousand: 2. Repeat step 1 for groups of one thousand () using the corresponding symbol to indicate the groups (so five thousand would be ). a. If the original value was between 10,000 and 100,000 and If no groups are formed (and the number is not a multiple of thousand) write the symbol instead (so ten thousand and five would be ) 3. Repeat step 1 for groups of one hundred () using the corresponding symbol to indicate the groups (so five hundred would be ). a. If the original value was between 1,000 and 10,000 and if no groups are formed (and the number is not a multiple of hundred) write the symbol instead (so one thousand and five would be ) 4. Repeat step 1 for groups of ten () using the corresponding symbol to indicate the groups (so fifty would be ). a. If the original value was between 100 and 1000 and If no groups are formed (and the number is not a multiple of ten) write the symbol instead (so one hundred and five would be ) 5. Write down the symbol for the remaining number. If the number is larger than one hundred thousand but less than one hundred million, perform the cycle for the numbers above one thousand, but use two characters to represent each group. So, for example, groups of one hundred thousand are represented as ten ten thousands (). An additional symbol for counting groups is introduced at one hundred million (because 10 million is one thousand ten thousands). [Example: The numbering for the items should be represented by the following pattern: , , , , …,, , , , , …, , , … , , , … end Enumeration Value Description example] [Example: , , …, , . endexample ] chineseLegalSimplif ied (Chinese Legal Simplified Format) Specifies that the sequence shall consist of one or more occurrences of a single sequential numbers from the Chinese simplified legal format, from the set listed below. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those are combined with additional characters to represent the corresponding power of ten. The set of characters used by this numbering format for values 1­10 is U+96F6, U+58F9, U+8D30, U+53C1, U+8086, U+4F0D, U+9646, U+67D2, U+634C, and U+7396, respectively. To construct a number that is less than one hundred thousand, work from largest groups to smallest following these steps: 1. Create as many groups as possible that contain ten thousand in each group. a. Write down the symbol representing that value (1­ 9): Digit Character 1 (U+58F9) 2 (U+8D30) 3 (U+53C1) 4 (U+8086) 5 (U+4F0D) 6 (U+9646) 7 (U+67D2) 8 (U+634C) 9 (U+7396) If no groups are formed, do not write any characters. b. If groups were formed, write down the symbol representing ten thousand: 2. Repeat step 1 for groups of one thousand () using the corresponding symbol to indicate the groups (so five thousand would be ). a. If the original value was between 10,000 and 100,000 and If no groups are formed (and the number is not a multiple of thousand) write the symbol instead (so ten thousand and five would be ) Enumeration Value Description 3. Repeat step 1 for groups of one hundred () using the corresponding symbol to indicate the groups (so five hundred would be ). a. If the original value was between 1,000 and 10,000 and if no groups are formed (and the number is not a multiple of hundred) write the symbol instead (so one thousand and five would be ) 4. Repeat step 1 for groups of ten () using the corresponding symbol to indicate the groups (so fifty would be ). a. If the original value was between 100 and 1000 and If no groups are formed (and the number is not a multiple of ten) write the symbol instead (so one hundred and five would be ) 5. Write down the symbol for the remaining number. If the number is larger than one hundred thousand but less than one hundred million, perform the cycle for the numbers above one thousand but use two characters to represent each group. So, for example, groups of one million are represented as one hundred ten thousands (). An additional symbol for counting groups is introduced at one hundred million (because 10 million is one thousand ten thousands). [Example: The numbering for the items should be represented by the following pattern: , , .., , , , , …,, , , …,, , , … end example][Example: , …, , . endexample] chosung (Korean Chosung Numbering) Specifies that the sequence shall consist of one or more occurrences of a single sequential number s from the Korean Chosung format , from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­14 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­14 is U+3131, U+3134, U+3137, U+3139, U+3141, U+3142, U+3145, U+3147, U+3148, U+314A, U+314B, U+314C, U+314D, and U+314E, respectively. For values greater than 14, the text displayed shall be constructed as Enumeration Value Description follows: 1. Repeatedly subtract the size of the set (14) from the value until the result is equal to or less than the size of the set. 2. The remainder determines which character to use from the set above, and that character is written once and then repeated the number of times the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: , ,, … , , , , , … end example] [Example: , , … endexample] decimal (Decimal Numbers) Specifies that the sequence shall consist of decimal numbering. