tag:blogger.com,1999:blog-28668887866851737142024-03-12T10:08:37.435-04:00Insurance Coverage Law in MassachusettsNina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.comBlogger585125tag:blogger.com,1999:blog-2866888786685173714.post-82916193345563954932024-03-11T21:16:00.010-04:002024-03-12T10:08:05.936-04:00First Circuit holds that under clear Massachusetts precedent, an insurer cannot ordinarily seek reimbursement of settlement funds after a later finding of no duty to indemnify<p> </p><p>I am pleased to say that reason has prevailed in the First Circuit. </p><p>I am generally pretty sanguine about insurance coverage decisions (except on my own cases, of course). I might disagree with the outcomes, but . . . the vagaries of the court system, yada yada yada.</p><p>But every once in a great while I come across a decision that I have to read several times before I believe that my eyes aren't skipping over a "not" that would allow the decision to make sense. The decisions of the United States District Court for the District of Massachusetts in <i>Berkley Nat'l Ins. Co. v. Granite Telecommunications LLC</i>, 594 F. Supp.3d 233 (D. Mass. 2022) (<a href="https://casetext.com/case/berkley-natl-ins-co-v-granite-telecommunications-llc">Berkley I</a>) and 617 F.Supp. 3d 77 (2022) (<a href="https://casetext.com/case/berkley-natl-ins-co-v-granite-telecomms-llc">Berkley II</a>) were such decisions. <br /></p><p> <span> </span><span> </span><b>THE UNDERLYING FACTS</b></p><p>The underlying facts, as described by the U.S. District Court in Berkley I, are straightforward. Granite Telecommunications operated at a building
owned by Atlantic-Newport Realty. Sewage backed up into the building,
resulting in underlying plaintiff Stephen Papsis suffering a serious
infection. He sued. Granite and Atlantic-Newport sought coverage under a
policy issued by Berkley National Insurance Company.</p><p>The Berkley
policy had an exclusion for bodily injury "that would not have occurred,
in whole or in part, but for . . . contact with . . . any fungi or
bacteria on or within a building or structure." </p><p>Berkley undertook the defense and eventually proposed that settlement in the
Papsis lawsuit be jointly funded by Berkley and the insureds. The insureds' attorney sent an email to Berkley stating that Berkley had a
statutory obligation under Mass. Gen. Laws ch. 176D to cover the cost of
settlement, and threatened to sue Berkley if it did not agree to wholly
fund the settlement. Berkley agreed, but reserved its right to
subsequently deny coverage and seek reimbursement. Berkley paid the
settlement and sued the insureds in federal court for reimbursement. <br /></p><p><b></b></p><blockquote><b><span>BERKLEY I: U.S. DISTRICT COURT DENIES MOTION FOR JUDGMENT ON THE PLEADINGS BY THE DEFENDANT INSUREDS<br /></span></b></blockquote><p></p><p>In Berkley I, the District Court denied the insureds' motion for judgment on the pleadings. The court distinguished the facts from the facts in <u><a href="https://casetext.com/case/medical-malpractice-joint-underwriting-v-goldberg">Medical Malpractice Joint Underwriting Ass'n of Mass. v. Goldberg</a></u>, 425 Mass. 46 (1997), in which the SJC held that where an insurer had settled without informing the insured of the settlement or obtaining the consent of the insured<b><i> </i></b>to later seek reimbursement from it, the insurer had no right to seek reimbursement.</p><p>The District Court held that the situation before it was different, because the insureds had participated in the settlement discussions.<br /></p><p>Then -- and I remember my eyes rolling so hard I thought they might get lost in my head when I read this decision when it came out two years ago (but also, I have nothing but admiration for the work of the attorney who obtained this decision for Berkley) -- the court continued, "More importantly, defendants' actions in coercing [yes, <i>coercing</i>] Berkley to pay the full settlement essentially left Berkley without the viable options that were available to [insurer] JUA in <i>Goldberg</i>" -- essentially, the option of asking the insured for an agreement that it would reimburse the insurer if the insurer's coverage position prevailed.</p><p>Here -- and get ready for a thousand tiny violins to play for the poor insurer -- "defendants attempted to foreclose those options to Berkley by threatening legal action if Berkley sought to pursue them. Indeed, defendants' counsel portentously [what a word] warned Berkley in an email that '[s]hould [it] fail to make settlement offers in line with defense counsel's recommendations and/or make unreasonable demands on the defendants to fund a portion of any settlement themselves, Berkley National will be risking significant exposure under ch. 176D.' In effect, defendants 'whipsawed' Berkley into exercising its only feasible option: paying the full settlement amount and maintaining its unilateral reservation of rights to seek reimbursement." The court concluded that it would be "fundamentally unfair" to strip the insurer facing such a predicament of any legal recourse.</p><p>Okay, deep breath.</p><p>Berkley had options. If it was convinced of its coverage position, it could have refused to defend the case, or it could have refused to settle until a declaratory judgment action on coverage was resolved. Or, it could have refused to settle unless the insureds agreed that if Berkley eventually won on coverage they would reimburse the settlement amount to Berkley. Keep in mind, if an insurer takes a plausible position on coverage that ultimately loses, it is not liable for breach of chs. 93A or 176D. So the only time an insurer will find itself in a difficult situation is when it refuses to settle on the basis of a coverage defense that is not plausible. <br /></p><p>The idea that absolutely standard posturing by the insureds somehow placed Berkley in an untenable position is absurd. </p><blockquote><p><b>BERKLEY II: U.S. DISTRICT COURT GRANTS SUMMARY JUDGMENT TO BERKLEY <br /></b></p></blockquote><p>In Berkley II, the court granted summary judgment to Berkley on the coverage issues and its claim for reimbursement. On coverage, the court held that the Papsis lawsuit fell within the policy's bacteria exclusion, so that Berkley had no duty to defend or indemnify the insureds in the that lawsuit. </p><p>Then, applying the theory of equitable restitution, the court held that the insureds should reasonably have expected Berkley to seek reimbursement from them pursuant to its reservation of rights. Again, "Berkley was effectively forced by defendants to pay for the cost of defending and settling the Papsis lawsuit because defendants threatened to sue Berkley if it did not do so." <b><br /></b></p><p><span></span></p><blockquote><b>FIRST CIRCUIT REVERSES, PROVING THAT THERE IS HOPE FOR THE WORLD<br /></b></blockquote><p></p><p><span>In <a href="https://scholar.google.com/scholar_case?case=8204661464582598098&q=Berkley+Nat%27l+Ins.+Co.+v.+Atlantic-Newport+Realty+LLC,&hl=en&as_sdt=40000006&as_vis=1"><i>Berkley Nat'l Ins. Co. v. Atlantic-Newport Realty LLC</i>,</a> __ F.4 __, 2024 WL 723978 (1st. Cir. 2024), the First Circuit reversed both District Court decisions. It held that <i>Goldberg</i> was not distinguishable. Reframing that case slightly differently than the District Court had done, the First Circuit noted that <i>Goldberg</i> held that an insurer can seek reimbursement of a settlement from an insured only (1) if the insured had agreed that the insurer may commit the insurer's own funds to a reasonable settlement with the right later to seek reimbursement from the insured; (2) the insured agreed to pay the settlement; or (3) the insurer had notified the insured of a reasonable settlement offer and given the insured an opportunity to accept the offer or to assume its own defense. </span></p><p><span>The First Circuit held that none of those circumstances were present. It rejected Berkley's argument that the presence of the insureds at settlement negotiations was sufficient to distinguish <i>Goldberg</i>. It also rejected Berkley's attempts to hold that a case discussing the rights of a disability insurer overturned <i>Goldber</i>g<i>, </i>a liability insurance case.</span></p><p><span>The First Circuit left open the possibility that under Massachusetts law if an insurer properly reserves its rights to seek reimbursement of defense costs, it may be able to seek such reimbursement after a finding that the insurer never had a duty to defend. <br /></span></p><p><span><b><br /></b></span></p><p> <br /></p><p><br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-40587109467692574732024-01-30T13:28:00.000-05:002024-01-30T13:28:07.069-05:00Introducing my assistant, Nikki Payne<p></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><span style="font-family: inherit;"><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvltluQkt8G2-fV6FcObdyVNbUiCIizspRovUlyUJMeiJLznxDkc7zr1RPFad-QFKStHstjh_6_5FiUArjzGXiyxptC2kjh24QNabSwPPlXsifq_ks8twHo-B0TZJIKp-eRgc6Eb-mFa-M7qCaIWBPHmU9c-0BwOqyWugmMzonDLDhvKJ1xa3JMvsG0d3_/s2363/Nikki%202022%20Image.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="clear: left; float: left; font-family: inherit; margin-bottom: 1em; margin-right: 1em;"><img alt="Nikki Payne" border="0" data-original-height="2348" data-original-width="2363" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvltluQkt8G2-fV6FcObdyVNbUiCIizspRovUlyUJMeiJLznxDkc7zr1RPFad-QFKStHstjh_6_5FiUArjzGXiyxptC2kjh24QNabSwPPlXsifq_ks8twHo-B0TZJIKp-eRgc6Eb-mFa-M7qCaIWBPHmU9c-0BwOqyWugmMzonDLDhvKJ1xa3JMvsG0d3_/w144-h143/Nikki%202022%20Image.JPG" title="Nikki Payne" width="144" /></span></a></div><p></p><p class="MsoNormal"><span style="line-height: 107%;"><span style="font-family: inherit;">If you’ve worked with me over the past year then you’ve
likely had an opportunity to meet my assistant, Nikki Payne. Nikki is the first point of contact a new client has with my office. She walks you through my process, helps you with paperwork, and answers your initial questions. As the case progresses she helps keep the case on track by gathering and often conducting the first review of documents, coordinating schedules, and tracking down recalcitrant opposing attorneys for dates and discovery. <o:p></o:p></span></span></p><p class="MsoNormal"><span style="line-height: 107%;"><span style="font-family: inherit;">Nikki is a former licensed property/casualty insurance
agent. She is also a certified Washington State Legal Secretary. She worked as the assistant to the general counsel and his staff at a
nuclear power plant in Washington State, and has extensive conference management work both locally and internationally. And for a while she essentially ran the small town of <a href="https://en.wikipedia.org/wiki/Tensed,_Idaho">Tensed (pronounced Ten-sed), Idaho</a>.</span></span></p><span style="font-family: inherit;"><span><div class="separator"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRaNbyKVXCQV3IVuYd4FeG3RhdLEcF_yTBh5NeiTOUExr4vguIHc6qz_vTdKsLOXyN3NqZZnOH20sHPDKL79-oUWMvimLatjYfUKNBKz8yhAlPfnHagJFy9ujTBP7LgTW3_SrnUSZ3KB-1vXH0TEke2NMq-OiewGTCzbP0dmQ_Y-Lywpt-E3lvuIgw0TSy/s4032/20230805_020125174_iOS.heic" style="clear: right; display: inline; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;"><img alt="Nikki with her milk cow Roxie and the herd of goats" border="0" data-original-height="3024" data-original-width="4032" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRaNbyKVXCQV3IVuYd4FeG3RhdLEcF_yTBh5NeiTOUExr4vguIHc6qz_vTdKsLOXyN3NqZZnOH20sHPDKL79-oUWMvimLatjYfUKNBKz8yhAlPfnHagJFy9ujTBP7LgTW3_SrnUSZ3KB-1vXH0TEke2NMq-OiewGTCzbP0dmQ_Y-Lywpt-E3lvuIgw0TSy/w262-h195/20230805_020125174_iOS.heic" title="Nikki with her milk cow Roxie and the herd of goats" width="262" /></a></div>Why Tensed? Did I mention Nikki is my <i>virtual</i> assistant? In a miracle of modern technology, Nikki works for me here in Massachusetts while residing in Idaho</span><span>. </span></span><div><span style="font-family: inherit;"><span><br /></span></span></div><div><span style="font-family: inherit;"><span>Other than making sure that my clients get the best representation they can possibly have, </span><span>Nikki’s passion
is animal rescue. She and her husband own and operate a ranch, </span><a href="https://tnfunnyfarm.wixsite.com/tnfunnyfarm">TN Funny Farm</a>, on what she tells me is </span><span><span style="font-family: inherit;">217 acres of pure bliss. They currently
raise low-line Angus cattle, Nigerian dwarf goats, and Rambouillet sheep. They have two </span></span>Jersey cows, Lailani and Roxie, who they milk-share with their calves and make butter, cheese and ice cream. <span style="font-family: inherit;">Their large flock of feathered fowl includes a variety of laying hens, Malaysian Serama chickens, Muscovy ducks, Bourbon red turkeys, and Guinee fowl. They also raise crops in their garden, and in the summer you can find them at farmers markets. </span></div><div><span style="font-family: inherit;"><br /></span></div><div><div><span style="font-family: inherit;">Nikki loves to hike and forage for mushrooms, medicinal
plants, herbs, fruits and berries. She
makes tinctures and herbal remedies and salves. When there is an
opportunity to take a little R&R she enjoys reading a good mystery or
romance novel. </span><div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">If you are ever in Northern Idaho and crave fresh eggs
