In Re the Estate of Larson
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Opinions
Dore, J.
This case concerns a dispute over attorney fees incurred in the probate of an estate. We hold that, in establishing the reasonableness of an attorney fee based on hours multiplied by an hourly rate, probate attorneys must offer evidence not only that the hourly rate was reasonable [519]*519but also that the hours spent were necessary in processing the estate. Further, attorneys in probate are not entitled to an additional fee out of the estate in proving the reasonableness of their fees.
Proceedings Below
Carl Larson died intestate on January 27, 1979 in Pierce County. The decedent's cousin, Ivan O. Swanson agreed to act as personal representative. Swanson engaged his own attorney, Michael Manza, of Manza, Moceri, Gustafson & Messina, P.S., to probate the estate. Throughout the course of the probate proceedings, Mr. Manza was assisted by his son, Patrick Manza, first in the capacity of a legal intern and later as an attorney associate.
In the subject case, 45 relatives in the United States and Sweden were determined to be entitled to inherit under the Washington descent and distribution statute. Administration of the estate required identification and genealogical classification of the heirs, liquidation of the estate assets, filing of federal and state tax returns, and distribution of assets to heirs. The proceeds from the sale of the estate assets, primarily timberlands, totaled $463,672.36.
When the estate was ready to close, 33 of the 34 heirs in Sweden, through their attorney in fact, objected to the personal representative's final report and petition for distribution on three bases: (1) too much federal estate tax was paid; (2) the real estate was valued inconsistently in the federal and state tax returns, and (3) the attorney fees requested were excessive. Prior to the hearing, the first two objections were abandoned, leaving only the reasonableness of the attorney fee at issue. At the hearing held before a superior court commissioner, both the personal representative and the objectors presented expert testimony on the reasonableness of the requested attorney fees of $23,145. The commissioner found the requested fees were reasonable and entered findings of fact, conclusions of law and an order approving the final report. He also ordered the objectors' share of the estate to pay $10,000 additional attorney [520]*520fees and $2,010.85 costs incurred by the Manza firm in proving a reasonable attorney fee in the final report.
The objectors sought review of the court commissioner's order by a superior court judge, pursuant to RCW 2.24.050. The judge reviewed the record, heard oral argument, and denied the motion. His order directed payment of $23,145 to the estate's attorneys and approved the commissioner's assessment of $12,010.85 in additional attorney fees and costs. In addition, the judge allowed an additional attorney fee of $4,030 and costs of $350 for resisting the motion for revision and assessed these items against the objectors' share of the estate.1
The Court of Appeals affirmed the trial court's ruling that the $23,145 fee was reasonable, and held additional fees could be assessed against the estate for proving the reasonableness of contested attorney fees. The court held, however, that the additional fees should not have been assessed against the objectors' share of the estate but rather treated as expenses of the administrator. In re Estate of Larson, 36 Wn. App. 196, 674 P.2d 669 (1983). This court accepted review on the issues of (1) the reasonableness of the $23,145 fee, and (2) the propriety of assessing additional fees against the estate to prove the reasonableness of challenged attorney fees.
Fiduciary Relationship
In any dispute over attorney fees, our analysis must be premised on fundamental principles regarding the attorney-client relationship. A fiduciary relationship exists as a matter of law between an attorney and client, and the attorney owes the highest duty of fidelity and good faith to the client. Perez v. Pappas, 98 Wn.2d 835, 659 P.2d 475 (1983). In probate, the attorney-client relationship exists [521]*521between the attorney and the personal representative of the estate. In re Estate of Peterson, 12 Wn.2d 686, 123 P.2d 733 (1942). The personal representative stands in a fiduciary relationship to those beneficially interested in the estate. He is obligated to exercise the utmost good faith and diligence in administering the estate in the best interests of the heirs. Hesthagen v. Harby, 78 Wn.2d 934, 481 P.2d 438 (1971). The personal representative employs an attorney to assist him in the proper administration of the estate. Thus, the fiduciary duties of the attorney run not only to the personal representative but also to the heirs.
