United States v. E. I. Du Pont De Nemours & Co.

351 U.S. 377, 76 S. Ct. 994, 100 L. Ed. 2d 1264, 100 L. Ed. 1264, 1956 U.S. LEXIS 1628, 1956 Trade Cas. (CCH) 68,369

• Court: Supreme Court of the United States
• Decided: June 11, 1956
• Docket: 5
• Status: Published

Opinions

Mr. Justice Reed

delivered the opinion of the Court.

The United States brought this civil action under § 4 of the Sherman Act against E. I. du Pont de Nemours and Company. The complaint, filed December 13, 1947, in the United States District Court for the District of Columbia, charged du Pont with monopolizing, attempting to monopolize and conspiracy to monopolize interstate commerce in cellophane and eellulosic caps and bands in violation of § 2 of the Sherman Act. Relief by injunction was sought against defendant and its officers, forbidding monopolizing or attempting to monopolize interstate trade in cellophane. The prayer also sought action to dissipate the effect of the monopolization by divestiture or other steps. On defendant’s motion under 28 U. S. C. § 1404 (a), the case was transferred to the District of Delaware. After a lengthy trial, judgment was entered for du Pont on all issues.¹

The Government’s direct appeal here does not contest the findings that relate to caps and bands, nor does it raise any issue concerning the alleged attempt to monopolize or conspiracy to monopolize interstate commerce in cellophane. The appeal, as specifically stated by the Government, “attacks only the ruling that du Pont has not monopolized trade in cellophane.” At issue for determination is only this alleged violation by du Pont of § 2 of the Sherman Act.²

During the period that is relevant to this action, du Pont produced almost 75% of the cellophane sold in the United States, and cellophane constituted less than 20% of all “flexible packaging material” sales. This was the designation accepted at the trial for the materials listed in Finding 280, Appendix A, this opinion, post, p. 405.

The Government contends that, by so dominating cellophane production, du Pont monopolized a “part of the trade or commerce” in violation of § 2. Respondent agrees that cellophane is a product which constitutes “a ‘part’ of commerce within the meaning of Section 2.” Du Pont brief, pp. 16, 79. But it contends that the prohibition of § 2 against monopolization is not violated because it does not have the power to control the price of cellophane or to exclude competitors from the market in which cellophane is sold. The court below found that the “relevant market for determining the extent of du Pont’s market control is the market for flexible packaging materials,” and that competition from those other materials prevented du Pont from possessing monopoly powers in its sales of cellophane. Finding 37.

The Government asserts that cellophane and other wrapping materials are neither substantially fungible nor like priced. For these reasons, it argues that the market for other wrappings is distinct from the market for cellophane and that the competition afforded cellophane by other wrappings is not strong enough to be considered in determining whether du Pont has monopoly powers. Market delimitation is necessary under du Pont’s theory to determine whether an alleged monopolist violates § 2. The ultimate consideration in such a determination is whether the defendants control the price and competition in the market for such part of trade or commerce as they are charged with monopolizing. Every manufacturer is the sole producer of the particular commodity it makes but its control in the above sense of the relevant market depends upon the availability of alternative commodities for buyers: i. e., whether there is a cross-elasticity of demand between cellophane and the other wrappings. This interchangeability is largely gauged by the purchase of competing products for similar uses considering the price, characteristics and adaptability of the competing commodities. The court below found that the flexible wrappings afforded such alternatives. This Court must determine whether the trial court erred in its estimate of the competition afforded cellophane by other materials.

The burden of proof, of course, was upon the Government to establish monopoly. See United States v. Aluminum Co. of America, 148 F. 2d 416, 423, 427. This the trial court held the Government failed to do, upon findings of fact and law stated at length by that court. For the United States to succeed in this Court now, it must show that erroneous legal tests were applied to essential findings of fact or that the findings themselves were “clearly erroneous” within our rulings on Rule 52 (a) of the Rules of Civil Procedure. See United States v. United States Gypsum Co., 333 U. S. 364, 393-395. We do not try the facts of cases de novo. Timken Roller Bearing Co. v. United States, 341 U. S. 593, 597.³

Two additional questions were raised in the record and decided by the court below. That court found that, even if du Pont did possess monopoly power over sales of cellophane, it was not subject to Sherman Act prosecution, because (1) the acquisition of that power was protected by patents, and (2) that power was acquired solely through du Pont’s business expertness. It was thrust upon du Pont. 118 F. Supp., at 213-218.

Since the Government specifically excludes attempts and conspiracies to monopolize from consideration, a conclusion that du Pont has no monopoly power would obviate examination of these last two issues.

I. Factual Background. — For consideration of the issue as to monopolization, a general summary of the development of cellophane is useful.

In the early 1900’s, Jacques Brandenberger, a Swiss chemist, attempted to make tablecloths impervious to dirt by spraying them with liquid viscose (a cellulose solution available in quantity from wood pulp, Finding 361) and by coagulating this coating. His idea failed, but he noted that the coating peeled off in a transparent film. This first “cellophane” was thick, hard, and not perfectly transparent, but Brandenberger apparently foresaw commercial possibilities in his discovery. By 1908 he developed the first machine for the manufacture of transparent sheets of regenerated cellulose. The 1908 product was not satisfactory, but by 1912 Brandenberger was making a saleable thin flexible film used in gas masks. He obtained patents to cover the machinery and the essential ideas of his process.

It seems to be agreed, however, that the disclosures of these early patents were not sufficient to make possible the manufacture of commercial cellophane. The inadequacy of the patents is partially attributed to the fact that the essential machine (the Hopper) was improved after it was patented. But more significant was the failure of these patents to disclose the actual technique of the process. This technique included the operational data acquired by experimentation.⁴

In 1917 Brandenberger assigned his patents to La Cellophane Societe Anonyme and joined that organization. Thereafter developments in the production of cellophane somewhat paralleled those taking place in artificial textiles. Chemical science furnished the knowledge for perfecting the new products. The success of the artificial products has been enormous. Du Pont was an American leader in the field of synthetics and learned of cellophane’s successes through an associate, Comptoir des Textiles Artificiel.

In 1923 du Pont organized with La Cellophane an American company for the manufacture of plain cellophane. The undisputed findings are that:

“On December 26, 1923, an agreement was executed between duPont Cellophane Company and La Cellophane by which La Cellophane licensed duPont Cellophane Company exclusively under its United States cellophane patents, and granted duPont Cellophane Company the exclusive right to make and sell in North and Central America under La Cellophane’s secret processes for cellophane manufacture. DuPont Cellophane Company granted to La Cellophane exclusive rights for the rest of the world under any cellophane patents or processes duPont Cellophane Company might develop.” Finding 24.

