tag:blogger.com,1999:blog-12935410518006442812024-03-18T09:47:45.166+00:00Solicitors NewsSolicitors news and information on legal issues from nationwide residential solicitors MJP Conveyancing
Call 01603 877066 or 01603 877067Unknownnoreply@blogger.comBlogger258125tag:blogger.com,1999:blog-1293541051800644281.post-43157329001618943632022-01-14T11:28:00.002+00:002022-01-14T11:28:33.365+00:00If it's not broken don't fix it<div><div style="text-align: right;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEirlBg7pl5GkFqbUd7vvX298KXqzZvTEzLoK8bZrLUMGr9LFQUGISP8cH3XnZuhzEpMtLyRw_iANI5Tj5b5wKvt2BvccWcvEZ8Bkq6kV4QNKgs7zTWhVLJM-Jo8QdOyXNZDUEMw7-Z2KQEo6quLDZgDE2pylD7lJbKEHI1DYTifk6xWVFq0tbuL1z5r=s790" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="446" data-original-width="790" height="181" src="https://blogger.googleusercontent.com/img/a/AVvXsEirlBg7pl5GkFqbUd7vvX298KXqzZvTEzLoK8bZrLUMGr9LFQUGISP8cH3XnZuhzEpMtLyRw_iANI5Tj5b5wKvt2BvccWcvEZ8Bkq6kV4QNKgs7zTWhVLJM-Jo8QdOyXNZDUEMw7-Z2KQEo6quLDZgDE2pylD7lJbKEHI1DYTifk6xWVFq0tbuL1z5r=w320-h181" width="320" /></a></div></div><div><b><span style="font-family: Graphik; font-size: 14px; text-align: justify;">This might be controversial, however,</span><span class="Apple-converted-space" style="font-family: Graphik; font-size: 14px; text-align: justify;"> </span><span style="font-family: Graphik; font-size: 14px; text-align: justify;">I believe what I have to say here should be aired and debated.</span><span class="Apple-converted-space" style="font-family: Graphik; font-size: 14px; text-align: justify;"> </span></b></div><div><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;"><b>Our conveyancing system has remained more or less untouched for close on 100 years.<span class="Apple-converted-space"> </span>In 2007 there was an attempt made by the then rather brave and progressive Labour Party to introduce Home Information Packs. <span class="Apple-converted-space"> </span></b></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">Sadly, due to conflict between stakeholders and political change this move to ‘improve’ the house moving process suffered an almighty fall from grace.<span class="Apple-converted-space"> </span>Jobs, livelihoods and political will for progression were lost overnight.<span class="Apple-converted-space"> </span></p><p></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;">Since then we have witnessed the growth of professional bodies and trade associations flying the flag for change,<span class="Apple-converted-space"> </span>and advancing ideas based solely around the production of upfront information.<span class="Apple-converted-space"> </span></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">Government has taken a backseat, and not surprisingly, has left the industry to take the lead.<span class="Apple-converted-space"> </span>It seems there is very little appetite for a change in the law, and indeed, I recently heard a Government spokesman highlight the fact that in the light of transactions completed each year<span class="Apple-converted-space"> </span>the system seems, on the whole, to be working pretty well.<span class="Apple-converted-space"> </span></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">Transactions do collapse, and yes, there are wasted costs as a consequence. <span class="Apple-converted-space"> </span>The time it takes to move home is also at times excessive.<span class="Apple-converted-space"> </span></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;"><br /></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">The question I pose is should the Industry be putting its eggs all in one basket.<span class="Apple-converted-space"> </span>Is the current obsession with the production of upfront information a healthy one, when although it will probably help, it is by no means, a complete solution.<span class="Apple-converted-space"> </span>Do we really need more paperwork to complete when as conveyancers we are already up to out eyes in forms and documents?</p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">If you have attended a conveyancing conference within the last couple of years you will know all of the talk has been about pre-instruction information<span class="Apple-converted-space"> </span>forms, property log books and digitalisation.<span class="Apple-converted-space"> </span>In fact, there has been little other discussion, which is pretty amazing when the industry has and continues to face rising challenges posed by Covid 19, a major shift in the outlook of professional indemnity insurers, shortage of staff<span class="Apple-converted-space"> </span>and ever increasing AML obligations.<span class="Apple-converted-space"> </span></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">That aside, the absence of focus on other causes of transaction fall out and delay, is in my opinion a notable failing.</p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">Generally, the level of competency within the industry is not high, and probably reflects<span class="Apple-converted-space"> </span>low fee structures and training deficiencies. If standards could be improved, this would make a big difference to time scales. <span class="Apple-converted-space"> </span>There can be little doubt,<span class="Apple-converted-space"> </span>delay is often<span class="Apple-converted-space"> </span>caused<span class="Apple-converted-space"> </span>by a lack of knowledge and or experience<span class="Apple-converted-space"> </span>on the part of one or more case handlers. <span class="Apple-converted-space"> </span>Moving a transaction forward, rather then side ways,<span class="Apple-converted-space"> </span>is as important, if not more important, than knowing where the stop cock can be found.