Bowles v. Jung
This text of 57 F. Supp. 701 (Bowles v. Jung) is published on Counsel Stack Legal Research, covering District Court, S.D. California primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
YANKWICH, District Judge.
The action was instituted on February 25, 1944, by Chester Bowles, the Administrator of the Office of Price Administration, against Jim Jung, individually, and doing business as Victory Produce Company. It charges violation by the defendant of Maximum Price Regulation 292, as amended (8 Federal Register 135). The complaint avers total excess charges of $1414.17, and seeks to recover $4242.51, being three times the aggregate amount by which the price received by the defendant from the sale of 1581 lugs of tangerines is alleged to have exceeded the maximum prices provided in the regulation.
*703 The defendant is a produce merchant engaged in selling, as a wholesaler and, what the regulation calls, “an intermediate seller,” selling to other intermediate sellers and retailers. Although he engaged in the selling of all kinds of produce, the transaction involved was his sole venture into the field of tangerines, and covered only the short period between November 26 and December 6, 1943. The individual sales were made from two bulk purchases made by the defendant. In view of the discussion to follow, we reproduce in full, in the margin, the definitions which the regulation gives to certain terms, and the for-mute which it establishes for determining prices. 1
It was the contention of the Administrator in the pre-trial brief that one of the purchases was made by the defendant as an intermediate seller, and the other as a commission merchant on-consignment. At the trial, the Administrator modified his position as to the first purchase by endeavoring to show that the purchase was a direct purchase by the defendant from a grower, through an agent.
The first of these transactions may be designated as the George Ko transaction involving 481 lugs of tangerines. The de *704 fendant’s resale price on this shipment was $2.90 per lug on cash-and-carry sales and $3.20 on delivered sales. The Administrator contends that these charges were erroneous, that the ceiling price on cash-and-carry sales was $1.65 per lug and $1.82 on delivered sales. The Administrator’s computation is arrived at as follows:
30 pounds net at .045 lb. $1.35 Packer s f.o.b. ce price at point of shipn Bakersfield area, Califoi
Freight to Los Angeles via Pacific Produce Co. trucks based on actual freight paid. .1545
$1.5045 Packer s delivered ceiling price to Los Angeles
Victory Produce Co. Intermediate Seller ceiling prices
$1.5045 at 1.095 = $1.65 Wholesaler cash-and-carry ceiling price
1.5045 at 1.21 = $1.82 Service wholesaler ceiling price.
The facts relating to this transaction, as testified to by the manager of the defendant, were these:
Ko was a Chinese who represented to the defendant that he might supply him with produce originating in Bakersfield, Kern County, California. The defendant agreed to secure for him an agent’s license under the laws of California, California Agricultural Code, Sec. 1263(b), St.1939, p. 2327, and to repay him the amounts expended in purchasing produce and, in addition, pay him a commission. Some tomatoes were shipped under this agreement.
However, before the tangerine deal got under way, this arrangement was abandoned and the defendant, through his general manager, agreed with Ko that Ko should buy produce for his own account and resell it to the defendant, drawing against them, in his own name, for the amount of the purchase. While the oral testimony given in the courtroom by Ko, called as a witness by the Administrator on rebuttal, is somewhat at variance with the summary I have just given, I believe that, on the whole, the testimony offered by the defendants, corroborated by the written evidence in the case, shows unequivocally that the transaction was carried out in substantially the manner in which the manager testified.
Ko was given a book containing unfilled drafts. He was authorized to fill out a draft for each purchase, giving in detail the article, the purchase price, both unit sale and total, and to draw the draft for the total amount. The original of the draft was sent to defendant’s bank at Los Angeles, a copy was sent to the defendant’s office, and a third copy was retained in the book. Upon receipt of the draft, the bank notified the defendant, who then issued a check to cover the amount, and the bank, thereupon, honored the draft.
The testimony of Ko, given orally in court, confirms the conclusion that he bought the tangerines for his own account and resold them, as an accommodation, to the defendant. He testified that the grower from whom he bought the tangerines (Gus Crane) charged his account with their price, that he had had other transactions with him, and that he settled with him from time to time. When he received the money from the drafts, he did not turn it over to Crane. He deposited it to his own account in his own bank. From this account he paid the growers with whom he dealt, including Crane. Had Ko disposed of the tangerines to others, or had he failed to pay the grower, the latter could not have sued the defendant. And Crane, even if he knew of the existence of the Victory Produce Company, and that the tangerines were being shipped to them, could not have recovered from them the price Ko had agreed to pay him.