Subsequently du Pont and La Cellophane licensed several foreign companies, allowing them to manufacture and vend cellophane in limited areas. Finding 601. Technical exchange agreements with these companies were entered into at the same time. However, in 1940, du Pont notified these foreign companies that sales might be made in any country,⁵ and- by 1948 all the technical exchange agreements were canceled.

Sylvania, an American affiliate of a Belgian producer of cellophane not covered by the license agreements above referred to, began the manufacture of cellophane in the United States in 1930. Litigation between the French and Belgian companies resulted in a settlement whereby La Cellophane came to have a stock interest in Sylvania, contrary to the La Cellophane-du Pont agreement. This resulted in adjustments as compensation for the intrusion into United States of La Cellophane that extended du Pont’s limited territory. The details do not here seem important. Since 1934 Sylvania has produced about 25% of United States cellophane.

An important factor in the growth of cellophane production and sales was the perfection of moistureproof cellophane, a superior 'product of du Pont research and patented by that company through a 1927 application. Plain cellophane has little resistance to the passage of moisture vapor. Moistureproof cellophane has a composition added which keeps moisture in and out of the packed commodity. This patented type of cellophane has had a demand with much more rapid growth than the plain.

In 1931 Sylvania began the manufacture of moisture-proof cellophane under its own patents. After negotiations over patent rights, du Pont in 1933 licensed Sylvania to manufacture and sell moistureproof cellophane produced under the du Pont patents at a royalty of 2% of sales. These licenses, with the plain cellophane licenses from the Belgian company, made Sylvania a full cellophane competitor, limited on moistureproof sales by the terms of the licenses to 20% of the combined sales of the two companies of that type by the payment of a prohibitive royalty on the excess. Finding 552. There was never an excess production. The limiting clause was dropped on January 1, 1945, and Sylvania was acquired in 1946 by the American Viscose Corporation with assets of over two hundred million dollars.

Between 1928 and 1950, du Pont’s sales of plain cellophane increased from $3,131,608 to $9,330,776. Mois-tureproof sales increased from $603,222 to $89,850,416, although prices were continuously reduced. Finding 337. It could not be said that this immense increase in use was solely or even largely attributable to the superior quality of cellophane or to the technique or business acumen of du Pont, though doubtless those factors were important. The growth was a part of the expansion of the commodity-packaging habits of business, a by-product of general efficient competitive merchandising to meet modern demands. The profits, which were large, apparently arose from this trend in marketing, the development of the industrial use of chemical research and production of synthetics, rather than from elimination of other producers from the relevant market. That market is discussed later at p. 394. Tables appearing at the end of this opinion (Appendix A, Findings 279-292, inclusive, post, pp. 405-410) show the uses of cellophane in comparison with other wrappings.⁶ See the discussion, infra, p. 399 et seq.

II. The Sherman Act and the Courts. — The Sherman Act has received long and careful application by this Court to achieve for the Nation the freedom of enterprise from monopoly or restraint envisaged by the Congress that passed the Act in 1890. Because the Act is couched in broad terms, it is adaptable to the changing types of commercial production and distribution that have evolved since its passage. Chief Justice Hughes wrote for the Court that “As a charter of freedom, the Act has a generality and adaptability comparable to that found to be desirable in constitutional provisions.” Appalachian Coals, Inc. v. United States, 288 U. S. 344, 359-360. Compare on remedy, Judge Wyzanski in United States v. United Shoe Machinery Corp., 110 F. Supp. 295, 348. It was said in Standard Oil Co. v. United States, 221 U. S. 1, 50, that fear of the power of rapid accumulations of individual and corporate wealth from the trade and industry of a developing national economy caused its passage. Units of traders and producers snowballed by combining into so-called “trusts.” Competition was threatened. Control of prices was feared. Individual initiative was dampened. While the economic picture has changed, large aggregations of private capital, with power attributes, continue. Mergers go forward. Industries such as steel, automobiles, tires, chemicals, have only a few production organizations. A considerable size is often essential for efficient operation in research, manufacture and distribution.

Judicial construction of antitrust legislation has generally been left unchanged by Congress. This is true of the Rule of Reason.⁷ While it is fair to say that the Rule is imprecise, its application in Sherman Act litigation, as directed against enhancement of price or throttling of competition, has given a workable content to antitrust legislation. See note 18, injra. It was judicially declared a proper interpretation of the Sherman Act in 1911, with a strong, clear-cut dissent challenging its soundness on the ground that the specific words of the Act covered every contract that tended to restrain or monopolize.⁸ This Court has not receded from its position on the Rule.⁹ There is not, we think, any inconsistency between it and the development of the judicial theory that agreements as to maintenance of prices or division of territory are in themselves a violation of the Sherman Act.¹⁰ It is logical that some agreements and practices are invalid per se, while others are illegal only as applied to particular situations.¹¹

Difficulties of interpretation have arisen in the application of the Sherman Act in view of the technical changes in production of commodities and the new distribution practices.¹² They have called forth reappraisal of the effect of the Act by business and government.¹³ That reappraisal has so far left the problems with which we are here concerned to the courts rather than to administrative agencies. Cf. Federal Trade Commission Act, 38 Stat. 721. It is true that Congress has made exceptions to the generality of monopoly prohibitions, exceptions that spring from the necessities or conveniences of certain industries or business organizations, or from the characteristics of the members of certain groups of citizens.¹⁴ But those exceptions express legislative determination of the national economy’s need of reasonable limitations on cutthroat competition or prohibition of monopoly. “[WJhere exceptions are made, Congress should make them.” United States v. Line Material Co., 333 U. S. 287, 310. They modify the reach of the Sherman Act but do not change its prohibition of other monopolies. We therefore turn to § 2 (note 2, supra) to determine whether du Pont has violated that section by its dominance in the manufacture of cellophane in the before-stated circumstances.

III. The Sherman Act, § 2 — Monopolization. — The only statutory language of § 2 pertinent on this review is: “Every person who shall monopolize . . . shall be deemed guilty . . . .” This Court has pointed out that monopoly at common law was a grant by the sovereign to any person for the sole making or handling of anything so that others were restrained or hindered in their lawful trade. Standard Oil Co. v. United States, 221 U. S. 1, 51. However, as in England, it came to be recognized here that acts bringing the evils of authorized monopoly— unduly diminishing competition and enhancing prices— were undesirable (id., at 56, 57, 58) and were declared illegal by § 2. Id., at 60-62. Our cases determine that a party has monopoly power if it has, over “any part of the trade or commerce among the several States,” a power of controlling prices or unreasonably restricting competition. Id., at 58.

