1,737,402 research outputs found
Southern Pacific (SP) 2178
No full textA photograph postcard showing the Southern Pacific (SP) 2178, 4-6-0 (T-8), Los Angeles, CA
Other title: House Bill 2178
No full text"February 12, 2019."
Testimony before the Kansas Legislature, House Committee on Judiciary, presented by Leo Haynos, Chief Engineer, Utilities Division, Kansas Corporation Commission."The Commission Staff is taking a neutral position on HB 2178. ... HB 2178 proposes to remove any question of intent regarding the phrase "or operates" [in KUUDPA] by striking this phrase from the definition of operator. ... The proposed changes would relieve electric utilities of the potential liability of locating electric service lines they do not own.
Mandurama photograph collection [2178] [picture] /
No full textAlso available in an electronic version via the Internet at: http://nla.gov.au/nla.pic-an8526486-2178
Neutral Testimony on House Bill 2178 [Senate]
No full text"March 12, 2019."
Testimony before the Kansas Legislature, Senate Committee on Judiciary, presented by Leo Haynos, Chief Engineer, Utilities Division, Kansas Corporation Commission."The Commission Staff is taking a neutral position on HB 2178. ... HB 2178 proposes to remove any question of intent regarding the phrase "or operates" [in KUUDPA] by striking this phrase from the definition of operator. ... The proposed changes would relieve electric utilities of the potential liability of locating electric service lines they do not own.
Characteristics of the respondents (N = 2178).
No full text<p>Characteristics of the respondents (N = 2178).</p
2178 and all that
No full textAbstract. For integers g ≥ 3, k ≥ 2, call a number N a (g, k)-reverse multiple if the reversal of N in base g is equal to k times N. The numbers 1089 and 2178 are the two smallest (10, k)-reverse multiples, their reversals being 9801 = 9 · 1089 and 8712 = 4 · 2178. In 1992, A. L. Young introduced certain trees in order to study the problem of finding all (g, k)-reverse multiples. By using modified versions of her trees, which we call Young graphs, we determine the possible values of k for bases g = 2 through 100, and then show how to apply the transfer-matrix method to enumerate the (g, k)-reverse multiples with a given number of base-g digits. These Young graphs are interesting finite directed graphs, whose structure is not at all well understood. 1
Block Card 2178 Mellwood Avenue
No full textThis image was produced by the Auditor's Office in Lucas County, Ohio for tax assessment purposes. Associated dates are approximate. Descriptive terms related to this photograph include: Dwelling | 2178 Mellwood Avenue (Toledo, Ohio) | Folk House Style | Collinsdale Subdivision (Toledo, Ohio) | Greenwood Area (Toledo, Ohio) | West Toledo Area (Toledo, Ohio
Speake Family Collection (SC 2178)
Get PDFFinding aid only for Manuscripts Small Collection 2178. Correspondence among members of the Speake family residing in Virginia and Kentucky. The early letters reveal concerns related to the correlation of family health issues with God\u27s sovereignty. Later letters indicate an attempt to re-establish communication between the two branches of the family and clarify relationships
2178. Autres sources sur la deuxième croisade
No full text2178. Autres sources sur la deuxième croisade. In: Molinier Auguste. Les Sources de l'histoire de France - Des origines aux guerres d'Italie (1494). II. Époque féodale, les Capétiens jusqu'en 1180. Paris : A. Picard et fils, 1902. p. 301
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