Ko testified that he was to receive a commission of five cents per lug, in addition to the price he actually paid. There is no evidence in the record that he ever *705 did receive it. The books of the company, the inspection of which was available to the Administrator, fail to disclose any payment to Ko other than the payment of the drafts for the actual amount of the purchase price.
The defendant’s file in the case of each purchase, contained a copy of the draft, a copy of the check, and a credit memorandum prepared by the defendant showing the transaction in detail,
In view of the discussion to follow, we set forth in the margin the form of one of these drafts:
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YANKWICH, District Judge.
The action was instituted on February 25, 1944, by Chester Bowles, the Administrator of the Office of Price Administration, against Jim Jung, individually, and doing business as Victory Produce Company. It charges violation by the defendant of Maximum Price Regulation 292, as amended (8 Federal Register 135). The complaint avers total excess charges of $1414.17, and seeks to recover $4242.51, being three times the aggregate amount by which the price received by the defendant from the sale of 1581 lugs of tangerines is alleged to have exceeded the maximum prices provided in the regulation.
*703 The defendant is a produce merchant engaged in selling, as a wholesaler and, what the regulation calls, “an intermediate seller,” selling to other intermediate sellers and retailers. Although he engaged in the selling of all kinds of produce, the transaction involved was his sole venture into the field of tangerines, and covered only the short period between November 26 and December 6, 1943. The individual sales were made from two bulk purchases made by the defendant. In view of the discussion to follow, we reproduce in full, in the margin, the definitions which the regulation gives to certain terms, and the for-mute which it establishes for determining prices. 1
It was the contention of the Administrator in the pre-trial brief that one of the purchases was made by the defendant as an intermediate seller, and the other as a commission merchant on-consignment. At the trial, the Administrator modified his position as to the first purchase by endeavoring to show that the purchase was a direct purchase by the defendant from a grower, through an agent.
The first of these transactions may be designated as the George Ko transaction involving 481 lugs of tangerines. The de *704 fendant’s resale price on this shipment was $2.90 per lug on cash-and-carry sales and $3.20 on delivered sales. The Administrator contends that these charges were erroneous, that the ceiling price on cash-and-carry sales was $1.65 per lug and $1.82 on delivered sales. The Administrator’s computation is arrived at as follows:
30 pounds net at .045 lb. $1.35 Packer s f.o.b. ce price at point of shipn Bakersfield area, Califoi
Freight to Los Angeles via Pacific Produce Co. trucks based on actual freight paid. .1545
$1.5045 Packer s delivered ceiling price to Los Angeles
Victory Produce Co. Intermediate Seller ceiling prices
$1.5045 at 1.095 = $1.65 Wholesaler cash-and-carry ceiling price
1.5045 at 1.21 = $1.82 Service wholesaler ceiling price.
The facts relating to this transaction, as testified to by the manager of the defendant, were these:
Ko was a Chinese who represented to the defendant that he might supply him with produce originating in Bakersfield, Kern County, California. The defendant agreed to secure for him an agent’s license under the laws of California, California Agricultural Code, Sec. 1263(b), St.1939, p. 2327, and to repay him the amounts expended in purchasing produce and, in addition, pay him a commission. Some tomatoes were shipped under this agreement.
However, before the tangerine deal got under way, this arrangement was abandoned and the defendant, through his general manager, agreed with Ko that Ko should buy produce for his own account and resell it to the defendant, drawing against them, in his own name, for the amount of the purchase. While the oral testimony given in the courtroom by Ko, called as a witness by the Administrator on rebuttal, is somewhat at variance with the summary I have just given, I believe that, on the whole, the testimony offered by the defendants, corroborated by the written evidence in the case, shows unequivocally that the transaction was carried out in substantially the manner in which the manager testified.
