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<title>Articles and Essays</title>
<link>https://njapm.org/news/default.asp</link>
<description><![CDATA[   Articles and Posts from Mediation Professionals    &nbsp;  ]]></description>
<lastBuildDate>Sun, 26 Jul 2026 08:16:48 GMT</lastBuildDate>
<pubDate>Mon, 5 May 2025 13:04:00 GMT</pubDate>
<copyright>Copyright &#xA9; 2025 NJAPM</copyright>
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<title>Advanced Planning Helps Small Businesses Manage Disputes</title>
<link>https://njapm.org/news/news.asp?id=700248</link>
<guid>https://njapm.org/news/news.asp?id=700248</guid>
<description><![CDATA[<img alt="" src="https://njapm.org/resource/resmgr/njapm_echevarria_article_cia.png" /><img alt="" src="njapm_echevarria_article_cia.png" />]]></description>
<pubDate>Mon, 5 May 2025 14:04:00 GMT</pubDate>
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<item>
<title>Can Six Sigma Improve Diversity in ADR?</title>
<link>https://njapm.org/news/news.asp?id=599133</link>
<guid>https://njapm.org/news/news.asp?id=599133</guid>
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" /></p><p style="color: #000000; font-size: 11pt; font-family: Calibri, sans-serif;"><b>Can Six Sigma Improve Diversity in ADR?</b></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">Legal teams' initiatives and policies to increase diversity, race, and gender representation in the legal field are a work in progress. Despite this focus on diversity, there has been little attention paid to one facet of the legal ecosystem: alternative dispute resolution (ADR).</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">In-house counsel can use traditional business strategies and concepts, such as Six Sigma, to evaluate their company’s approach to ADR and increase diversity in their selection of professional neutrals.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><b><span style="font-size: 16pt; font-family: Helvetica;">What the data shows</span></b></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">Many ADR professionals come up through the legal profession. For the past few decades, the American Bar Association (ABA) has implemented several initiatives<a href="#_ftn1" name="_ftnref1"><span><span><span style="font-size: 12pt;">[1]</span></span></span></a><span style="color: blue;"> </span>to improve diversity in the legal profession. However, they have not had the impact or wide adoption anticipated.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">In their most recent resolution promoting diversity in corporate law departments and law firms, a survey tool was incorporated for assessing law firms-the 2020 Model Survey. The ABA’s principal findings illustrated that law firm leadership consisted overwhelmingly of white men. Although the minority associate pipeline was growing, it declined at the higher levels of partnership; and minority attrition was greater than that for white attorneys<a href="#_ftn2" name="_ftnref2"><span><span><span style="font-size: 12pt;">[2]</span></span></span></a>.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">Some initiatives, such as the Mansfield Rule<a href="#_ftn3" name="_ftnref3"><span><span><span style="font-size: 12pt;">[3]</span></span></span></a>, have had more success. Under the rule, 30 percent of interviews for an open position should be with diverse candidates.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">After the inaugural year of the program, Diversity Lab, an independent research firm, determined in 2018 that 41 of an initial cohort of 50 firms would be <i>Mansfield Certified.</i> This doesn’t mean that the firms have reached the finish line. Rather, they now have a process by which they can effectively reach their diversity goals.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><b><span style="font-size: 16pt; font-family: Helvetica;">&nbsp;</span></b></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><b><span style="font-size: 16pt; font-family: Helvetica;">Can Mansfield help ADR?</span></b></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">This development is significant for neutrals in ADR practices because corporate law departments and law firms are the key gatekeepers in arbitral and mediation case assignments. As principal selectors of ADR neutrals, they have been generally viewed as lagging in the selection of diverse neutrals. This prompted the adoption of Resolution 105 by the ABA in 2018, which called for an increased representation of minorities in rosters and increased selection by users of neutral services, that is, corporations and law firms.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">According to the ABA, the impetus of this resolution was the “lack of transparency” and the “network- based culture” that drives the selection process of neutrals. The sponsor of Resolution 105, the ABA Section of Dispute Resolution, concluded, “[It is] essential to shine a spotlight on the low level of diverse representation on neutral rosters and the special challenges created by the combination of the network-based culture within the profession, implicit bias, and the confidentiality that tends to obscure the degree to which Dispute Resolution lags behind the legal profession as a whole.”