Robinson v. Olin Federal Credit Union
This text of 48 B.R. 732 (Robinson v. Olin Federal Credit Union) is published on Counsel Stack Legal Research, covering District Court, D. Connecticut primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
RULING ON PLAINTIFF’S MOTION FOR SUMMARY JUDGMENT
ELLEN B. BURNS, District Judge.
This case is an adversary proceeding stemming from the Chapter 13 bankruptcy petition of plaintiff Carolyn Robinson (“Robinson”). Robinson filed an objection to defendant, Olin Federal Credit Union’s (“Olin”) proof of secured claim on February 17, 1983. This objection was referred to Bankruptcy Judge Alan Shiff of this district pursuant to sections (c)(1) and (h) of the Emergency Resolution for the Administration of the Bankruptcy System in the District of Connecticut, dated December 22, *735 1982 (the “Emergency Resolution”). Robinson then moved this court to withdraw the reference of this matter pursuant to section (c)(2) of the Emergency Resolution. On November 29, 1983, Robinson's motion to withdraw reference was granted and this proceeding was entered and docketed in the district court.
Robinson basically makes two claims in her objection to Olin’s proof of secured claim. She first asserts that Olin’s secured claim was disallowed in an earlier bankruptcy proceeding and its lien is therefore void under § 506(d) of the Bankruptcy Code, 11 U.S.C. § 506(d). She also asserts that Olin committed violations of the Connecticut Truth-In-Lending Act, Conn.Gen. Stat. § 36-393 et seq., (“Connecticut TIL”) and the federal Truth-In-Lending Act, 15 U.S.C. § 1601 et seq., (“Federal TIL”) Robinson claims that Olin’s alleged violations of the Connecticut and Federal TILs give rise to a setoff against any claim asserted by Olin in the Chapter 13 case and an affirmative right to attorney’s fees. Robinson has moved for summary judgment on her objection to Olin’s secured claim.
FACTS:
On October 20, 1978, Robinson borrowed $7,939.00 from Olin at an annual interest rate of 9%, to be repaid in 48 equal installments. This loan was evidenced by a promissory note, a copy of which is appended to Robinson’s Motion for Summary Judgment as Exhibit A. As collateral for this loan, Robinson executed a security agreement with Olin, pledging her 1979 Buick Regal as collateral (attached as Exhibit B of Robinson’s Motion for Summary Judgment). On February 7, 1981, Robinson filed a Chapter 7 bankruptcy petition with the Bankruptcy Court in Bridgeport, Connecticut. The debt to Olin was scheduled as a secured claim and the Buick Regal was claimed as exempt property up to the $1,200 permitted by 11 U.S.C. § 522(d)(2).
On March 5, 1981, Olin filed a complaint to reclaim property in the Chapter 7 case in an attempt to obtain possession of the Buick Regal. (Adv.Pro. 5-81-0084) On March 18, Robinson filed a motion to dismiss Olin’s complaint. On April 29, Olin filed a new complaint for relief from automatic stay requesting that the stay under 11 U.S.C. § 362(a) be lifted and seeking an order directing Robinson to surrender the automobile to Olin. (Adv.Pro. 5-81-0155). Robinson counterclaimed, requesting that a determination of the amount of Olin’s allowed secured claim be made pursuant to 11 U.S.C. § 506.
On April 30, 1981, Daniel Meister, the trustee in bankruptcy, sent a letter to the Bankruptcy Court expressing his opinion that the debtor’s estate had no equity in the Buick Regal in light of Olin’s security interest and Robinson’s claim of exemption. He stated that he had no objection to judgment being entered for Olin.