<span class="Apple-converted-space"> </span></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">As an industry should we not be doing more to make sure those engaged in the process are fully trained, are monitored and supervised more closely and are required to maintain<span class="Apple-converted-space"> </span>and produce continuing education records. <span class="Apple-converted-space"> </span></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">Better educated, trained and equipped case handlers, will not only improve service times, but will also help to reduce crippling high PII premiums. <span class="Apple-converted-space"> </span></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">Combine this with the use of the right technology, and an alternative, or supplementary solution, can then begin to take shape.<span class="Apple-converted-space"> </span>The conveyancing process might be old,<span class="Apple-converted-space"> </span>but there is nothing to prevent conveyances from moving from a more traditional outlook to one that embraces and is constructed around the benefits of technology. <span class="Apple-converted-space"> </span></p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">Hiding behind paper files, practicing within a ‘smoke and mirror’ environment, can no longer be a feature of how a modern day conveyancer practices. <span class="Apple-converted-space"> </span>Its not rocket science.<span class="Apple-converted-space"> </span>If there was more transparency and better and more instant channels of communication between clients, their conveyancers and other stakeholders, we would all start to see less failed transactions and a marked improvement in transaction time.</p><p class="p3" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; min-height: 18px; text-align: justify;"><br /></p><p class="p2" style="font-family: Graphik; font-size: 14px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: justify;">Yes, upfront information will help, but this should not be the only focus. <span class="Apple-converted-space"> </span>There needs to be a wider and more holistic approach.<span class="Apple-converted-space"> </span>The system is far from broken, and with better educated and experienced players combined with the use of technology, it is more than capable of facilitating a more efficient and positive journey for the client. <span class="Apple-converted-space"> </span></p></div><div><br /></div><div><br /></div><div><b>David Pett Solicitor and Director</b></div><div><br /></div><div><br /></div><div>MJP Conveyancing are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.com</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-12029064713290454782020-07-15T13:42:00.000+01:002020-07-15T13:49:27.944+01:00Online Conveyancing or Traditional Conveyancing<div style="border-image: none; 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<span style="font-family: "calibri";"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #0e101a; mso-fareast-language: EN-GB;">There
is often the argument floating around surrounding the best route for
conveyancing</span><span style="mso-fareast-language: EN-GB;"><span style="color: black;">.</span><span style="color: #0e101a;"> </span><span style="color: black;">I</span><span style="color: #0e101a;">f you're looking to
buy or sell your home do you proceed with a traditional high street solicitor
or use an online company</span><span style="color: black;">?</span></span></span></span></div>
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<span data-preserver-spaces="true" style="background: none; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The world is going through a strange time at the moment and it is fair to say that nobody knows what is around the corner, We also know that business must go on and the housing market needs to remain fluid.</span></span></div>
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<span style="color: #0e101a; mso-fareast-language: EN-GB;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Covid-19
has arguably encouraged firms across all sectors to consider a new approach to
how they operate as the fine line between proactivity and reactivity becomes
much more apparent as we navigate through the unknown. MJP Conveyancing is
completely online based and we have seen the demand for our services rise
during the lockdown, we have seen clients who had never considered online conveyancing
before instructing our services because we have the capacity to cope with
the demand that traditional solicitors don't.</span></span></span></span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span data-preserver-spaces="true" style="background: none; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: black; font-family: "times new roman";"><span style="color: black; font-family: "times new roman";"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-family: "times new roman";">
<span style="color: #0e101a; mso-fareast-language: EN-GB;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #0e101a; mso-fareast-language: EN-GB;">Alongside
our in house built technology we are also able to complete electronic ID checks
for both the client and the donor using a third-party app meaning that we don't
need to </span><span style="mso-fareast-language: EN-GB;"><span style="color: black;">meet with our</span> <span style="color: #0e101a;"> client</span><span style="color: black;">. T</span><span style="color: #0e101a;">his
wasn't a reactive decision, it was a forward-thinking decision that the company