or want to hug a cow or cuddle a chicken, Nikki can help you out.</span><p class="MsoNormal"><span style="font-size: 12pt; line-height: 107%;"></span></p><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLvA6WzO5pZ5xwTpQTF94F_ET9j15BrS1hyphenhyphen6Y8cYiLG-kyUjZLLkFphZEfoshUydmj_Mka0b__jBJqU4rMP36kEKU1f35TnXH_T4kCoeZVehjcKrCTsZcRhXkQCk0MPhL6eZGT_My890t6ATPt_0M0Dw9XA2AEgcqHhAoxYgEZFiWCDuWJnggz-8QiUVta/s3088/20211019_010137154_iOS.heic"><img alt="Nikki with her Serama Mr. Coolio" border="0" data-original-height="3088" data-original-width="2316" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLvA6WzO5pZ5xwTpQTF94F_ET9j15BrS1hyphenhyphen6Y8cYiLG-kyUjZLLkFphZEfoshUydmj_Mka0b__jBJqU4rMP36kEKU1f35TnXH_T4kCoeZVehjcKrCTsZcRhXkQCk0MPhL6eZGT_My890t6ATPt_0M0Dw9XA2AEgcqHhAoxYgEZFiWCDuWJnggz-8QiUVta/w150-h200/20211019_010137154_iOS.heic" title="Nikki with her Serama Mr. Coolio" width="150" /></a></div><br /><span style="font-family: inherit;"><br /></span><p></p>
<p class="MsoNormal"><o:p><span style="font-family: inherit;"> </span></o:p></p></div></div></div></div>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-89650119998330589642023-10-03T16:32:00.015-04:002023-10-20T18:38:01.973-04:00U.S. District Court for District of Mass. holds no coverage for law firm scammed by fraudulent cashier's check<p>In some ways, this is an eye-crossingly boring decision, even for an insurance coverage geek like myself. It relies on definitions found in negotiable instruments law. Need I say more? But, coverage issues aside, the real takeaway from this post is: Lawyers, beware! These scams are growing in sophistication and constant vigilance is required. </p><p><b><u>Law firm taken in by scam and insurer denies coverage</u></b></p><p>Law firm Brooks & DeRensis (B&D) was retained by someone calling himself Brian Rodriguez to secure money owed to him by his employer under the terms of a severance agreement. Rodriguez emailed the employer that the payment of the amount owed to him should be sent to B&D. B&D received a cashier's check drawn upon Wells Fargo Bank in the amount of $89,960 with a letter from the employer's chief financial officer explaining the reason for payment. On October 28, 2021, B&D deposited the cashier's check in its IOLTA account at Cambridge Trust Bank. On November 3, 2021, at Rodriguez's instruction, it transferred $88,385 to an account at Citbank NY, USA. The following day, it received a letter from Wells Fargo dishonoring the cashier's check as an "altered/fictitious item." </p><p>B&D's insurer, Twin Cities Fire Insurance Co., disclaimed coverage for the loss. B&D filed a declaratory judgment lawsuit in federal court. In <a href="https://casetext.com/case/brooks-derensis-pc-v-twin-cities-fire-ins-co">Brooks & DeRensis P.C. v. Twin City Ins. Co.</a>, 2023 WL 6127160 (D. Mass. 2023), the United States District Court for the District of Massachusetts ruled in favor of Twin Cities. </p><h3 style="text-align: left;"><u><span style="font-size: small;">Forgery coverage under Amendatory Endorsement does not apply</span></u></h3><p>The court first held (and B&D apparently conceded) that the policy's additional coverage for Forgery under an Amendatory Endorsement does not apply, as that coverage applies only to forgery or alteration of a check "that you or your agent has issued, or that was issued by someone who impersonates you or your agent." That language did not come within the facts of the case.</p><h3 style="text-align: left;"><u><span style="font-size: small;">Forgery coverage under Super Stretch Endorsement may be triggered</span></u></h3><p>The policy contained a Super Stretch for Law Offices Endorsement that provided "up to $25,000 in any one occurrence as a Limit of Insurance to cover loss from forgery of covered instruments, money orders, credit cards, and counterfeit money." The coverage "is subject to the provisions of Forgery Coverage." </p><p> <i>No coverage for cashier's check as forgery or alteration</i><br /></p><p>The Forgery Coverage form, in turn, provided coverage in two situations. First, it provided coverage for "forgery or alteration" of:</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 5.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-indent: -.5in;"><span style="font-family: inherit;">a.
Checks, drafts, promissory
notes, or similar written promises, orders or directions to pay a sum
certain in 'money' that are:<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-left: .5in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: inherit;">(1) Made or drawn upon
you;<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-left: .5in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: inherit;">(2) Made or drawn by one
action as your agent;<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-left: .5in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: inherit;">or that are purported to have been so
made or drawn. </span></p><p><span style="font-family: inherit;">Going into negotiable instruments definitions, the court held that the cashier's check was purportedly made or drawn by or upon Wells </span>Fargo. B&D was the payee or the bearer, not the maker, drawer, or drawee. Therefore, this coverage did not apply.</p><p> <i>Potential coverage for cashier's check as similar to a money order</i><br /></p><p>The forgery coverage of the policy also provided coverage for Counterfeit Currency and Money Orders. Covered property under that clause includes:</p><p><span> </span><span> </span>a.<span> Money orders, including counterfeit money orders, of any United States or Canadian post office, express company, or national or state (or Canadian) chartered bank1 that are not paid upon presentation; and</span></p><p><span> </span><span> </span>b.<span> Counterfeit United States or Canadian paper currency. </span></p><p><span><span></span></span></p><p>The court again went into negotiable instrument definitions. It noted that a money order has similarities to a cashier's check, and that there was therefore support for B&D's position that the policy was ambiguous as to whether "money order" included cashier's checks. Ambiguities are resolved in favor of the insured. The court assumed, without deciding, that the cashier's check was covered by this portion of the policy. </p><h3 style="text-align: left;"><u><span style="font-size: small;">Coverage excluded by False Pretenses Exclusion</span></u></h3><p>The policy excluded loss or damage caused by or resulting from:</p><blockquote><p><b>False Pretense: </b>Voluntary parting with any property by you or anyone else to whom you have entrusted the property if induced to do so by any fraudulent scheme, trick, devise or false pretense. </p></blockquote><p>The court held that B&D's loss came within this exclusion, because the exclusion addresses a scenario where the insured willingly transfers funds to a third-party based on a false representation or receipt of a false check. </p><p><i>Massachusetts Lawyers Weekly </i>quoted me in its article about this decision, <a href="https://masslawyersweekly.com/2023/09/29/defrauded-boston-law-firm-loses-insurance-suit/">here</a>. </p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-9161613469686341722023-08-28T15:42:00.000-04:002023-08-28T15:42:27.300-04:00First Circuit holds that policyholder did not breach cooperation clause when time insurer gave it to respond had not run out when insurer disclaimed coverage<p> </p><p>Following an arson fire in 2021 that destroyed a building owned by BAS Holding Corporation on the Brockton Fairgrounds, Philadelphia Insurance Company undertook an investigation that focused on whether the building was vacant, which would limit coverage. </p><p>As part of its investigation Philadelphia issued multiple document requests to BAS. BAS cooperated fully and responded with over 700 documents.</p><p>On June 16, 2021, Philadelphia sought to take an Examination Under Oath, or EUO, of BAS. Rather than naming a particular witness, it asked BAS to designate someone who could answer questions about eight enumerated topics. </p><p>On August 3, 2021, BAS presented Susan Rodrigues as its designee to testify at the EUO. She answered most questions, and if she did not know an answer to a question she agreed to research the issue and provide an answer at a later date.</p><p>During her testimony Rodrigues identified six people who might be able to provide additional information, including five maintenance workers and George Carney, the president and owner of BAS, who Rodrigues indicated might be knowledgeable about the sale of the building to BAS in 1999 and what the building had been used for other than storage since it was built in 1931. </p><p>The day after Rodrigues testified, Philadelphia requested EUOs of the six people she had identified, and specifically noticed the EUO of Carney for August 19, 2021. BAS replied the same day with an email stating that it would respond to Philadelphia's request in a separate correspondence. Philadelphia claims that reply was a refusal to produce Carney for an EUO.</p><p>A few days later, BAS responded more fully, asserting that the request for six additional EUOs was improper and stating that it would consider the request if Philadelphia set forth a factual basis for it. Philadelphia asserted this communication was a second refusal to produce Carney for an EUO. </p><p>On August 10, Philadelphia responded that it had no obligation to provide BAS with an explanation of why a further EUO was reasonably necessary. It stated that it was permitted to take the EUO of Carney because he owns and manages BAS. It asked that BAS confirm within the next two weeks that Carney would appear at the EUO scheduled for August 19, and to contact Philadelphia if that date would not work in order to arrange for a new date. </p><p>Three days later, on August 13, well before the two weeks given by Philadelphia to BAS to respond, Philadelphia denied BAS's claim for refusing its request for EUOs. </p><p>Philadelphia then filed suit in federal court, seeking a declaration that the building was not covered under the policy, that its loss was excluded by the policy's vacancy provision, and that BAS breached the requirement that it cooperate with the EUO.</p><p>The United States District Court for the District of Massachusetts granted summary judgment to Philadelphia on the ground that BAS failed to cooperate by not providing Carney for the EUO. BAS appealed to the United States Court of Appeals for the First Circuit. The United States Court of Appeals for the First Circuit reversed, as the evidence "unequivocally" showed that BAS never willfully and inexcusably refused to submit to an EUO. </p><p>The First Circuit noted that under Massachusetts law attendance at reasonably requested EUOs is a condition precedent for insurance coverage. An insurer may disclaim coverage when faced with a "willful, unexcused refusal to submit to an examination under oath, without proof of actual prejudice." </p><p>The court held that "there is no way" to read as a willful refusal the August 4 email in which BAS's attorney stated that he would respond at a later date to the request for the six additional EUO's. </p><p>The court held that the next email, objecting to Philadelphia's request for the EUOs and stating that BAS would consider the request if Philadelphia would identify why they were reasonably required to do so, also could not be held as a willful and unexcused refusal. </p><p>In the August 10 email from Philadelphia, the insurer provided additional information to BAS and asked for a response within the next two weeks. Less than 72 hours later, Philadelphia denied the claim in part on the ground that BAS had refused to appear for the additional EUOs. </p><p>Philadelphia also complained that Rodrigues had appeared for the first EUO. The court held that she was a not unreasonable choice to testify on the topics listed by Philadelphia. She handled all of the insurance for BAS, and was the operations coordinator for the Brockton Fair. As part of that role she oversaw the use and maintenance of the fair and buildings throughout the year. Her testimony showed that she was knowledgeable on most of the issues raised by Philadelphia. </p><p>The court held that given the sequence and content of the email communications and Rodrigues's testimony, it is "impossible" to find that BAS willfully and without excuse refused to present Carney for an EUO. The First Circuit distinguished those facts from cases where coverage was disclaimed after multiple failed attempts to schedule an EUO, after an EUO was missed, or weeks after an unproduction EUO was completed. The court held that BAS's conduct bore no resemblance to the behavior of the insureds in those cases. </p><p><a href="https://masslawyersweekly.com/">Massachusetts Lawyers Weekly</a> quoted me in an article about this case <a href="https://masslawyersweekly.com/2023/08/27/insurers-denial-of-arson-claim-reversed/">here</a>. </p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-65950115654103391462023-04-07T12:49:00.004-04:002023-04-07T14:49:41.167-04:00JDSupra discusses the effect on insurance claims of the tort reform measures that just became law in Florida<p> </p><p>Although in this blog I generally stick to Massachusetts topics, this <a href="https://www.jdsupra.com/legalnews/the-impact-of-florida-s-tort-reform-7104314/">article</a> from <a href="https://www.jdsupra.com/">JDSupra</a> on the new Florida tort reform measures should be of interest to anyone who practices in the insurance bad faith field. </p><p>Here's one of my <a href="https://insurancecoveragemassachusetts.blogspot.com/2019/12/us-bankruptcy-court-denies-approval-of.html">posts from a few years</a> ago that touches on insurance litigation in Florida. </p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-74543284504811082772023-02-01T16:34:00.006-05:002023-02-01T16:39:41.433-05:00What ChatGPT says about exclusions in insurance policies, and why I'm not worried the app will put me out of a job any time soon <p> </p><p></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">So many people are