Shortly before her discharge in bankruptcy, Robinson moved for a continuation of the automatic stay pending resolution of Olin’s claim and Robinson’s counterclaim. The Bankruptcy Court denied Robinson’s motion and discharged Robinson under 11 U.S.C. § 727 on either May 14 or May 18, 1981. 1
On July 21, 1981, Bankruptcy Judge Shiff, referring to a hearing scheduled for June 15, 1981, signed an order dismissing Olin’s complaint to reclaim property (Adv. Pro. 5-81-0084) as moot. On July 30,1981, referring to a hearing scheduled for May 18, 1981, Judge Shiff dismissed Olin’s complaint for relief from stay, with prejudice for failure to prosecute and abstained from hearing Robinson’s counterclaims. Following her discharge in the Chapter 7 proceeding Robinson commenced the Chapter 13 *736 proceeding which gave rise to this adversary proceeding.
DISCUSSION:
1. ROBINSON’S CLAIM THAT OLIN’S LIEN IS VOID AS A RESULT OF HER DISCHARGE IN BANKRUPTCY.
It has been frequently recognized that one of the primary purposes of the bankruptcy law is to give the debtor a fresh start, “unhampered by the pressure and discouragement of pre-existing debt.” Perez v. Campbell, 402 U.S. 637, 648, 91 S.Ct. 1704, 1711, 29 L.Ed.2d 233 (1971). At the same time the Bankruptcy Code protects those creditors who have obtained security for the credit that they have extended. In re Weathers, 15 B.R. 945 (Bkcy.Kan.1981). Cf 11 U.S.C. § 506(d) (liens only voided if secured claim is not allowed); 11 U.S.C. § 522(c)(2) (exempt property remains subject to unvoided lien).
Although Robinson claims that alleged violations of Connecticut and Federal TILs invalidate Olin’s security interest in the Buick Regal, for the purposes of evaluating her claim that the lien was voided in the bankruptcy proceeding the security interest will be treated as effective and valid to establish a lien enforceable under state law. Robinson suggests three reasons why the lien was voided in bankruptcy: first, that application of 11 U.S.C. § 506(d) voids the lien because the claim was not an allowed secured claim; second, that the dismissal of Olin’s complaint in the Chapter 7 case is res judicata and bars Olin’s claim in this Chapter 13 case; and finally, that Olin’s failure to object to Robinson’s claiming the Buick Regal as exempt property prevents it from enforcing the lien after discharge.
A. Allowance of Olin’s Secured Claim.
Section 506(d) of the Bankruptcy Code, 11 U.S.C. § 506(d), states that a lien securing a claim that is not an allowed secured claim is void, with certain exceptions not germane to this case. Section 502(a) provides that a claim, proof of which is properly filed, is deemed allowed unless a party in interest objects.
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RULING ON PLAINTIFF’S MOTION FOR SUMMARY JUDGMENT
ELLEN B. BURNS, District Judge.
This case is an adversary proceeding stemming from the Chapter 13 bankruptcy petition of plaintiff Carolyn Robinson (“Robinson”). Robinson filed an objection to defendant, Olin Federal Credit Union’s (“Olin”) proof of secured claim on February 17, 1983. This objection was referred to Bankruptcy Judge Alan Shiff of this district pursuant to sections (c)(1) and (h) of the Emergency Resolution for the Administration of the Bankruptcy System in the District of Connecticut, dated December 22, *735 1982 (the “Emergency Resolution”). Robinson then moved this court to withdraw the reference of this matter pursuant to section (c)(2) of the Emergency Resolution. On November 29, 1983, Robinson's motion to withdraw reference was granted and this proceeding was entered and docketed in the district court.
Robinson basically makes two claims in her objection to Olin’s proof of secured claim. She first asserts that Olin’s secured claim was disallowed in an earlier bankruptcy proceeding and its lien is therefore void under § 506(d) of the Bankruptcy Code, 11 U.S.C. § 506(d). She also asserts that Olin committed violations of the Connecticut Truth-In-Lending Act, Conn.Gen. Stat. § 36-393 et seq., (“Connecticut TIL”) and the federal Truth-In-Lending Act, 15 U.S.C. § 1601 et seq., (“Federal TIL”) Robinson claims that Olin’s alleged violations of the Connecticut and Federal TILs give rise to a setoff against any claim asserted by Olin in the Chapter 13 case and an affirmative right to attorney’s fees. Robinson has moved for summary judgment on her objection to Olin’s secured claim.