</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">With the incremental change driven by the Mansfield Rule, corporations have a chance to address the dilemma presented by the low-level of diverse neutrals in ADR. The question is: Do we have to wait for that incremental change? Or are there other available tools to address the issue contemporaneously with the accruing benefits of that diversity program?</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">More and more corporations keep diversity metrics for their legal work. Extending that tracking to ADR, an often overlooked area of legal practice, is an easy pivot. Corporations often use a closed referral network (<i>the old boy network</i>) for high value or <i>bet the firm</i> cases. But do all their cases fall into this category?</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><b><span style="font-size: 16pt; font-family: Helvetica;">Six Sigma can increase workforce diversity</span></b></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">As Vice President &amp; Associate General Counsel at GE Capital Life Assurance Company of New York, I learned how the business philosophy of Six Sigma could improve processes. According to Six Sigma proponents,<a href="#_ftn4" name="_ftnref4"><span><span><span style="font-size: 12pt;">[4]</span></span></span></a> actions and behaviors are a function of our values and beliefs. Therefore, a corporate culture guided by a system of values reinforced by metrics and goals becomes ingrained. Employees have a clear understanding of what the company stands for and how they can support their company’s goals.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">While most corporations are familiar with Six Sigma in achieving quality processes in products, it can also accelerate change — including ADR diversity. Six Sigma principles state:</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">We don’t know what we don’t know;<br />We can’t act on what we don’t know;<br />We won’t know until we search;<br />We won’t search for what we don’t question; and We don’t question what we don’t measure<a href="#_ftn5" name="_ftnref5"><span><span><span style="font-size: 12pt;">[5]</span></span></span></a>.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">When firms seek to address these unknowns, they adopt the DMAIC (Define, Measure, Analyze, Improve, Control) process to uncover the truth of the processes that are not offering the quality they want to achieve. Corporations can apply these principles to their ADR policies.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">We know corporations are leaders in adopting arbitration and mediation clauses in their contracts to resolve all manner of disputes. But do their diversity values carryover in this space? For this purpose, let’s define the issue as whether the corporations’ diversity values are reflected in their assignment of neutrals.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">Establishing a baseline (the firm's past two, three, or five years of cases) will be instructive in applying the principles cited. Concurrently, analyzing this cohort of cases, the firm can stratify the cases along identifiers such as type of case (arbitration, mediation), case issue (employment, consumer, commercial, IP, technology, etc.), amount at risk (this will help identify the actual number of “high value” cases), diversity of the arbitrator or mediator<a href="#_ftn6" name="_ftnref6"><span><span><span style="font-size: 12pt;">[6]</span></span></span></a>, and outcomes. The metrics from the last three criteria will illuminate information critical to whether high value cases are really driving assignments, who your assignees are, and whether you need to make informed changes in your case assignments.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">After conducting the appropriate assessment, and determining whether the company’s diversity policy is reflected in its assignment of neutrals, you can see if your ADR selections are adequately diverse. That is, you can proactively <i>improve</i> your criteria to ensure your diversity policy is actively extended to every sector of your firm's operation.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><b><span style="font-size: 16pt; font-family: Helvetica;">Institutional options</span></b></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">Most companies use one or more of the major institutional providers (such as the American Arbitration Association, JAMS, and the International Institute for Conflict Prevention &amp; Resolution (“CPR”)) as their case administrator in ADR. Most, if not all, of these institutional providers have implemented program changes to ensure that they have vetted highly qualified and experienced diverse neutrals. They offer selectors 20 to 30 percent of diverse neutrals with every selection list offered in a pending case, or have committed their members to diversity pledges.