made in October 2019. </span></span></span></span></span></span></span></span></span></span></div>
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<span style="color: black; font-family: "times new roman";"><span style="font-family: "calibri";"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #0e101a; mso-fareast-language: EN-GB;">Our
Director David Pett discussed his forward-thinking approach and vision in an
article published in The Messenge</span><span style="mso-fareast-language: EN-GB;"><span style="color: black;">r,</span><span style="color: #0e101a;"> a publication by The Manchester Law Society</span><span style="color: black;">,</span><span style="color: #0e101a;"> this can be read here <a href="https://flickread.com/edition/html/5db95e79bea7e#24"><span style="font-family: "times new roman";">https://flickread.com/edition/html/5db95e79bea7e#24</span></a></span></span></span></span></span></div>
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<span data-preserver-spaces="true" style="background: none; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Advantages of online conveyancing with MJP Conveyancing.</span></span></div>
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<li style="font-size: 11pt; font-style: normal; font-weight: normal; margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><span style="font-family: "arial" , "helvetica" , sans-serif;">24/7 access to your client logbook</span></span></li>
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both on the phone and via your logbook</span></span></li>
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<li style="font-size: 11pt; font-style: normal; font-weight: normal; margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><span style="font-family: "arial" , "helvetica" , sans-serif;">150-200 updates per transaction.</span></span></li>
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times on the phone</span></span></li>
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<li style="font-size: 11pt; font-style: normal; font-weight: normal; margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Complete transparency </span></span></li>
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<li style="font-size: 11pt; font-style: normal; font-weight: normal; margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">We offer a unique approach</span><span style="color: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> -</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> we don't believe that one
size fits all</span></span></li>
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<li style="font-size: 11pt; font-style: normal; font-weight: normal; margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Pricing and plans to fit your budget </span></span></li>
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<li style="font-size: 11pt; font-style: normal; font-weight: normal; margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Electronic ID checks</span><span style="color: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> -</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> there is no need to visit
our office</span></span></li>
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<li style="font-size: 11pt; font-style: normal; font-weight: normal; margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">4.5/5 </span><span style="color: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">rating </span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">on Trustpilot</span></span></li>
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<span data-preserver-spaces="true" style="background: none; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: "arial";">Here is what one of our clients said on Trustpilot</span></span></div>
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<div class="review-content__title" style="-webkit-text-stroke-width: 0px; background-color: white; border-image: none; box-sizing: border-box; font-variant-caps: normal; font-variant-ligatures: normal; letter-spacing: 0.5px; line-height: 1.62rem; margin: 0px 0px 8px; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span data-preserver-spaces="true" style="background: none; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><a class="link link--large link--dark" data-track-link="{'target': 'Single review', 'name': 'review-title'}" href="https://uk.trustpilot.com/reviews/5f07632c3f06f20a9c996d6b" style="background-color: transparent; box-sizing: border-box; color: #1b1b21;"><span style="color: #38761d; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><em>Recommended!!</em></span></a></span></div>
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</span><div class="review-content__text" style="-webkit-text-stroke-width: 0px; background-color: white; border-image: none; box-sizing: border-box; font-variant-caps: normal; font-variant-ligatures: normal; letter-spacing: 0.5px; line-height: 1.5rem; margin: 0px; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span data-preserver-spaces="true" style="background: none; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #38761d; font-family: "arial" , "helvetica" , sans-serif;"><em>I used MJP to buy my first home! Not only they were the cheapest but also very efficient especially all the work was done during the COVID19 pandemic and completion was done on time.<br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" />The best thing about the service is the online portal, being able to track everything happening is just reassuring and knowing at what stage you are was just very convenient. Also the finance tab had the breakdown of all the charges and at the end I ended up getting some refund too.<br style="box-sizing: border-box;" />Thank you very much MJP for the easy transaction and the smooth and fast completion.<br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" />I'm very happy with the service and the online system you have and you are a great team! keep it up<br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" />I definitely recommend and will use you again next time.</em></span></span></div>