FACTS:
On October 20, 1978, Robinson borrowed $7,939.00 from Olin at an annual interest rate of 9%, to be repaid in 48 equal installments. This loan was evidenced by a promissory note, a copy of which is appended to Robinson’s Motion for Summary Judgment as Exhibit A. As collateral for this loan, Robinson executed a security agreement with Olin, pledging her 1979 Buick Regal as collateral (attached as Exhibit B of Robinson’s Motion for Summary Judgment). On February 7, 1981, Robinson filed a Chapter 7 bankruptcy petition with the Bankruptcy Court in Bridgeport, Connecticut. The debt to Olin was scheduled as a secured claim and the Buick Regal was claimed as exempt property up to the $1,200 permitted by 11 U.S.C. § 522(d)(2).
On March 5, 1981, Olin filed a complaint to reclaim property in the Chapter 7 case in an attempt to obtain possession of the Buick Regal. (Adv.Pro. 5-81-0084) On March 18, Robinson filed a motion to dismiss Olin’s complaint. On April 29, Olin filed a new complaint for relief from automatic stay requesting that the stay under 11 U.S.C. § 362(a) be lifted and seeking an order directing Robinson to surrender the automobile to Olin. (Adv.Pro. 5-81-0155). Robinson counterclaimed, requesting that a determination of the amount of Olin’s allowed secured claim be made pursuant to 11 U.S.C. § 506.
On April 30, 1981, Daniel Meister, the trustee in bankruptcy, sent a letter to the Bankruptcy Court expressing his opinion that the debtor’s estate had no equity in the Buick Regal in light of Olin’s security interest and Robinson’s claim of exemption. He stated that he had no objection to judgment being entered for Olin.
Shortly before her discharge in bankruptcy, Robinson moved for a continuation of the automatic stay pending resolution of Olin’s claim and Robinson’s counterclaim. The Bankruptcy Court denied Robinson’s motion and discharged Robinson under 11 U.S.C. § 727 on either May 14 or May 18, 1981. 1
On July 21, 1981, Bankruptcy Judge Shiff, referring to a hearing scheduled for June 15, 1981, signed an order dismissing Olin’s complaint to reclaim property (Adv. Pro. 5-81-0084) as moot. On July 30,1981, referring to a hearing scheduled for May 18, 1981, Judge Shiff dismissed Olin’s complaint for relief from stay, with prejudice for failure to prosecute and abstained from hearing Robinson’s counterclaims. Following her discharge in the Chapter 7 proceeding Robinson commenced the Chapter 13 *736 proceeding which gave rise to this adversary proceeding.
DISCUSSION:
1. ROBINSON’S CLAIM THAT OLIN’S LIEN IS VOID AS A RESULT OF HER DISCHARGE IN BANKRUPTCY.
It has been frequently recognized that one of the primary purposes of the bankruptcy law is to give the debtor a fresh start, “unhampered by the pressure and discouragement of pre-existing debt.” Perez v. Campbell, 402 U.S. 637, 648, 91 S.Ct. 1704, 1711, 29 L.Ed.2d 233 (1971). At the same time the Bankruptcy Code protects those creditors who have obtained security for the credit that they have extended. In re Weathers, 15 B.R. 945 (Bkcy.Kan.1981). Cf 11 U.S.C. § 506(d) (liens only voided if secured claim is not allowed); 11 U.S.C. § 522(c)(2) (exempt property remains subject to unvoided lien).