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">A continuing task for these institutional providers, of course, is to assess whether actual selections reflect the goal of their diverse lists. But aside from these institutional providers, there are a myriad of neutral organizations (such as the College of Commercial Arbitrators, the National Academy of Distinguished Neutrals, and the National Academy of Arbitrators) that can identify diverse neutrals with published resumes identifying the depth and variety of their expertise as either arbitrators, mediators, or both.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;"><span style="font-family: Helvetica;">In other words, there are many other tools and resources available. Relying solely on the recommendation of individuals in your network is not your only resource. And, based on your Six Sigma analysis, it may be limiting effective deployment of your diversity policy. After all, your diversity policy should be based on objectively analyzed criteria that supports your corporate values, strengthens outcomes for your internal and external stakeholders, and is in general good for our society. Therefore, ensuring its application is reflected in all areas of company business is just good business.</span></p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;">Reprinted with&nbsp;permission from “The Docket Magazine”</p><p style="color: #000000; font-size: 12pt; font-family: Calibri, sans-serif;">https://thedocketlaw.com/</p><div style="color: #000000; font-size: medium;"><br clear="all" /><hr align="left" size="1" width="33%" /><div id="ftn1">&nbsp;</div></div><p style="font-size: 10pt; font-family: Calibri, sans-serif;"><a href="#_ftnref1" name="_ftn1">[1]</a> ABA House of Delegates, Resolution 113 adopted 2016; Resolution 105 adopted 2018.</p><p style="font-size: 10pt; font-family: Calibri, sans-serif;"><a href="#_ftnref2" name="_ftn2">[2]</a> See, 2020 ABA Model Survey Report</p><p style="font-size: 10pt; font-family: Calibri, sans-serif;"><a href="#_ftnref3" name="_ftn3">[3]</a> The American Lawyer, August 20, 2018, by Meghan Tribe, pp.1-5.</p><p style="font-size: 10pt; font-family: Calibri, sans-serif;"><a href="#_ftnref4" name="_ftn4">[4]</a> Mikel Harry, Ph.D., and Richard Schroeder, Six Sigma, The Breakthrough Management Strategy Revolutionizing the World’s Top Corporations, p.69, (Doubleday, 2000).</p><p style="font-size: 10pt; font-family: Calibri, sans-serif;"><a href="#_ftnref5" name="_ftn5">[5]</a> Ibid.268-269.</p><p style="font-size: 10pt; font-family: Calibri, sans-serif;"><a href="#_ftnref6" name="_ftn6">[6]</a> This may be the most difficult to quantify but not impossible given MWBE data maintained by corporations or the cooperation of Service Providers who provide diverse strike lists or have adopted diversity pledges. See, for e.g. policy of American Arbitration Association, JAMS and CPR.</p>]]></description>
<pubDate>Tue, 15 Mar 2022 22:26:00 GMT</pubDate>
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<title>Prejudices: Changing Approach To Mediation</title>
<link>https://njapm.org/news/news.asp?id=578245</link>
<guid>https://njapm.org/news/news.asp?id=578245</guid>
<description><![CDATA[<p><img alt="Glenn P. Milgraum" src="https://njapm.org/resource/resmgr/gpm-1.jpg" /><br /></p>
<p>

    Submitted by <strong><a href="https://njapm.org/members/?id=68022176">Glenn P. Milgraum, Esq</a></strong></p>
<p>
    Glenn Milgraum PC
</p>
<p>
    Cedar Grove, NJ
</p>
<p><strong>HAVE YOU ADJUSTED YOUR APPROACH TO MEDIATION AS A RESULT OF PREJUDICES, BIASES, FIRST-IMPRESSIONS AND GUT-FEELINGS HAVING BEEN PLACED UNDER A SOCIETAL MICROSCOPE?</strong></p>
<p><strong>WARNING:</strong>&nbsp; This article is intentionally written to encourage introspective thought and as a topic for dialogue with your colleagues.</p>
<p>

    Prejudices, biases, first-impressions and gut-feelings have been placed under the societal microscope as of late.&nbsp; Does this mean that we should stop ourselves from jumping to early conclusions when dealing with individuals who find themselves in
    situations that we have been trained to evaluate?&nbsp; Is it okay for us, as evaluators and facilitators, to jump to conclusions based upon patterned behavior and expected outcomes?&nbsp; Do we have to evaluate all interactions starting with a clean-slate
    and methodically flesh-out all alternatives and possibilities before reaching any foundational conclusions?&nbsp; Should we trust our instincts when ‘personality’ traits can be utilized to help predict future behavior?&nbsp; Are our ‘instincts’ reliable
    indicators or are those instincts just a reflection of our own personal biases?</p>
<p>
    Are you interacting with a puppy, an ostrich, a bear, a turtle, or a fish?