talking about ChatGPT -- the artificial intelligence content creator -- that
awareness of it has trickled down even to us attorneys, well-known to be late
adopters of all technology. I thought I'd give it a try. I signed
up for ChatGPT (which took several attempts, none of which were my fault, and
included one message that I would have to wait because traffic was heavy -- not
a great sign for the cuttingest-edge tech), and I input this question:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 1in; margin-right: 1in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #343541; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">In Massachusetts what should you do if your
insurance carrier says that an exclusion applies to a claim against you?</span><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #343541; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">ChatGPT generated this
response:</span><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 15pt; margin-left: 1in; mso-margin-top-alt: auto;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">If
your insurance carrier says that an exclusion applies to a claim against you in
Massachusetts, you have several options:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 1in; mso-list: l1 level1 lfo1; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;"><!--[if !supportLists]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Review the policy: Make sure you understand the
specific exclusion and its terms. You may want to review the policy documents
and any relevant laws or regulations.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 1in; mso-list: l1 level1 lfo1; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;"><!--[if !supportLists]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Negotiate with the other party: If you believe
that the exclusion should not apply, you may try to negotiate with the other
party to reach a settlement.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 1in; mso-list: l1 level1 lfo1; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;"><!--[if !supportLists]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Hire an attorney: If you are unable to resolve
the issue with the other party, you may want to consider hiring an attorney who
specializes in insurance law. An attorney can help you understand your rights
and options and represent you in negotiations or in court.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 1in; mso-list: l1 level1 lfo1; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;"><!--[if !supportLists]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">File a complaint with the Massachusetts Division
of Insurance: If you are dissatisfied with the insurance company's decision,
you may file a complaint with the Massachusetts Division of Insurance. This
agency can investigate the matter and take appropriate action, such as ordering
the insurance company to pay a claim or imposing fines.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 5.0pt; margin-left: 1.0in; margin-right: 0in; margin-top: 15.0pt; margin: 15pt 0in 5pt 1in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">If the exclusion is valid and the claim is not covered under your
policy, you may be personally responsible for paying any damages or legal costs
associated with the claim. In this situation, it's important to consider your
options and to consult with an attorney if necessary.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman", serif; font-size: 12pt;">While this response has
some okay isolated statements, overall I would rate it: </span><i style="font-family: "Times New Roman", serif; font-size: 12pt;">malpractice</i><span style="font-family: "Times New Roman", serif; font-size: 12pt;">.</span><span style="font-family: "Times New Roman", serif; font-size: 12pt;"> </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">I’ll take it point by point:</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 1in; mso-list: l2 level1 lfo2; mso-margin-top-alt: auto; text-indent: -0.25in;"><!--[if !supportLists]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Review the policy: Make sure you understand the
specific exclusion and its terms. You may want to review the policy documents
and any relevant laws or regulations.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">This may work for the
simplest exclusions, but even then I wouldn’t bet on it.<span style="mso-spacerun: yes;"> </span>If you have a homeowner’s policy that excludes
– let me make up a good one here – “damages arising out of the ownership of dinosaurs,”
and you have a pet dinosaur that eats your plumbing, resulting in water damage,
it might seem obvious that the exclusion excludes coverage. Right? <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Well, not
necessarily.<span style="mso-spacerun: yes;"> </span>What part of the policy lists
the exclusion?<span style="mso-spacerun: yes;"> </span>If the exclusion is
within your property coverage – which covers damage to your own house – it might
apply.<span style="mso-spacerun: yes;"> </span>But if it’s in your liability coverage
– which covers injuries or property damage you cause to someone else – it might
not apply.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Even if the exclusion is
in the relevant portion of the policy, are their any exceptions to the exclusion?<span style="mso-spacerun: yes;"> </span>Or any limitations to it?<span style="mso-spacerun: yes;"> </span>Or has it been removed altogether?<span style="mso-spacerun: yes;"> </span>Your policy may have thirty different forms
and endorsements, and language affecting the exclusion may be in a different
endorsement than the exclusion itself.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">And what about the courts? Have they interpreted the exclusion? What have they concluded?</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman", serif; font-size: 12pt;">If you have been told
that an exclusion applies, don’t try to figure it out yourself.</span><span style="font-family: "Times New Roman", serif; font-size: 12pt;"> </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Consult an attorney who specializes in
insurance coverage issues.</span><span style="font-family: "Times New Roman", serif; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 1in; mso-list: l0 level1 lfo3; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-indent: -13.5pt;"><!--[if !supportLists]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Negotiate with the other
party: If you believe that the exclusion should not apply, you may try to
negotiate with the other party to reach a settlement.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><b><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">WRONG.<span style="mso-spacerun: yes;"> </span></span></b><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">This would only be correct if the “other party” is the insurance
company – but typically the other party is the party who is suing you, for
which you are seeking insurance coverage.<span style="mso-spacerun: yes;">
</span>If you believe the exclusion does not apply, you need to deal with the
insurance company on coverage, not settle with the other party.<span style="mso-spacerun: yes;"> </span>Again, hire an attorney.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 76.5pt; mso-margin-top-alt: auto; text-indent: -13.5pt;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">3.<span style="mso-tab-count: 1;"> </span>Hire an attorney: If you
are unable to resolve the issue with the other party, you may want to consider
hiring an attorney who specializes in insurance law. An attorney can help you
understand your rights and options and represent you in negotiations or in
court.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">This
is good advice, except for the order.<span style="mso-spacerun: yes;">
</span>Hire an attorney first.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81pt; mso-list: l3 level1 lfo4; mso-margin-top-alt: auto; text-indent: -0.25in;"><!--[if !supportLists]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">File a complaint with the Massachusetts Division
of Insurance: If you are dissatisfied with the insurance company's decision,
you may file a complaint with the Massachusetts Division of Insurance. This
agency can investigate the matter and take appropriate action, such as ordering
the insurance company to pay a claim or imposing fines.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">This
is technically true.<span style="mso-spacerun: yes;"> </span>I have known people
to have good results requesting the assistance of the Division of Insurance,
more often with health insurance than with liability insurance.<span style="mso-spacerun: yes;"> </span>If you file a complaint with the Division and
it catches the attention of a staffer who decides that they agree you have been
wronged, they may make a phone call or send a letter that will intimidate the
insurer into backing down.<span style="mso-spacerun: yes;"> </span>But the
Division will not get involved in a dispute over the meaning of an insurance exclusion
that is best left to the courts.<span style="mso-spacerun: yes;"> </span>Also, be aware that the Division will not
work with a policyholder who is represented by counsel.<span style="mso-spacerun: yes;"> </span>You can go to the Division and later, if you’re<span style="mso-spacerun: yes;"> </span>not satisfied with the results there,<span style="mso-spacerun: yes;"> </span>hire an attorney.<span style="mso-spacerun: yes;"> </span>But you can’t do it the other way
around.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 5.0pt; margin-left: 1.0in; margin-right: 0in; margin-top: 15.0pt; margin: 15pt 0in 5pt 1in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">If the exclusion is valid and the claim is not covered under your
policy, you may be personally responsible for paying any damages or legal costs
associated with the claim. In this situation, it's important to consider your
options and to consult with an attorney if necessary.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Agreed.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman", serif; font-size: 12pt;">My verdict: The results from ChatGPT are significantly worse
than you would get from a Google search -- which will generally lead you to
coverage attorneys -- and may cause you to lose rights under your policy or pay
a claim that should be covered by insurance. </span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt;"><o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><br /></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-margin-top-alt: auto;"><br /></p><br /><p></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-51282172460107398202023-01-06T13:18:00.002-05:002023-01-06T13:32:02.250-05:00SJC holds that under plain language of pollution policy there is no coverage for costs incurred to prevent business interruption after pollution event<p> </p><p>Ken's Foods, Inc. operates a manufacturing facility in Georgia. In 2018 its wastewater treatment system malfunctioned and wastewater flowed into a Georgia tributary. Ken's Foods cleaned up and contained the pollution, incurring about $1 million in costs.</p><p>Ken's Foods also implemented a temporary wastewater treatment system that allowed it to continue its operations without interruption. It spent over $2 million on these measures, including governmental fines, which allowed it to avoid a suspension of operations that otherwise would have cost it over $10 million per month in expenses and lost profits. </p><p>Ken's Foods sought coverage under a pollution liability policy issued to it by Steadfast Insurance Company. Steadfast paid costs incurred in cleaning up the wastewater discharge and denied coverage for the costs incurred to avoid suspending operations. </p><p><b><span> </span>Policy provisions</b></p><p>Coverage C of the Steadfast policy covered the costs of remediating contamination and legal claims arising from a pollution event, including "emergency expenses," that is, "costs, charges and expenses incurred to avoid an actual imminent and substantial endangerment to the public health or welfare or the environment." </p><p>Coverage H of the policy covered loss of business income resulting from a pollution event that caused a "suspension of operations," which was defined as "necessary partial or complete suspension of operations at the covered location as a direct result of a cleanup required by a governmental authority." The policy provided that Steadfast was responsible for such losses from four days after a notification of a suspension until Ken's Foods could resume operations. Under this coverage, Ken's Foods was required to mitigate loss of business income, complete cleanup, and resume operations as soon as practicable in the event of a suspension of operations. </p><p> <b>Certified question</b><br /></p><p>Ken's Foods sued Steadfast in federal court. The United States Court of Appeals for the First Circuit certified the question to the Supreme Judicial Court of Massachusetts: "To what extent, if any, does Massachusetts recognize a common-law duty for insurers to cover costs incurred by an insured party to prevent imminent covered loss, even if those costs are not covered by the policy?" </p><p> <b>No coverage under the express terms of the policy</b><br /></p><p>In <u><a href="https://www.mass.gov/files/documents/2023/01/06/s13303.pdf">Ken's Foods, Inc. v. Steadfast Insurance Co.