Ko was given a book containing unfilled drafts. He was authorized to fill out a draft for each purchase, giving in detail the article, the purchase price, both unit sale and total, and to draw the draft for the total amount. The original of the draft was sent to defendant’s bank at Los Angeles, a copy was sent to the defendant’s office, and a third copy was retained in the book. Upon receipt of the draft, the bank notified the defendant, who then issued a check to cover the amount, and the bank, thereupon, honored the draft.
The testimony of Ko, given orally in court, confirms the conclusion that he bought the tangerines for his own account and resold them, as an accommodation, to the defendant. He testified that the grower from whom he bought the tangerines (Gus Crane) charged his account with their price, that he had had other transactions with him, and that he settled with him from time to time. When he received the money from the drafts, he did not turn it over to Crane. He deposited it to his own account in his own bank. From this account he paid the growers with whom he dealt, including Crane. Had Ko disposed of the tangerines to others, or had he failed to pay the grower, the latter could not have sued the defendant. And Crane, even if he knew of the existence of the Victory Produce Company, and that the tangerines were being shipped to them, could not have recovered from them the price Ko had agreed to pay him.
Ko testified that he was to receive a commission of five cents per lug, in addition to the price he actually paid. There is no evidence in the record that he ever *705 did receive it. The books of the company, the inspection of which was available to the Administrator, fail to disclose any payment to Ko other than the payment of the drafts for the actual amount of the purchase price.
The defendant’s file in the case of each purchase, contained a copy of the draft, a copy of the check, and a credit memorandum prepared by the defendant showing the transaction in detail,
In view of the discussion to follow, we set forth in the margin the form of one of these drafts:
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" 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*706 In making the resale, the defendant took the price he paid to Ko and added to it the 9% per cent mark up allowed by the regulation on cash and carry sales and 20 per cent on delivery sales.
The Administrator challenges the resale prices on two grounds.
He contends that the defendant cannot take as his base price the price he paid to Ko, unless Ko computed the price at which he was selling according to the regulation. I do not think that the regulation, read as a whole, supports this contention.
Section 1355.1405(c) of the regulation is to the effect that the base price of the intermediate seller shall be the base price “furnished to him by his supplier.” (Italics added)
Subdivision (d) of the same section fixes the base price of an intermediate seller who purchases from another intermediate seller as “the same ‘base price’ reported to him by his supplier.” (Italics added) Words in a regulation must be given their ordinary meaning. Of course, in interpreting a regulation made under a statute of this character, Emergency Price Control Act of 1942, 50 U.S.C.A.Appendix § 901 et seq., we must bear in mind the “necessities of the public interest which Congress has sought to protect.” Hecht Co. v. Bowles, 1944, 321 U.S. 321, 330, 64 S.Ct. 587, 592, and United States v. Morgan, 1939, 307 U.S. 183, 194, 59 S.Ct. 795, 83 L.Ed. 1211.
To “furnish” means to supply, to give. To “report” means to give an account of, to relate, to tell.
It is the contention of the Administrator that these drafts did not comply with the requirement of Section 1355.1405, because they did not take the form of the ordinary commercial invoice. I cannot agree. The Office of Price Administration could have provided a specific form for the “furnishing” or “reporting” of a price. They did not do so. Consequently, we must assume that any method which one merchant uses to indicate to another the price at which he sells a commodity is sufficient.
The sample draft, here reproduced, constituted a memorandum sufficient to satisfy the California Statute of Frauds. For it contained the names of the parties, the price, the quantities, the place of delivery and the signature of the seller. See: California Code of Civil Procedure, Sections 1973, 1973a; Brewer v. Horst & Lachmund Co., 1900, 127 Cal. 643, 60 P. 418, 50 L.R.A. 240; Albion Lumber Co. v. Lowell, 1912, 20 Cal.App. 782, 793, 130 P. 858, 864. This accords with the law elsewhere. See 37 C.J.S., Frauds, Statute of, §§ 191-196, 199c(3, 4).
And it certainly cannot be argued that the Office of Price Administration, having failed to provide for a particular form of, notification, can insist that one which would be a binding contract under the law of California is insufficient for the purposes of this regulation.
