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19 U.S.C. 1338, Discrimination by foreign countries
United States Code, Office of the Law Revision Counsel · 2026-09-09
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<select id="j_idt30:formResults:versionsSel" name="j_idt30:formResults:versionsSel" size="1" onchange="getEditionById('j_idt30:formResults:versionsSel');"> <option value="prelim">Current</option>
<option value="2024">2024 Main Ed. (1/6/2025)</option>
<option value="2023">2018 Ed. and Supplement V (1/3/2024)</option>
<option value="2022">2018 Ed. and Supplement IV (1/5/2023)</option>
<option value="2021">2018 Ed. and Supplement III (1/3/2022)</option>
<option value="2020">2018 Ed. and Supplement II (1/13/2021)</option>
<option value="2019">2018 Ed. and Supplement I (1/24/2020)</option>
<option value="2018">2018 Main Ed. (1/14/2019)</option>
<option value="2017">2012 Ed. and Supplement V (1/12/2018)</option>
<option value="2016">2012 Ed. and Supplement IV (1/6/2017)</option>
<option value="2015">2012 Ed. and Supplement III (1/3/2016)</option>
<option value="2014">2012 Ed. and Supplement II (1/5/2015)</option>
<option value="2013">2012 Ed. and Supplement I (1/16/2014)</option>
<option value="2012">2012 Main Ed. (1/15/2013)</option>
<option value="2011">2006 Ed. and Supplement V (1/3/2012)</option>
<option value="2010">2006 Ed. and Supplement IV (1/7/2011)</option>
<option value="2009">2006 Ed. and Supplement III (2/1/2010)</option>
<option value="2008">2006 Ed. and Supplement II (1/5/2009)</option>
<option value="2007">2006 Ed. and Supplement I (1/8/2008)</option>
<option value="2006">2006 Main Ed. (1/3/2007)</option>
<option value="2005">2000 Ed. and Supplement V (1/2/2006)</option>
<option value="2004">2000 Ed. and Supplement IV (1/3/2005)</option>
<option value="2003">2000 Ed. and Supplement III (1/19/2004)</option>
<option value="2002">2000 Ed. and Supplement II (1/6/2003)</option>
<option value="2001">2000 Ed. and Supplement I (1/22/2002)</option>
<option value="2000">2000 Main Ed. (1/2/2001)</option>
<option value="1999">1994 Ed. and Supplement V (1/23/2000)</option>
<option value="1998">1994 Ed. and Supplement IV (1/5/1999)</option>
<option value="1997">1994 Ed. and Supplement III (1/26/1998)</option>
<option value="1996">1994 Ed. and Supplement II (1/6/1997)</option>
<option value="1995">1994 Ed. and Supplement I (1/16/1996)</option>
<option value="1994">1994 Main Ed. (1/4/1995)</option>
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<!-- field-start:cite -->19 USC 1338<!-- field-end:cite -->: Discrimination by foreign countries</span>
<span class="lawsInEffect">Text contains those laws in effect on September 8, 2026</span>
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<span class="titleExpcite">From Title 19-CUSTOMS DUTIES</span><span class="parent1ExpCite">CHAPTER 4-TARIFF ACT OF 1930</span><span class="parent3ExpCite">Part II-United States International Trade Commission</span>
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<span class="jumpToHeader">Jump To: </span><span class="jumpToField"><a href="#sourcecredit">Source Credit</a></span><span class="jumpToField"><a href="#miscellaneous-note">Miscellaneous</a></span><span class="jumpToField"><a href="#priorprovisions-note">Prior Provisions</a></span>
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<h3 class="section-head">§1338. Discrimination by foreign countries</h3>
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<h4 class="subsection-head">(a) Additional duties</h4>
<p class="statutory-body">The President when he finds that the public interest will be served shall by proclamation specify and declare new or additional duties as hereinafter provided upon articles wholly or in part the growth or product of, or imported in a vessel of, any foreign country whenever he shall find as a fact that such country-</p>
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<p class="statutory-body-1em">(1) Imposes, directly or indirectly, upon the disposition in or transportation in transit through or reexportation from such country of any article wholly or in part the growth or product of the United States any unreasonable charge, exaction, regulation, or limitation which is not equally enforced upon the like articles of every foreign country; or</p>
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<p class="statutory-body-1em">(2) Discriminates in fact against the commerce of the United States, directly or indirectly, by law or administrative regulation or practice, by or in respect to any customs, tonnage, or port duty, fee, charge, exaction, classification, regulation, condition, restriction, or prohibition, in such manner as to place the commerce of the United States at a disadvantage compared with the commerce of any foreign country.</p>
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<h4 class="subsection-head">(b) Exclusion from importation</h4>
<p class="statutory-body">If at any time the President shall find it to be a fact that any foreign country has not only discriminated against the commerce of the United States, as aforesaid, but has, after the issuance of a proclamation as authorized in subdivision (a) of this section, maintained or increased its said discriminations against the commerce of the United States, the President is authorized, if he deems it consistent with the interests of the United States, to issue a further proclamation directing that such products of said country or such articles imported in its vessels as he shall deem consistent with the public interests shall be excluded from importation into the United States.</p>
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<h4 class="subsection-head">(c) Application of proclamation</h4>
<p class="statutory-body">Any proclamation issued by the President under the authority of this section shall, if he deems it consistent with the interests of the United States, extend to the whole of any foreign country or may be confined to any subdivision or subdivisions thereof; and the President shall, whenever he deems the public interests require, suspend, revoke, supplement, or amend any such proclamation.</p>
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<h4 class="subsection-head">(d) Duties to offset commercial disadvantages</h4>