</a></u>, the SJC responded today (January 6, 2023; published opinion not available yet) that costs incurred by Ken's Foods to prevent a suspension of operations were not recoverable under the policy, because there was no suspension of operations. Rather, Ken's Foods avoided a partial or complete suspension by implementing process changes and negotiating pollution allowances and accompanying fines with the county authority. "These very measures showed that a partial or complete shutdown was not 'necessary,' albeit due to the creative response of Ken's Foods and the flexibility of government regulators." </p><p>The court held that the mitigation of loss provision of Coverage H was inapplicable. That provision also required a suspension of operations, which did not occur. The provision did not require Ken's Foods to prevent an imminent suspension of operations or require reimbursement of such costs. </p><p> <b>No coverage under common law</b><br /></p><p>As a question of first impression in Massachusetts, the court held that Ken's Food did not have a common law right to reimbursement for the costs incurred to prevent a suspension of operations. The court noted that this there is a division of opinion among other jurisdictions on this question.</p><p>The SJC contained its ruling to the language of the policy and stated that it was not addressing whether there can ever be a common law right to reimbursement -- although under its analysis, there can never be such a right if not set forth in the policy. The court held that the plain, unambiguous language of the policy and the rules for policy interpretation, as it had already discussed, did not provide for coverage for preventative costs. </p><p> <b>"Asymmetry" of coverage does not change analysis</b></p><p>In a footnote the court addressed Ken's Foods' argument that the lack of a duty of an insurer to pay for preventive costs creates an asymmetry: If Ken's Foods had not taken preventative measures, Steadfast would have argued that it had failed to mitigate damages as required by the policy. The court held, "However this is an asymmetry created by the text of the contract itself." It quoted <i>Williston on Contracts: </i>"The question whether a bargain is smart or foolish, or economically inefficient or disastrous, is not ordinarily a legitimate subject of judicial inquiry." </p><p><br /></p><p><br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-35690533924009275022022-12-23T17:29:00.008-05:002022-12-23T19:21:48.623-05:00A video primer on insurance claims for damage to buildings <p><br /></p><p>Welcome to my first video on insurance issues. In this one I discuss basic issues in real property insurance claims. </p><br /><br /><p></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><iframe allowfullscreen="" class="BLOG_video_class" height="405" src="https://www.youtube.com/embed/oqwzLD8sctU" width="487" youtube-src-id="oqwzLD8sctU"></iframe></span></div><br /><div><br /></div><div><br /></div><div><br /></div><div><br /></div>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-39927855049252173332022-10-25T16:11:00.029-04:002022-10-25T16:11:00.203-04:00Watch my recent webinar on Good Faith Claims Handling<p>On September 28, 2022 I gave a webinar on the topic Liability Insurance and Good Faith Claims Handling: What Every Massachusetts Attorney Should Know. This was a joint program of two of my favorite institutions, the <a href="https://insurancelibrary.org/">Insurance Library</a> (currently holding a <a href="https://www.32auctions.com/organizations/5150/auctions/131582?r=1&t=all">Silent Auction</a>) and the <a href="https://socialaw.com/">Social Law Library</a>. You can access the video <a href="https://socialaw.com/education/products/product-details/liability-insurance-and-good-faith-claims-handling-what-every-massachusetts-attorney-should-know---webinar-video">here</a>. </p><p><br /></p><p><br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-33410469603248545662022-10-21T19:05:00.019-04:002022-10-21T22:11:42.190-04:00US District Court for District of Massachusetts holds that Vermont Mutual's post-judgment settlement offers that were less than verdict were in bad faith; puts it on notice for future conduct<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span> </span><b>Fire in apartment and tenants' underlying lawsuit against landlord</b><br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Chester
Robinson and Lorraine Hames were tenants in a multi-unit apartment building
owned by Edward Toland and Cogavin Associates.<span style="mso-spacerun: yes;"> </span>A fire forced them to move out.<span style="mso-spacerun: yes;"> </span><br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;"></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">The tenants sued the landlords in Superior Court for negligence, breach of covenant of quiet enjoyment
and violation of Mass. Gen. Laws ch. 93A. Vermont Mutual Insurance Company defended the landlords under<span style="mso-spacerun: yes;"> </span>a reservation of rights.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Exercising their option to choose counsel to be paid by the insurer when the insurer is defending
under a reservation of rights, the landlords chose Emil Ward, an experienced landlord tenant lawyer, as their
attorney.<span style="mso-spacerun: yes;"><b> </b></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;"><b>Underlying jury verdict and insurer's settlement offers that do not match the verdict</b></span> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Ward regularly
communicated with Vermont Mutual about the claim.<span style="mso-spacerun: yes;"> </span>Throughout the litigation, Vermont Mutual
made several settlement offers, but no offer exceeded $30,000.<span style="mso-spacerun: yes;"> </span>Vermont Mutual believed that the landlords
would prevail on the merits, based on Ward’s representations as to the strength
of the defense.<span style="mso-spacerun: yes;"> </span>Ward believed the
tenants’ case was generally weak before and during trial, and was surprised when the jury verdict
came back against the landlords in the amount $61,750 for negligence and about
$20,000 for breach of the covenant of quiet enjoyment.<span style="mso-spacerun: yes;"> </span>With prejudment interest the total award was
more than $120,000.<span style="mso-spacerun: yes;"> </span>The plaintiffs were
also entitled to attorneys fees because of the quiet enjoyment claim.<span style="mso-spacerun: yes;"> </span>Those fees exceeded $240,000.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">After trial but
before the judge’s ruling on the 93A claim, Vermont Mutual raised its settlement
offer to $112,016.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">At that point Ward predicted
that the Superior Court would rule in favor of the tenants on the 93A
claim.<span style="mso-spacerun: yes;"> </span>He asked Vermont Mutual to make a
larger settlement offer.<span style="mso-spacerun: yes;"> </span>Vermont Mutual
refused.<span style="mso-spacerun: yes;"> </span>The court granted 93A damages
to the tenants and entered an aggregate judgment of over $405,000.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Ward requested
settlement authority from Vermont Mutual in the amount of the judgment.<span style="mso-spacerun: yes;"> </span>Vermont Mutual refused.<span style="mso-spacerun: yes;"></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">The landlords
appealed the judgment.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><b><span> </span>Underlying settlement</b> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">While the appeal was pending, the landlords settled with the tenants for $380,000. Vermont
Mutual did not participate in the settlement.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;"></span> <b><span> </span>Insurer's declaratory judgment action and counterclaims by landlords and tenants</b><br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Vermont Mutual
filed a declaratory judgment lawsuit against the landlords and tenants in federal court. The tenants counterclaimed for breach of Mass.
Gen. Laws chs. 93A and 176D, alleging that Vermont Mutual had failed to make a
reasonable offer of settlement.<span style="mso-spacerun: yes;"> </span>The
landlords also counterclaimed, alleging that Vermont Mutual had breached its
contract with them. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;"><b><span> </span>Reckless acts, even if they breach ch. 93A, are occurrences</b> <br /></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Vermont Mutual
argued that because the Superior Court awarded damages for the landlords’
violation of ch. 93A, the fire was not an “accident” within the meaning of the
policy.<span style="mso-spacerun: yes;"> </span>Therefore, it had no duty to
indemnify any damages related to the fire, because the harm that flowed from
the landlords’ unfair and deceptive conduct was largely the same as the harm
caused by their negligence and breach of covenant of quiet enjoyment.<span style="mso-spacerun: yes;"> </span>Moreover, the Superior Court had ruled that
the landlords’ violation of ch. 93A was willful or knowing, and therefore the
damages were not caused by an occurrence.<span style="mso-spacerun: yes;"> </span> <br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">The United States
District Court for the District of Massachusetts held in <u><a href="https://scholar.google.com/scholar_case?case=13657262303288422176&q=vermont+mutual+insurance+company+v.+toland&hl=en&as_sdt=40000006&as_vis=1">Vermont Mut. Ins.Co. v. Toland</a>, </u></span><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">2022 WL 4481508 (D.
Mass.) (unpublished) that an injury that ensues from a volitional act of
an insured is still an accident within the meaning of an insurance policy if
the insured does not specifically intend to cause the resulting harm or is not
substantially certain such harm will occur.<span style="mso-spacerun: yes;">
</span>Thus, injuries caused by recklessness are covered as caused by an
accident. <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The court noted that in the context of ch. 93A
reckless conduct is considered willful.<span style="mso-spacerun: yes;">
</span>But that does not affect insurance coverage for reckless acts.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"><b><span> </span>Insurer's post-judgment settlement offer was unreasonable</b></span> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The court then examined whether Vermont Mutual
breached its duty to make a reasonable offer of settlement.<span style="mso-spacerun: yes;"> </span>The court held that the pre-trial settlement
offers of $30,000 were not unreasonable.<span style="mso-spacerun: yes;"> </span>The insurer could have plausibly believed that the policy did not cover some
of the claims brought by the tenants, as there was evidence that the landlords’
conduct was intentional.<span style="mso-spacerun: yes;"> </span>In
addition, Vermont Mutual believed in good faith that the landlords would prevail
at trial, based on Ward’s reports.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The court held that Vermont Mutual’s offer after
verdict but before the 93A ruling was unreasable. <span style="mso-spacerun: yes;"> </span>A jury verdict makes liability reasonably (or
even “pellucidly”) clear. It would have been reasonable for Vermont Mutual to
make a substantial offer, discounting the jury verdict by the likelihood of
success on appeal.<span style="mso-spacerun: yes;"> </span>Here, the likelihood
of a successful appeal was low.<span style="mso-spacerun: yes;"> </span>Taking such factors into account, Vermont Mutual’s offer of $112,026 was too
low. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><b>Insurer cannot base post-judgment settlement offer on its self-serving division of damages for covered claims from damages for non-covered claims</b><br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Vermont Mutual based its offer on its analysis
of the “proportionate share of recoveries” – in other words, what percentage of
the verdict pertained to a covered loss.<span style="mso-spacerun: yes;">
</span>But, “because Vermont Mutual failed to intervene to allocate damages in
the underlying action, it had the burden to establish allocation, and the
Supreme Judicial Court has rejected the kind of speculative calculation made by
Vermont Mutual – which was effectively an attempt to determine the particular
amount that happened to be in the juror’s minds as they returned the
verdict.”<span style="mso-spacerun: yes;"> </span>The federal court held that
Vermont Mutual’s self-serving figures were not reasonable.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><b>Multiple damages not awarded, but Vermont Mutual put on notice for future claims<br /></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The court declined to award multiple
damages on the 93A claim.<span style="mso-spacerun: yes;"> </span>The tenants
argued that multiple damages were warranted in light of what they claim is
Vermont Mutual’s continuing practice of litigating hopeless positions in order
to drive inadequate settlements. The Court ruled that it did not have before
it sufficient evidence to compel such a conclusion.<span style="mso-spacerun: yes;"> </span>“Vermont Mutual is on notice, however that