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and 0 (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+0030­U+0039, respectively. Continue the sequence by using the following steps: 1. Increment the rightmost position. 2. Every time the end of the set is reached, for a given position, increment the position to the immediate left (if there is no position to the immediate left, create a new position and start the sequence of the new position at 1) and reset the current position to 0. [Example: The numbering for the items should be represented by the following pattern: 1,2,3,… 8,9, 10, 11, 12, …., 18, 19, 20, 21, … end example] [Example: 1, 2, 3, … , 9, 10, 11. endexample] decimalEnclosedCir cle (Decimal Numbers Enclosed in a Circle) Specifies that the sequence shall consist of decimal numbering enclosed in a circle, using the enclosed alphanumeric glyph character. This system uses a set of characters to represent the numbers 1­20. The set of characters used by this numbering format for values 1­20 is U+2460­U+2473, respectively. For values greater than the size of the set, the items fall back to the decimal format. Enumeration Value Description [Example: The numbering for the items should be represented by the following pattern: ,, … ,, 21, … end example] [Example: , , ,… endexample] decimalEnclosedCir cleChinese (Decimal Numbers Enclosed in a Circle) Specifies that the sequence shall consist of decimal numbering enclosed in a circle, using the enclosed alphanumeric glyph character. This system uses a set of characters to represent the numbers 1­20. The set of characters used by this numbering format for values 1­20 is U+2460­U+2473, respectively. For values greater than the size of the set, the items fall back to the decimal format. [Example: The numbering for the items should be represented by the following pattern: ,, … ,,21,22, … end example] [Example: , , ,… endexample] decimalEnclosedFu llstop (Decimal Numbers Followed by a Period) Specifies that the sequence shall consist of decimal numbering followed by a period, using the enclosed alphanumeric glyph character. using the appropriate character, as described below . This system uses a set of characters to represent the numbers 1­20. The set of characters used by this numbering format for values 1­20 is U+2488­U+249B, respectively. For values greater than the size of the set, the items fall back to the decimal format. [Example: The numbering for the items should be represented by the following pattern: ,,, … , ,21, … end example] [Example: , , ,… endexample] decimalEnclosedPa ren (Decimal Numbers Enclosed in Parenthes i e ) Specifies that the sequence shall consist of decimal numbering enclosed in parenthes i e s, using the enclosed alphanumeric glyph character. appropriate character, as described below . This system uses a set of characters to represent the numbers 1­20. The set of characters used by this numbering format for values 1­20 is U+2474­U+2487, respectively. For values greater than the size of the set, the items fall back to the decimal format. Enumeration Value Description [Example: The numbering for the items should be represented by the following pattern: , , , … , ,21,22,… end example] [Example: , , ,… endexample] decimalFullWidth (Double Byte Arabic Numerals) Specifies that the sequence shall consist of double-byte Arabic numbering. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+FF10­U+FF19, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: ,,,…,, ,,,… ,,,, … end example] [Example: , , . endexample] decimalFullWidth2 (Double Byte Arabic Numerals Alternate) Specifies that the sequence shall consist of a n alternative set of double-byte Arabic numbering , if one exists in the run font . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+FF10­U+FF19, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. Enumeration Value Description 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: ,,,…,,,,,… ,,,, … end example] [Example: , , . endexample] decimalHalfWidth (Single Byte Arabic Numerals) Specifies that the sequence shall consist of single-byte Arabic numbering. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and 0 (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+0030­U+0039, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: 1,2,3,… 8,9, 10, 11, 12, …., 18, 19, 20, 21, … end example] [Example: 1, 2, 3. endexample] decimalZero (InitialZeroArabicNumerals) Specifies that the sequence shall consist of Arabic numbering with a leading zero added to numbers one through nine. To determine the text that is displayed for any value, this sequence specifies a set of paired characters (zero followed by an additional symbol) that represent positions 1­9 and then those same characters are combined with each other to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+0030­U+0039. Enumeration Value Description For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: 01,02,03,… 08,09, 10, 11, 12, …., 18, 19, 20, 21, 22, … 98, 99, 100, 101, … end example] [Example: 01, 02, 03, …, 09, 10. endexample] ganada (Korean Ganada Numbering) Specifies that the sequence shall consist of one or more occurrences of a single sequential number s from the Korean Ganada format , from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­14 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­14 is U+AC00, U+B098, U+B2E4, U+B77C, U+B9C8, U+BC14, U+C0AC, U+C544, U+C790, U+CC28, U+CE74, U+D0C0, U+D30C, and U+D558, respectively. For values greater than 14, the text displayed shall be constructed as follows: 1. Repeatedly subtract the size of the set (14) from the value until the result is equal to or less than the size of the set. 2. The remainder determines which character to use from the set above, and that sequence of character is repeated the number of times the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: , , , … , , , , , … end example] [Example: , , … endexample] hebrew1 (Hebrew Numerals) Specifies that the sequence shall consist of one or more occurrences of a single Hebrew numeral s , from the set listed below . To determine the text that is displayed for any value, this sequence Enumeration Value Description specifies a set of characters that represent positions 1­9, each multiple of ten (less than 100), each multiple of 100 (less than 1000) and then those are combined with each other to construct the remaining values. The set of characters used by this numbering format is U+05D0­U+05D9, U+05DB, U+05DC, U+05DE, U+05E0­U+05E2, U+05E4, U+05E6­U+05EA, U+05E7­U+05E9, U+05EA, U+05DA, U+05DD, U+05DF, U+05E3, and U+05E5, respectively. To construct a number that is outside the set, work from largest groups to smallest (but writing right to left) following these steps: 1. Create as many groups as possible that contain one thousand in each group a. Write the symbol representing the unit values (see table below) and appended a single quote to the symbol (for example, five thousand is represented by ) Digit Symbol 1 (U+05D0) 2 (U+05D1) 3 (U+05D2) 4 (U+05D3) 5 (U+05D4) 6 (U+05D5) 7 (U+05D6) 8 (U+05D7) 9 (U+05D8) 2. Create as many groups as possible that contain nine hundred in each group. a. Write the symbol representing nine hundred: . If no groups are formed, do not write any symbol. 3. Repeat this for groups of eight hundred ( ), seven hundred Enumeration Value Description ( ), six hundred ( ), five hundred ( ), four hundred ( ), three hundred ( ), two hundred ( ), one hundred ( ), ninety ( ), eighty ( ), seventy ( ), sixty ( ), fifty ( ), forty ( ), thirty ( ), twenty ( ), and finally 10 ( ) using the corresponding symbol to indicate the groups (so four-hundred fifty would be ) 4. Write down the symbol for the remaining number (see table above) 5. If the number ends in or , replace those characters with and , respectively. 6. Reordering a number group will not change its value. If a number spells out a Hebrew word with a negative or positive connotation, the number group can be rearranged. [Example: The numbering for the items should be represented by the following pattern: , , , … , , , , , , …end example] [Example: , , , … , , endexample] hebrew2 (Hebrew Alphabet) Specifies that the sequence shall consist of the Hebrew alphabet. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­22 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­22 is U+05D0­U+05D9, U+05DB, U+05DC, U+05DE, U+05E0­U+05E2, U+05E4, and U+05E6­U+05EA, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set (22) from the value until the result is equal to or less than the size of the set. 2. Write the symbol represented by the result value. 3. Then the symbol is repeated (to the right of the first symbol) for each time the size of the set was subtracted from the original value. 4. Reordering a number group will not change its value. If a number spells out a Hebrew word with a negative or positive connotation, the number group can be rearranged. [Example: The numbering for the items should be represented by the following pattern: , , , …, , , … end example] [Example: , , , … endexample] hex (Hexadecimal Numbering) Specifies that the sequence shall consist of hexadecimal numbering. Enumeration Value Description To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­15 and then those same characters are combined with each other and 0 (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­15 is U+0030­U+0039, and U+0041­U+0046, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 16 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 16 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: 1, 2, 3, … E, F, 10,11, 12, …., 1E, 1F, 20, 21, … end example] [Example: 1, 2, 3, … , 9, A, B. endexample] hindiConsonants (Hindi Consonants) Specifies that the sequence shall consist of one or more occurrences of a single Hindi consonant s from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­18 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­18 is U+0905­U+0914, U+0905 combined with U+0902, and U+0905 combined with U+0903, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set (18) from the value until the result is equal to or less than the size of the set. 2. The result value determines which character to use, and the same character is written once and then repeated for each time the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: , , ,…,,,, , , .. ,,,, ,… end example] [Example: , , , . Enumeration Value Description endexample] hindiCounting (Hindi Counting System) Specifies