In a December blog posting, I expressed surprise that the longest DDC Edition 23 numbers I could locate in our database or in WorldCat that are palindromes—the numbers read the same forwards or backwards—were "only" 7 digits long. We declared a contest to see who could find the longest valid DDC number that is a palindrome.
Your responses have delighted. I knew there had to be Dewey palindromes longer than 7 digits. You have found much longer Dewey palindromes than that.
You will note that, in general, the longer the number is, the less likely that literature on the subject actually exists.
Here are the longer palindromes that you have identified and have shared with us. Below each number you will find where any add instruction used in building the number is found. We have not mentioned anything in connection with adding standard subdivision notation or in connection with adding Table 2 notation to T1—09—until we get to the final number.
Contributed by Mark Behrens, Library of Congress (12 digits):
DDC number
|
Meaning
|
|
330.977779033
|
Economic conditions of Taylor County, Iowa, in the 20th century
|
=
|
330.9
|
Economic situation and conditions
|
+
|
T2—77779
|
Taylor County, Iowa
|
+
|
(977.7)033
|
[Iowa] 1945–1999 ("Class here 20th century")
|
|
Add instruction found at 330.93–330.99.
Contributed by Andrew Gloe, National Library of Australia (12 digits):
DDC number
|
Meaning
|
|
570.976679075
|
Collecting biological objects in Le Flare County, Oklahoma
|
=
|
57(0)
|
Biology
|
+
|
T1—09
|
Specific continents, countries, localities
|
+
|
T2—76679
|
Le Flare County, Oklahoma
|
+
|
T1—093–099:075
|
Collecting objects
|
|
Add instruction found at T1—093–099.
Contributed by Dr. Christian Baumann, German National Library (13 digits, 15 digits, 17 digits):
DDC number
|
Meaning
|
|
631.4510154136
|
Thermochemistry and thermodynamics of conservation tillage
|
=
|
631.451
|
Conservation tillage
|
+
|
T1—015
|
Scientific principles
|
+
|
(5)41.36
|
Thermochemistry and thermodynamics
|
|
Add instruction found at T1—015.
DDC number
|
Meaning
|
|
623.4510154326
|
Thermal analysis of charge-containing devices
|
=
|
623.451
|
Charge-containing devices
|
+
|
T1—015
|
Scientific principles
|
+
|
(5)43.26
|
Thermal analysis
|
|
Add instruction found at T1—015.
DDC number
|
Meaning
|
|
677.474202474776
|
Manufacturing of textiles made of acrylics for people whose occupation involves interior decoration of dining rooms
|
=
|
677.4742
|
[Manufacturing of textiles made of] Acrylics
|
+
|
T1—024
|
The subject for people in specific occupations
|
+
|
747.76
|
[Interior decoration of] Dining rooms
|
|
Add instruction found at T1—024.
DDC number
|
Meaning
|
|
355.34340704343553
|
Education and research of psychological warfare in the German Landkreis Bad Dürkheim
|
=
|
355.3434
|
Psychological warfare
|
+
|
T1—070
|
[Education and research] Geographic treatment
|
+
|
T2—4343553
|
Landkreis Bad Dürkheim (a geographic extension in the German DDC)
|
|
Add instruction found at T1--0701-0709.
Contributed by Tore Brattli, University of Tromsø (13 digits, 15 digits, 17 digits, 18 digits, and 24 digits [!]):
DDC number
|
Meaning
|
|
331.2590952133
|
Training, worker security, regulation of worker conduct in Gumma prefecture, Japan
|
=
|
331.259
|
Training, worker security, regulation of worker conduct
|
+
|
T1—09
|
Specific continents, countries, localities
|
+
|
T2—52133
|
Gumma prefecture (Gumma-ken), Japan
|
|
DDC number
|
Meaning
|
|
332.175202571233
|
Directories of persons and organizations holding bank deposits in the central region of Alberta
|
=
|
332.1752
|
[Bank] Deposits
|
+
|
T1—025
|
Directories of persons and organizations
|
+
|
T2—71233
|
Central region of Alberta
|
|
Add instruction found at T1—025.
DDC number
|
Meaning
|
|
304.87494049478403
|
Encyclopedia of migration to east central counties of New Jersey from Bellinzona district, Switzerland
|
=
|
304.8
|
Movement of people
|
+
|
T2—7494
|
East central counties of New Jersey
|
+
|
0
|
(Facet indicator)
|
|
T2—494784
|
Bellinzona district (Bellinzona Distretto), Switzerland
|
+
|
T1—03
|
Dictionaries, encyclopedias, concordances
|
|
Add instruction found at 304.83–304.89.
DDC number
|
Meaning
|
|
338.470274472074833
|
Museums located in the central regions of Chile that focus on the economics of public libraries in the western parts of Russia
|
=
|
338.47
|
[Production [Secondary industries and services]] Subdivisions for products and services
|
+
|
027.4
|
Public libraries
|
|
T2—472
|
Western area of Russia
|
|
T1—074
|
Museums, collections, exhibits
|
|
T2—833
|
[Chile] Central regions
|
|
Add instructions found at 338.47001-338.47999, at 027.43–027.49 and at T1--074.
DDC number
|
Meaning
|
|
331.890410263362014098133
|
In Paraíba state, Brazil: labor-management bargaining and disputes in libraries devoted to local taxes
|
=
|
331.89041
|
Labor-management bargaining and disputes in industries and occupations other than extractive, manufacturing, construction
|
+
|
026
|
Libraries and archives devoted to specific subjects
|
+
|
336.2014
|
Local taxes
|
+
|
T1—09
|
Specific continents, countries, localities
|
|
T2—8133
|
Paraíba state, Brazil
|
|
Add instructions found at 331.89041001-331.89041999 and at 026.001–026.999.
This last number—331.890410263362014098133—is remarkable for several reasons. There are, of course, the length of the number, the number of components going into the number, and its being a palindrome to boot. But I would also like to remark upon the meaning of the number and the addition of the standard subdivision. Those of you who check out the number-building process will likely notice that the span 336.2014093–336.2014099 has been bracketed and may think that it is not possible to add T1--093–T1-099 after having added 336.2014. The reason that it is valid is that the standard subdivision does not apply to the last component added, but to the whole of the number. This is set forth in section 8.11 of the Introduction, where it states: "Special care should be taken in adding standard subdivisions to built numbers, since the standard subdivision applies to the whole number and not just to part of the number." Therefore, the specification of the locality Paraíba state, Brazil pertains to the whole of labor-management bargaining and disputes in libraries devoted to local taxes and not to the local taxes themselves. It is the specification of continent, country, or locality for local taxes that has been bracketed.
The gold medal goes to Tore Brattli, University of Tromsø, who has unequivocally established himself as the grand winner of the 2016 Dewey palindrome challenge. Dr. Christian Baumann, German National Library, has earned the silver medal, while the bronze medal is awarded jointly to Andrew Gloe, National Library of Australia, and Mark Behrens, Library of Congress. Congratulations, all!
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