Although Robinson claims that alleged violations of Connecticut and Federal TILs invalidate Olin’s security interest in the Buick Regal, for the purposes of evaluating her claim that the lien was voided in the bankruptcy proceeding the security interest will be treated as effective and valid to establish a lien enforceable under state law. Robinson suggests three reasons why the lien was voided in bankruptcy: first, that application of 11 U.S.C. § 506(d) voids the lien because the claim was not an allowed secured claim; second, that the dismissal of Olin’s complaint in the Chapter 7 case is res judicata and bars Olin’s claim in this Chapter 13 case; and finally, that Olin’s failure to object to Robinson’s claiming the Buick Regal as exempt property prevents it from enforcing the lien after discharge.
A. Allowance of Olin’s Secured Claim.
Section 506(d) of the Bankruptcy Code, 11 U.S.C. § 506(d), states that a lien securing a claim that is not an allowed secured claim is void, with certain exceptions not germane to this case. Section 502(a) provides that a claim, proof of which is properly filed, is deemed allowed unless a party in interest objects. Robinson notes that she objected to Olin’s claim by opposing its motion for reclamation and by requesting a determination of the claim. She asserts that, because an objection was filed, Olin’s claim was not deemed to be allowed under section 502(a). Since the Bankruptcy Court abstained from deciding her objection, Olin’s claim was not expressly allowed, and must be considered disallowed. Olin’s lien, securing a disallowed claim, is therefore void under section 506(d).
Although Robinson’s argument has some facial appeal, a closer analysis reveals that it is without merit. While a superficial reading of section 502(a) appears automatically to disallow a claim to which objection is made, when that subsection is read in conjunction with section 502(b) it becomes clear that disallowance is not automatic. Section 502(b) instructs the Bankruptcy Court to allow the claim unless it finds one of several specifically listed reasons for disallowance. The clear implication of section 502(b) is that, absent a finding of one of these enumerated reasons, the claim shall be considered to be allowed. Viewed in this fashion, Judge Shiff’s decision to abstain on Robinson’s request for determination of the claim did not act as a disallowance of Olin’s claim. To hold otherwise would in effect say that a decision by a bankruptcy judge not to pass on the merits of a claim would act as a determination on the merits. Congress could not have intended such an “Alice in Wonderland” result in adopting the Bankruptcy Code. 2
Olin also asserts that the Trustee in Bankruptcy abandoned the Buick Regal on April 30, 1981, and also that the Buick was *737 claimed as exempt by Robinson. Although it is unclear from this record whether or not the Trustee’s letter of April 30 effected an abandonment, Olin’s assertion at least raises a factual issue preventing the granting of Robinson’s motion for summary judgment. If the Trustee did abandon the Buick Regal on April 30, that abandonment, together with Robinson’s claim of exemption, effectively removed the Buick Regal from the bankrupt’s estate. Because section 506 only allows for the determination of secured claims “in which the estate has an interest”, Judge Shiff found it appropriate to abstain from hearing Robinson’s objections to Olin’s claim. Cf In re Harvey, 3 B.R. 608 (Bkcy.M.D.Fla.1980) (Bankruptcy Code only provides for determination of allowed claims' secured by a lien on property in which the estate has an interest). By abstaining from deciding Robinson’s objection the Bankruptcy Court did not disallow Olin’s claim so as to void its lien under 11 U.S.C. 506(d).
B. Effect Of Dismissal Of Olin’s Complaint For Relief From Stay.
Robinson notes that Olin’s complaint for relief from stay was dismissed with prejudice for failure to prosecute. By virtue of Fed.R.Civ.Proc. 41(b), a dismissal for failure to prosecute acts as an adjudication on the merits.