Senator Hoar, in discussing § 2, pointed out that monopoly involved something more than extraordinary commercial success, “that it involved something like the use of means which made it impossible for other persons to engage in fair competition.” ¹⁵ This exception to the Sherman Act prohibitions of monopoly power is perhaps the monopoly “thrust upon” one of United States v. Aluminum Co. of America, 148 F. 2d 416, 429, left as an undecided possibility by American Tobacco Co. v. United States, 328 U. S. 781. Compare United States v. United Shoe Machinery Corp., 110 F. Supp. 295, 342.¹⁶

If cellophane is the “market” that du Pont is found to dominate, it may be assumed it does have monopoly power over that “market.” ¹⁷ Monopoly power is the power to control prices or exclude competition.¹⁸ It seems apparent that du Pont’s power to set the price of cellophane has been limited only by the competition afforded by other flexible packaging materials. Moreover, it may be practically impossible for anyone to commence manufacturing cellophane without full access to du Pont’s technique. However, du Pont has no power to prevent competition from other wrapping materials. The trial court consequently had to determine whether competition from the other wrappings prevented du Pont from possessing monopoly power in violation of § 2. Price and competition are so intimately entwined that any discussion of theory must treat them as one. It is inconceivable that price could be controlled without power over competition or vice versa. This approach to the determination of monopoly power is strengthened by this Court’s conclusion in prior cases that, when an alleged monopolist has power over price and competition, an intention to monopolize in a proper case may be assumed.¹⁹

If a large number of buyers and sellers deal freely in a standardized product, such as salt or wheat, we have complete or pure competition. Patents, on the other hand, furnish the most familiar type of classic monopoly. As the producers of a standardized product bring about significant differentiations of quality, design, or packaging in the product that permit differences of use, competition becomes to a greater or less degree incomplete and the producer’s power over price and competition greater over his article and its use, according to the differentiation he is able to create and maintain. A retail seller may have in one sense a monopoly on certain trade because of location, as an isolated country store or filling station, or because no one else makes a product of just the quality or attractiveness of his product, as for example in cigarettes. Thus one can theorize that we have monopolistic competition in every nonstandardized commodity with each manufacturer having power over the price and production of his own product.²⁰ However, this power that, let us say, automobile or soft-drink manufacturers have over their trademarked products is not the power that makes an illegal monopoly. Illegal power must be appraised in terms of the competitive market for the product.²¹

Determination of the competitive market for commodities depends on how different from one another are the offered commodities in character or use, how far buyers will go to substitute one commodity for another. For example, one can think of building materials as in commodity competition but one could hardly say that brick competed with steel or wood or cement or stone in the meaning of Sherman Act litigation; the products are too different. This is the interindustry competition emphasized by some economists. See Lilienthal, Big Business, c. 5. On the other hand, there are certain differences in the formulae for soft drinks but one can hardly say that each one is an illegal monopoly. Whatever the market may be, we hold that control of price or competition establishes the existence of monopoly power under § 2. Section 2 requires the application of a reasonable approach in determining the existence of monopoly power just as surely as did § 1. This of course does not mean that there can be a reasonable monopoly. See notes 7 and 9, supra. Our next step is to determine whether du Pont has monopoly power over cellophane: that is, power over its price in relation to or competition with other commodities. The charge was monopolization of cellophane. The defense, that cellophane was merely a part of the relevant market for flexible packaging materials.

IV. The Relevant Market. — When a product is controlled by one interest, without substitutes available in the market, there is monopoly power. Because most products have possible substitutes, we cannot, as we said in Times-Picayune Co. v. United States, 345 U. S. 594, 612, give “that infinite range” to the definition of substitutes. Nor is it a proper interpretation of the Sherman Act to require that products be fungible to be considered in the relevant market.

The Government argues:

“We do not here urge that in no circumstances may competition of substitutes negative possession of monopolistic power over trade in a product. The decisions make it clear at the least that the courts will not consider substitutes other than those which are substantially fungible with the monopolized product and sell at substantially the same price.”

But where there are market alternatives that, buyers may readily use for their purposes, illegal monopoly does not exist merely because the product said to be monopolized differs from others. If it were not so, only physically identical products would be a part of the market. To accept the Government’s argument, we would have to conclude that the manufacturers of plain as well as mois-tureproof cellophane were monopolists, and so with films such as Pliofilm, foil, glassine, polyethylene, and Saran, for each of these wrapping materials is distinguishable. These were all exhibits in the case. New wrappings appear, generally similar to cellophane: is each a monopoly? What is called for is an appraisal of the “cross-elasticity” of demand in the trade. See Note, 54 Col. L. Rev. 580. The varying circumstances of each case determine the result.²² In considering what is the relevant market for determining the control of price and competition, no more definite rule can be declared than that commodities reasonably interchangeable by consumers for the same purposes make up that “part of the trade or commerce,” monopolization of which may be illegal. As respects flexible packaging materials, the market geographically is nationwide.

Industrial activities cannot be confined to trim categories. Illegal monopolies under § 2 may well exist over limited products in narrow fields where competition is eliminated.²³ That does not settle the issue here. In determining the market under the Sherman Act, it is the use or uses to which the commodity is put that control. The selling price between commodities with similar uses and different characteristics may vary, so that the cheaper product can drive out the more expensive. Or, the superior quality of higher priced articles may make dominant the more desirable. Cellophane costs more than many competing products and less than a few. But whatever the price, there are various flexible wrapping materials that are bought by manufacturers for packaging their goods in their own plants or are sold to converters who shape and print them for use in the packaging of the commodities to be wrapped.

Cellophane differs from other flexible packaging materials. From some it differs more than from others. The basic materials from which the wrappings are made and the advantages and disadvantages of the products to the packaging industry are summarized in Findings 62 and 63. They are aluminum, cellulose acetate, chlorides, wood pulp, rubber hydrochloride, and ethylene gas. It will adequately illustrate the similarity in characteristics of the various products by noting here Finding 62 as to glassine.²⁴ Its use is almost as extensive as cellophane, Appendix C, post, p. 412, and many of its characteristics equally or more satisfactory to users.²⁵

It may be admitted that cellophane combines the desirable elements of transparency, strength and cheapness more definitely than any of the others. Comparative characteristics have been noted thus:

“Moistureproof cellophane is highly transparent, tears readily but has high bursting strength, is highly impervious to moisture and gases, and is resistant to grease and oils. Heat sealable, printable, and adapted to use on wrapping machines, it makes an excellent packaging material for both display and protection of commodities.

“Other flexible wrapping materials fall into four major categories: (1) opaque nonmoistureproof wrapping paper designed primarily for convenience and protection in handling packages; (2) moisture-proof films of varying degrees of transparency designed primarily either to protect, or to display and protect, the products they encompass; (3) non-moistureproof transparent films designed primarily to display and to some extent protect, but which obviously do a poor protecting job where exclusion or retention of moisture is important; and (4) mois-tureproof materials other than films of varying degrees of transparency (foils and paper products) designed to protect and display.”²⁶

An examination of Finding 59, Appendix B, post, p. 411, will make this clear.

