J. H. Lane & Co. v. Maple Cotton Mills
Opinion
WOODS, Circuit Judge.
This appeal is from a decree of the District Court refusing to> set aside, at the instance of J. H. Lane & Co. and John M. Tallman, minority stockholders, a sale of the Dillon Cotton Mills, Maple Cotton Mills, and Hamer Cotton Mills, made in pursuance of a resolution of the stockholders. J. H. Lane & Co. owned 66 shares, of the par value of $6,600, in the Maple Cotton Mills, 40 shares, of the par value of $4,000, in the Hamer Cotton Mills, and none in the Dillon Cotton Mills. John M. Tallman owned 10 shares, of the par value of $1,000, in the Maple Cotton Mills, 30 shares, of the par value of $3,000, in the Dillon Cotton Mills, and none in the Hamer Cotton Mills. The aggregate capital stock of the three mills was $344,800, and the aggregate holdings of Lane & Co. and Tallman in the three mills was $14,600, about one twenty-third of the whole. The Dillon Cotton Mills and Maple Mills were located at Dillon, and the Hamer Mills at Hamer, about six miles distant. W. M. hlamer was president oí all of them. The following statements of the condition of the mills, taken from the books, were submitted by the president to the stockholders at a joint meeting, March 29, 1911:
[694]
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ZKD5ofUvtQYARHHEdSt+fNHiwmTCZFYe3Gxnwdtkoy/GFmObtj8CKPdkbGfRHOt5lxKAT8+6wUbDd3sDc0RvgWZzwI5FWrSVjG16dg3i8UEVMebjC0AUVQZUt9bK6c8awEAEOp4DCB4DTxT15DUN4EsKNPVmgiXW6Hb+RAHzzLFKW7UTIi5wHZNIxDQXaClRTPMFlpSZtevD7qHD8A4Zk0IeuPBIQHAT91ROgdHbx6Hz8vtRA1D5vmtSq1Kgx+u/2mkfJQnTfJs7am2WiDmWWUnbCS9zhlcws2ZeclKukWubo0jJ07VZJtZPPecaOihCikn7c4Nq35ofSfHBgMyyTkXMt37NLWUIlSn3UVIcqGlIFXa9f95SS7QwqdVMkJKlIHCGTIHRTGDXOaRTyYa764bj0V57+pFTd8JvV6NHH8HEw+94CR8CjxDTBqJ3dYoKV+nkXdIJAGvGGuNxGJVCBO1fh4AZguYwnydPcm0Ki
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WOODS, Circuit Judge.
This appeal is from a decree of the District Court refusing to> set aside, at the instance of J. H. Lane & Co. and John M. Tallman, minority stockholders, a sale of the Dillon Cotton Mills, Maple Cotton Mills, and Hamer Cotton Mills, made in pursuance of a resolution of the stockholders. J. H. Lane & Co. owned 66 shares, of the par value of $6,600, in the Maple Cotton Mills, 40 shares, of the par value of $4,000, in the Hamer Cotton Mills, and none in the Dillon Cotton Mills. John M. Tallman owned 10 shares, of the par value of $1,000, in the Maple Cotton Mills, 30 shares, of the par value of $3,000, in the Dillon Cotton Mills, and none in the Hamer Cotton Mills. The aggregate capital stock of the three mills was $344,800, and the aggregate holdings of Lane & Co. and Tallman in the three mills was $14,600, about one twenty-third of the whole. The Dillon Cotton Mills and Maple Mills were located at Dillon, and the Hamer Mills at Hamer, about six miles distant. W. M. hlamer was president oí all of them. The following statements of the condition of the mills, taken from the books, were submitted by the president to the stockholders at a joint meeting, March 29, 1911:
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On their face these statements show the value of stock to be above par. But the testimony of the president was to the effect that the credit of the mills was such that the debts could not be carried without his personal indorsement, which he was no longer willing to give. There was no denial of this precarious condition of the mills, and it seems to us [695] file pivoial fact in the case. Confronted with depression in the Southern cotton mill industry, with an aggregate indebtedness of $548,237.44, which the mills could not meet, and with the necessity for capital to run the mills, which they could not get, the stockholders undertook to devise a rilan which would avert threatened disaster to properties which seemed \o be of very considerable value above the indebtedness. The first plan undertaken, under the leadership of Flamer, the president, was a consolidation of the three mills, with the notion that the consolidation would reduce expenses, and that the new corporation would have c.iedit to carry the indebtedness and provide capital for running expenses. This scheme was entered upon, and for the purposes of consolidation a new corporation was chartered and organized under the name of the Dillon Mills; but the proposed consolidation was enjoined by the I hsiriet Court, at the instance of the complainants in this case on Ihe ground that the statutes of South Carolina made no provision for consolidation of such corporations.