Olin disputes that the dismissal was with prejudice. Noting that Robinson’s attorney prepared the order signed by Judge Shiff and inserted the words “with prejudice”, Olin claims that a question of fact exists as to whether the dismissal was actually with prejudice. 3 In view of Judge Shift's dismissal of Olin’s complaint for reclamation as moot, and the lifting of the automatic stay upon the debt- or’s discharge, 11 U.S.C. § 362(c)(2)(C), it makes little sense that the complaint for relief of stay was dismissed for failure to prosecute on July 30, 1984, 2V2 months after the stay had lifted automatically. 4 However, while the questions raised by Olin may give rise to some doubts about the intention of the Bankruptcy Court in dismissing Olin’s complaint, the judgment of a court cannot be challenged by extrinsic evidence. Hill v. U.S. ex rel. Wampler, 298 U.S. 460, 464, 56 S.Ct. 760, 762, 80 L.Ed. 1283 (1936). Olin’s proper remedy was to move for relief from judgment under Fed.R.Civ.Proc. 60.
Olin also attacks the validity of the dismissal with prejudice. Olin asserts that since the automatic stay was lifted by May 14, 1981, its complaint for relief from the automatic stay became moot at that point. 5 Therefore, Judge Shiff’s dismissal with prejudice after Olin’s complaint became moot was without effect. Olin’s characterization of the dismissal with prejudice is correct. An adversary proceeding is treated as a separate complaint under the Bankruptcy Rules. See Bankruptcy Rules § 7001 et seq. In effect an adversary proceeding presents the Bankruptcy Court with a separate case or controversy. A court does not have jurisdiction under Article III to decide a case when the issues presented are no longer live. United States v. Parole Commission v. Geraghty, 445 U.S. 388, 396, 100 S.Ct. 1202, 1208, 63 L.Ed.2d 479 (1980). Because Olin’s complaint for relief from the automatic stay was no longer “live” when the automatic stay was lifted, there was no longer a case or controversy before the Bankruptcy Court which could be dismissed with prejudice. Therefore, there has been no adjudication of Olin’s claim which will bar enforcement of the lien.
*738 C. Effect Of Olin’s Failure To Object To Exemption
Robinson asserts that Olin’s failure to object to her claiming the Buick Regal as exempt property precludes Olin from enforcing its lien. The Bankruptcy Code provides that property claimed as exempt is not liable during or after the case for any debt of the debtor that arose before the commencement of the ease except a lien that was not voided. 11 U.S.C. § 522(c)(2)(B). As the discussion above demonstrates Olin’s lien was not voided under § 506(d) and therefore the exempted property may be liable for satisfaction of the lien. 6 Furthermore, Olin was under no obligation to object to Robinson’s claim of exemption, or even to file a proof of claim with the Bankruptcy Court, in order to preserve its lien. In re Certain, 30 B.R. 379 (Bkcy.Conn.1983); In re Pierce, 29 B.R. 612, 614 (Bkcy.E.D.N.C.1983); In re Weathers, 15 B.R. 945, 946 (Bkcy.D.Kan.1981). Although Robinson cites two cases to the contrary, these cases are in the clear minority. See In re Pierce, supra.
Because Olin was under no obligation to object to Robinson’s claim of exemption, and its lien was not voided in bankruptcy, it is not precluded from proving its claim in the current action.
II. ROBINSON’S CLAIMS FOR SETOFF AND ATTORNEY’S FEES FOR TRUTH-IN-LENDING VIOLATIONS
A. Availability Of Relief Under Both Connecticut and Federal TILs.
Robinson has asserted a right to set off damages for violations of Federal and Connecticut TILs against any lien enforceable by Olin. Olin disputes Robinson’s right to recover under both State and Federal laws.
The regulations implementing the Federal TIL permit a state with substantially similar disclosure provisions to apply for an exemption. 12 C.F.R. § 226.29 (1984). The granting of such an application exempts a class of transactions within the state from some of the requirements of the federal act. Id. Connecticut has applied for and been granted such an exemption. 12 C.F.R. Part 226, Supp. 1, § 226.29. However, the exemption does not apply to transactions in which a federally-chartered institution is a creditor. Id. Therefore, the federal regulations do not prevent application of both State and Federal law to federally-chartered institutions, unless the laws have conflicting requirements. See 12 C.F.R. § 226.28.