Nor can I follow the Administrator in his contention that before the defendant could pay the price asked by Ko, it was imperative that Ko shall have computed correctly the base price at which he was selling. The regulation, and especially the clauses of the section referred to, (see (c) and (d)) do not place such responsibility upon an intermediate seller. They permit him to ground his price upon the price furnished or reported to him by the seller. They do not make it his duty to ascertain whether the seller had computed the price correctly, under penalty of having his resale price challenged. It may well be, as counsel for the Administrator stated, that “base price” in this regulation are words of art and must be interpreted in the light of the aim to be achieved by the regulation. But this does not require us to place a responsibility upon one vicariously where the regulation does not impose it.
It is also true that, in an action of this character, inquiry might be made to see if a purchase was a mere subterfuge to avoid the regulation. Here the evidence is uncontroverted that the purchase from Ko was made at the price shown on the face of the drafts.
I am, therefore, of the view that the defendant, in making the resales, had the right to start with the price he had paid, adding to it the mark-ups allowed by the regulation.
The Administrator challenges the mark-ups in this and the other transaction, upon the ground that the defendant charged for deliveries which were made within a short distance, not exceeding, at the most, several blocks within the same area. The Administrator urges that his office has interpreted “delivery” not to in- *707 elude deliveries within the same market. But the regulation does not define “delivery.” Therefore, the word must be given its ordinary legal sense. Under the law of sales, title to the goods passes at once to the buyer if an agreement is executed. See: McKinney v. Sargent, 1932, 216 Cal. 18, 13 P.2d 373; Hatch v. Standard Oil Co., 1879, 100 U.S. 124, 25 L.Ed. 554; Louisville & N. R. Co. v. United States, 1924, 267 U.S. 395, 45 S.Ct. 233, 69 L.Ed. 678.
If the seller is required to deliver the goods at a place designated by the buyer, title does not pass until delivery has been made.
The California Uniform Sales Law provides :
“If the contract to sell requires the seller to deliver the goods to the buyer, or at a particular place, or to pay the freight or cost of transportation to the buyer, or to a particular place, the property does not pass until the goods have been delivered to the buyer or reached the place agreed upon.” California Civil Code, Sec. 1739, Rule 5. See: Gilfallan v. Gilfallan, 1914, 168 Cal. 23, 141 P. 623, Ann. Cas. 1915D, 784.
This is especially true in sales between merchants which contain F. O. B. provisions. Title, in such instances, does not pass until delivery at the point of shipment. The goods are at the risk of the seller until they are put on board. See: Wong Foo v. Southern Pacific Co., 1919, 41 Cal.App. 42, 181 P. 823; Whitaker v. Dunlap-Morgan Company, 1919, 44 Cal.App. 140, 186 P. 181; Lewis v. Farmers’ Grain & Milling Co., 1921, 52 Cal.App. 211, 198 P. 426; American Factors, Ltd. v. Goss, 1925, 72 Cal.App. 742, 238 P. 121. This is also the general rule elsewhere. See Note, F. O. B. provision in sale contract as affecting time or place of passing of title, 101 A.L.R., 1936, 292.
In the meantime, full responsibility rests upon the seller. If the goods are destroyed in transit, the sale is not completed and the loss is the seller’s. And this principle applies whether the delivery is made two blocks away by an employee of the produce company who carries a lug of tangerines on his shoulders, or several lugs on a hand-truck or dolly which he wheels through the market, or whether he delivers it by motor truck at a place designated by the buyer.
The Administrator seems to think that no delivery is a delivery unless it is actually made at some great distance, at the buyer’s place of business. Perhaps if the Administrator had so defined delivery, we might be compelled to adopt this interpretation, although it would do violence to the law of sales. For such a definition would force upon the seller the responsibility for the loss of the goods, the risk resulting from the use of his equipment by his own employees, including injuries to these employees and others, and, at the same time, would deny him the right to make a charge for the delivery which has these hazards.
But the Administrator has not done so. My duty, therefore, as a judge, is to give to the word “delivery” a meaning which conforms to the accepted legal principles. It is well to bear in mind the warning of Mr. Justice Douglas that, in carrying out the objects of the statute under which the regulation was written to prevent inflation, the Administrator “does not carry the sole burden.” Hecht Co. v. Bowles, 1944, 321 U.S. 321, 331, 64 S.Ct. 587.