But, despite cellophane’s advantages, it has to meet competition from other materials in every one of its uses. Cellophane’s principal uses are analyzed in Appendix A, Findings 281 and 282. Food products are the chief outlet, with cigarettes next. The Government makes no challenge to Finding 283 that cellophane furnishes less than 7% of wrappings for bakery products, 25% for candy, 32% for snacks, 35% for meats and poultry, 27% for crackers and biscuits, 47% for fresh produce, and 34% for frozen foods. Seventy-five to eighty percent of cigarettes are wrapped in cellophane. Finding 292. Thus, cellophane shares the packaging market with others. The over-all result is that cellophane accounts for 17.9% of flexible wrapping materials, measured by the wrapping surface. Finding 280, Appendix A, post, p. 405.

Moreover a very considerable degree of functional interchangeability exists between these products, as is shown by the tables of Appendix A and Findings 150-278.²⁷ It will be noted, Appendix B, that except as to permeability to gases, cellophane has no qualities that are not possessed by a number of other materials. Meat will do as an example of interchangeability. Findings 205-220. Although du Pont’s sales to the meat industry have reached 19,000,000 pounds annually, nearly 35%, this volume is attributed “to the rise of self-service retailing of fresh meat.” Findings 212 and 283. In fact, since the popularity of self-service meats, du Pont has lost “a considerable proportion” of this packaging business to Pliofilm. Finding 215. Pliofilm is more expensive than cellophane, but its superior physical characteristics apparently offset cellophane’s price advantage. While retailers shift continually between the two, the trial court found that Pliofilm is increasing its share of the business. Finding 216. One further example is worth noting. Before World War II, du Pont cellophane wrapped between 5 and 10% of baked and smoked meats. The peak year was 1933. Finding 209. Thereafter du Pont was unable to meet the competition of Sylvania and of greaseproof paper. Its sales declined and the 1933 volume was not reached again until 1947. Findings 209-210. It will be noted that greaseproof paper, glassine, waxed paper, foil and Pliofilm are used as well as cellophane, Finding 218. Findings 209-210 show the competition and 215-216 the advantages that have caused the more expensive Pliofilm to increase its proportion of the business.

An element for consideration as to cross-elasticity of demand between products is the responsiveness of the sales of one product to price changes of the other.²⁸ If a slight decrease in the price of cellophane causes a considerable number of customers of other flexible wrappings to switch to cellophane, it would be an indication that a high cross-elasticity of demand exists between them; that the products compete in the same market. The court below held that the “[gjreat sensitivity of customers in the flexible packaging markets to price or quality changes” prevented du Pont from possessing monopoly control over price. 118 F. Supp., at 207. The record sustains these findings. See references made by the trial court in Findings 123-149.

We conclude that cellophane’s interchangeability with the other materials mentioned suffices to make it a part of this flexible packaging material market.

The Government stresses the fact that the variation in price between cellophane and other materials demonstrates they are noncompetitive. As these products are all flexible wrapping materials, it seems reasonable to consider, as was done at the trial, their comparative cost to the consumer in terms of square area. This can be seen in Finding 130, Appendix C. Findings as to price competition are set out in the margin.²⁹ Cellophane costs two or three times as much, surface measure, as its chief competitors for the flexible wrapping market, glassine and greaseproof papers. Other forms of cellulose wrappings and those from other chemical or mineral substances, with the exception of aluminum foil, are more expensive. The uses of these materials, as can be observed by Finding 283 in Appendix A, are largely to wrap small packages for retail distribution. The wrapping is a relatively small proportion of the entire cost of the article.³⁰ Different producers need different qualities in wrappings and their need may vary from time to time as their products undergo change. But the necessity for flexible wrappings is the central and unchanging demand. We cannot say that these differences in cost gave du Pont monopoly power over prices in view of the findings of fact on that subject.³¹

It is the variable characteristics of the different flexible wrappings and the energy and ability with which the manufacturers push their wares that determine choice. A glance at “Modern Packaging,” a trade journal, will give, by its various advertisements, examples of the competition among manufacturers for the flexible packaging market. The trial judge visited the 1952 Annual Packaging Show at Atlantic City, with the consent of counsel. He observed exhibits offered by “machinery manufacturers, converters and manufacturers of flexible packaging materials.” He states that these personal observations confirmed his estimate of the competition between cellophane and other packaging materials. Finding 820. From this wide variety of evidence, the Court reached the conclusion expressed in Finding 838:

“The record establishes plain cellophane and mois-tureproof cellophane are each flexible packaging materials which are functionally interchangeable with other flexible packaging materials and sold at same time to same customers for same purpose at competitive prices; there is no cellophane market distinct and separate from the market for flexible packaging materials; the market for flexible packaging materials is the relevant market for determining nature and extent of duPont’s market control; and duPont has at all times competed with other cellophane producers and manufacturers of other flexible packaging materials in all aspects of its cellophane business.”

The facts above considered dispose also of any contention that competitors have been excluded by du Pont from the packaging material market. That market has many producers and there is no proof du Pont ever has possessed power to exclude any of them from the rapidly expanding flexible packaging market. The Government apparently concedes as much, for it states that “lack of power to inhibit entry into this so-called market [i. e., flexible packaging materials], comprising widely disparate products, is no indicium of absence of power to exclude competition in the manufacture and sale of cellophane.” The record shows the multiplicity of competitors and the financial strength of some with individual assets running to the hundreds of millions. Findings 66-72. Indeed, the trial court found that du Pont could not exclude competitors even from the manufacture of cellophane, Finding 727, an immaterial matter if the market is flexible packaging material. Nor can we say that du Pont’s profits, while liberal (according to the Government 15.9% net after taxes on the 1937-1947 average), demonstrate the existence of a monopoly without proof of lack of comparable profits during those years in other prosperous industries. Cellophane was a leader, over 17%, in the flexible packaging materials market. There is no showing that du Pont’s rate of return was greater or less than that of other producers of flexible packaging materials. Finding 719.

The “market” which one must study to determine when a producer has monopoly power will vary with the part of commerce under consideration. The tests are constant. That market is composed of products that have reasonable interchangeability for the purposes for which they are produced — price, use and qualities considered. While the application of the tests remains uncertain, it seems to us that du Pont should not be found to monopolize cellophane when that product has the competition and interchangeability with other wrappings that this record shows.

On the findings of the District Court, its judgment is

Affirmed.

Mr. Justice Clark and Mr. Justice Harlan took no part in the consideration or decision of this case. [For concurring opinion of Mr. Justice Frankfurter, see post, p. 413.] [For dissenting opinion of The Chief Justice, joined by Mr. Justice Black and Mr. Justice Douglas, see post, p. 414.]

APPENDIX A.

VIII. Results op du Pont’s Competition With Other Materials.

(Findings 279-292.)