The Connecticut TIL, as it stood in 1978 when the transaction in question occurred, did not expressly prohibit recovery under both Federal and State law for TIL violations. However, in Hartford Federal Savings & Loan v. Green, 36 Conn.Sup. 506, 412 A.2d 709 (1979), the Appellate Session of the Connecticut Superior Court was faced with a similar problem. A federally-chartered savings and loan institution brought an action to recover on a note. The defendant counterclaimed under both Federal and State TILs. The trial court, noting that the Federal TIL applied to the transaction, held that the Connecticut TIL was inapplicable. The Appellate Session affirmed the trial court’s ruling. 36 Conn.Sup. at 512, 412 A.2d 709. 7 The mandate of Erie Railroad Company v. Tompkins, 304 U.S. 64, 58 S.Ct. 817, 82 L.Ed. 1188 (1938) requires this court to apply the Connecticut TIL as it would be applied by Connecticut courts. Since the highest Connecticut court that has addressed the issue has held that a federally-chartered institution is not subject to the *739 Connecticut TIL, Robinson is not entitled to recovery under Connecticut law. 8
B. Robinson’s Claims For Setoff Under Federal TIL.
Robinson has asserted numerous violations of the Federal Truth In Lending Act. Olin responds that Robinson may not seek a setoff for TIL violations because Olin’s claim is not against Robinson personally, but only against Robinson’s property that is subject to a lien. However, the Bankruptcy Code permits the allowance of a “claim or interest, ” 11 U.S.C. § 502(a) (emphasis added), and allows the debtor to object that the claim is unenforceable against the debtor’s property. 11 U.S.C. § 502(b). Because the lien is unenforceable to the extent that Robinson is entitled to a setoff against the lien for TIL violations, she may assert her TIL claims in this adversary proceeding. In re Dunne, 407 F.Supp. 308 (D.R.I., 1976); In re Hanna, 31 B.R. 424 (Bkcy.E.D.Pa.1983); Connecticut Bank and Trust Co. v. Ossen, Civil No. H-77-320 (D.Conn.1978).
Robinson alleges numerous violations of the Federal TIL in her objection to Olin’s secured claim. For convenience of discussion these will be dealt with in three cata-gories: first, that the form and descriptions of the disclosure statement are confusing and inaccurate; second, that a clause imposing liability on the debtor for attorney’s fees in event of default is not disclosed as a penalty; and third, that the disclosure does not follow federal regulations concerning prominence of type face.
1. Confusing and Misdescribed Disclosure Statement
The disclosure statement used by Olin in its loan arrangement with Robinson is contained in its security agreement. Robinson states that a few typographical errors, the description of the collateral, a statement of the secured party’s rights, and the general format of the disclosure cause the disclosure statement to be inaccurate and confusing in violation of federal regulations. She also asserts that the security agreement purports to extend to “all additions, improvements, and accessories now or hereafter attached” to the Buick Regal. Robinson claims that since, by virtue of Conn. Gen.Stat. § 42a-9-204(2), there is a ten day limitation on attachment of a security interest in after-acquired property, the security agreement misrepresents the extent of Olin’s collateral.
Unfortunately Robinson ignores that portion of ¶ 42a-9-204(2) that excepts “accessions” from the ten day limitation. Section 42a-9-314 defines accessions as goods “installed or affixed” to other goods. Although the words used by Olin do not track the language of the statute, it cannot be said that on their face those words so misdescribe Olin’s security interest as to give rise to a TIL violation.