</p>
<p>
    As a seasoned litigator, small-claims arbitrator and mediator, I have noticed that most participants to a dispute show personality traits that fall within several distinct categories.&nbsp; Handling negotiations is best done after being able to observe
    the participants and learning more about their individual tendencies.&nbsp; As such, introductory conversation is an absolute must.&nbsp; At the same time, there exists a need to identify one’s own biases/prejudices so as to avoid misconstruing behavior
    or missing clues as to how a participant may act or react.&nbsp;&nbsp; When acting as a small-claims arbitrator, quick decisive conclusions are expected.&nbsp; As such, this author has been trained to stop reading nuances into a situation that are
    not consciously being presented by the parties.&nbsp; The expected results are then determined with a passive understanding that gut-feelings are more likely the result of subconscious educated evaluation rather than expressions of mere bias.&nbsp;
    When performing duties as a litigator, attorneys are programmed to utilize ‘character’ behavior for their client’s advantage and jumping to conclusions to formulate ideas tends to serve them well when making unplanned points in oral argument.&nbsp;
    However, when mediating, it is necessary and extremely helpful to slow-down the process and take the time to understand the personalities of the participants and how they may react to each other.&nbsp; The mediator should try her best to get the participants
    to look at situations from a ‘new’ perspective that doesn’t necessary comport with their usual behavior or way of doing things. &nbsp;By taking the participants out of their individual ‘comfort zones’, the mediator seeks a change in the behavior that
    created the dispute and the resulting impasse.
</p>
<p>
    As a short-hand (which in and of itself is based upon first-impression biases) ¹, &nbsp;this author tends to place the participants’ actions into several distinct categories that are equated with animals to simplify what approach may need to be taken
    going forward.
</p>
<p>
    Below, are representative examples of some of these pigeonhole categories in which to place the mediation participants, and what steps may be needed to be taken to help the individual and the mediation process to move forward (the list is not exhaustive
    by any means, and placement requires constant reevaluation):
</p>
<ol>
    <li><u>The Ostrich</u>: Puts one’s head in the sand ignoring the importance of matters believing that passage of time will force a resolution.&nbsp; Runs after issues in quick and short spurts. May, or may not, want to be present.</li>
</ol>
When dealing with the “ostrich” personalities the goal is to express the importance of active participation and adhering to tasks that may lead to possible resolution.&nbsp; It may behoove the mediator to periodically remind the parties of the assigned
tasks.
<ol start="2">
    <li><u>The Puppy</u>: Naïve.&nbsp; Willing to please at his/her own expense.&nbsp; Happy chasing its tail even if no gains are made by doing so.&nbsp; Makes a lot of noise, just so he or she can believe they are being heard.&nbsp; Tends to be young and
        still clouded by strong emotions.
    </li>
</ol>
When dealing with the “puppy” personalities the goal is to encourage the party to express their own ideas, that would need to be put forth in a constructive and organized manner.
<ol start="3">
    <li><u>The Fish</u>: Cold to the situation.&nbsp; Like the “puppy”, willing to follow others’ ideas and/or actions without much thought. Tends to have a “short” memory.&nbsp;&nbsp; Doesn’t want to be “caught” by his/her actions and can be hard to pin
        down when a resolution may be close at hand.</li>
</ol>
When dealing with the “fish” personalities, it might be best to express ideas “on paper” so as to have a constant “visual” available for review.
<ol start="4">
    <li><u>The Bear</u>: Big presence.&nbsp; Growls and grunts.&nbsp; Can be aggressive. &nbsp;Fears no one and believes nothing will cause harm to them.&nbsp; Tends to be “short-sighted”.&nbsp; Very defensive about the children and their perceived needs.</li>
</ol>
When dealing with the “bear” personalities, the mediator should try to balance the situation by making sure the other participant is being heard, without diminishing any of the “bear’s” perceived issues.
<ol start="5">
    <li><u>The Turtle</u>: Like the ostrich, can hide their heads as a means of avoidance.&nbsp; Has a hard protective shell as a “defensive” mechanism. Takes slow and cautious actions (sometimes positive, sometimes negative).&nbsp; Quietly observes.</li>
</ol>
When dealing with the “turtle” personalities, the mediator needs to be in the position to stop the party from temporarily withdrawing from active participation.&nbsp; This can best be done by assigning tasks and short-term goals along the way.