■ The courts have a like responsibility, which must be exercised in the light of recognized legal principles. Hence we cannot give to the word “delivery” any other meaning than that which it has under known legal norms.
The injustice of a contrary interpretation in this case is apparent.
The market in which these men did business sprawls over many, many streets in the heart of the industrial district of Los Angeles, covering miles of territory. In the early morning, when the sales are made, the market is a conglomeration of piled up packing boxes, lugs and all sorts of containers filled with all kinds of fruits and vegetables. The floors are strewn with rejected fruits and vegetables. Water is running in all directions. .The seller’s employee who carries or trucks a load of fruit through the market to the place designated by the buyer, runs the risk of slipping, damaging the fruit and. injuring himself. And yet, we would, under the interpretation of the Administrator, make the seller assume all these burdens while denying him the right to charge for the risk so incurred.
But the deliveries were not all of manual character. The evidence shows that, in many instances, deliveries were made on motor trucks of the buyers located several blocks away. This was especially true in *708 the case of chain stores which bought large quantities for sale at their individual stores. The transportation manager of one of these chains designated his company’s truck standing several blocks away from the defendant’s place of business as the place of delivery. The defendant’s motor truck, driven by one of his employees, had to be used in transporting the goods to the place. In transit, the responsibility not only for the safety of the merchandise, but also for any accident which might result in damage to the seller’s truck or to the property of others or injury to the driver or to any other persons was on the defendant. And the risk taken was just as great as if the delivery had been made twenty blocks away, at a store designated by the buyer.
I conclude, therefore, that in sales where deliveries, in the sense here indicated, were made, the defendant had the right to the additional mark-up.
In sum, the defendant, having the right to resell the tangerines bought from Ko on the basis of the price furnished by Ko, and adding thereto the proper markup in delivery cases, the price charged was correctly computed and there is no violation on account of that purchase.
The second purchase was from Nick Delis. It was 1130 lugs. The defendant’s resale price on this shipment was $2.75 per lug on cash-and-carry sales and $3 on delivered sales. It is the Administrator’s contention that the ceiling price, under the regulation, was $1.59 on cash-and-carry sales. The computation treats all the sales from this purchase, as such, would allow freight from El Centro, although shipment was actually made from San Francisco, and is as follows:
28 pounds net at .045 lb. = $1.26 Packer’s F.O.B. ceiling price at point of shipment, El Centro, California.
Freight to Los Angeles via Pacific Freight Lines
32% of [.26 plus (3% of .26)] .09
$1.35 Packer’s delivered ceiling price to Los Angeles.
Commission 15% .24
$1.59 Commission Merchant’s ceiling price in Los Angeles.
A consideration of the record in the casé leads me to the conclusion that the defendant, having admitted in his answer that he received and sold the tangerines from Delis on consignment, he should not be allowed to change his position by contending, as he does now, that while he originally bought the tangerines outright, he, in reality, only settled on a consignment basis. There is the added fact, which is undisputed, that in conferences in the local office of the Administrator, the defendant was given an opportunity to take a position as to this transaction and to say whether he would treat it as a direct purchase or as a purchase on consignment. He chose the latter.
Under the circumstances, the court must hold that this was a purchase on consignment and that in the sales from it, the defendant acted as a commission merchant, as defined in the regulation. The defendant, to compute his price, may add to the packer’s maximum price for delivered sales, the transportation costs and his commission of 15 per cent, computed on the delivered maximum price. Sec. 1351.1404(c) and (b). On such a computation, some of the sales were at excessive prices.
While the Administrator is entitled to recover the excess, the exact amount remains to be determined under the principles here laid down.
The recovery will, however, be limited to the amount so found, without any trebling.
This is a clear case where the amendment contained in the Stabilization Extension Act of 1944, 50 U.S.C.A.Appendix §§ 901 et seq., 961 et seq., limiting recovery to the overcharge when the violation “was *709 neither wilful nor the result of failure to take practicable precautions against the occurrence of the violation,” should be given full effect.