The Code of Professional Responsibility speaks directly to a lawyer's fiduciary responsibilities to his client with respect to fee arrangements. CPR EC 2-17 provides:
The determination of a proper fee requires consideration of the interests of both client and lawyer. A lawyer should not charge more than a reasonable fee, for excessive cost of legal service would deter laymen from utilizing the legal system in protection of their rights. Furthermore, an excessive charge abuses the professional relationship between lawyer and client. On the other hand, adequate compensation is necessary in order to enable the lawyer to serve his client effectively and to preserve the integrity and independence of the profession.
We analyze the reasonableness of the fee charged by the Manza firm in the context of those fiduciary obligations arising out of the attorney-client relationship.
Reasonableness of Fees
Generally, this court will not interfere with an allowance of attorney fees in probate matters unless there are facts and circumstances clearly showing an abuse of the trial court's discretion. In re Estate of Belknap, 12 Wn.2d 643, 123 P.2d 358 (1942); In re Estate of Fetterman, 183 Wash. 410, 48 P.2d 638 (1935). The record before us in the present case is the same as the record before the superior court judge in his review of the court commissioner's decision. We are, therefore, in the same position as the superior court [522]*522judge in determining the reasonableness of fees. In re Estate of Thompson, 133 Wash. 481, 485, 233 P. 941 (1925). In re Estate of Fetterman, supra.
In re Estate of Peterson, 12 Wn.2d 686, 728, 123 P.2d 733 (1942) sets forth the criteria to be considered in evaluating attorney fee requests in probate proceedings:
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Dore, J.
This case concerns a dispute over attorney fees incurred in the probate of an estate. We hold that, in establishing the reasonableness of an attorney fee based on hours multiplied by an hourly rate, probate attorneys must offer evidence not only that the hourly rate was reasonable [519]*519but also that the hours spent were necessary in processing the estate. Further, attorneys in probate are not entitled to an additional fee out of the estate in proving the reasonableness of their fees.
Proceedings Below
Carl Larson died intestate on January 27, 1979 in Pierce County. The decedent's cousin, Ivan O. Swanson agreed to act as personal representative. Swanson engaged his own attorney, Michael Manza, of Manza, Moceri, Gustafson & Messina, P.S., to probate the estate. Throughout the course of the probate proceedings, Mr. Manza was assisted by his son, Patrick Manza, first in the capacity of a legal intern and later as an attorney associate.
In the subject case, 45 relatives in the United States and Sweden were determined to be entitled to inherit under the Washington descent and distribution statute. Administration of the estate required identification and genealogical classification of the heirs, liquidation of the estate assets, filing of federal and state tax returns, and distribution of assets to heirs. The proceeds from the sale of the estate assets, primarily timberlands, totaled $463,672.36.
When the estate was ready to close, 33 of the 34 heirs in Sweden, through their attorney in fact, objected to the personal representative's final report and petition for distribution on three bases: (1) too much federal estate tax was paid; (2) the real estate was valued inconsistently in the federal and state tax returns, and (3) the attorney fees requested were excessive. Prior to the hearing, the first two objections were abandoned, leaving only the reasonableness of the attorney fee at issue. At the hearing held before a superior court commissioner, both the personal representative and the objectors presented expert testimony on the reasonableness of the requested attorney fees of $23,145. The commissioner found the requested fees were reasonable and entered findings of fact, conclusions of law and an order approving the final report. He also ordered the objectors' share of the estate to pay $10,000 additional attorney [520]*520fees and $2,010.85 costs incurred by the Manza firm in proving a reasonable attorney fee in the final report.