further such conduct could well warrant Chapter 93A sanctions.”<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><b>Takeaways:</b></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></p><div style="margin-left: 40px; text-align: left;"><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">What constitutes a reasonable offer of
settlement changes as the situation changes.<span style="mso-spacerun: yes;">
</span>The court held that Vermont Mutual’s pretrial offers of $30,000 were not
unreasonable, given the assessment of defense counsel that the plaintiffs’ claim
was weak.<span style="mso-spacerun: yes;"> </span>But once there was a jury
verdict, liability was “pellucidly” clear, and Vermont Mutual was required to
make an offer of settlement based on that understanding. </span></div><p class="MsoListParagraphCxSpMiddle">
</p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 40px; text-align: left;"><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";">After a jury verdict an insurer can’t swoop in and
claim to know what amount of the verdict was for damages covered by the
policy and what amount was for damages not covered by the policy.<span style="mso-spacerun: yes;"> </span>The insurer has the burden of establishing
allocation, and the proper procedure to do so is to intervene in the underlying
trial.<span style="mso-spacerun: yes;"> </span>Although not discussed in the
decision, intervention would allow the insurer to request special verdict forms
in which the jury would say what damages were awarded for what acts.<span style="mso-spacerun: yes;"> </span>Otherwise, the insurer must engage in
impermissible speculation (or have a later trial on allocation issues).<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left; text-indent: -0.25in;"><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span> </span><span style="font: 7pt "Times New Roman";"><span> </span></span></span></span><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·</span></span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span> </span>Although the court chose not to award multiple damages under
ch. 93A against Vermont Mutual, it had some harsh words for the company.<span style="mso-spacerun: yes;"> </span>The court did not discuss what evidence the
plaintiffs offered of </span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Vermont Mutual’s alleged practice of litigating hopeless
positions in order to drive inadequate settlements.<span style="mso-spacerun: yes;"> It </span></span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">merely held that the evidence was insufficient.<span style="mso-spacerun: yes;"> </span>But it did put Vermont Mutual on notice that
“further such conduct could well warrant Chapter 93A sanctions.”<span style="mso-spacerun: yes;"> </span>The court appears to be inviting future
litigants to cite this statement as a basis for multiple damages in future 93A
claims against Vermont Mutual.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0in; text-align: left; text-indent: -0.25in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> <a href="https://masslawyersweekly.com/">Massachusetts Lawyers Weekly</a> quoted me in an article about this case, <a href="https://masslawyersweekly.com/2022/10/07/insurance-carrier-violated-176d-in-fire-case/">here</a>. <br /></span></span></p><p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0in; text-align: left; text-indent: -0.25in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span></span></p><p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0in; margin-left: 40px; text-align: left; text-indent: -0.25in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span></span></p>
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Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
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<![endif]--> <p></p><p></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com2tag:blogger.com,1999:blog-2866888786685173714.post-54764074396644380212022-09-20T15:47:00.007-04:002022-09-20T15:56:14.256-04:00Invitation to my webinar on Liability Insurance and Good Faith Claims Handling: What Every Massachusetts Attorney Should Know <p> </p><p>The webinar is on Wednesday, September 28, 2022 from 4 PM to 5:30 PM, and is co-sponsored by the <a href="https://insurancelibrary.org/">Insurance Library</a> and the <a href="https://socialaw.com/">Social Law Library</a>. You can register through this <a href="https://socialaw.com/education/event-detail/2022/09/28/default-calendar/liability-insurance-and-good-faith-claims-handling-what-every-massachusetts-attorney-should-know">link</a>. </p><p>Feel free to email me questions ahead of time and I'll try to answer them in the webinar.</p><p>I have a couple of comp tickets. If you want to come and having a free ticket would make a difference to you, shoot me an email. </p><p><br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-67205402513761628162022-06-30T14:10:00.019-04:002022-06-30T14:38:31.446-04:00US District Court holds insurer may be liable for treble underlying attorney's fees when it demands an examination under oath in bad faith; also discusses condominium loss assessment coverage <p></p><p></p><p></p><p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"> </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The United States District Court for the District of
Massachusetts has issued an opinion holding that the limit of a condominium
unit owner's loss assessment coverage is the most the unit owner can recover
for a single loss, even if there are multiple assessments in different policy
periods that exceed the limit. <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">It also held that an insurer who takes an examination under
oath in bad faith may be liable under Mass. Gen. Laws ch. 93A for treble the
attorney's fees and costs incurred in defending the EUO. <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><b></b></p><blockquote><b><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Fire at a condominium building, loss assessments to unit
owners, and insurance coverage for loss assessments</span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"> <br /></span></b></blockquote><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Abigail Brennan owned a condominium unit in a building that
was damaged by a fire in June 2017. She was insured by
Metropolitan. At that time the policy had a "loss assessment
coverage" that provided that Met would pay the first $1000 of any
assessment to unit owners by the condominium association. The loss
assessment coverage clause provided that Met would pay the limit “for your
share of any loss assessment charged during the policy period.” It also
provided, “Regardless of the number of assessments, the limit referenced above
is the most we will pay with respect to any one loss.” <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">On July 15, 2017, Metropolitan renewed the policy.
During the term of this policy, on February 8, 2018, Met agreed to increase
Brennan’s loss assessment coverage from $1000 to $50,000 for a premium increase
of $10 per year. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">In July 2018 Metropolitan renewed the policy again, keeping
the $50,000 in loss assessment coverage. On February 20, 2019, the
management company for the condominium informed Brennan of a loss assessment of
$84,124 for the losses sustained in the 2017 fire. She submitted the
claim for loss assessment coverage on or around May 2, 2019. Met approved
the claim after six months and paid her a $50,000 benefit. Met stated the
six months was necessary to investigate whether Brennan knew she would receive
an assessment prior to obtaining increased loss assessment coverage in February
2018. If she did, coverage would be voided as a known loss. <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">On May 29, 2020 Brennan received a second loss assessment for
the 2017 fire damage, this one for $75,000. She submitted a claim to Met,
who denied it on the ground that the policy limited coverage to $50,000 for any
one loss and she had already received $50,000 related to the 2017 fire through
the first loss assessment. <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Brennan argued that the loss assessment limit reset with
each policy term, so she was entitled to collect an additional $50,000. <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><b></b></p><blockquote><b><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">United States District Court for District of Massachusetts
holds that policyholder is entitled to only one payment of policy limit, even
though there were assessments for the loss in different policy periods </span><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"> <br /></span></b></blockquote><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">In <a href="https://casetext.com/case/brennan-v-metro-prop-cas-ins-co"><span style="color: blue;">Brennan v. Metropolitan Property & Casualty Insurance
Company</span></a>, 2022 WL 1652275 (D. Mass.) (unpublished), the United States
District Court for the District of Massachusetts presumed that the purpose of a
policy provision purporting to limit an insurer’s coverage obligation to a
certain amount regardless of the number of loss assessments is to limit the
insurer’s obligation to pay no more than that amount, regardless of the overall
total value of the loss assessments, or when the assessments were
imposed. A different interpretation would allow an insured to recover
unlimited benefits for a single loss. In addition, different unit owners
might receive different insurance amounts based solely on when the loss
assessments were charged compared to their policy periods. <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The court noted that “contract interpretation depends
heavily on context and proceeds on the presumption that the parties were trying
to accomplish something rational. . . . Common sense is as much a
part of contract interpretation as is the dictionary or the arsenal of
canons. Thus a contract should be interpreted in a manner that avoids absurd
results and gives it effect as a rational business instrument.” <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The court held that, applying such common sense, the $50,000
limitation must be read as the limit for a single loss, regardless of the
number of assessments across policy periods. (I wonder what the result
would be if Brennan had switched carriers between the two assessments. Or if the first loss assessment was when the coverage was $1000, and the
second assessment was after the coverage had increased to
$50,000.) <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><b><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Court denies summary judgment to Metropolitan on allegation
that it acted in bad faith in adjusting the claim for the first loss assessment</span></b><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><br style="mso-special-character: line-break;" />
</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Brennan alleged that Met engaged in unfair settlement
practices in its handling of the first and second loss assessments. The
court granted Met summary judgment with respect to the second loss
assessment. In a somewhat damning opinion the court denied summary
judgment to Met on the first loss assessment. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">With respect to the first loss assessment, Brennan alleged
that Met had engaged in an unfair delay in an effort to avoid paying her more
than $1000. Met argued that it was entitled to investigate whether
Brennan had knowledge of a likely assessment prior to increasing her loss
assessment coverage. If she had such knowledge coverage would not be
available. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The court did not disagree that Metropolitan had the right
to investigate whether Brennan had knowledge that the assessment would be made
prior to raising her claim limit. But the court pointed out that there
were facts in the record indicating that that was not its primary
concern. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Those facts included that Metropolitan first maintained that
Brennan had only $1000 in coverage rather than $50,000; failed to respond
promptly to Brennan’s inquiries; went back and forth on whether its legal
department had rendered an opinion on her claim; asked for documents from her
that it should have already possessed and were in some cases of questionable
relevance; and waited three months to demand an examination under oath, a
demand which may have reflected an effort by Metropolitan to avoid paying her
claim. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The court held that a reasonable fact-finder could conclude
that the examination under oath was not based on concerns over Brennan's
knowledge of a likely assessment, but rather reflected a last-ditch effort by
Met to avoid paying her claim after its legal department had concluded Met was
otherwise obligated to pay $50,000. </span></p>
<blockquote><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><b><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Court holds that legal fees incurred in defending
examination under oath taken in bad faith may be actual 93A damages that can be
trebled </span></b><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">
<br style="mso-special-character: line-break;" />
</span></p></blockquote>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Met argued that Brennan suffered no cognizable injury under
93A where it ultimately paid her full claim on the first loss assessment.