Robinson’s other objections to the typographical errors, descriptions, and format of the security agreement do not establish clear violations of the Federal TIL. 9 Although a more careful drafter or *740 typist might have prepared a better document, the Truth in Lending Laws do “not require perfect disclosure, but only disclosure which clearly reveals to customers the costs of credit.” Gambardella v. G. Fox & Co., 716 F.2d 104, 118 (2d Cir.1983). The disclosure statement used by Olin, while not perfect, is adequate to prevent confusion or misleading of any debtors. See Gilbert v. Atlantic Richfield, Civil No. 15635 (Lumbard, J., 1978).
2. Non-disclosure of Attorney’s Fees as Penalty.
Robinson claims that the security agreement clause stating that Robinson could be held liable for “attorney’s fees not to exceed the amount allowed by law” in the event that the loan is referred for collection is a penalty clause that must be disclosed under the Federal TIL. It is true that disclosure of such an attorney’s fee provision is required if it is automatically imposed, 12 C.F.R. § 226.8(b); Vega v. First National Federal Saving & Loan Ass’n of Detroit, 622 F.2d 918, 921 (6th Cir.1980). However, if assessment of attorney’s fees is not automatic, but is conditioned upon employment of an attorney to collect the debt, the attorney’s fee provision is not a penalty subject to disclosure as such. Id; Anderson v. Southern Discount Co., 582 F.2d 883 (4th Cir.1978).
The attorney’s fee clause in the security agreement is limited to the amount allowed by law and will apply only if the account is referred for collection. Connecticut statutes relating to such attorney’s fees provisions make clear that they are not to be construed as penalties, Conn.Gen. Stat. § 49-7, and that the attorney’s fees allowed shall be limited to 15% of the amount due and payable when the contract is actually referred for collection. Conn. Gen.Stat. § 42-91. The wording of the clause, and the applicable law make clear that imposition of attorney’s fees is not automatic, but will only apply upon actual referral to an attorney. Such a clause does not require disclosure as a penalty under the Federal TIL. See 12 C.F.R. Part 226, Supp. 1, § 1(I)(1) (disclosure of fees imposed for actual collection costs are not required).
3. Improper Type-Face.
Robinson’s third allegation of a violation of the Federal TIL involves the type-face used on Olin’s disclosure form. Federal regulation requires that the words “Finance Charge” and “Annual Percentage Rate” shall be more conspicuous than other required terminology. 12 C.F.R. § 226.6(a) (1981). Robinson points out that the word “collateral” in the margin, identifying the box in which the property subject to the security agreement is described, is in a larger type-face than the words “finance charge” or “annual percentage rate.” The regulations, however, do not make any specifications as to type-face; the only requirement is that the words be more “conspicuous.” The size of type-face alone does not determine whether a required disclosure is “conspicuous.” The location of the disclosure, and the manner in which it is set off from other information, are also determinative. See Hartford Federal Savings & Loan Ass’n v. Green, 36 Conn.Sup. 506, 510, 412 A.2d 709 (App.Div.1979) (disclosure set out in an “attention-getting” location is conspicuous). The words “finance charge” and “annual percentage rate” on the security agreement in question are centrally located in large letters among the other items disclosing cost of credit. The word “collateral”, while in slightly larger type, is located above the financial disclosure information, in the extreme left margin, and written on its side. Viewing the document as a whole, the word “collateral” is not as conspicuous as the words “finance charge” and “annual percentage rate.”
Furthermore, the regulations referred to by Robinson mandate that the words “fi *741 nance charge” and “annual percentage rate” be more conspicuous than other required “terminology. ” 12 C.F.R. § 226.-6(a) (emphasis added). An examination of § 226.8 shows that certain terms must be used on a disclosure statement. The word “collateral” is not among the required terms. Therefore, Olin would not necessarily have violated the regulations even if the word “collateral” had been more conspicuous than required terms.
A careful examination of the security agreement shows that while imperfections exist, none of these imperfections, either separately or cumulatively, are confusing or misleading, and do not warrant a finding of Federal TIL violations.