The objectors sought review of the court commissioner's order by a superior court judge, pursuant to RCW 2.24.050. The judge reviewed the record, heard oral argument, and denied the motion. His order directed payment of $23,145 to the estate's attorneys and approved the commissioner's assessment of $12,010.85 in additional attorney fees and costs. In addition, the judge allowed an additional attorney fee of $4,030 and costs of $350 for resisting the motion for revision and assessed these items against the objectors' share of the estate.1
The Court of Appeals affirmed the trial court's ruling that the $23,145 fee was reasonable, and held additional fees could be assessed against the estate for proving the reasonableness of contested attorney fees. The court held, however, that the additional fees should not have been assessed against the objectors' share of the estate but rather treated as expenses of the administrator. In re Estate of Larson, 36 Wn. App. 196, 674 P.2d 669 (1983). This court accepted review on the issues of (1) the reasonableness of the $23,145 fee, and (2) the propriety of assessing additional fees against the estate to prove the reasonableness of challenged attorney fees.
Fiduciary Relationship
In any dispute over attorney fees, our analysis must be premised on fundamental principles regarding the attorney-client relationship. A fiduciary relationship exists as a matter of law between an attorney and client, and the attorney owes the highest duty of fidelity and good faith to the client. Perez v. Pappas, 98 Wn.2d 835, 659 P.2d 475 (1983). In probate, the attorney-client relationship exists [521]*521between the attorney and the personal representative of the estate. In re Estate of Peterson, 12 Wn.2d 686, 123 P.2d 733 (1942). The personal representative stands in a fiduciary relationship to those beneficially interested in the estate. He is obligated to exercise the utmost good faith and diligence in administering the estate in the best interests of the heirs. Hesthagen v. Harby, 78 Wn.2d 934, 481 P.2d 438 (1971). The personal representative employs an attorney to assist him in the proper administration of the estate. Thus, the fiduciary duties of the attorney run not only to the personal representative but also to the heirs.
The Code of Professional Responsibility speaks directly to a lawyer's fiduciary responsibilities to his client with respect to fee arrangements. CPR EC 2-17 provides:
The determination of a proper fee requires consideration of the interests of both client and lawyer. A lawyer should not charge more than a reasonable fee, for excessive cost of legal service would deter laymen from utilizing the legal system in protection of their rights. Furthermore, an excessive charge abuses the professional relationship between lawyer and client. On the other hand, adequate compensation is necessary in order to enable the lawyer to serve his client effectively and to preserve the integrity and independence of the profession.
We analyze the reasonableness of the fee charged by the Manza firm in the context of those fiduciary obligations arising out of the attorney-client relationship.
Reasonableness of Fees
Generally, this court will not interfere with an allowance of attorney fees in probate matters unless there are facts and circumstances clearly showing an abuse of the trial court's discretion. In re Estate of Belknap, 12 Wn.2d 643, 123 P.2d 358 (1942); In re Estate of Fetterman, 183 Wash. 410, 48 P.2d 638 (1935). The record before us in the present case is the same as the record before the superior court judge in his review of the court commissioner's decision. We are, therefore, in the same position as the superior court [522]*522judge in determining the reasonableness of fees. In re Estate of Thompson, 133 Wash. 481, 485, 233 P. 941 (1925). In re Estate of Fetterman, supra.
In re Estate of Peterson, 12 Wn.2d 686, 728, 123 P.2d 733 (1942) sets forth the criteria to be considered in evaluating attorney fee requests in probate proceedings:
In fixing the amount to be allowed as a fee for the attorney of a decedent's personal representative, the court should consider the amount and nature of the services rendered, the time required in performing them, the diligence with which they have been executed, the value of the estate, the novelty and difficulty of the legal questions involved, the skill and training required in handling them, the good faith in which the various legal steps in connection with the administration were taken, and all other matters which would aid the court in arriving at a fair and just allowance.