that the sequence shall consist of sequential numbers from the Hindi counting system. This sequence is a set of strings each of which is the full name, in Hindi, of the next value in that sequence. [Example:The numbering for the items should be represented by the following pattern: , , , , , , , , , ,… end example] [Example: , ,, … endexample] hindiNumbers (Hindi Numbers) Specifies that the sequence shall consist of one or more occurrences of a single Hindi number s from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and (U+0966, which represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 1­9 is U+0967, U+0968, U+0969, U+096A, U+096B, U+096C, U+096D, U+096E, and U+096F, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: , , , … ,,, , , …., , , , , … end example] [Example: , , , … endexample] hindiVowels (Hindi Vowels) Specifies that the sequence shall consist of one or more occurrences of a single Hindi vowel s from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­37 and then repeats those same characters using the logic defined below to construct all other values. Enumeration Value Description The set of characters used by this numbering format for values 1­37 is U+0915­U+0939, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set (37) from the value until the result is equal to or less than the size of the set. 2. The result value determines which character to use, and the same character is written once and then repeated for each time the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: , , , …, , ,, , , …, , ,, , , … end example] [Example: , , , . endexample] ideographDigital (Ideographs) Specifies that the sequence shall consist of sequential numerical ideographs enclosed in a circle , using the appropriate character(s) , as described below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+3007, U+4E00, U+4E8C, U+4E09, U+56DB, U+4E94, U+516D, U+4E03, U+516B, and U+4E5D, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: , , , … , , , , , … , , , , … end example] [Example: , , , . endexample] Enumeration Value Description ideographEnclosed Circle (Ideographs Enclosed in a Circle) Specifies that the sequence shall consist of sequential numerical ideographs enclosed in a circle , using the appropriate character , as described below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­10. The set of characters used by this numbering format for values 1­10 is U+3220­U+3229, respectively. For values greater than the size of the set, the items fall back to the decimal format. [Example: The numbering for the items should be represented by the following pattern: , , , … , , 11,12, …end example] [Example: , , ,… endexample] ideographLegalTra ditional (Traditional Legal Ideograph Format) Specifies that the sequence shall consist of sequential numerical traditional legal ideographs. This system uses a set of characters to represent the numbers 1­9 and then those are combined with additional characters to represent the corresponding power of ten. The set of characters used by this numbering format is U+58F9, U+8CB3, U+53C3, U+8086, U+4F0D, U+9678, U+67D2, U+634C, U+7396, U+62FE, U+4F70, U+4EDF,and U+842C, respectively. To construct a number that is less than hundred thousand, you work from largest groups to smallest following these steps: 1. Create as many groups as possible that contain ten thousand in each group. a. Write down the symbol representing that value (1­ 9): Digit Character 1 (U+58F9) 2 (U+8CB3) 3 (U+53C3) 4 (U+8086) 5 (U+4F0D) 6 (U+9678) 7 (U+67D2) 8 (U+634C) 9 (U+7396) Enumeration Value Description If no groups are formed, do not write any characters. b. If groups were formed, write down the symbol representing ten thousand (the power of ten represented by that position): 2. Repeat this for groups of one thousand (), one hundred () and ten () using the corresponding symbol to indicate the groups (so five hundred would be and fifty would be ). 3. Write down the symbol for the remaining number. If the number is larger than hundred thousand but less than one hundred million, you perform the cycle for the numbers above one thousand but use two characters to represent each group. So, for example, groups of one million are represented as one hundred ten thousands (). An additional symbol for counting groups is introduced at one hundred million (because 10 million is one thousand ten thousands). [Example: The numbering for the items should be represented by the following pattern: , , , … , , , , …,, , … end example] [Example: , , , … endexample] ideographTradition al (Traditional Ideograph Format) Specifies that the sequence shall consist of sequential numerical traditional ideographs. This system uses a set of characters (elements in the Chinese Sexagenary cycle) to represent the numbers 1­10. For values greater than the size of the set, the items fall back to the decimal format. The set of characters used by this numbering format for values 1­10 is U+7532, U+4E59, U+4E19, U+4E01, U+620A, U+5DF1, U+5E9A, U+8F9B, U+58EC, and U+7678, respectively. [Example: The numbering for the items should be represented by the following pattern: , ,,,… , ,11, 12, …end example] [Example: , , , … endexample] ideographZodiac (Zodiac Ideograph