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<span style="font-family: "arial";"><span style="color: #0e101a; mso-fareast-language: EN-GB;"><span style="font-family: "arial" , "helvetica" , sans-serif;">It is
safe to say that technology has certainly made a huge impact on our continued
ability to provide our award-winning service to clients. This isn't a new thing
for MJP Conveyancing triggered by the economic climate, it is the way we work
on a daily basis and as we continue to grow we would like to welcome new
clients, estate agents, and brokers to embrace technology and join our online
way of working.</span></span></span></div>
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MJP Conveyancing are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.com</div>
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Martinhttp://www.blogger.com/profile/02364097969164944562noreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-84277439776353031892020-06-30T14:46:00.000+01:002020-06-30T14:50:29.528+01:00Working through COVID-19<br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">As lockdown restrictions were eased colleagues returned to the office and we are pleased to say that this was a successful transition after 68 days of working from home. We wanted to provide a summary of the last three months and discuss how we have adjusted and our new approach to business. Due to being an online based firm we extended our geographical reach to ensure that business levels remained as fluid as possible, this also enabled us to understand other locations where our services are well received and we remain active in these areas.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The last few months have been extremely busy and the demand for our services has increased to somewhat normal levels. All the team feel much better working within the office environment. We of course adhere to social distancing measures and each member of the team has been provided with hand sanitiser to ensure hygiene levels are maintained.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Going forward we will continue to provide outstanding service for our clients and as we look to restructure our teams we are confident that we will continue to be a positive force within the property industry.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">During lockdown, our Director David Pett felt that we should continue to recognise employee's efforts, all staff members working were given an Amazon voucher to spend and we continued to select our employee of the month. It is important to say that everyone has worked extremely hard, Tia & Martin were employee of the month for April & May and Toby is June’s employee of the month, well done Toby this is well deserved!!</span></div>
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<tr><td><span style="font-family: "arial" , "helvetica" , sans-serif;">The first week of working alone managing New Business was at first rather daunting. I knew that I had a huge responsibility to bring in as much work as possible which at times felt like an impossible task as we were working in conditions beyond mine or anybody's control.<br /><br />My main goal was to manage the pipeline of business as there were still clients that had accepted offers on properties and therefore wanted to proceed with their respected sale & purchase, it was really important however that I made clear that we must adhere to government guidelines throughout the whole transaction and things were subject to change. For me, this was about striking a fine balance of a proactive approach to securing business but also having the ability to react to whatever circumstances presented themselves.<br /><br />On a positive note, I was able to start building relationships with third parties such as estate agents, and brokers. We have also seen some of these relationships take form as we can offer a service that is unique with our advanced cloud-based technology. We have also seen clients be more open-minded to online conveyancing which has been great as this is a testament to our way of working.<br /><br />I have always been of the view that people buy from people and as the housing market starts to rebuild it is nice to see clients that I had spoken to in March now choose MJP Conveyancing. Without the hard work in the early stages, I don't believe that we would have seen as many new clients onboard as we now have. One thing that I am confident about is that the service I discuss with clients is not only nationally award-winning but our team cares about our clients which to me, justifies the late nights and weekend working. We have no idea what the future holds but I am confident that we are already showing that we have adapted to the new normal.</span></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">We continue to receive 5* reviews across all platforms such as Trustpilot, Google, Review Solicitors and internally</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">MJP Conveyancing is an online firm which naturally made advising clients on the conveyancing process from the comfort of our own homes a lot easier. We didn’t need to take large stacks of files home with us, we simply logged on to our online portal and continued to work. In that respect, I think it is fair to say we were well prepared for COVID-19.