See also In re Estate of Bailey, 56 Wn.2d 623, 354 P.2d 920 (1960). The objectors based their challenge to the fee on similar factors listed in DR 2-106 of the Code of Professional Responsibility.2
The primary challenge to the fee involves the necessity of spending 364.5 hours in attorney time to probate the Larson estate. The objectors point out that the estate consisted of only one major asset, the timberlands, and presented no novel or difficult legal or administrative problems other [523]*523than locating heirs in a foreign country. This was accomplished with the assistance of the Swedish Consulate with only minor difficulties. They also express concern over duplication of efforts resulting from two attorneys in the Manza firm sharing responsibility for the probate of the estate. In this regard, they also contest fees charged for the services of Patrick Manza, an attorney who was not admitted to the bar until some time after the Manza firm was retained in this matter. Counsel for the objectors stated in closing argument before the court commissioner:
We have no objection particularly about the quality of the work, it's the redundancy and amount of time that was spent, not the amount of time that was required. The Court has heard expert testimony and that in response to the memorandum that was presented to us and to the Court that the fees were based on DR 2-106 that their fees were based on the criterion laid out therein and looking at the criterion, one of it is the basic starting point is "the amount of time required." It's not the amount of time spent for needless work done.
Report of Proceedings, at 216.
Specifically, the objectors point to a number of seemingly routine matters that occupied an inordinate amount of the Manza firm's time. For example, the $463,672.36 in proceeds from the sale of the estate's assets was invested in 14 savings accounts with a number of different local banks. This took approximately 47.4 hours of attorney time, billed at $75 per hour, with an aggregate fee for this service of $3,555. Preparation of inheritance and estate tax returns took approximately 52.6 hours at $75 per hour, resulting in $3,945 in fees.
Expert Witnesses
At the hearing on the fees, attorneys for the estate and the objectors presented expert testimony on the reasonableness of the fee. Marshall Adams and Elvin Vandeberg, two Pierce County attorneys, testified for the estate. Adams testified that $35,000 would be a reasonable fee. Vandeberg stated a reasonable fee would be $25,115.50. Neither Adams [524]*524nor Vandeberg addressed the issue raised by the objectors which is the necessity of the hours. Instead, both experts based their opinions on the assumption that 364.5 hours were necessary to close the probate. With this assumption, both estate experts testified to the reasonableness of the fee by multiplying the 364.5 hours by the hourly rate charged.
Witness Adams, in testifying, also relied on the assumption that the estate attorneys saved the estate $20,000 by avoiding the use of a real estate broker to sell the timberland. Adams gave this factor great weight. Yet, the record reveals it was the administrator, not the estate attorneys, who arranged for the services of the timber consultant in conducting the sale of the land.3
John R. Stair, an experienced Seattle attorney, testified as an expert for the objectors. He did not offer an opinion on what a reasonable fee would be. Rather, he testified to the amount of time he thought would be reasonably necessary to probate Larson's estate — 48 hours of a legal assistant's time and 131 hours of a lawyer's time. Report of Proceedings, at 193. This was the only testimony in the record which addressed the factual issue raised by the objectors; i.e., the number of hours reasonably and necessarily required to probate this estate.
[525]*525Investment of Proceeds
Estate attorneys, in assisting the personal representative in the management of the estate assets, owed a fiduciary duty to the heirs to maximize the rate of return on the assets. See Allard v. Pacific Nat'l Bank, 99 Wn.2d 394, 663 P.2d 104 (1983). The record shows they breached this duty. The following is a summary of the time expended and the hours charged during which estate funds were deposited in 14 savings accounts, subsequently withdrawn and deposited and redeposited in numerous certificates of deposit and treasury bills:
[526]*526
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" 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[527]*527The estate lawyers spent substantial amounts of time in depositing over $400,000 in proceeds from the sale of the real estate in various savings accounts paying only 5 ¥2 percent interest. Acting upon the advice of the attorney for the Swedish heirs, the estate lawyers finally used these funds to secure treasury bills and certificates of deposit which achieved a much higher rate of return. The time records on which the lawyers base their fee clearly establish that the personal representative was billed $75 per hour for approximately 47.4 hours of attorney time in depositing and redepositing these funds.