Brennan alleged that she was compelled to hire an attorney and incur legal fees
and costs associated with producing over 400 documents to Met as a result of
being forced to undergo the examination under oath. She also alleged she
had to take out a loan to pay the first loss assessment. The court noted
that her legal fees may be treated as actual damages. <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><b></b></p><blockquote><b><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">On my soapbox</span><br style="mso-special-character: line-break;" /><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">
</span></b></blockquote><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Every claims handler should read and understand this
decision. It stands for the proposition that adjusting a loss is not a
game in which the insurer should use whatever methods they can find to avoid
paying the full value of a claim, even when they know the claim is covered and
the amount of loss is not disputed. The consequences of failing to abide by
that principle may be full damages under Mass. Gen. Laws ch. 93A, including the
trebling of attorney's fees in the underlying case.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><br /></span></p>
Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-56034040673632668872022-02-11T12:18:00.003-05:002022-02-11T12:20:37.580-05:00Seeking current or recent associates of color at insurance defense firms to speak at a Boston Bar Association panel on diversity<p> </p><p class="MsoNormal">I am working with attorney <a href="https://www.forthepeople.com/attorneys/garrett-d-lee/">Garrett Lee </a>to put together a panel on diversity at insurance defense firms for the Boston Bar Association. We have partners with hiring responsibility from three major insurance defense firms who will be speaking about what they look for when hiring young associates, and what
they look for in retaining and promoting such associates. How can young
attorneys and law students who do not currently have any connections at a firm
get their foot in the door? </p><p class="MsoNormal">We would like to round out the panel with current or recent associates of color who will speak about their experience through the hiring process and working at insurance defense firms. </p><p class="MsoNormal">Garrett is currently a council member (sort of like the board of directors) of the Boston Bar Association. Previously he was co-chair of the BBA's insurance and tort litigation section, where I continue to serve as co-chair of the insurance subcommittee. </p><p class="MsoNormal"><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
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</p><p class="MsoNormal">The impetus for this program is Garrett’s and my belief that
insurance defense work is the best way to learn civil litigation – and our
frustration, as we have put together various panels for the BBA in the past few
years (such as my upcoming panel on <a href="https://insurancecoveragemassachusetts.blogspot.com/2022/02/invitation-to-boston-bar-association.html">Condominium Insurance Law</a>), on the difficulties in finding speakers of color for such panels. We hope this program will bring awareness to law students and new attorneys of color who might not otherwise apply to these firms, and also create connections for such candidates interested in working at them. </p><p class="MsoNormal">If you are a current or recent associate of color at an insurance defense firm and have a potential interest in speaking on the panel about your experiences, please reach out to me at nkallen@kallenlawyer.com. Or, if you know someone who might be interested, please consider sending them my way. <br /></p><p class="MsoNormal"><br /></p><p class="MsoNormal"><br /></p>
Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-48451905942545765812022-02-02T14:09:00.001-05:002022-02-02T14:10:18.064-05:00Invitation to Boston Bar Association webinar I am moderating on Issues in Condominium Insurance Law<p>The webinar will be on Thursday, February 17, 2022 at 2 PM. You can sign up to attend <a href="https://bostonbar.org/membership/events/event-details?ID=38229">here</a>. <br /></p><p>And here's the description:<br /></p><div><span id="Content_C001_lblDescription"><p>Who
hasn’t heard horror stories about condominium unit owners battling each
other over tricycles left in common spaces or snap pea plants the guy
in 3C had the nerve to plant in a flower garden? In a condominium
property damage case every personality clash can be magnified
exponentially as all sides fight over insurance proceeds, who gets them
and from where, and who just doesn’t care. The unit owner may have to
deal with their own unit owner’s (or HO-6) policy as well as the master
policy. But the master policy insurer can refuse to deal directly with
the unit owner; the condominium trustees may refuse to get involved; and
the management company may put up roadblocks. Property damage in
common spaces brings up a whole different set of insurance issues.<br /><br />This
webinar will address the what the HO6 policy and the master policy
generally should cover, what roles the unit owner, the condominium
trustees, and the management company play in resolving a property damage
claim, what recourse they each have and do not have against each other
and the insurers, and traps for the unwary.</p><p style="border: 0px none; color: #666666; font-family: Arial, Helvetica, sans-serif; margin-bottom: 14px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px none; color: #6a6a6a; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"><b style="border: 0px none; font-family: inherit; font-style: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px none; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; text-decoration-line: underline; vertical-align: baseline;">Registration Categories:</span></b><br />BBA Member – Free. Included as part of your membership.<br />Non-Member - $100.00</span></p><p style="border: 0px none; color: #666666; font-family: Arial, Helvetica, sans-serif; margin-bottom: 14px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"><i style="border: 0px none; color: #676767; font-family: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;">BBA Webinars & Virtual Events are supported by the Joan B. DiCola Fund. To learn more or support this fund, </i><a href="https://bostonbarfoundation.org/special-funds/" style="border: 0px none; color: #db0029; cursor: pointer; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><i style="border: 0px none; font-family: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;">click here</i></a><span style="background-color: white; border: 0px none; color: #676767; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;">.</span></p></span></div>
<span id="Content_C001_lblCommittees"><p><b>Sponsoring Section/Committee(s):</b></p><ul class="first"><li><i><a href="http://www.bostonbar.org/sections-forums/sections/insurance-and-tort-litigation">Insurance and Tort Litigation Section</a></i></li></ul></span>
<span id="Content_C001_lblSpeakerTitle"><h4>Speakers:</h4></span>
<span id="Content_C001_lblSpeakers"><ul style="list-style-position: outside; margin: 0px;"><li><b>Christopher Malloy</b><ul style="list-style-position: inside; margin: 0px;"><li><a href="https://lawmtm.com">Moriarty Troyer & Malloy LLC</a></li></ul></li><li><b>Katie Dodge</b><ul style="list-style-position: inside; margin: 0px;"><li>USI Insurance Services, LLC</li></ul></li><li><b>Melissa Sherwood</b></li><li><b>Nina E. Kallen</b><ul style="list-style-position: inside; margin: 0px;"><li>Law Office of Nina Kallen</li></ul></li></ul></span>
<p> </p>
<h4>Contact:</h4>
<p>
<span id="Content_C001_lblCoordinator">Jenna Kim</span><br />
<a href="mailto:jkim@bostonbar.org" id="Content_C001_hlkCoordinator">jkim@bostonbar.org</a>
</p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-31669741890140205282021-11-17T16:35:00.005-05:002021-11-17T16:38:23.980-05:00In a not-really but supposedly coverage decision, SJC holds that police officer driving recklessly for fun not covered by Massachusetts Torts Claim Act<p>In <a href="https://law.justia.com/cases/massachusetts/supreme-court/2021/sjc-13089.html"><u>Berry v. Commerce Insurance Company</u></a>, 175 N.E.3d 383 (Mass. 2021), the Massachusetts Supreme Judicial Court held that a police officer who recklessly drove his vehicle into a fellow officer during a training day was not protected by the Massachusetts Torts Claim Act, even though the injured officer received workers compensation for the accident.</p><p>Why does a discussion of this case appear in an insurance coverage blog? Because the SJC characterized the issue as one of coverage rather than liability.</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Both officers were attending a full day weapons training, which included a paid lunch break.<span style="mso-spacerun: yes;"> </span>Shawn Sheehan drove his pickup truck to buy lunch.<span style="mso-spacerun: yes;"> </span>Returning,<span style="mso-spacerun: yes;"> </span>he stopped his truck and then sped up,
heading towards a picnic table where Russell Berry sat.<span style="mso-spacerun: yes;">
</span>Sheehan applied the brakes.<span style="mso-spacerun: yes;"> </span>The
truck slid and struck Berry.<span style="mso-spacerun: yes;"> </span>For his
misconduct Sheehan was suspended for five days without pay.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Berry received
compensation under the workers compensation statute applicable to police
officers injured in the performance of their duty.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Berry submitted his third-party claim against Sheehan to Commerce, which insured Sheehan’s pickup truck.<span style="mso-spacerun: yes;"> According to the SJC, </span>Commerce denied coverage on the ground that
Sheehan was a public employee acting within the scope of his employment at the
time of the accident, and thus was immune from liability under the Massachusetts
Torts Claim Act.<span style="mso-spacerun: yes;"> </span>Berry sued Commerce,
seeking a judgment declaring that Sheehan was not immune under the act.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;">As I told <a href="https://masslawyersweekly.com/2021/11/04/no-immunity-for-cops-reckless-driving-in-personal-vehicle/">Massachusetts Lawyers Weekly</a>, <a href="https://masslawyersweekly.com/2021/11/04/no-immunity-for-cops-reckless-driving-in-personal-vehicle/">here</a>, I suspect that this was a misstatement. Commerce is unlikely to have denied <i>insurance coverage </i>on the basis of the MTCA. Rather, the MTCA is a defense to <i>liability</i>. In other words, Commerce was mostly likely defending Sheehan, and arguing that he was immune under the MTCA was part of that defense. </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">If I am correct, Berry could have
sued Sheehan directly, with Commerce defending.<span style="mso-spacerun: yes;"> </span>If he had done so, the parties might have had to have gone through
extensive discovery with respect to Berry’s injuries and other issues, before
the court would rule on the applicability of the MTCA.<span style="mso-spacerun: yes;"> </span>I speculate that Berry did an end-run around this by suing
Commerce in a declaratory judgment action, seeking a (hopefully quicker)
decision on the limited issue of the applicability of the MTCA.<span style="mso-spacerun: yes;"> </span>With that issue determined in Berry’s favor,
the parties are much likelier to be able to settle without more extensive
litigation.<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">The pure coverage
issue discussed in this decision (although it had already been determined) is
Berry’s eligibility for worker’s compensation.<span style="mso-spacerun: yes;">
</span>The court noted a seeming contradiction between Berry being found to
have been injured in the performance of his duty for worker’s compensation
purposes, but Sheehan being found to not have been <span style="mso-spacerun: yes;"> </span>acting within the scope of his employment
under the MTCA.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">There really is no
contradiction.<span style="mso-spacerun: yes;"> </span>The workers compensation
statute is broadly interpreted to find coverage for employees, including generally
when they are victims of torts related to their job – regardless of the
motivation of the tortfeasor. <span style="mso-spacerun: yes;"> </span>The MTCA
protects against liability for some torts that are committed in connection with
an employee’s work but not does not protect against liability for other torts. The
court held that Sheehan’s unsafe driving was not within the scope of his
employment because it was not motivated, even in part, by a purpose to serve
his employer.<span style="mso-spacerun: yes;"> </span>That does not mean that
Berry is not entitled to worker’s compensation, because he was a victim of that
tort while on the job.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;"> </span></span></p><br /><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"> </span></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-32050621346457639482021-10-30T12:27:00.007-04:002021-10-30T12:34:04.301-04:00US District Court for District of Massachusetts holds that broad auto exclusion broadly excludes coverage for auto accident<p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Lynnway Auto Auctions conducted
a wholesale auto auction at a facility owned by it and BLR.<span style="mso-spacerun: yes;"> </span>A Lynnway employee lost control of a vehicle, resulting in
serious injury and the death of five people.<span style="mso-spacerun: yes;"> </span>The claimants alleged that the driver had a suspended drivers license, that
Lynnway and BLR negligently established practices that permitted employees to
drive vehicles through crowds, and that they failed to properly implement
safety precautions including barriers and crosswalks.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">Lynnway and BLR
were named insureds on a general liability policy issued by Indian Harbor Insurance Company.<span style="mso-spacerun: yes;"> </span>Indian Harbor filed a declaratory judgment
action seeking a declaration that it had no duty to defend or indemnify, because the policy contains an auto
exclusion.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">The auto exclusion
excludes bodily injury arising out of the ownership, maintenance, use or entrustment to others of any auto owned or operated by or rented or loaned to
any insured. The exclusion applies even if the claims against any insured
allege negligence or other wrongdoing in the supervision, hiring, employment,
training or monitoring of others by that insured, if the accident that
caused bodily injury involved the ownership,<span style="mso-spacerun: yes;">
</span>maintenance, use or entrustment to others of any auto that is owned, operated by or rented or loaned to any insured.<span style="mso-spacerun: yes;"> </span> <br /></span></p><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">In <a href="https://scholar.google.com/scholar_case?case=4822595898625085393&q=indian+harbor+insurance+company+v.+Lynnway+auto+auctions&hl=en&as_sdt=40000006&as_vis=1"><u>Indian Harbor Ins. Co. v. Lynnway Auto Auctions, Inc.</u></a>, 2021 WL 4295776 (D. Mass. 2021), the United States District Court for the District of Massachusetts <span style="font-family: "Times New Roman",serif; font-size: 12pt;">looked at a1986 SJC decision, <a href="https://scholar.google.com/scholar_case?case=12931800145443165888&q=worcester+insurance+company+v.+marnell&hl=en&as_sdt=40000006&as_vis=1"><u>Worcester Mut. Ins. Co. v. Marnell</u></a>. In that case the SJC held that a homeowner’s policy with an