The plan of dissolution and liquidation was then undertaken, and on January 16, 1912, the stockholders of the several corporations met and passed resolutions directing a sale of all the corporate assets, and liquidation and dissolution of the corporations in accordance with the South Carolina statute. The complainants were represented by counsel and objected to the resolution providing for sale and dissolution on these grounds:
“First, that it is not planned in good faith to go out of business, but for ihe real purpose of transferring the assets of the company to another company and continuing the business; second, that it is not in the interest of the si oct holders, and will result in a sacrifice of their property.”
The minutes of the meetings show a large majority of the stockholders present. No objection was made to the validity of the proxies, and none is alleged in the bill. The complainants applied to the District Court for an injunction against the sale, but the application was refused ; and the sales were made at public auction on March 7, 1912 — the Dillon Mill plantío H. J. Haynsworth, who is attorney for the defendants, for $50,000; the Maple plant to W. M. Hamer, for $155,000; and the Hamer plant to W. T. Bethea, for $190,000. These bids were all assigned to the new corporation, the Dillon Mills, and the property was conveyed to it. The new corporation took the property on the terms which were intended to be effective, had the original plan of consolidation been carried out, namely, that the new corporation should issue certificates of indebtedness to the amount of $300,000 to provide for indebtedness of the old corporations, which could not be paid, and for working capital, and issue its own stock for that of the several mills at a relative valuation based on the book value of the old stock. The complainants were present at the sale and gave notice that its validity would he contested.
The courts cannot say that the discretionary power of the majority conferred by the statute does not extend to the dissolution of a prosperous corporation, or to a dissolution which will probably result in practical consolidation by the purchase of the property by another corporation. The fact that the state has not provided for consolidation without a dissolution of the corporation and sale of the property by no means implies that there is any policy of the state against dissolution and sale resulting in consolidation. A sale by trustees carries not only the right, but the duty, to sell to anybody who offers the highest price; and it is of no consequence that the purchaser intends to carry the property into another corporation, and pay his bid by the stock of the new corporation, if the persons entitled to the proceeds of sale agree to take that in payment. It is true that the dissolution of a prosperous corporation without fair reason may be- evidence for consideration in deciding whether the dissolution was not entered upon for a fraudulent purpose. So, also, where no just cause appears for dissolution and sale, the fact that the dissolution and sale were expected to result in merger into another corporation, and that they did actually so result, to the detriment of the minority stockholders, may be evidence of bad faith.
The cases relied on by appellants gave relief to the minority stockholders on the ground that the forms of law had been used by the majority to get an advantage for themselves at the expense of the minority. Ervin & Others v. Oregon Ry. & Nav. Co. (C. C.) 27 Fed. 625; Jones et al. v. Missouri-Edison Electric Company et al., 203 Fed. 945, 122 C. C. A. 247; Barrett v. Bloomfield, 64 N. J. Eq. 425, 5-1 Atl. 543. There is language in Theis v. Spokane F. G. Co., 34 Wash. 23, 74 Pac. 1004, which lends color to appellants’ position that a sale is invalid merely because the anticipated and actual result was consolidation; but there the dissolution was to be made of a prosperous corporation, and the assets turned over to a new corporation for the sole purpose of getting rid of a disagreeable stockholder, who refused to sell his stock. Without indorsing the doctrine of the case, we may say it is far from holding that a corporation which cannot manage its debts may not sell at public auction the corporate assets under'statutory authority, when the expected result of the sale will he such consolidation with other corporations as to give equal opportunity ol protection to. all stockholders, and a new corporation strong enough to manage the indebtedness, and thus prevent suspension. In Riker v. United Drug Co., 79 N. J. Eq. 580, 82 Atl. 930, Ann. Cas. 1913A, 1190, the purpose and effect of the scheme proposed was to consolidate a prosperous New Jersey corporation with a corporation of Massachusetts, contrary to the laws of New Jersey. It is of some importance to observe that in the cases relied on the transfer was not made, as in this instance by a public sale.
It does not appear how far those bidding would have run the property; but the sales were open and fair, and everybody was free to bid*. The complainants were offered the opportunity to come in with the majority; but they were not compelled to do so, as they would have been in case of consolidation without a public sale. They had a right to stand out and bid, or procure other bidders, and take their share of the proceeds of the sale. But their right did not extend to the point of depriving other stockholders of the privilege of bidding in common to prevent a sacrifice of the property, or to promote a merger as a means of procuring money and credit necessary to continuation of the business. Bowditch v. Jackson, 76 N. H. 351, 82 Atl. 1014, Ann. Cas. 1913A, 366; Werle v. Flint Co., 125 Wis. 534, 104 N. W. 743.
Affirmed.
226 F. 692 (J. H. Lane & Co. v. Maple Cotton Mills) — published by Counsel Stack Legal Research, free access to 12M+ legal documents.