Uncontroverted expert testimony stated a general practitioner with approximately 3 hours' time utilizing outside services, such as a good bank investment department, could have invested the proceeds from the sale of the real estate using treasury notes or other investment vehicles whereby amounts can be withdrawn without penalty.
The estate attorneys breached their fiduciary obligations to the heirs by failing to seek a more beneficial rate of return on the short-term investment of these funds and by charging for excessive amounts of time spent in investing estate moneys.
Preparation of Tax Returns
The administration of this estate required federal estate and income tax returns, and a Washington inheritance tax return. The administrator's expert witness stated the returns did not require calculation of complicated deductions or exemptions. Report of Proceedings, at 116. The following is a summary of the days during which preparation of the tax returns appears to be the primary legal service.
Inheritance and Estate Tax Returns
[528]*528
[529]*529
[530]*530
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" width="1185"/>
The testimony by the estate's expert witness, Marshall Adams, indicates that estate tax returns prepared by the Manza firm in 50 hours, could have been prepared in 16 hours by a reasonably experienced probate attorney. We agree with Adams, In re Estate of Enos, 69 Ill. App. 3d 129, 386 N.E.2d 1147 (1979).
Other courts which have reviewed claims of excessive hours have looked at such factors as the amount of time actually spent as compared to the amount of time an experienced attorney would spend, the duplication of work by attorneys or staff, and the amount of attorney time spent on administrative tasks. See Larionoff v. United States, 365 F. Supp. 140 (D.D.C. 1973); Bowl Am., Inc. v. Fair Lanes, Inc., 299 F. Supp. 1080 (D. Md. 1969); Advance [531]*531Business Sys. & Supply Co. v. SCM Corp., 287 F. Supp. 143 (D. Md. 1968), aff'd, 415 F.2d 55 (4th Cir. 1969), cert. denied, 397 U.S. 920 (1970); Henlopen Hotel Corp. v. Aetna Ins. Co., 251 F. Supp. 189 (D. Del. 1966); In re Estate of Bacheller, 437 S.W.2d 132 (Mo. Ct. App. 1968); In re Estate of Fraiman, 408 Pa. 442, 184 A.2d 494 (1962).
The attorney responsible for the probate of this estate testified that his primary area of practice involves personal injury and wrongful death. The testimony is uncontro-verted that an inordinate amount of time was spent on investing estate moneys and preparing returns for an estate that presented no difficult or complex legal or administrative problems. Reason and fairness compel us to observe that clients should not be expected to pay for the education of a lawyer when he spends excessive amounts of time on tasks which, with reasonable experience, become matters of routine. In re Estate of Fraiman, supra.
Nor should a client be expected to pay for work that is duplicative. Larionoff v. United States, supra; Bowl Am., Inc. v. Fair Lanes, Inc., supra; Advance Business Sys. & Supply Co. v. SCM Corp., supra; Henlopen Hotel Corp. v. Aetna Ins. Co., supra. A review of the record indicates that Michael Manza and Patrick Manza duplicated their efforts. At times they worked together on the same project or attended the same ex parte court hearing.
Moreover, an attorney is not entitled to fees at professional legal rates for tasks that should be performed by staff, such as depositing checks in a bank. In re Estate of Bacheller, supra. The record reveals that Patrick Manza spent much of his time engaged in matters which could have been done by the law firm staff, such as trips to the Internal Revenue Service to pick up forms and trips to different banks to deposit funds.
When a probate attorney elects to base his fees primarily on the number of hours worked multiplied by an hourly rate, his fiduciary obligations dictate that he charge the estate only for those hours which are reasonably necessary in probating the estate. In defending against any objections [532]*532to the fee raised by interested heirs, the estate attorney must assume the burden of proving that the hours charged to the estate were necessary. The record in the present case clearly shows that the estate lawyers did not meet this burden. We, therefore, reverse and remand to the trial court the issue of the reasonableness of the attorney fee in probating the estate. In making this decision, the court should determine whether the hours billed to the estate by the Manza firm were reasonable and necessary in completing the probate of Mr. Larson's estate. In determining a reasonable fee, the court shall assume $75 is a reasonable hourly charge for this type of work by a competent attorney based on the testimony. The $75 an hour was a reasonable hourly charge, as Patrick Manza had performed the majority of the work while an intern and a relatively inexperienced attorney. This was not challenged on appeal.