Format) Specifies that the sequence shall consist of sequential zodiac ideographs. This system uses a set of characters (animals in the Chinese Sexagenary cycle). to represent the numbers 1­12. For values greater than the size of the set, the items fall back to the decimal format. Enumeration Value Description The set of characters used by this numbering format for values 1­12 is U+5B50, U+4E11, U+5BC5, U+536F, U+8FB0, U+5DF3, U+5348, U+672A, U+7533, U+9149, U+620C, and U+4EA5, respectively. [Example: The numbering for the items should be represented by the following pattern: ,,,… , , 13, 14, …end example] [Example: , , , … endexample] ideographZodiacTraditional (Traditional Zodiac Ideograph Format) Specifies that the sequence shall consist of sequential traditional zodiac ideographs. This system uses a set of character pairs (all of the element-animal combinations of the Chinese sexagenary cycle) to represent the numbers 1­60 and then those same character pairs are repeated to construct the remaining values. The set of character pairs used by this numbering format for values 1­60 is U+7532, U+5B50; U+4E59, U+4E11; U+4E19, U+5BC5; U+4E01, U+536F; U+620A, U+8FB0; U+5DF1, U+5DF3; U+5E9A, U+5348; U+8F9B, U+672A; U+58EC, U+7533; U+7678, U+9149; U+7532, U+620D; U+4E59, U+4EA5; U+4E19, U+5B50; U+4E01, U+4E11; U+620A, U+5BC5; U+5DF1, U+536F; U+5E9A, U+8FB0; U+8F9B, U+5DF3; U+58EC, U+5348; U+7678, U+672A; U+7532, U+7533; U+4E59, U+9149; U+4E19, U+620D; U+4E01, U+4EA5; U+620A, U+5B50; U+5DF1, U+4E11; U+5E9A, U+5BC5; U+8F9B, U+536F; U+58EC, U+8FB0; U+7678, U+5DF3; U+7532, U+5348; U+4E59, U+672A; U+4E19, U+7533; U+4E01, U+9149; U+620A, U+620D; U+5DF1, U+4EA5; U+5E9A, U+5B50; U+8F9B, U+4E11; U+58EC, U+5BC5; U+7678, U+536F; U+7532, U+8FB0; U+4E59, U+5DF3; U+4E19, U+5348; U+4E01, U+672A; U+620A, U+7533; U+5DF1, U+9149; U+5E9A, U+620D; U+8F9B, U+4EA5; U+58EC, U+5B50; U+7678, U+4E11; U+7532, U+5BC5; U+4E59, U+536F; U+4E19, U+8FB0; U+4E01, U+5DF3; U+620A, U+5348; U+5DF1, U+672A; U+5E9A, U+7533; U+8F9B, U+9149; U+58EC, U+620D; U+7678, U+4EA5, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set (60) from the value until the result is equal to or less than the size of the set. 2. The result value determines which character pair to use. [Example: The numbering for the items should be represented by the following pattern: ,,, …., , , ,, Enumeration Value Description , ….end example] [Example: , , , … endexample] iroha (Iroha Ordered Katakana) Specifies that the sequence shall consist of the iroha. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­48 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­48 is U+FF72, U+FF9B, U+FF8A, U+FF86, U+FF8E, U+FF8D, U+FF84, U+FF81, U+FF98, U+FF87, U+FF99,U+FF66, U+FF9C, U+FF76, U+FF96, U+FF80, U+FF9A, U+FF7F, U+FF82, U+FF88, U+FF85, U+FF97, U+FF91, U+FF73, U+30F0, U+FF89, U+FF75, U+FF78, U+FF94, U+FF8F, U+FF79, U+FF8C, U+FF7A, U+FF74, U+FF83, U+FF71, U+FF7B, U+FF77, U+FF95, U+FF92, U+FF90, U+FF7C, U+30F1, U+FF8B, U+FF93, U+FF7E, U+FF7D, and U+FF9D, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set (48) from the value until the result is equal to or less than the size of the set. 2. The result value determines which character to use. [Example: The numbering for the items should be represented by the following pattern: , , , …, , , , , , … end example] [Example: , , , … endexample] irohaFullWidth (Full-Width Iroha Ordered Katakana) Specifies that the sequence shall consist of the full-width forms of the iroha. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­48 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­48 is U+30A4, U+30ED, U+30CF, U+30CB, U+30DB, U+30D8, U+30C8, U+30C1, U+30EA, U+30CC, U+30EB, U+30F2, U+30EF, U+30AB, U+30E8, U+30BF, U+30EC, U+30BD, U+30C4, U+30CD, U+30CA, U+30E9, U+30E0, U+30A6, U+30F0, U+30CE, U+30AA, U+30AF, U+30E4, U+30DE, U+30B1, U+30D5, U+30B3, U+30A8, U+30C6, U+30A2, U+30B5, U+30AD, U+30E6, U+30E1, U+30DF, U+30B7, U+30F1, U+30D2, U+30E2, U+30BB, U+30B9, and U+30F3, respectively. Enumeration Value Description For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set (48) from the value until the result is equal to or less than the size of the set. 2. The result value determines which character to use. [Example: The numbering for the items should be represented by the following pattern: , , , …, , , , , , … end example] [Example: , , , … endexample] japaneseCounting (Japanese Counting System) Specifies that the sequence shall consist of sequential numbers from the Japanese counting system. This system uses a set of characters to represent the numbers 1­9 and then those are combined with additional characters to represent the corresponding power of ten. The set of characters used by this numbering format is U+3007, U+4E00, U+4E8C, U+4E09, U+56DB, U+4E94, U+516D, U+4E03, U+516B, U+4E5D, U+5341, U+5343, and U+767E, respectively. To construct a number that is less than ten thousand, you work from largest groups to smallest following these steps: 1. Create as many groups as possible that contain one thousand in each group. a. Write down the symbol representing that value (1­ 9): Digit Character 1 (U+4E00) 2 (U+4E8C) 3 (U+4E09) 4 (U+56DB) 5 (U+4E94) 6 (U+516D) 7 (U+4E03) 8 (U+516B) 9 (U+4E5D) If no groups are formed, do not write any characters. b. If groups were formed, write down the symbol Enumeration Value Description representing one thousand (the power of ten represented by that position): 2. Repeat this for groups of one hundred () and ten () using the corresponding symbol to indicate the groups (so five hundred would be and fifty would be ). 