279. During the period du Pont entered the flexible packaging business, and since its introduction of moisture-proof cellophane, sales of cellophane have increased. Total volume of flexible packaging materials used in the United States has also increased. Du Pont’s relative percentage of the packaging business has grown as a result of its research, price, sales and capacity policies, but du Pont cellophane even in uses where it has competed has not attained the bulk of the business, due to competition of other flexible packaging materials.

280. Of the production and imports of flexible packaging materials in 1949 measured in wrapping surface, du Pont cellophane accounted for less than 20% of flexible packaging materials consumed in the United States in that year. The figures on this are:

Thousands of Square Yards

Glassine, Greaseproof and Vegetable Parchment

Papers .................................. 3,125,826

Waxing Papers (18 Pounds and over).......... 4,614,685

Sulphite Bag and Wrapping Papers............ 1,788,615

Aluminum Foil.............................. 1,317,807

Cellophane................................. 3,366,068

Cellulose Acetate............................ 133,982

Pliofilm, Polyethylene, Saran and Cry-O-Rap... 373,871

Total ............................... 14,720,854

Total du Pont Cellophane Production.......... 2,629,747

Du Pont Cellophane Per Cent of Total United States Production and Imports of These Flexible Packaging Materials................ 17.9%

281. Eighty percent of cellophane made by du Pont is sold for packaging in the food industry. Of this quantity, 80% is sold for packaging baked goods, meat, candy, crackers and biscuits, frozen foods, fresh vegetables and produce, potato chips, and “snacks,” such as peanut butter sandwiches, popcorn, etc. A small amount is sold for wrapping of textiles and paper products, etc. Largest non-food use of cellophane is the overwrapping of cigarette packages.

The breakdown of du Pont cellophane sales for the year 1949 was:

Use Sales Tobacco (M pounds) Percent of Total Sales

Cigarettes..................... 20,584 11.6

Cigars ...................■..... 3,195 1.8

Other Tobacco................. 1,657 0.9

Total 25,436 14.3

Food Products

Candy & Gum................. 17,054 9.6

Bread & Cake.................. 40,081 22.5

Crackers & Biscuits............. 12,614 7.1

Meat ......................... 11,596 6.5

Noodles & Macaroni............ 2,602 1.5

Tea & Coffee................... 1,380 0.8

Cereals ....................... 2,487 1.4

Frozen Foods.................. 5,234 2.9

Dried Fruit.................... 333 0.2

Nuts ......................... 2,946 1.7

Popcorn & Potato Chips........ 6,929 3.9

Dairy Products................. 3,808 2.1

Fresh Produce.................. 4,564 2.6

Unclassified Foods.............. 8,750 4.9

Total ....................... 120,478 67.7

Use Sales Miscellaneous (M pounds) Percent of Total Sales

Hosiery....................... 1,370 0.7

Textiles....................... 3,141 1.8

Drugs ........................ 1,031 0.6

Rubber ....................... 317 0.2

Paper ........................ 2,736 1.5

Unclassified ................... 18,602 10.5

Total ....................... 27,197 15.3

Domestic Total..................... 173,011 97.3

Export ........................... 4,820 2.7

Grand Total....................... 177,831 100.0

282. Sales of cellophane by du Pont in 1951, by principal uses, were approximately as follows:

Pounds

White bread................... between 8 and 9,000,000

Specialty breads............... ........... 15,700,000

Cake and other baked sweet goods ........... 22,000,000

Meat......................... ........... 19,000,000

Candy (including chewing gum). ........... 20,000,000

Crackers and biscuits........... ........... 17,000,000

Frozen foods................... ........... 5,800,000

Cigarettes .................... ........... 23,000,000

283. 1949 sales of 19 major representative converters whose business covered a substantial segment of the total converting of flexible packaging materials for that year showed the following as to their sales of flexible packaging materials, classified by end use:

Quantity (Millions sq. in.) End Use Bakery Products Percent of Total End Use

............... 109,670 Cellophane .. 6.8

............... 2,652 Foil ........ .2

Glassine........................ 72,216 4.4

Papers ............................. 1,440,413 88.6

Films .......................... 215 .0

1,625,166 100.0

Quantity End Use (Millions Candy sq. in.) Percent of Total End Use

Cellophane ..................... 134,280 24.4

Foil ........................... 178,967 32.5

Glassine........................ 117,634 21.4

Papers ......................... 119,102 21.6

Films .......................... 484 .1

550,467 100.0

Snacks

Cellophane ..................... 61,250 31.9

Foil ........................... 1,571 .8

Glassine........................ 120,556 62.8

Papers ......................... 8,439 4.4

Films .......................... 79 .1

191,895 100.0

Meat and Poultry

Cellophane ..................... 59,016 34.9

Foil ........................... 88 .1

Glassine ........................ 4,524 2.7

Papers ......................... 97,255 57.5

Films .......................... 8,173 4.8

169,056 100.0

Crackers and Biscuits

Cellophane ..................... 29,960 26.6

Foil ........................... 192 .2

Glassine........................ 11,253 10.0

Papers ......................... 71,147 63.2

Films ..................■........ 8 .0

112,560 100.0

Fresh Produce

Cellophane ..................... 52,828 47.2

Foil ........................... 43 .1

Glassine........................ 96 .1

Papers ......................... 51,035 45.6

Films .......................... 7,867 7.0

111,869 100.0

End Use

Frozen Food Excluding Dairy Products Quantity Percent {Millions of Total sq. in.) End Use

Cellophane .............. 31,684 33.6

Foil .................... 629 .7

Glassine................. 1,943 2.1

Papers .................. 56,925 60.3

Films ................... 3,154 3.3

94,335 100.0

284. About 96% of packaged white bread produced in the United States is wrapped in waxed paper or glassine, and about 6% in cellophane. The cellophane figure includes sales by all U. S. producers.

285. Forty-eight percent of specialty breads are wrapped in du Pont cellophane, the remainder in other cellophane or other materials. Most of this balance is wrapped in waxed paper and glassine.

286. Approximately 45% of cake and baked sweet goods packaged by wholesale bakers is wrapped in du Pont cellophane. The balance is wrapped in other cellophane or in waxed paper or glassine.

287. Between 25 and 35% of packaged candy units sold in the United States are wrapped in du Pont cellophane.

288. Of sponge and sweet crackers and biscuits combined approximately 25% to 30% of the packaged units produced in 1951 were wrapped in du Pont cellophane.

289. Du Pont cellophane at the present time is used on approximately 20 to 30% of packaged retail units of frozen foods. The remainder use waxed paper, waxed glassine, polyethylene, Pliofilm, Cry-O-Vac, or vegetable parchment.

290. Approximately 20 to 30% of packages of potato chips and other snacks are wrapped in du Pont cellophane. Most of the remainder are packaged in glassine and other flexible wraps.