<ol start="6">
    <li><u>The Bee</u>: Loves to hear their own voices.&nbsp; Drones on and on about the same things; usually revisiting topics previously discussed.&nbsp; Wants to be productive but doesn’t yet realize that they cannot do it alone.</li>
</ol>
When dealing with “bee” personalities, it might be best to have “shared” tasks assigned to the parties, so as to distract from past actions and to create a common focal-point in the future.
<ol start="7">
    <li><u>The Squirrel</u>: Hordes all of the paperwork and slowly doles out information when requested.&nbsp; Has a tendency to either try to control the dialogue and/or tends to bring up pertinent facts after the issue has been discussed ad nauseam.</li>
</ol>
When dealing with “squirrel” personalities, it might be easier for the mediator to accept all the paperwork in “bulk”, so as to “disarm” the possibility of gamesmanship.
<ol start="8">
    <li><u>The Goat</u>: Devours all suggestions (even the bad ones).&nbsp; Wants to “be on top”.&nbsp; Willing to butt heads, just for the pleasure of it.&nbsp; Resistant to seeing anyone else’s perspective or needs.</li>
</ol>
When dealing with “goat” personalities, the method of using assigned tasks may not work as well and the mediator may need to assist along the way so as to keep a short leash on the movement and direction of the mediation.
<ol start="9">
    <li><u>The Giraffe:</u> Willing to stick their necks out to discuss fresh or new topics.&nbsp; Looks for sympathy and expects to get a response in return.&nbsp; Ready to run when confronted with situations that make them feel uncomfortable.</li>
</ol>
When dealing with “giraffe” personalities, the goal is to slow down one’s approach and be ready to make the participant comfortable with the topics being discussed.&nbsp; To avoid the need to sympathize, the discussion should focus on the future and not
the perceived vulnerabilities caused by the parties’ past behavior.
<ol start="10">
    <li><u>The Rhino</u>: Very short-sighted.&nbsp; Blind to, or unwilling, to see the surrounding situations.&nbsp; Do not see themselves as vulnerable but is susceptible to being exploited if no guidance is given.</li>
</ol>
<p>
    When dealing with “rhino” personalities, it behooves the mediator (if authorized to practice law) to educate the parties on the state of the laws and what is expected of the parties.&nbsp; All mediators should repeatedly encourage the parties to seek
    independent legal advice to protect their own interests.
</p>
<p>
    When both participants fit into the same category, it tends to make the mediator’s job much more difficult.&nbsp; As mediators, we are there to assist the parties in reaching mutually agreed upon conclusions that fit within the parameters of the law.&nbsp;
    The methodology we use to get the clients to a successful conclusion will by necessity vary by the client’s willingness and ability to actively participate in a constructive manner and our ability as mediators to be creative and flexible.
</p>
<p>
    With gentle guidance and a knowing look, we can be the wise “owl” our clients expect us to be.</p>
<p>

    Becoming sensitive to our own prejudices and biases gives us important insight on how we have behaved in the past.&nbsp; It should not mean that we disregard our experiences, education and our ability to use first-impressions and gut-feelings to give
    us guidance in formulating a foundation to establish a framework to build upon in our evaluative process.