<p class="statutory-body">Whenever the President shall find as a fact that any foreign country places any burden or disadvantage upon the commerce of the United States by any of the unequal impositions or discriminations aforesaid, he shall, when he finds that the public interest will be served thereby, by proclamation specify and declare such new or additional rate or rates of duty as he shall determine will offset such burden or disadvantage, not to exceed 50 per centum ad valorem or its equivalent, on any products of, or on articles imported in a vessel of, such foreign country; and thirty days after the date of such proclamation there shall be levied, collected, and paid upon the articles enumerated in such proclamation when imported into the United States from such foreign country such new or additional rate or rates of duty; or, in case of articles declared subject to exclusion from importation into the United States under the provisions of subdivision (b) of this section, such articles shall be excluded from importation.</p>
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<h4 class="subsection-head">(e) Duties to offset benefits to third country</h4>
<p class="statutory-body">Whenever the President shall find as a fact that any foreign country imposes any unequal imposition or discrimination as aforesaid upon the commerce of the United States, or that any benefits accrue or are likely to accrue to any industry in any foreign country by reason of any such imposition or discrimination imposed by any foreign country other than the foreign country in which such industry is located, and whenever the President shall determine that any new or additional rate or rates of duty or any prohibition hereinbefore provided for do not effectively remove such imposition or discrimination and that any benefits from any such imposition or discrimination accrue or are likely to accrue to any industry in any foreign country, he shall, when he finds that the public interest will be served thereby, by proclamation specify and declare such new or additional rate or rates of duty upon the articles wholly or in part the growth or product of any such industry as he shall determine will offset such benefits, not to exceed 50 per centum ad valorem or its equivalent, upon importation from any foreign country into the United States of such articles; and on and after thirty days after the date of any such proclamation such new or additional rate or rates of duty so specified and declared in such proclamation shall be levied, collected, and paid upon such articles.</p>
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<h4 class="subsection-head">(f) Forfeiture of articles</h4>
<p class="statutory-body">All articles imported contrary to the provisions of this section shall be forfeited to the United States and shall be liable to be seized, prosecuted, and condemned in like manner and under the same regulations, restrictions, and provisions as may from time to time be established for the recovery, collection, distribution, and remission of forfeitures to the United States by the several revenue laws. Whenever the provisions of this chapter shall be applicable to importations into the United States of articles wholly or in part the growth or product of any foreign country, they shall be applicable thereto whether such articles are imported directly or indirectly.</p>
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<h4 class="subsection-head">(g) Ascertainment by Commission of discriminations</h4>
<p class="statutory-body">It shall be the duty of the commission to ascertain and at all times to be informed whether any of the discriminations against the commerce of the United States enumerated in subdivisions (a), (b), and (e) of this section are practiced by any country; and if and when such discriminatory acts are disclosed, it shall be the duty of the commission to bring the matter to the attention of the President, together with recommendations.</p>
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<h4 class="subsection-head">(h) Rules and regulations of Secretary of the Treasury</h4>
<p class="statutory-body">The Secretary of the Treasury with the approval of the President shall make such rules and regulations as are necessary for the execution of such proclamations as the President may issue in accordance with the provisions of this section.</p>
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<h4 class="subsection-head">(i) "Foreign country" defined</h4>
<p class="statutory-body">When used in this section the term "foreign country" means any empire, country, dominion, colony or protectorate, or any subdivision or subdivisions thereof (other than the United States and its possessions), within which separate tariff rates or separate regulations of commerce are enforced.</p>
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<a name="sourcecredit"></a>
<!-- field-start:sourcecredit -->
<p class="source-credit">(<a href="/statviewer.htm?volume=46&page=704" target="_blank" onmouseout="this.style.textDecoration='none';" onmouseover="this.style.textDecoration='underline';" style="text-decoration: none;color: #0F0D61;">June 17, 1930, ch. 497, title III, §338, <statuteAtLarge page="704" volume="46">46 Stat. 704</statuteAtLarge>
</a>.)</p>
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<a name="miscellaneous-note"></a>
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<h4 class="note-head">
<strong>Editorial Notes</strong>
</h4>
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<h4 class="note-head">Prior Provisions</h4>
<p class="note-body">Provisions similar to those in this section were contained in act <a href="/statviewer.htm?volume=42&page=944" target="_blank" onmouseout="this.style.textDecoration='none';" onmouseover="this.style.textDecoration='underline';" style="text-decoration: none;color: #0F0D61;">Sept. 21, 1922, ch. 356, title III, §317, <statuteAtLarge page="944" volume="42">42 Stat. 944</statuteAtLarge>
</a>. That section was superseded by section 338 of act June 17, 1930, comprising this section, and repealed by section 651(a)(1) of the 1930 Act.</p>
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" 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