Therefore, summary judgment is denied as to all of plaintiff’s claims. Furthermore, the court notes that no material issues of fact would prevent entry of summary judgment in favor of defendant. The parties may submit briefs on this question, no later than October 30, 1984.
SO ORDERED.
*742
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" 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" width="1478"/>
. Robinson asserts that the discharge occurred on May 18, 1981. In its response to Robinson’s request for admissions, Olin stated that the discharge occurred on May 14, 1981. Also, in its statement of material facts accompanying its memorandum opposing summary judgment Olin claims that the discharge occurred on May 14, 1981. Olin has submitted a copy of the discharge dated May 14, 1981. The Bankruptcy Court’s docket indicates that discharge was granted on May 14.
. See H.R. No. 95-595, 95th Cong. 1st sess. 357 (1977), commenting on section 506(d):
Subsection (d) permits liens to pass through the bankruptcy case unaffected. However if a party in interest requests the court to determine and allow or disallow the claim secured by the lien under section 502 and the claim is not allowed, then the lien is void to the extent that the claim is not allowed ...”
U.S.Code Cong. & Admin.News, 1978 p. 5787 (emphasis added).
. Olin states that its attempts to obtain a transcript of the May 18, 1981, hearing referred to in the order of dismissal have been thwarted to date because of the death of the court reporter.
. Robinson had moved for an extension of the automatic stay, which motion was denied on May 14, 1981.
.Olin also suggests that the automatic stay was lifted on April 30, 1981 when the trustee abandoned the Buick Regal. See In re Bell, 700 F.2d 1053 (6th Cir.1983). Because Judge Shiffs dismissal was not signed and docketed until July 30, 1981, it is not necessary to decide precisely when the automatic stay was lifted.
. See H.R. No. 95-595, 95th Cong. 1st sess. 361 (1977). "The bankruptcy discharge will not prevent enforcement of valid liens.” U.S.Code Cong. & Admin.News 1978, p. 5862.
. In 1981 the Connecticut General Assembly amended the Connecticut TIL to clarify that double recovery was not to be permitted. P.A. 81-158, § 8(i); Conn.Gen.Stat. § 36-407(i). This action was consistent with the Appellate Session’s ruling in Hartford Federal Savings and Loan v. Green.
. The parties do not dispute the fact that Olin is a federally-chartered institution.
. Examples of claimed Federal TIL violations include the use of a dollar sign ($) rather than a number sign (#) before the serial number of the Buick Regal, misspelling of “Regal Limited” as “Rega Limited,” and placing the vehicle description "Color Silver Wine” directly below the vehicle identification in a box titled "other collateral." See appendix. It is difficult to imagine a person who has just purchased a silver-wine Buick Regal being misled by these imperfections.
Robinson also asserts that paragraph 4 on the reverse side of the security agreement misdes-cribes Olin’s rights by stating that “[a]ll rights and remedies of SECURED PARTY are cumulative and not alternative....” Robinson claims that section 42-98(h) of the Connecticut General Statutes requires Olin to make an election of remedies, so that the description of its right is inaccurate. Paragraph 4 is clear in stating that Olin’s remedies are limited to those available under law. Furthermore, section 42-98(h) does allow a creditor to choose among available remedies, and also allows a creditor to obtain a deficiency judgment after repossessing a motor vehicle in some circumstances. Therefore, Robinson’s claim that paragraph 4 misdescribes Olin’s rights is without foundation.
Robinson’s claim that paragraph 7 misdes-cribes Olin’s rights is also erroneous. Section *740 42-83(1) of the Connecticut General Statutes makes clear that remedies under the Uniform Commercial Code are available to a secured party. Paragraph 7(d) does not purport to terminate Robinson’s interest in her personalty.
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Cite This Page — Counsel Stack
48 B.R. 732, 1984 U.S. Dist. LEXIS 22955, Counsel Stack Legal Research, https://law.counselstack.com/opinion/robinson-v-olin-federal-credit-union-ctd-1984.