</p>
<p>
    ¹ <em>Emphasis is placed on the fact that this method is being used as a short-hand to track an individual’s behavior characteristics and is not based upon any scientific study or analysis.</em></p>
<p>
    * <em>Nothing herein should be construed as legal advice.&nbsp;You should always consult and/or retain a lawyer regarding any legal matter.</em></p>
<p><em>** &nbsp;Glenn P. Milgraum, Esq. is the principal attorney at Glenn Milgraum P.C, and is a litigation attorney with over 30 years of matrimonial experience in New Jersey and New York.&nbsp; He is a qualified mediator and appears on the court rosters in New Jersey and New York for “Civil”, “Matrimonial” and “Economic Aspects of Family Law” cases.&nbsp; He has also been trained to handle cases that have aspects of “Domestic Violence”. As such, he is a mediation-friendly “Review Attorney”. In New York his mediation services are conducted under the name of “Morningstar Mediation”</em></p>
<p><em>&nbsp;</em></p>
<p><em>&nbsp;</em></p>]]></description>
<pubDate>Tue, 29 Jun 2021 05:00:00 GMT</pubDate>
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<title>A Case With Forgery</title>
<link>https://njapm.org/news/news.asp?id=578247</link>
<guid>https://njapm.org/news/news.asp?id=578247</guid>
<description><![CDATA[<p>&nbsp;</p><p>&nbsp;</p><p style="text-align: center;"><img alt="" class="alignnone size-full wp-image-6130" src="https://njapm.site-ym.com/resource/resmgr/Forgery-768x364.jpg" width="400" height="200" /></p><p style="text-align: center;">&nbsp;</p><p>Submitted by:&nbsp; <a href="https://njapm.org/members/?id=68021903">J. Jay Safier, CPA, CBMA, CFF</a></p><p>&nbsp;</p>
<p>
    I was involved in mediating a case with the following situation:
</p>
<p>
    Customer had hired a retail home improvements company (“Company”) to make extensive modernizations of the kitchen and main bathroom in the Customer’s residence. The terms of payment required a modest deposit with most of the cost being paid after the
    work was done to the Customer’s satisfaction and the final inspection document had been signed by Customer. Over the course of time the work had been found to be unsatisfactory and problems arose during and immediately after the construction was considered
    completed. The Company repeatedly sent personnel to make the necessary repairs and corrections. However, the Customer was still dissatisfied and ended up hiring a second, independent contractor to finish the job. This meant tearing up some of the
    original new construction and replacing it. The Customer paid the second contractor almost as much as the outstanding balance still due to the Company. The Company persisted in billing Customer for the unpaid balance and now interest was accruing
    on it. Customer brought suit against the Company to stop the billing, indicating that the work had been unsatisfactory and that a second contractor was brought in to fix all of the problems. Documentation was also presented in the form of invoices
    from the second contractor to substantiate the extra costs Customer had incurred. The case was sent for mediation.
</p>
<p>
    Prior to the mediation conference I had requested the attorneys from both sides to submit mediation statements. They did so and included exhibits believed to strengthen their respective positions. Included with the documents from the Company’s attorney
    was a signed inspection document indicating approval of the work performed. After reviewing them I had determined how I wanted to proceed during the mediation and it was going along to a point where I thought a break was in order. Just as we were
    going to break I casually posed the following question to the Customer: “If you had so many objections to the work that was done, why did you sign the final inspection document acknowledging that you had walked through the work sites and found everything
    acceptable?” The Customer asked to see the document and upon looking at it said, “This is not my signature.” We did not take the break and instead I asked the Company’s attorney to respond to the statement. The attorney indicated that he could not
    because a review of the Company’s employees’ records for the date shown on the document revealed that no one from the Company had been at the Customer’s house that day.
</p>
<p>
    I requested the attorneys to meet with me privately at which point I reviewed the potential alternatives with the Company’s attorney. I indicated that I could stop the mediation and send the case back to the court to pursue the forgery matter. If such
    a piece of news got into the press it would provide bad public relations for his client. Alternatively, he might want to discuss the matter with the owner of his client and see if the limitation on the amount offered to close the case might be increased
    and then his client could handle the investigation of the forgery internally. As a result of the phone call the Company agreed to cease all claims for the balance of the original contract and also agreed to pay the Customer’s legal fees in connection
    with this matter</p>
<p>.
</p>
<p>
    Click <a href="https://njapm.org/members/?id=68021903">HERE</a> to contact I. Jay Safier of Safier Mediation Center, LLC</p>
<p>. &nbsp;

</p>
<hr />
<p style="padding-left: 40px;">Author:
    <a href="https://njapm.org/members/?id=68021903">I. Jay Safier, CPA, CGMA, CFF</a> Safier Mediation Center, LLC Fair Lawn, NJ</p>
<p style="padding-left: 40px;">&nbsp;</p>
<p style="padding-left: 40px;">&nbsp;</p>]]></description>
<pubDate>Tue, 4 Aug 2020 05:00:00 GMT</pubDate>
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