3. Write down the symbol for the remaining number. If the number is larger than ten thousand but less than one hundred million, you perform the cycle for the numbers above one thousand but use two characters to represent each group. So, for example, groups of one million are represented as one hundred ten thousands (). An additional symbol for counting groups is introduced at one hundred million (because 10 million is one thousand ten thousands). [Example: The numbering for the items should be represented by the following pattern: , , , …, , ,, , … , , , , … end example] [Example: , , …, , , . endexample] japaneseDigitalTen Thousand (Japanese Digital Ten Thousand Counting System) Specifies that the sequence shall consist of sequential numbers from the Japanese digital ten thousand counting system. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+3007, U+4E00, U+4E8C, U+4E09, U+56DB, U+4E94 U+516D, U+4E03, U+516B, and U+4E5D, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: , , , … , , , , , … , , , , … end example] [Example: , , …, , Enumeration Value Description . endexample] japaneseLegal (Japanese Legal Numbering) Specifies that the sequence shall consist of sequential numbers from the Japanese legal counting system. This system uses a set of characters to represent the numbers 1­9 and then those are combined with additional characters to represent the corresponding power of ten. The set of characters used by this numbering format for values is U+58F1, U+5F10, U+53C2, U+56DB, U+4F0D, U+516D, U+4E03, U+516B, U+4E5D, U+62FE, U+767E, U+842C, and U+9621, respectively. To construct a number that is less than hundred thousand, you work from largest groups to smallest following these steps: 1. Create as many groups as possible that contain ten thousand in each group. a. Write down the symbol representing that value (1­ 9): Digit Character 1 (U+58F1) 2 (U+5F10) 3 (U+53C2) 4 (U+56DB) 5 (U+4F0D) 6 (U+516D) 7 (U+4E03) 8 (U+516B) 9 (U+4E5D) If no groups are formed, do not write any characters. b. If groups were formed, write down the symbol representing ten thousand (the power of ten represented by that position): 2. Repeat this for groups of one thousand (), one hundred () and ten () using the corresponding symbol to indicate the groups (so five hundred would be and fifty would be ). 3. Write down the symbol for the remaining number. If the number is larger than one hundred thousand but less than one hundred million, you perform the cycle for the numbers above one thousand but use two characters to represent each group. So, for Enumeration Value Description example, groups of one million are represented as one hundred ten thousands (). An additional symbol for counting groups is introduced at one hundred million (because 10 million is one thousand ten thousands). [Example: The numbering for the items should be represented by the following pattern: , , , …, , , , , , … , , , , , … end example] [Example: , , , …. endexample] koreanCounting (Korean Counting System) Specifies that the sequence shall consist of sequential numbers from the Korean counting system. This system uses a set of characters to represent the numbers 1­9 and then those are combined with additional characters to represent the corresponding power of ten. The set of characters used by this numbering format is U+C77C, U+C774, U+C0BC, U+C0AC, U+C624, U+C721, U+CE60, U+D314, U+AD6C, U+C2ED, U+B9CC, U+CC9C, and U+BC31, respectively. To construct a number that is less than hundred thousand, you work from largest groups to smallest following these steps: 1. Create as many groups as possible that contain ten thousand in each group. a. Write down the symbol representing that value (1­ 9): Digit Character 1 (U+C77C) 2 (U+C774) 3 (U+C0BC) 4 (U+C0AC) 5 (U+C624) 6 (U+C721) 7 (U+CE60) 8 (U+D314) 9 (U+AD6C ) If no groups are formed, do not write any characters. b. If groups were formed, write down the symbol representing ten thousand (the power of ten represented by that position): Enumeration Value Description 2. Repeat this for groups of one thousand (), one hundred () and ten () using the corresponding symbol to indicate the groups (so five hundred would be and fifty would be ). 3. Write down the symbol for the remaining number. If the number is larger than one hundred thousand but less than one hundred million, you perform the cycle for the numbers above one thousand but use two characters to represent each group. So, for example, groups of one million are represented as one hundred ten thousands . An additional symbol for counting groups is introduced at one hundred million (because 10 million is one thousand ten thousands). [Example: The numbering for the items should be represented by the following pattern: , , , … , , , , … end example] [Example: , , … endexample] koreanDigital (Korean Digital Counting System) Specifies that the sequence shall consist of sequential numbers from the Korean digital counting system. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+C601, U+C77C, U+C774, U+C0BC, U+C0AC, U+C624, U+C721, U+CE60, U+D314, and U+AD6C, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: , , , … , , ,, … end Enumeration Value Description example] [Example: , , … endexample] koreanDigital2 (Korean Digital Counting System Alternate) Specifies that the sequence shall consist of sequential numbers from the Korean digital counting system. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and (represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 0­9 is U+96F6, U+4E00, U+4E8C, U+4E09, U+56DB, U+4E94, U+516D, U+4E03, U+516B, and U+4E5D, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: , , , … , ,,,… end example] [Example: , , … endexample] koreanLegal (Korean Legal Numbering) Specifies that the sequence shall consist of sequential numbers from the Korean legal numbering system. This system uses a set of characters to represent the numbers 1­9 and then those are combined with additional characters which represent the multiples of ten (less than one hundred). The set of characters used by this numbering format is U+D558, U+B098, U+B458, U+C14B, U+B137, U+B2E4, U+C12F, U+C5EC, U+C12F, U+C77C, U+ACF1, U+C5EC, U+B35F, U+C544, U+D649, U+C5F4, U+C2A4, U+BB3C, U+C11C, U+B978, U+B9C8, U+D754, U+C270, U+C608, U+C21C, U+C77C, U+D754, U+C5EC, U+B4E0, U+C544, and U+D754, respectively. They are assigned according to the following table: Enumeration Value Description Digit Characters Digit Characters 1 (U+D558, U+B098) 10 (U+C5F4) 2 (U+B458) 20 (U+C2A4, U+BB3C) 3 (U+C14B) 30 (U+C11C, U+B978) 4 (U+B137) 40 (U+B9C8, U+D754) 5 (U+B2E4, U+C12F) 50 (U+C270) 6 (U+C5EC, U+C12F) 60 (U+C608, U+C21C) 7 (U+C77C, U+ACF1) 70 (U+C77C, U+D754) 8 (U+C5EC, U+B35F) 80 (U+C5EC, U+B4E0) 9 (U+C544 , U+D649) 90 (U+C544, U+D754) [Example: The numbering for the items should be represented by the following pattern: … ……end example] [Example: , , … endexample] lowerLetter (Lowercase Latin Alphabet) Specifies that the sequence shall consist of one or more occurrences of a single letter of the Latin alphabet in lower case from the set described below . This system uses a set of characters to represent the numbers 1 to the length of the language of the alphabet and then those same characters are combined to construct the remaining values. The characters used by for this numbering format is determined by using the language of the lang element (§2.3.2.18). [Example: For English, The following Unicode characters are used by this numbering format: U+0061­U+007A. end example] For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set from the value until the result is equal to or less than the size of the set. 2. The result value determines which character to use and the same character is written once and then repeated for each time the size of the set was subtracted from the original value. [Example: For English, the numbering for the items should be Enumeration Value Description represented by the following pattern: a, b, c… y, z, aa, bb, cc…, yy, zz, aaa, bbb, ccc… end example] [Example: a, b, c. endexample] lowerRoman (Lowercase Roman Numerals) Specifies that the sequence shall consist of lowercase roman numerals. This system uses a set of characters to represent the numbers 1, 5, 10, 50, 100, 500, and 1000 and then those are combined with each other to construct the remaining values. The set of characters used by this numbering format is U+0069, U+0076, U+0078, U+006C, U+0063, U+0064, U+006D, respectively. To construct a number that is outside the set, you work from largest groups to smallest following these steps: 1. Create as many groups as possible that contain one thousand in each group. a. The symbol representing one thousand (the power of ten represented by that position): m is repeated for the number of groups formed. If no groups are formed, do not write any symbol. 2. Repeat this for groups of nine hundred (cm), five-hundred (d), four-hundred (cd), one-hundred (c), ninety (xc), fifty (l), forty (xl), ten (x), nine (ix), five (v), four (iv) and finally one (i) using the corresponding symbol to indicate the groups (so four-hundred fifty would be cdl and forty-five would be xlv). [Example: The numbering for the items should be represented by the following pattern: i, ii, iii, iv, … xviii, xix, xx, xxi, … end example] [Example: i, ii, iii. endexample] none (No Numbering) Specifies that the sequence shall not display any numbering. numberInDash (Number With Dashes) Specifies that the sequence shall consist of the Arabic numbering surrounded by dash characters. To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and 0 (U+0030, which represents the number zero) to construct the remaining values. The set of characters used by this numbering format is U+002D (-) and, for values 1­9, U+0031­U+0039, respectively. For values greater than the size of the set, the number is constructed by following these steps: Enumeration Value Description 1. Divide the value by 10 and write the symbol which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing position. 