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Dutch Herring, Technology, and International Trade in the Seventeenth Century
Published online by Cambridge University Press: 11 May 2010
Abstract
Herring exports to the Baltic from the Netherlands in the seventeenth and eighteenth centuries were closely related to exports of the previous year rather than to aggregate levels of trade. Dutch domination of the European market for salted herring in the seventeenth century thus cannot be explained by some external factor but rather by the internal nature of the Dutch fishery: by technology, organization, and the institutions which administered it. Regulation was designed to maximize rents but, as other fishermen gained the skills of their Dutch competitors, that strategy'turned into one which at first limited sales and then returns to the Dutch industry.
… O, wot een gulden Neeringh
en voedsel brengt ons toe de Conincklijke Heringh;
hoe menig duysend ziel bij dezen handel leeft en
winnende sijn brood God dank en eere gheeft.
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- Copyright © The Economic History Association 1980
References
The author is Associate Professor of History at the University of British Columbia. The analysis and preparation of this paper depended on the assistance of Virginia Green. The University of British Columbia supplied computer time. The author is indebted to Piet van der Veen for his personal help and to Robert Allen, Don Paterson, Jan de Vries, and especially John Norris for reading and commenting on an earlier draft.
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15 The government of the Netherlands began its first tentative regulation of the herring fishery in 1509. Gottschalk, Nelly, Fischereigewerbe und Fischhandel der niederldndischen Gebiete im (Bad Worishofen, 1927), pp. 16–19Google Scholar. Jenkins, J. Travis, The Herring and the Herring Fisheries (London, 1927), pp. 68–75Google Scholar. , Kranenburg, De Zeevisscherij, pp. 73–79, 151–57Google Scholar. , Tillema, “Ontwikkeling,” 15 (1916), pp. 348–49, 360–63, 371–72; and 16 (1917), 19–20Google Scholar.
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22 , Dardel, La Pêche Harenguière, pp. 41, 154–55Google Scholar. While the Dutch may have sent as much as 10,000 lasts of herring to Rouen each year around 1600-and the estimate appears high-that was still only about one-fifth of total imports by all shippers into that Norman port. , Kranenburg, De Zeevisscherij, pp. 35, 53, 133–35Google Scholar. Hamburg in the third and fourth decades of the seventeenth century took 3500 to 5000 lasts of herring each year from Holland. Already by the second half of the seventeenth century (1661–1700) the Baltic took only 12–20 percent of Dutch output. Kranenburg, H. A. H., “De Haring-export naar het Oostzeegebied in de 18e eeuw,” Tijdschrift voor Geschiedenis, 72 (1959), 257–58Google Scholar.
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25 The data on goods shipped through the Sound are from Bang and Korst, eds., Tabeller over Skibsfart. For Gdansk prices, see Pelc, Julian, Ceny W Gdänsku w XVI i XVII Wieku (Lwów, 1937), pp. 64–65Google Scholar, and Furtak, Tadeusz, Ceny W Gdänsku W Latach 1701–1815 (Lwów, 1935), p. 152Google Scholar. On the importance of Gdansk, see Hoszowski, Stanistaw, “The Polish Baltic Trade in the 15th-18th Centuries,” Poland at the Xlth International Congress of Historical Sciences in Stockholm (Warsaw, 1960), pp. 139–40, 148Google Scholar. , Rusiński, “Role of Polish Territories,” pp. 120–21Google Scholar; and , Unger, “De Sonttabellen,” pp. 147–48Google Scholar.
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27 V is volume and P is price. The commodities are herring (H), rye (Y), and wheat (W) D indicates shipments in Dutch bottoms, T total shipments. N indicates price in the Netherlands, G price in Gdansk. For VHD PHG = f(VVD PVG). N = 163 R @.05 =.15 R2 =.31 That is, for a sample = 163, the absolute value of R should exceed R @.05 =.15 in order to reject the hypothesis at the 5 percent level of significance. The results are not as good using data for all herring shipped into the Baltic and all rye shipped out.
The addition of wheat shipments also does nothing to improve results.