auto exclusion provided coverage in a social host case that alleged a drunk
driving accident.<span style="mso-spacerun: yes;"> </span>Although the policy in
that case had superficial similarities to the general liability policy at issue
in <u>Lynnway</u>, they were far from identical.<span style="mso-spacerun: yes;">
</span>The auto exclusion in <u>Lynnway</u> applied by its own terms even if the
claims alleged negligence with respect to the employment of others, as long as
the accident involved a vehicle.<span style="mso-spacerun: yes;"> </span>The
court noted that the broader language was in fact a response to <u>Marnell</u>.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">The situation was
also different.<span style="mso-spacerun: yes;"> </span>As the court pointed
out, homeowners are not expected to have auto coverage for accidents involving
cars they don’t own such as the car involved in the drunk driving accident.<span style="mso-spacerun: yes;"> </span>But the defendants in <u>Lynnway</u> would clearly have, and did have, an
auto policy covering vehicles at the wholesale auto auction facility it owned,
including the vehicle involved in the accident.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;">As I noted to <a href="https://masslawyersweekly.com/2021/10/07/cgl-carrier-need-not-defend-co-insured-in-negligence-case/">Massachusetts Lawyers Weekly</a>, a</span>lthough technically courts should not consider the availability of
other coverage in determining whether a policy applies, of course they do.<span style="mso-spacerun: yes;"> </span>Judges are fully aware that in a case like
this it is often one insurer suing another over reimbursement for payments
already made to the claimants. That is significantly less compelling than a
situation where a finding of no coverage may leave a claimant with no realistic
chance of a fair recovery.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;">The decision is under appeal.</span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;"> <br /></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><span style="mso-spacerun: yes;"> <br /></span></span></p>
<p> </p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-47489291481516528152021-10-26T12:56:00.000-04:002021-10-26T12:56:02.161-04:00SJC holds that standard auto policies must cover post-repair diminishment in value for third-party claims<p> </p><p><a href="https://agencychecklists.com/">Agency Checklists</a> provides a comprehensive discussion of the decision <a href="https://agencychecklists.com/2021/10/26/supreme-court-rules-auto-policies-cover-vehicles-post-repair-losses-of-value-55016/">here</a>. <br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-33977723473282480642021-09-20T15:58:00.023-04:002021-09-20T16:28:20.851-04:00How do you rack up $25 million in attorney's fees on a single case?<p>Practice, I guess. </p><p><a href="https://universalhub.com/">Universal Hub</a> posted <a href="https://universalhub.com/2021/harvard-says-its-spend-more-25-million-defending">this article</a> about Harvard University's <a href="https://www.universalhub.com/files/harvard-insurance-complaint.pdf">lawsuit</a> against its excess carrier,* Zurich American Insurance Company, seeking reimbursement of costs in excess of the $25 million limit of its primary policy. The costs were incurred in defending against the high-profile lawsuit alleging that Harvard's admissions policies discriminate against Asian-American students. In other words, Harvard has spent more than $25 million in attorney's fees and associated costs on that case alone. <br /></p><p>According to the complaint, Zurich denied coverage because Harvard provided it with late notice of the admissions lawsuit. The lawsuit was filed in November 2014. "Upon information and belief, Zurich had knowledge of the [admissions] Action by late 2014 or early 2015, and no later than January 30, 2016." Harvard provided Zurich with formal notice of the lawsuit in May 2017. <br /></p><p>Let's let that breathe for a second.</p><p>While incurring tens of millions of dollars in legal fees it took Harvard's attorneys <i>two and a half years</i> to give Zurich formal notice.</p><p>Let's be clear: Formal notice is a letter: Hi Zurich, please be informed that we are being sued. Here's a copy of the complaint. This is a big one, so our primary policy may be exhausted and you might have to provide coverage."</p><p></p><p>Harvard alleges that it gave formal notice to Zurich as "as soon as practicable, given the attachment point of the Zurich policy and the state of the [admissions] Action and its defense at or about the time that formal notice was provided." In plain language, Harvard is saying that it wasn't until around the time that it provided formal notice to Zurich that it realized its fees would <i>exceed $25 million</i>. And who can blame it? Who would imagine that Harvard could possibly spend that much in attorney's fees? </p><p>If you were wondering, there is no rule that says you can't put your excess carrier on notice <i>just in case</i> your primary limits will be exhausted. </p><p>Some thoughts:</p><p>1)<span> </span>In Massachusetts, with an occurrence-based policy (which I assume the Zurich policy is) an insurer has the burden of proving that it was prejudiced by the late notice. That's a difficult standard to meet, at least with respect to indemnity payments where a primary insurer is paying a competent attorney to defend a case. Where this claim is not for indemnity but defense, Zurich would need to show that it was prejudiced because if notice had been given earlier it could have prevented the attorney's fees from becoming so outrageous. But it really did not have the power to do that.</p><p>2) If an insurer loses a declaratory judgment action over a duty to defend, it not only has to pay the reasonable attorney's fees incurred by the policyholder in the underlying case but also the fees incurred in the declaratory judgment action. Reasonable is the operative word here. Will Harvard's attorney's charge it another $25 million for the insurance lawsuit? Maybe, but they'll be hard-pressed to find a judge who rules that such fees are reasonable. </p><p>3)<span> </span><i>$25 million in attorney's fees? Seriously?</i> <br /></p><p>The complaint alleges that in the admissions lawsuit Harvard:</p><p> -- Engaged in extensive pre-trial discovery and motion practice;</p><p>-- Defended a trial over a three week period (carefully phrased to make me question how many of those days were actually in trial);</p><p> -- Defended an appeal in the US Court of Appeals for the First Circuit;</p><p>--Collected and produced thousands of business records to the Department of Justice for a parallel investigation it was conducting. </p><p>Let's do some easy math. Say there were two partners and two associates at the trial fulltime, and they charge an average of $800 per hour. Let's say the trial actually took fifteen days, and they were full trial days. (Often trials go from 9 AM to 1 PM.) And each attorney had two hours of transportation time a day. That's 600 person hours, or $480,000 just on courtroom time. Generously assume 1,800 hours, or $1,440,000, for trial prep before and during trial. Let's say 3,600 hours, or $2,880,000, for discovery and motion practice. Let's throw in another 1800 hours, or $1,440,000 for the appeal, No details are provided for collecting and producing records for the Department of Justice, so I'll assume this is not basic first year associate busy work, and I'll throw in another $1,440,000 for that. And let's say $2 million for outside consultants. And $1 million for miscellaneous such as super expensive courier fees.</p><p>So, at the far end of my imagination, charging a crazy hourly rate, having too many people assigned to the case, and overlitigating everything, I come up with attorney's fees of $10,680,000. </p><p>Harvard, call me. I'll give you a great deal on fees. </p><p>(Although I make light of the fee issue, I don't make light of the lawsuit itself or Harvard's defense of it. I am the parent of a college student who has just been through the admissions process wringer and a high school student who is about to go through it. I am also the grandchild of two Jewish men who were admitted to Harvard during the time of quotas, I understand that these are very serious issues at play.) <br /></p><p><br /></p><p>*<span> I would call Zurich an umbrella carrier, but if Harvard wants to pay me the rates it pays its attorneys I'll be happy to call it an excess carrier. <br /></span></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com1tag:blogger.com,1999:blog-2866888786685173714.post-64096655819764502552021-08-19T09:27:00.003-04:002021-08-19T09:33:41.070-04:00Another houskeeping post (sorry!) <p> </p><p>Contrary to my post from the other day, if you are already subscribed to receive email notifications of new posts from this blog you will receive an email asking if you want to remain subscribed. Please say yes! </p><p>To be clear, the new service does not sell your information (and neither do I), although you will receive ads (typically suggested blogs you might enjoy) in the email notifications. This is an unfortunate but necessary technical change that allows me to continue to keep you apprised of new posts. <br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-78296025376359363162021-08-17T11:18:00.003-04:002021-08-19T09:32:26.622-04:00Housekeeping post<p>Updating: Actually, you will receive an email asking you to confirm that you want to keep your (free) subscription to my blog. Please say yes! Neither the subscription service nor I share your email addresses with anyone. <br /></p><p>A minor change to my blog: If you are already following it and receiving email notifications, you do not need to do anything. If you would like to follow it, enter your email where indicated in the left column. You will need to confirm -- check your junk filter for that.</p><p><br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-48849336847386889812021-06-17T16:23:00.007-04:002021-06-17T16:27:57.421-04:00My usual rant: Summer camps should not make parents sign waivers of liability<p> </p><p>Regular readers of this blog know that my <a href="https://insurancecoveragemassachusetts.blogspot.com/2013/11/still-fighting-to-get-releases-of.html">pet peeve</a> is requiring people to sign waivers of liability to participate in activities, and that I particularly despise them for<a href="https://insurancecoveragemassachusetts.blogspot.com/2011/06/summer-and-rantin-is-easy.html"> children's activities</a>. Of course I am thrilled that my kids can attend summer camps this summer -- but that thrill is diminished by the camps telling me that they refuse to take responsibility for their own negligence. If I want my kids to go to camp, I need to accept that if they get hurt they will have no recourse, even if the fault was entirely the camp's. Paralyzed for life because the camp's bus driver was drunk? Oh well. </p><p>The waiver that really got my blood boiling this week begins with the following (the camp will remain nameless to protect . . . everyone): </p><p><!--[if gte mso 9]><xml>
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Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
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</p><p class="MsoNormal"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 115%;"></span></p><blockquote><p class="MsoNormal"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 115%;">Our work would not be possible without a covenant of
trust between you (the parents and guardians of our students), and us (the
staff and teachers at the camp).</span></p>
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<![endif]--></p><p></p></blockquote><p>So far so good. I am happy to trust the camp to be responsible for the well-being of my child. Naturally that responsibility includes if the camp makes a mistake and my child is injured as a result. </p><p>The release continues:</p><p>
</p><p class="MsoNormal"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 115%;"></span></p><blockquote><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 115%;">By enrolling your child</span><span style="transform: scaleX(1.13817);"> in
this program, you will be asking us to care for their personal physical and
emotional needs, while at the same time creating a safe, nurturing student
community and providing fun and</span><span style="transform: scaleX(1.13992);"> appropriate
challenges and adventures.</span></blockquote><p>Yes! This camp sounds awesome!</p><p>This is a wilderness camp and the waiver goes on to list all the potentially dangerous things that entails, from stubbed toes while walking barefoot to getting hit by a falling tree branch. </p><p>The waiver requires me to release the camp from all liability for risk of harm inherent in the camp activities. I'm okay with that. </p><p>But then the waiver also requires me to release the camp from all liability for risk of "other" harm -- meaning harm that is not inherent in the activities. That's outrageous.</p><p>As I've often said, if my child is participating in a gymnastics program I am happy to waive any liability the program may have if my child is injured as a result of falling off a balance beam. That risk is inherent in the sport of gymnastics and you cannot participate in gymnastics without taking that risk. </p><p>But I am not happy to waive my child's rights if they are injured as a result of a balance beam falling on them. That is not an inherent risk of participating in gymnastics, and if it happens the program needs to take responsibility. </p><p>How does the program protect both my child and itself? It buys liability insurance. </p><p>Mistakes happen, even in the best programs. If a camp wants to enter into a "covenant of trust" with me, as it writes in its waiver form, it can show that it has my child's best interests at heart by buying adequate liability insurance, not by requiring me to give up my child's rights. </p><p><br /></p><span style="transform: scaleX(1.13992);"></span><p></p>
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<![endif]--></p><p><br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-22091182288117433672021-06-06T09:36:00.003-04:002021-06-06T09:40:13.057-04:00The first guy to ever sell insurance<p> Ryan George pretty much gets it: </p><p> </p><p><a href="https://www.youtube.com/watch?v=t83Cgi1-CiU"><img alt="" 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" /></a></p><p><br /></p><p><br /></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-154847102895766602021-03-11T21:15:00.009-05:002021-03-11T21:17:01.766-05:00Invitation to Boston Bar Associaton panel I'm moderating on reference proceedings<p> It's on Monday, April 5, 2021 from noon to 1 PM. You can register <a href="https://bostonbar.org/membership/events/event-details?ID=36977">here</a>. <br /></p><p> Here's the blurb: <br /></p><h3><span id="Content_C001_lblTitle">BBA Webinar: Reference Proceedings: What Attorneys Need to Know about Handling First-Party Property Insurance Claims</span></h3>
<p><b>
<span id="Content_C001_lblDate">Monday, April 5, 2021</span>
<span id="Content_C001_lblTime">12:00 PM to 1:00 PM</span><br />
<span id="Content_C001_lblLocation">On-Line</span>
</b></p>
<div><span id="Content_C001_lblUserLogin" style="color: red;">To register for this event, please log in to the Boston Bar web site.</span></div>