291. Approximately 4 to 6% of the packaged units of cereal are wrapped in du Pont cellophane. The principal flexible packaging materials used are waxed paper and glassine.

292. Du Pont cellophane is used as an outer wrap on the paper-foil packages for approximately 75 to 80% of cigarettes sold in the United States. Sales for this use represent about 11.6% of du Pont’s total sales of cellophane.

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" width="1272"/>

APPENDIX C.

(Finding of Fact 130.)

1949 average wholesale prices of flexible packaging materials in the United States were:

Price per Price 1,000 sq. in. per lb. (cents) (cents) Packaging Material Saran Yield per lb. (sq.in.)

100 Gauge #517................ 6.1 99.0 16,300

Cellulose Acetate .00088" ....................... 3.3 82.0 25.000

Polyethylene .002" — 18" Flat Width.......... 5.4 81.0 15.000

Pliofilm 120 Gauge N 2................. 3.8 80.8 21.000

Aluminum Foil .00035" ....................... 1.8 52.2 29,200

Moistureproof Cellophane 300 MST-51................... 2.3 47.8 21,000

Plain Cellophane 300 PT........................ 2.1 44.8 21,500

Vegetable Parchment 27# .......................... 1.4 22.3 16,000

Bleached Glassine 25# .......................... 1.0 17.8 17.280

Bleached Greaseproof 25# ...........................9 15.8 17.280

Plain Waxed Sulphite 25# Self-Sealing................ 1.1 15.2 14,400

Plain Waxed Sulphite 25# Coated Opaque..............7 11.9 17.280

Cry-0-ítap................... Sold only in converted form. No unconverted quotations.

1 United States v. E. I. du Pont de Nemours & Co., 118 F. Supp. 41. The opinion occupies 192 pages of the volume. The Findings of Fact, 854 in number, cover 140 pages. The citations to findings in our opinion, where references are not made to our appendices {post, p. 405 et seq.), are to the Federal Supplement. We noted probable jurisdiction October 14, 1954, 348 U. S. 806.

2 “Every contract, combination in the form of trust or otherwise, or conspiracy, in restraint of trade or commerce among the several States, or with foreign nations, is declared to be illegal . . . .” 15 U. S. C. (1952 ed. Supp. Ill) § 1.

“Every person who shall monopolize, or attempt to monopolize, or combine or conspire with any other person or persons, to monopolize any part of the trade or commerce among the several States, or with foreign nations, shall be deemed guilty of a misdemeanor, and, on conviction thereof, shall be punished by fine not exceeding fifty thousand dollars, or by imprisonment not exceeding one year, or by both said punishments, in the discretion of the court.” Id., § 2.

“The several district courts of the United States are invested with jurisdiction to prevent and restrain violations of sections 1-7 of this title . . . .” 15 U. S. C. § 4.

3 See also United States v. Yellow Cab Co., 338 U. S. 338; United States v. Oregon Med. Soc., 343 U. S. 326, 339; United Shoe Machinery Corp. v. United States, 347 U. S. 521.

4 Initially, the proper cellulose content of the viscose must be determined. This viscous fluid is ripened according to a “ripening index,” a test whereby viscose is put in a salt solution and shaken to bring out the coagulation point. The requisite strength of this solution varies according to the ripening time. Fourteen additional baths follow the first coagulating bath. The most advantageous ripening time, temperature, size, composition, and duration of each of the baths were all determined by the trials and errors of Branden-berger and La Cellophane, the corporation he directed. It was estimated that in 1923 it would have taken four or five years of experimentation by a new producer of cellophane to attain this production technique.

5 Substantially identical letters were sent in this form:

“Question has been raised within our organization as to the existence of territorial limitations under our agreements with your company relating to regenerated cellulose film. In order that our position may be clearly and frankly established, we desire to record with, you our conclusions.

“Based upon the provisions of the contracts, and in the light of legal developments in this country, we construe these agreements as imposing no restrictions upon the sale of regenerated cellulose film in any country in which the public is free to sell. Thus we regard each party as free to export such film to any country in the world, subject only to such limitations as lawfully may be based upon the unauthorized use of patented inventions or trade-marks in the country of manufacture, or in the country of use or sale.

"This letter is not intended to modify any of the provisions of our agreements involving the exchange of technical information.” R. 3323.

6 Further information from the findings as to competition will be found in Findings 150-278.

7 This was set forth and defined in Standard Oil Co. v. United States, 221 U. S. 1, 58-62. It was based on the generality of §§ 1 and 2 of the Sherman Act, which were said to be “broad enough to embrace every conceivable contract or combination which could be made concerning commerce” and therefore required a “standard.” The standard of reason, drawn from the common law, was adopted. See Adams, The “Rule of Reason,” 63 Yale L. J. 348; and Oppenheim, Federal Antitrust Legislation, 50 Mich. L. Rev., at 1156, notes 11 and 13, infra.

8 221 U. S., at 86 et seq.

9 United States v. Columbia Steel Co., 334 U. S. 495, 529; Times-Picayune Co. v. United States, 345 U. S. 594, 614-615.

10 See United States v. Trenton Potteries Co., 273 U. S. 392; American Tobacco Co. v. United States, 328 U. S. 781, 813; Timken Roller Bearing Co. v. United States, 341 U. S. 593.

11 Cf. Oppenheim, Federal Antitrust Legislation, 50 Mich. L. Rev. 1139, 1151-1152; Adams, The “Rule of Reason,” 63 Yale L. J. 348; and The Schwartz Dissent, 1 Antitrust Bulletin 37, 47.

12 United States v. Columbia Steel Co., 334 U. S. 495, 526.

13 Final Report, Investigation of Concentration of Economic Power, S. Doc. No. 35, 77th Cong., 1st Sess.; Monograph No. 38 of that Investigation, Handler, A Study of the Construction and Enforcement of the Federal Antitrust Laws, 76th Cong., 3d Sess.; Effective Competition, Report to the Secretary of Commerce, Charles Sawyer, by his Business Advisory Council, December 18, 1952; Report of the Attorney General’s National Committee to Study the Antitrust Laws, March 31, 1955; Oppenheim, Federal Antitrust Legislation, 50 Mich. L. Rev. 1139; Kahn, A Legal and Economic Appraisal of the “New” Sherman and Clayton Acts, 63 Yale L. J. 293; Adams, The “Rule of Reason,” 63 Yale L. J. 348; Rostow, Monopoly Under the Sherman Act: Power or Purpose?, 43 111. L. Rev. 745.