28 , Maczak, “Polish Sea Trade,” pp. 135–36Google Scholar. Using his figures for prices of goods declared at the Sound and the volume of goods going in each direction the following ratios of the value of herring imports to the value of rye and wheat exports are derived: 1565.040; 1575.012; 1585.072; 1595.105; 1605.195; 1615.154; 1625.233; 1635.074; 1646.185. The figures for those representative years show no consistency. The values for grain exports are for the two ports of Gdansk and Elblag.
29 N = 31 R @.05 =.36 R2 =.03. The data are for proifts in the Iberia wheat trade including those made from agio or disagio of the ducat generated by Bogucka, Maria, “Merchants' Profits in, Gáansk Foreign Trade in the First Half of the 17th Century,” Acta Poloniae Historica, 23 (1971), 79–82Google Scholar. Idem, “Amsterdam and the Baltic in the First Half of the Seventeenth Century,” Economic History Review, 2nd ser., 26 (Aug. 1973), 439–47.
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31 N = 207 R @.05 =.14 R2 =.31 for the volume of rye shipped out of the Baltic in Dutch vessels with the volume of herring shipped into the Baltic in Dutch ships. Limited to the period 1600–1780, the result is slightly better. N = 173 R @.05 =.15 R2 =.34. It was the rye shipped out of the Baltic in any given year that was correlated with herring shipments into the Baltic, not rye exports for the previous year. Herring shipments depended more on tonnage available at a given point in time. For herring shipments compared with rye shipments out of the Baltic for the previous year, where data for both were available and using only 1600–1780, N = 169 R @.05 =. 15 R2 =.24.
32 For all cases, N = 210 R @.05 =.14 R2 =.14. For 1600–1780, N = 175 R @.05 =.15 R2 =.18. The addition of wheat to the quantity of grain sent out of the Baltic not only does not improve the correlation but it actually decreases the coefficient of determination. For all cases, that is 1550–1780, VTH = f(VTY + VTW ), N = 210 R @.0 2 =.16 R2 =.16.
33 Bogucka found herring to be the most profitable commodity shipped from West to East, and she probably underestimated profitability. She used Amsterdam prices for full herring which is of higher quality and produced later in the year than matie (matjesharing), for which prices are also available. The revised table here uses prices for matie on the Amsterdam bourse from Posthumus, , Inquiry, vol. I, pp. 88–90Google Scholar. Duties and taxes are adjusted to reflect the different herring prices. Bogucka's estimates of freight charges are probably too high as well since she assumes that herring was charged the same as grain going in the other direction, which was not true. For problems with using Posthumus' Amsterdam herring prices see , Kranenburg, De Zeevisscherij, pp. 193–95Google Scholar. He suggests that full herring prices are even suspect, and that they may not reflect the true cost of herring when it left Dutch ports. It is possible that the errors are consistent, however. , Bohnke, “Der Binnenhandel,” pp. 55–56Google Scholar.
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35 For VHD = f(PHG-PHA) where the subscript A refers to the price in Amsterdam, N = 61 R @.05 =.25. As expected, there is no significant correlation between the Gdansk-Amsterdam price differential and the total quantity of herring shipped into the Baltic; that is, VTH = f(PHG-PHA). N = 63 R @.05 =.25 R2 =.03.
36 , Michell, “The European Fisheries,” p. 177Google Scholar. Little correlation was found between the rye price difference in the Netherlands and Gdansk and the quantity of herring entering the Baltic in Dutch bottoms, which also contradicts the suggestion that Dutch traders were dumping herring; that is, VHD = f(PYN-PYG). N = 203 [email protected] 5 =.14 R2 =.08.
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39 For 1624–1694, N = 29 R @.05 =.37 R2 =.11, and for 1718–1780, N = 32 R @.05 =.35 R2 =.20.
40 (VTH)I+I - (VTH)I = f[(PHG)I+I - (PHG)c] where, for example, (VTH), is the total volume of herring shipped out of the Baltic in year t. N = 147 R @.05 =.16 R2 =.01.
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42 For 1624–1690, N = 29. For 1691–1780, N = 34 and the differential was negative in 26 of the 34 cases.
43 (VHD)I. = f[(VHD)t-t], N = 201 R @.05 =.14 R2 =.65. As expected, the results were not as good using all herring shipments. (VHT), = f[(VHT)I = f[(VHT)I-I], N = 205 R @.05 =.14 R2 = 59.
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