Wilfulness, when used to characterize an act in the realm of criminal law, means more than mere voluntariness. It implies a purposeful design to do a thing with evil or illegal design. As said in United States v. Murdock, 1933, 290 U.S. 389, 394, 54 S.Ct. 223, 225, 78 L.Ed. 381:
“ * * * when used in a criminal statute, it generally means an act done with a bad purpose (Felton v. United States, 96 U.S. 699, 24 L.Ed. 875; Potter v. United States, 155 U.S. 438, 15 S.Ct. 144, 39 L.Ed. 214; * * * Williams v. People, 26 Colo. 272, 57 P. 701; People v. Jewell, 138 Mich. 620, 101 N.W. 835; St. Louis, I. M. & S. Ry. Co. v. Batesville & W. Tel. Co., 80 Ark. 499, 97 S.W. 660; Clay v: State, 52 Tex.Cr.R. 555, 107 S.W. 1129); stubbornly, obstinately, perversely (Wales v. Miner, 89 Ind. 118, 127; Lynch v. Commonwealth, 131 Va. 762, 109 S.E. 427; Claus v. Chicago G. W. Ry. Co., 136 Iowa 7, 111 N.W. 15; State v. Harwell, 129 N. C. 550, 40 S.E. 48). The word is also employed to characterize a thing done without ground for believing it is lawful (Roby v. Newton, 121 Ga. 679, 49 S.E. 694, 68 L.R.A. 601), or conduct marked by careless disregard whether or not one has the right so to act (United States v. Philadelphia & R. Ry. Co., D.C., 223 F. 207, 210; State v. Sayre, 129 Iowa 122, 105 N.W. 387, 3 L.R.A.,N.S., 455,113 Am.St.Rep. 452; State v. Morgan, 136 N.C. 628, 48 S.E. 670).” (Italics added)
And see: Spies v. United States, 1943, 317 U.S. 492, 497, 498, 63 S.Ct. 364, 87 L.Ed. 418.
The defendant acted in good faith. He sought and obtained information as to the price to be charged from the Office of Price Administration itself. It is true that he did not receive a written order which is binding on the Administrator. But the contemporaneous evidence shows that information as to price was actually received, reduced to a written memorandum, which is now in evidence, and was acted on. Even on the question of delivery, the defendant sought advice of counsel and adopted a view which is the view of this court.
We do not have here a failure to give proper instructions to employees, which resulted in violations. These transactions were carried on by the general manager himself. He sought information upon which to base the price at which he resold the product during the short period which elapsed from the time he received it and resold it to various retailers.
In addition to these earmarks of good faith, there is lacking any evidence of other violations or even disputes as to price matters.
It is a cardinal rule of law that when intent, knowledge, or design are in issue, either in a criminal or civil cause, other acts of similar character may be offered to prove them. This doctrine was declared by the Supreme Court as early as 1842. Wood v. United States, 1842, 16 Pet. 342, 343, 360, 10 L.Ed. 987. It has been adhered to ever since and applied to a great variety of offenses in which motive, knowledge, wilfulness or specific intent are elements to be proved. See: Schultz v. United States, 8 Cir. 1912, 200 F. 234; Kinser v. United States, 8 Cir. 1916, 231 F. 856, 860; Riddell v. United States, 9 Cir. 1917, 244 F. 695, 700, 701; Davis v. United States, 8 Cir. 1925, 9 F.2d 826, 830 ; Morris v. United States, 5 Cir. 1940, 112 F.2d 522; Brickey v. United States, 8 Cir. 1941, 123 F.2d 341; National Labor Relations Board v. National Seal Corporation, 2 Cir. 1942, 127 F.2d 776, 779. Under this principle, the Administrator, either in his case in chief or in rebutting the evidence offered by the defendant to prove that his acts were not wilful within the meaning of the amendment, could have shown other violations, although no recovery was sought on them. None were shown here.
The tangerine venture was a single venture in which the defendant engaged in order to secure, for some of his customers for the Christmas season, the few tangerines which happened to be on the market in California at that time.
To penalize him under these circumstances would be an act of extreme injustice, and would frustrate the intention of the Congress in making wilfulness and failure to take proper precautions, in other words, i e., lack of good faith, the only basis for the imposition of treble damages in an action brought by an individual or by the Administrator.
One more matter: I feel that in computing the resale prices from the Delis consignment, allowance should be made for *710 the actual freight paid from San Francisco to Los Angeles.