14 Numerous Acts contain specific exemptions from the operation of the antitrust laws: Clayton Act, 15 U. S. C. § 17 (1946) (all labor organizations); McCarran-Ferguson Act, 15 U. S. C. § 1013 (1952) (insurance companies); Webb-Pomerene Act, 15 U. S. C. § 62 (1946) (limited exemption for foreign trade associations); Capper-Volstead Act, 7 U. S. C. §§ 291, 292 (1927) (farm cooperatives); Interstate Commerce Act, 49 U. S. C. § 5 (11) (1952) (carriers participating in an approved transaction); Civil Aeronautics Act, 49 U. S. C. §494 (1952) (exemption for acts ordered by the CAB).

Market entry is carefully regulated in some of the country’s largest businesses: Natural Gas Act, 15 U. S. C. § 717f (natural gas companies); Federal Communications Act, 47 U. S. C. §307 (a) (1952) (limits new stations); Civil Aeronautics Act, 49 U. S. C. § 481 (d) (1951) (limits market entry); Motor Carrier Act, 49 U. S. C. § 307 (1952) (motor vehicle common carriers). Price fixing in some areas is authorized by the legislature: Reed-Bulwinkle Act, 49 U. S. C. § 5b (1952) (railroad rate agreements); Civil Aeronautics Act, 49 U. S. C. §492 (1952) (approval of transportation rate agreements); Miller-Tydings Act, 15 U. S. C. § 1 (1946) (resale price maintenance); Shipping Act, 46 U. S. C. §814 (1952) (water carriers’ rate agreements).

Combination of strong competitors in some major instances has been encouraged: Federal Communications Act, 47 U. S. C. §§ 221 (a), 222 (c) (1) (1952); Federal Power Act, 16 U. S. C. § 824a (b) (1952); Interstate Commerce Act, 49 U. S. C. § 5b (1952) (all common carriers).

That competition is not always to be encouraged is made evident by noting that the farmers have been actually barred from production in most major crops and some groups of workers are told that they may not, in production of commodities for commerce, work for less than a minimum wage. Fair Labor Standards Act, 29 U. S. C. §206 (1952).

See Report of Attorney General’s National Committee to Study the Antitrust Laws, pp. 261-313, for discussion of “Exemptions From Antitrust Coverage.”

15 21 Cong. Rec. 3151:

“Mr. KENNA. Mr. President, I have no disposition to delay a vote on the bill, but I would like to ask, with his permission, the Senator from Vermont a question touching the second section:

“ ‘Every person who shall monopolize, or attempt to monopolize, or combine or conspire with any other person or persons, to monopolize any part of the trade, etc.’

“Is it intended by the committee, as the section seems to indicate, that if an individual engaged in trade between States or between States and Territories, or between States or Territories and the District of Columbia, or between a State and a foreign country, by his own skill and energy, by the propriety of his conduct generally, shall pursue his calling in such a way as to monopolize a trade, his action shall be a crime under this proposed act? To make myself understood, if I am not clear-

“Mr. EDMUNDS. I think I understand the Senator.

“Mr. KENNA. Suppose a citizen of Kentucky is dealing in shorthorn cattle and by virtue of his superior skill in that particular product it turns out that he is the only one in the United States to whom an order comes from Mexico for cattle of that stock for a considerable period, so that he is conceded to have a monopoly of that trade with Mexico; is it intended by the committee that the bill shall make that man a culprit ?

“Mr. EDMUNDS. It is not intended by it and the bill does not do it. Anybody who knows the meaning of the word ‘monopoly,’ as the courts apply it, would not apply it to such a person at all; and I am sure my friend must understand that.”

Id., at 3152:

“Mr. HOAR. I put in the committee, if I may be permitted to say so (I suppose there is no impropriety in it), the precise question which has been put by the Senator from West Virginia, and I had that precise difficulty in the first place with this bill, but I was answered, and I think all the other members of the committee agreed in the answer, that ‘monopoly’ is a technical term known to the common law, and that it signifies — I do not mean to say that they stated what the signification was, but I became satisfied that they were right and that the word 'monopoly’ is a merely technical term which has a clear and legal signification, and it is this: It is the sole engrossing to a man’s self by means which prevent other men from engaging in fair competition with him.

“Of course a monopoly granted by the King was a direct inhibition of all other persons to engage in that business or calling or to acquire that particular article, except the man who had a monopoly granted him by the sovereign power. I suppose, therefore, that the courts of the United States would say in the case put by the Senator from West Virginia that a man who merely by superior skill and intelligence, a breeder of horses or raiser of cattle, or manufacturer or artisan of any kind, got the whole business because nobody could do it as well as he could was not a monopolist, but that it involved something like the use of means which made it impossible for other persons to engage in fair competition, like the engrossing, the buying up of all other persons engaged in the same business.”

16 See p. 381.

17 Compare Standard Oil Co. v. United States, 221 U. S. 1, 74, and American Tobacco Co. v. United States, 328 U. S. 781, 813-814; United States v. Socony-Vacuum Oil Co., 310 U. S. 150, 226, last paragraph, note 59.

18 See American Tobacco Co. v. United States, 328 U. S. 781, 811; Apex Hosiery Co. v. Leader, 310 U. S. 469, 501; Standard Oil Co. v. United States, 221 U. S. 1, 58. See Stocking and Mueller, The Cellophane Case and the New Competition, XLV American Economic Rev. 29, 54; Cole, An Appraisal of Economic Change, XLIV American Economic Rev. 35, 61; Wilcox, TNEC Monograph No. 21, pp. 9, 11; The Schwartz Dissent, 1 Antitrust Bulletin, at 39; Report of Attorney General’s National Committee to Study the Antitrust Laws, p. 43; Neal, The Clayton Act and the Transamerica Case, 5 Stan. L. Rev. 179, 205, 213.

19 United States v. Columbia Steel Co., 334 U. S. 495, 525; United States v. Paramount Pictures, 334 U. S. 131, 173; Apex Hosiery Co. v. Leader, 310 U. S. 469, 501; cf. Rostow, 43 Ill. L. Rev. 745, 753-763; Oppenheim, Federal Antitrust Legislation, 50 Mich. L. Rev. 1139, 1193.

20 See Chamberlin, Theory, of Monopolistic Competition, c. IY.

21 See United States v. Columbia Steel Co., 334 U. S. 495, 527; Times-Picayune Co. v. United States, 345 U. S. 594, 610; Standard Oil Co. v. United States, 283 U. S. 163, 179.

22 Maple Flooring Assn. v. United States, 268 U. S. 563, 579:

“It should be said at the outset, that in considering the application of the rule of decision in these cases to the situation presented by this record, it should be remembered that this Court has often announced that each case arising under the Sherman Act must be determined upon the particular facts disclosed by the record, and that the opinions in those cases must be read in the light of their facts and of a clear recognition of the essential differences in the facts of those cases, and in the facts of any new ease to which the rule of earlier decisions is to be applied.”