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</div>
<h4>Description:</h4>
<span id="Content_C001_lblDescription"><p><i style="border: 0px none; color: #666666; font-family: Arial, Helvetica, sans-serif; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;">The BBA presents live webinars and virtual events via Zoom. Please register for this program through your BBA account<b style="border: 0px none; font-family: inherit; font-style: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"> at least two hours before the start time of the program</b> to receive the Zoom webinar link.</i><span face="Arial, Helvetica, sans-serif" style="background-color: white; border: 0px none; color: #666666; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"> </span></p><p>Your
client’s commercial building or house has been damaged or destroyed by a
fire, tornado, water infiltration from a storm, or other event. Or you
represent the building owner’s property insurer. The two sides are far
apart on their view of the amount of damages. Under state law and
Massachusetts property insurance policies, that dispute is resolved by a
reference proceeding. <br /><br />This webinar will discuss:</p><ul><li>The reference proceeding process.</li><li>What does a reference proceeding determine? What does it not determine?</li><li>Vocabulary: What is actual cash value, replacement cost value, and depreciation? </li><li>Trap for the unwary: the contractual limitations period for demanding reference.</li><li>Other deadlines that affect coverage.</li></ul><p style="border: 0px none; color: #666666; font-family: Arial, Helvetica, sans-serif; margin-bottom: 14px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"><b style="border: 0px none; color: #6a6a6a; font-family: inherit; font-style: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px none; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; text-decoration-line: underline; vertical-align: baseline;"><br />Registration Categories:</span></b><br style="color: #6a6a6a;" /><span style="background-color: white; border: 0px none; color: #6a6a6a; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;">BBA Member – Free. Included as part of your membership.</span><br style="color: #6a6a6a;" /><span style="background-color: white; border: 0px none; color: #6a6a6a; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;">Non-Member - $100.00</span></p><p style="border: 0px none; color: #666666; font-family: Arial, Helvetica, sans-serif; margin-bottom: 14px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: white; border: 0px none; color: #6a6a6a; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="border: 0px none; color: #666666; font-family: Arial, Helvetica, sans-serif; margin-bottom: 14px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: white; border: 0px none; color: #6a6a6a; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: currentcolor none 0px; padding: 0px; vertical-align: baseline;"> <br /></span></p></span>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-25127932341084661652021-01-16T13:43:00.008-05:002021-01-16T13:49:03.800-05:00First Circuit holds Total Pollution Exclusion does not apply where an endorsement may provide separate grant of coverage<p> </p><p><span style="font-size: small;"><span style="font-family: inherit;">I wrote<a href="https://insurancecoveragemassachusetts.blogspot.com/search?q=performance"> here </a>about <a href="https://scholar.google.com/scholar_case?case=9797935532827780073&q=performance+trans.,+inc.+v.+general+star+indemnity+company&hl=en&as_sdt=40000006&as_vis=1"><u>Performance Transp., Inc. v. General Star Indemnity Co.</u></a>, 419 F.Supp. 3d 199 (D. Mass. 2019), a case in which the United States District Court for the District of Massachusetts held that a total pollution exclusion excluded coverage despite a grant of coverage in a separate endorsement. </span></span></p><p><span style="font-size: small;"><span style="font-family: inherit;"><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span>The United States Court of Appeals for the First Circuit has overturned that case, holding that the endorsement was ambiguous as to whether the pollution exclusion applied to it. <a href="http://media.ca1.uscourts.gov/pdf.opinions/20-1022P-01A.pdf">983 F.3d 20 (2020)</a>. <br /></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> </span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span>The plaintiff, PTI,
transports petroleum products.<span style="mso-spacerun: yes;"> </span>On February
19, 2019, a tanker truck owned by PTI overturned in New York. It spilled 4,300 gallons of
fuel onto the roadway and into a nearby reservoir. <span style="mso-spacerun: yes;"> </span>PTI and the New York State Department of Environmental
Conservation undertook remediation work.<span style="mso-spacerun: yes;">
The cost for the work exceeded the coverage limit on PTI's primary insurance policy. </span></span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> </span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span>PTI
sought additional coverage from its umbrella carrier, General Star Indemnity Company. The
umbrella policy included a standard total pollution exclusion.<span style="mso-spacerun: yes;"> </span>It also contained an endorsement, Endorsement
13, labeled “special hazards and fluids limitation endorsement.”<span style="mso-spacerun: yes;"> </span>Endorsement 13 provided: <br /></span></span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"></span></span></p><blockquote><span style="font-size: small;"><span style="font-family: inherit;"><span style="-webkit-text-stroke-width: 0px; color: #212121; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span><b>This policy does not apply to ultimate net loss or costs from any event arising out of, contributed by or relating to any Special Hazard described in this endorsement and resulting from the ownership, maintenance or use of any auto.</b> <b>Special Hazards: </b>A. Radiation Hazard[;] B. Underground Hazard[;] C<b>. Drilling Fluids Unloading Hazard[.] However, this exclusion does not apply to an event arising out of the unloading of drilling fluids from an auto covered by this policy </b>and covered by the controlling underlying insurance for the total limits of the underlying insurance,<b> if the unloading of drilling fluids resulted directly from any of the following: </b>1. Heat, smoke or fumes from a hostile fire; 2. Upset or overturn of such auto; 3. A collision between such auto being used in your business and another object; or <b>4. A short term drilling fluid event, provided that coverage under this item 4: a. Will be available to bodily injury or property damage, but not damage to real property or to a body of water or to any other natural resource;</b> and b. Will not be available unless written notice of the short term drilling fluid event is given to us or the controlling underlying insurance company as soon as practicable, but no more than thirty (30) days after the shipment of the drilling fluids was entrusted to your care.<span> </span></span></span><span><span style="-webkit-text-stroke-width: 0px; color: #212121; display: inline; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">If any other limit, such as a sublimit, is specified in the underlying insurance, then paragraphs 1. and 2. above will not apply unless that limit is specified in the SCHEDULE OF UNDERLYING INSURANCE.</span></span></span></span></blockquote><span style="font-size: small;"><span style="font-family: inherit;"></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> (Bold added.)<br /></span></span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> </span></span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span><span><span>General
Star disclaimed coverage on the basis of the total pollution exclusion.<span style="mso-spacerun: yes;"> </span></span></span>PTI argued that even if the pollution exclusion applied there was coverage under the Special Hazards Endorsement which was not excluded by the pollution exclusion. T</span></span>he United States Court of Appeals for the First Circuit agreed, on the ground that the S<span><span>pecial Hazards endorsement was ambiguous as to whether the pollution exclusion applied to it. <br /></span></span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> </span></span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span>The court noted, first, that the endorsement provides that “coverage under this item 4: . . . will be available to bodily
injury or property damage, but not damage to real property or to a body of
water or to any other natural resources.” <span style="mso-spacerun: yes;"> </span>PTI argued that the clause qualifies as a
coverage guarantee if the circumstances apply.<span style="mso-spacerun: yes;">
</span>General Star argued that the endorsement does not provide coverage if an
exclusion elsewhere in the policy excludes coverage.<span style="mso-spacerun: yes;"> </span>The court noted that an in-between interpretation is that the language
creates a limited coverage guarantee applicable only to item 4.<span style="mso-spacerun: yes;"> (That seems to be an adoption of PTI's argument, not an in-between interpretation.) <br /></span></span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> </span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span>Second,
the endorsement is titled a “limitation” but later refers to itself as an exclusion.<span style="mso-spacerun: yes;"> </span></span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> </span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span>Third,
unlike other exclusions in the policy, the endorsement itself did not provide
that it did not create coverage for injury or damage otherwise excluded.</span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> </span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span>Fourth,
there was substantial overlap between the total pollution exclusion and other policy terms. The total pollution exclusion had standard language disclaiming coverage for any request,
demand, or order that any insured or others test for, monitor, clean up, remove, contain,
treat, detoxify or neutralize, or in any way respond to, or assess the
effects of pollutants.<span style="mso-spacerun: yes;"> </span>It defines
pollution as including any solid, liquid, gaseous or thermal irritant or
contaminant, including smoke, vapor, soot, fumes, acids, alkalies, chemicals and
waste.<span style="mso-spacerun: yes;"> </span>But the policy contained specific
exclusions for cleanup costs that appear to come within that definition.<span style="mso-spacerun: yes;"> </span>Therefore, the court held, it could not rely
on the total pollution exclusion to resolve the ambiguity in the text of the special
hazards endorsement.<span style="mso-spacerun: yes;"> </span></span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span> </span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-top: 0in; mso-add-space: auto; mso-margin-bottom-alt: 10.0pt; mso-margin-top-alt: 0in;"><span style="font-size: small;"><span style="font-family: inherit;"><span><span>The
court concluded that since the policy was ambiguous, the endorsement must be construed in
favor on the insured as a separate grant of coverage to which the pollution exclusion did not apply. <span style="mso-spacerun: yes;"> <br /></span></span></span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: inherit;"><span><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">The main
takeaway from this case is that insurance policies have to be read as a
whole.<span style="mso-spacerun: yes;"> </span>The basic procedure in determining
whether a loss is covered is to look at the grant of coverage in the policy,
then any exclusions to the coverage, then exceptions to the exclusions.<span style="mso-spacerun: yes;"> </span>But, as in this case, it is often not clear whether
a policy clause is a grant of coverage, an exclusion, or an exception.<span style="mso-spacerun: yes;"> </span>Here, the court held that at least arguably
the Special Hazards and Fluids Endorsement was a <i>separate </i>grant of
coverage for the drilling fluids unloading hazard.<span style="mso-spacerun: yes;"> </span>That matters because then (again, arguably)
exclusions that apply to the main grant of coverage do not apply to the
endorsement.<span style="mso-spacerun: yes;"> </span> <br /></span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: inherit;"><span><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">The
court may have overstated the maxim that ambiguous clauses in an insurance
policy are interpreted against the insurer.<span style="mso-spacerun: yes;">
</span>There is an exception to that rule if the policy was negotiated on a
more equal footing between the insurer and a business (as opposed to a
consumer).<span style="mso-spacerun: yes;"> </span>Here, the court referenced
negotiations of the policy terms.<span style="mso-spacerun: yes;"> </span> <br /></span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: inherit;"><span><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">This
umbrella policy is a little unusual because most umbrella policies are “follow
form” policies:<span style="mso-spacerun: yes;"> </span>if there is coverage
under the primary policy there is coverage under the umbrella policy.<span style="mso-spacerun: yes;"> </span>This policy clearly stated that it would
include additional terms not in the primary policy – such as the absolute
pollution exclusion.<span style="mso-spacerun: yes;"> </span>That is something
that a policyholder purchasing an umbrella policy should watch out for.</span></span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: inherit;"><span><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"> <a href="https://masslawyersweekly.com/">Massachusetts Lawyers Weekly</a> quotes me in an <a href="https://masslawyersweekly.com/2020/12/31/total-pollution-exclusion-doesnt-bar-excess-coverage-for-oil-spill/">article</a> about the case. <br /></span></span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: inherit;"><span><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"> </span></span></span></span></p><span style="font-size: small;"><span style="font-family: inherit;"><span>
</span></span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: inherit;"><span><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"> </span></span></span></span></p>
Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0tag:blogger.com,1999:blog-2866888786685173714.post-59611653245086879722021-01-09T16:47:00.007-05:002021-01-09T16:49:25.944-05:00I learned a new word today! <p> </p><p>I received a letter from my professional liability insurer informing me of changes to my policy in my next policy year. Among them: in the definition of "professional services" "pro bono" services will be replaced with "eleemosynary" services. This is not a typo. It means "<span><span>relating to or dependent on charity; charitable." </span></span></p><p><span><span>The Oxford English Dictionary explains its origins: </span></span><span><span> </span></span></p><p><span></span></p><blockquote><span>Late 16th century (as a noun denoting a place where alms were
distributed): from medieval Latin eleemosynarius, from late Latin
eleemosyna ‘alms’, from Greek eleēmosunē ‘compassion’ (see alms).</span></blockquote><p> </p><p> </p><blockquote><span><p> </p></span><span></span><span></span><br /><span></span></blockquote><p></p>Nina Kallenhttp://www.blogger.com/profile/02994796080750727955noreply@blogger.com0