3. Repeat step 2 until the remaining value is equal to zero. 4. Place the final number between two dashes. [Example: The numbering for the items should be represented by the following pattern:- 1 -,- 2 -, - 3 -,… - 8 -,- 9 -,- 10 -,- 11 -,- 12 -, …., - 18 -, - 19 -, - 20 -, - 21 -, … end example] [Example: - 1 -, - 2 -, - 3 -. endexample] ordinal (Ordinal) Specifies that the sequence shall consist of ordinals of the run language. This sequence is a set of strings each of which is the textual representation, in the language of the lang element (§2.3.2.18), of a different unique position in that sequence. [Example: The numbering for the items in French should be represented by the following pattern: 1er, 2e, 3e, …, 9e, 10e, 11e, … 19e, 20e, 21e, … end example] [Example: 1st, 2nd, 3rd. endexample] ordinalText (Ordinal Text) Specifies that the sequence shall consist of ordinal text of the run language. This sequence is a set of strings each of which is the textual representation, in the language of the lang element (§2.3.2.18), of a different unique position in that sequence. [Example: The numbering for the items in German should be represented by the following pattern: Erste, Zweite, Dritte… Neunte, Zehnte, Elfte … Neunzehnte, Zwanzigste, Einundzwanzigste, … end example] [Example: first, second, third. endexample] russianLower (Lowercase Russian Alphabet) Specifies that the sequence shall consist of the one or more occurrences of a single letter s of the Russian alphabet in lower case , from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­29 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­29 is U+0430­U+0438, U+043A­U+043F, U+0440­U+0449, U+044B, Enumeration Value Description U+044D, U+044E, and U+044F, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set (29) from the value until the result is equal to or less than the size of the set. 2. The result value determines which character to use and the same character is written once and then repeated for each time the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: , , , … , , , , , … , , , , , … end example] [Example: , , . endexample] russianUpper (Uppercase Russian Alphabet) Specifies that the sequence shall consist of one or more occurrences of a single the letter s of the Russian alphabet in upper case , from the set listed below . To determine the text that is displayed for any value, this sequence specifies a set of characters that represent positions 1­29 and then repeats those same characters using the logic defined below to construct all other values. The set of characters used by this numbering format for values 1­29 is U+0410­U+0418, U+041A­U+041F, U+0420­U+0429, U+042B, U+042D, U+042E, and U+042F, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Repeatedly subtract the size of the set (29) from the value until the result is equal to or less than the size of the set. 2. The result value determines which character to use and the same character is written once and then repeated for each time the size of the set was subtracted from the original value. [Example: The numbering for the items should be represented by the following pattern: ,,, … , , ,,, … , , ,,, … end example] [Example: , , . endexample] taiwaneseCounting (Taiwanese Counting System) Specifies that the sequence shall consist of sequential numbers from the Taiwanese counting system. To determine the text that is displayed for any value, this sequence Enumeration Value Description specifies a set of characters that represent positions 1­9 and then those same characters are combined with each other and (U+25CB, which represents the number zero) to construct the remaining values. The set of characters used by this numbering format for values 1­10 is U+4E00, U+4E8C,U+4E09, U+56DB, U+4E94, U+516D, U+4E03, U+516B, U+4E5D, and U+5341, respectively. For values greater than the size of the set, the number is constructed by following these steps: 1. Divide the value by 10 and write the symbol which represents the remainder. a. If the quotient is less than 10 then write to the left of the symbol, which represents the remainder. 2. Divide the quotient of the previous division by 10 and write the symbol, which represents the remainder, to the left of the existing positions. 3. Repeat step 2 until the remaining value is equal to zero. [Example: The numbering for the items should be represented by the following pattern: , , , … , , , …. , , , …, ,, … end example] [Example: , , …, , . endexample] taiwaneseCountingThousand (Taiwanese Counting Thousand System) Specifies that the sequence shall consist of sequential numbers from the Taiwanese counting thousand system. This system uses a set of characters to represent the numbers 1­10 and then those are combined with additional characters to construct the remaining characters. The set of characters used by this numbering format is U+4E00, U+4E8C, U+4E09, U+56DB, U+4E94, U+516D, U+4E03, U+516B, U+4E5D, U+842C, U+5343, U+5341, U+767E, and U+96F6. To construct a number that is beyond the set but less than hundred thousand, you work from largest groups to smallest following these steps: 1. Create as many groups as possible that contain ten thousand in each group. a. Write down the symbol representing that value (1­ 9): Digit Character Enumeration Value Description