I concede that the Office of Price Administration, in establishing a formula for computing the prices on tangerines or other commodities, may establish a terminus from which freight may be paid. The regulation here involved — assuming the sale to have been one from a packer to an intermediate seller — calls for freight from the packing house. Sec. 1351.1404(c) and (f).
However, in this case, it is clear that, while the tangerines may have been packed originally in Imperial Valley, they were transported by their packer first to Los Angeles and then to San Francisco. Freight was prepaid on them, and they were shipped from San Francisco to Los Angeles. There is no evidence that Delis may not have had a packing house in San Francisco. Many large California packers have packing houses in various sections of the state. Under the circumstances, I think that the actual freight paid should be considered in making the computation in order to determine what the overcharges were on the sales from this consignment.
Judgment will be for the Administrator, recovery to be limited to the overcharges on the sales from the Delis purchase, computation to be made in accordance with the views here expressed.
Formal findings and judgment to follow.
“1351.1404. Definition of a maximum price for packers, brokers, auction markets, terminal markets, terminal 'sellers' and commission merchants, (a) For the purpose of this regulation:
“(5) A ‘commission merchant’ is a person who receives citrus fruits on consignment from a packer or any other seller and who performs the customary wholesale functions of unloading cars, warehousing, and selling through such warehouse in less than carlots.
“(b) The maximum price for direct sales of citrus fruits sold by a packer, f.o.b. packing house, shall be as set forth in this section and in paragraph 1351.-1416, Appendix A, of this regulation.
“(c) The maximum price for direct sales of citrus fruits by a packer, on a delivered basis, shall be the packer’s maximum price, f.o.b. packing house, plus freight to the point of delivery.
“(f) The maximum price for sales of citrus fruits through a commission merchant shall be the packer’s maximum price for direct sales, delivered at the commission merchant’s customary receiving point, plus the usual charges, commissions or fees of the commission merchant, computed on the basis of such delivered maximum price.”
“Section 1351.1405. Definition and maximum prices of intermediate sellers.
“(a) For the purposes of this regulation, the term ‘intermediate sellers’ means any wholesale sellers, jobbers, or any other persons who take title and purchase for the purpose of reselling and who customarily make sales to other wholesalers, retailers, or industrial, institutional or commercial users, except that the term ‘intermediate sellers’ shall not include packers, commission merchants, brokers, auction markets, terminal sellers or retailers as defined in this regulation.
“(b) Intermediate sellers shall be divided into the following classes:
“(1) Class 1: Retailer-owned cooperative wholesaler. A retailer-owned cooperative wholesaler is either a nonprofit organization or a corporation of which 51% or more of the stock is owned by its retailer customers and which distributes citrus fruits for resale.
“(2) Class 2: Cash-and-carry wholesalers. A cash-and-carry wholesaler is a wholesaler not in Class 1 who distributes citrus fruits for resale or to commercial, industrial or institutional users and who does not customarily deliver to purchasers.
“(3) Class 3: Service wholesalers. A service wholesaler is a wholesaler not in Class 1 who distributes citrus fruits for resale or to commercial, industrial or institutional users and who customarily delivers to purchasers.
“(c) The ‘base price’ of any intermediate seller who purchases from a packer or broker, shall be the ‘base price’ furnished to him by his supplier. The ‘base price’ of any intermediate seller who purchases from, an auction market, commission merchant, or terminal seller shall be the ‘base price’ of his supplier, except that if his supplier is not within local hauling distance of his customary receiving point, the intermediate seller shall compute a new ‘base price’ by adding to that ‘base price’ the freight to his customary receiving point. If he resells to another intermediate seller, he shall give such purchaser notice in writing of his ‘base price,’ which shall be the ‘base price’ reported to him by his supplier or his newly computed ‘base price’, as the case may be.
“(d) The ‘base price’ of any intermediate seller who purchases from an intermediate seller shall be the same ‘base price’ reported to him by his supplier. In the event that he resells to another intermediate seller he shall give such purchaser notice in writing of such ‘base price.’ ”
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Cite This Page — Counsel Stack
57 F. Supp. 701, 1944 U.S. Dist. LEXIS 1791, Counsel Stack Legal Research, https://law.counselstack.com/opinion/bowles-v-jung-casd-1944.