23 The Government notes that the prohibitions of § 2 of the Sherman Act have often been extended to producers of single products and to businesses of limited scope. But the cases to which the Government refers us were not concerned with the problem that is now before the Court. In Story Parchment Co. v. Paterson Co., 282 U. S. 555, a conspiracy to monopolize trade in vegetable parchment was held to be a violation of § 2. Parchment paper is obviously no larger a part of commerce than cellophane. Recovery, however, was based on proven allegations of combination and conspiracy to monopolize, and the scope of the market was not in issue. P. 560. Similarly, Indiana Farmer’s Guide Co. v. Prairie Farmer Publishing Co., 293 U. S. 268, ruled that a combination or conspiracy for the purpose of monopolizing the farm-paper business in the north central part of the Nation would be illegal by reason of the second section of the Sherman Act. Lorain Journal Co. v. United States, 342 U. S. 143, a case not cited by the Governmeatv-wasjmncerned with even a smaller geographical area (dissemination of news in a community and surrounding territory). But the Court held only that defendant had attempted to monopolize, not that he had in fact monopolized. Also, this Court found in United States v. Columbia Steel Co., 334 U. S. 495, that the “relevant competitive market” for determining whether there had been an unreasonable restraint of trade (or an attempt to monopolize) was the market for “rolled steel” products in an 11-state area. Women’s dresses of “original design,” Fashion Originators’ Guild v. Federal Trade Comm’n, 312 U. S. 457; ‘‘first run" nlotioir pictures, United States v. Paramount Pictures, 334 U. S. 131; the news services of one news agency, United States v. Associated Press, 52 F. Supp. 362 (S. D. N. Y.), aff’d 326 U. S. 1; and newspaper advertising as distinguished from other means of news dissemination, Times-Picayune Co. v. United States, 345 U. S. 594, have all been designated as parts of commerce. All four were concerned only with the question of whether there had been an attempt to monopolize. United States v. Aluminum Co. of America, 148 F. 2d 416 (C. A. 2d Cir.), did involve the question of mmapnlizaiioii^IudgB Hand found that the relevant market for measuring Alcoa’s power was the market for “virgin” aluminum; he refused to consider the close competition offered by “secondary” (used) aluminum. The reason for the narrow definition was that Alcoa’s control over virgin aluminum permitted it to regulate the supply of used aluminum even though the latter should be actually sold by a competitor. Consequently, the case is not particularly helpful in the problem of market definition now before the Court.

24 “62. . . . Greaseproof paper is made by beating 'wood pulp in a vat filled with water until the fibers become saturated and gelatinous in texture. Resulting product is translucent and resistant to oil and grease.

“Glassine is produced by finishing greaseproof paper between highly polished metal rollers under heat and at pressure. This process develops the transparency and surface gloss which are characteristic of glassine. It is greaseproof, and can be sealed by heat, if coated. It is made moistureproof by coating and with appropriate lacquers or waxes and may be printed.”

25 “63. There are respects in which other flexible packaging materials are as satisfactory as cellophane:

“Glassine.

“Glassine is, in some types, about 90% transparent, so printing is legible through it.

“Glassine affords low cost transparency.

“Moisture protection afforded by waxed or lacquered glassine is as good as that of moistureproof cellophane.

“Glassine has greater resistance to tearing and breakage than cellophane.

“Glassine runs on packaging machinery with ease equal to that of cellophane.

“Glassine can be printed faster than cellophane, and can be run faster than moistureproof cellophane on bag machines.

“Glassine has greater resistance than cellophane to rancidity-inducing ultraviolet rays.

“Glassine has dimensional stability superior to cellophane.

“Glassine is more durable in cold weather than cellophane.

“Printed glassine can be sold against cellophane on the basis of appearance.

“Glassine may be more easily laminated than cellophane.

“Glassine is cheaper than cellophane in some types, comparable in others.”

26 Stocking and Mueller, The Cellophane Case, XLV Amer. Economic Rev. 29, 48-49.

27 There are eighteen classifications: White Bread; Specialty Breads; Cake and Sweet Goods; Meat; Candy; Crackers and Biscuits; Frozen Foods; Potato Chips, Pop Corn and Snacks; Cereals; Fresh Produce; Paper Goods and Textiles; Cigarettes; Butter; Chewing Gum; Other Food Products; Other Tobacco Products; Cheese; Oleomargarine.

28 Scitovsky, Welfare and Competition (1951), 396; Bain, Pricing, Distribution, and Employment (1953 rev. ed.), 52.

29 “132. The price of cellophane is today an obstacle to its sales in competition with other flexible packaging materials.

“133. Cellophane has always been higher priced than the two largest selling flexible packaging materials, wax paper and glassine, and this has represented a disadvantage to sales of cellophane.

“134. DuPont considered as a factor in the determination of its prices, the prices of waxed paper, glassine, greaseproof, vegetable parchment, and other flexible packaging materials.

“135. DuPont, in reducing its prices, intended to narrow price differential between cellophane and packaging papers, particularly glassine and waxed paper. The objective of this effort has been to increase the use of cellophane. Each price reduction was intended to open up new uses for cellophane, and to attract new customers who had not used cellophane because of its price.”

30 See, e. g., It. 4846.

31 “140. Some users are sensitive to the cost of flexible packaging materials; others are not. Users to whom cost is important include substantial business: for example, General Foods, Armour, Curtiss Candy Co., and smaller users in the bread industry, cracker industry, and frozen food industry. These customers are unwilling to use more cellophane because of its relatively high price, would use more if the price were reduced, and have increased their use as the price of cellophane has been reduced.

“141. The cost factor slips accounts away from cellophane. This hits at the precarious users, whose profit margins on their products are low, and has been put in motion by competitive developments in the user’s trade. Examples include the losses of business to glassine in candy bar wraps in the 30’s, frozen food business to waxed paper in the late 40’s, and recent losses to glassine in cracker packaging.

“142. The price of cellophane was reduced to expand the market for cellophane. DuPont did not reduce prices for cellophane with intent of monopolizing manufacture or with intent of suppressing competitors.

“143. DuPont reduced cellophane prices to enable sales to be made for new uses from which higher prices had excluded cellophane, and to expand sales. Reductions were made as sales volume and market conditions warranted. In determining price reductions, duPont considered relationship between its manufacturing costs and proposed prices, possible additional volume that might be gained by the price reduction, effect of price reduction upon the return duPont would obtain on its investment. It considered the effect its lowered price might have on the manufacture by others, but this possible result of a price reduction was never a motive for the reduction.

“144. DuPont never lowered cellophane prices below cost, and never dropped cellophane prices temporarily to gain a competitive advantage.

“145. As duPont’s manufacturing costs declined, 1924 to 1935, duPont reduced prices for cellophane. When costs of raw materials increased subsequent to 1935, it postponed reductions until 1938 and 1939. Subsequent increases in cost of raw material and labor brought about price increases after 1947.”