Fees Incurred in Defending Objection to Fees
The court commissioner and superior court judge awarded the Manza firm $16,350 to be paid out of the estate for fees and costs incurred in defending against the objections to Manza's fees and the subsequent motion for reconsideration. The objectors contend this award violates public policy by penalizing victimized parties from legitimately challenging attorney fee requests in probate proceedings. We agree.
The record indicates that part of the attorneys' time spent in preparation to meet the objections was included in the original fee request of $23,145. The court commissioner then awarded an additional $10,000 to the estate lawyers for attorney fees for preparation on objections and for trial on the reasonableness of fees. We set this award aside.
In defending a challenge to a requested attorney fee in a final report in probate, the attorney is a real party in interest. In re Estate of Peterson, 12 Wn.2d 686, 714, 123 P.2d 733 (1942). In In re Adamec, 100 Wn.2d 166, 667 P.2d 1085 (1983), we held, in the context of guardianship pro[533]*533ceedings, fees incurred by an attorney in defending his own interest could not be awarded under RCW 11.92.180. Similarly, we have denied recovery of expenses incurred by the executor of an estate when the expenses were incurred in her own interest, and not for the benefit of the estate. In re Estate of Riemcke, 80 Wn.2d 722, 497 P.2d 1319 (1972). The only issue in the hearing on the final report in the instant case was the attorney fee. The attorneys' defense to the objections served only their own interests and in no way worked to the benefit of the estate. Indeed, under the trial court ruling, the value of the estate was reduced in direct proportion to the amount the court increased the attorney fee. We reverse the Court of Appeals and the trial court and hold that an attorney in probate is not entitled to additional fees for attorneys and experts in proving the reasonableness of his fee in the final report. The estate attorneys are entitled to a reasonable attorney fee for the preparation on the first two objections, provided such time is not included in the 364.5-hour affidavit.
Objectors' Fees
Finally, we observe that on remand the objectors should be awarded attorney fees for the trial and appeal of this case under RCW 11.76.070.4 While the award of attor[534]*534ney fees under the statute is discretionary, persons objecting to the final report are entitled to such an award to the extent the items in the report which are disapproved benefit the estate. In re Estate of Riemcke, supra; In re Estate of Hamilton, 73 Wn.2d 865, 441 P.2d 768 (1968). The trial court should, on remand, determine an appropriate attorney fee award to the objectors for their services in the trial and appellate courts. Along with the factors enumerated in CPR DR 2-106 (B), the trial court should consider the overall benefit, if any, to the estate of the objectors' actions.
Conclusion
The area of probate is particularly subject to attorney fee abuse when the estate involved is substantial and the lawyer is reasonably assured of favorable results and payment. See Brown, Some Observations on Legal Fees, 24 Sw. L.J. 565 (1970). An estate attorney must assume the burden of proving that the hours charged to the estate were reasonable and necessary. We, therefore, reverse and remand the issue of reasonableness of fees to the trial court. We also hold that an attorney in probate is not entitled to an additional fee in proving the reasonableness of his fee in the final report.
Finally, we hold that if the objectors here can demonstrate an overall benefit to the estate, they are entitled to reasonable attorney fees pursuant to RCW 11.76.070.
Cunningham and Hamilton, JJ. Pro Tern., concur.
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Cite This Page — Counsel Stack
694 P.2d 1051, 103 Wash. 2d 517, 1985 Wash. LEXIS 1063, Counsel Stack Legal Research, https://law.counselstack.com/opinion/in-re-the-estate-of-larson-wash-1985.