<br /><br />With that said, our workforce was significantly reduced and our clients understandably required more support and guidance than ever during the uncertain times of COVID-19. I found myself and the rest of the team working longer hours and over the weekends to maintain our excellent standard of client care which we pride ourselves on. We also had to be flexible and help out in other teams where necessary. This was challenging, and became difficult to sustain as the weeks continued to pass.<br /><br />We closed our phones lines from incoming calls in order to manage our work load whilst working from home. However, we also wanted to keep our personal touch and reassure our clients that we were available on the phone if needed so we added a ‘call-back’ system. This allows clients to request a call back at a suitable time.<br /><br />In conveyancing there is a saying that you can only go as fast as the other parties involved. I really felt the impact of this during lockdown. A lot of our clients wanted to progress as quickly as possible but this was not always achievable in light of government guidance or where the other parties’ solicitors or estate agents were closed, or perhaps working limited hours. Of course, this is understandable in the circumstances but given we are an online firm and were fully-functioning throughout I found it challenging to manage client’s expectations.<br /><br />I feel like this experience has really brought our team closer because we had to communicate more than ever whilst working from home in order to ensure transactions continued to progress, and to support each other. We mainly communicated over Zoom and telephone, with the occasional funny picture via email to keep spirits high. Our Director David Pett was good for this.<br /><br />Working from home during lockdown was tough but I truly believe that we have learnt some invaluable lessons which will improve our service moving forward with technology at the forefront.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">During Covid-19 we were able to launch our premium service which as proven extremely popular.</span></span><br />
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MJP Conveyancing are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.comMartinhttp://www.blogger.com/profile/02364097969164944562noreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-31994968769440815022020-05-13T09:21:00.001+01:002020-05-13T09:43:07.668+01:00Housing market to reopen <div class="separator" style="clear: both; text-align: center;">
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We are pleased to hear that the government has opened up the housing market as of today, throughout this pandemic we have continued to assist clients by completing on transactions within the parameters of government guidelines, and we will continue business as usual to assist all existing and new clients.</div>
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Here is what was announced.</div>
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The PUBLIC HEALTH, ENGLAND The Health Protection (Coronavirus, Restrictions) (England) (Amendment) (No. 2) Regulations 2020 are in force as of 13th May 2020.</div>
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Theses provide </div>
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6.— (1) During the emergency period, no person may leave the place where they are living without reasonable excuse.</div>
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(2) For the purposes of paragraph (1), a reasonable excuse includes the need—</div>
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(l) to undertake any of the following activities in connection with the purchase, sale, letting or rental of a residential property—</div>
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(i) visiting estate or letting agents, developer sales offices or show homes;</div>
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(ii) viewing residential properties to look for a property to buy or rent;</div>
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(iii) preparing a residential property to move in;</div>
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(iv) moving home;</div>
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(v) visiting a residential property to undertake any activities required for the</div>
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rental or sale of that property;</div>
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We will hope to see a steady and consistent rise of interest in our services, and we would like to take this opportunity to welcome any new enquiries.</div>
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Please do get in touch to receive a quote or discuss your options on 01603 863727, <a href="mailto:nb@mjpconveyancing.com">nb@mjpconveyancing.com</a> or visit our website <a href="http://www.mjpconveyancing.com/">www.mjpconveyancing.com</a> </div>
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MJP Conveyancing are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.com</div>
Martinhttp://www.blogger.com/profile/02364097969164944562noreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-69727380860877457592020-04-22T10:30:00.001+01:002020-04-22T10:51:14.958+01:00FAQ with MJP Conveyancing<div class="separator" style="clear: both; text-align: center;">
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">What is meant by residential conveyancing?</span></strong></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Residential Conveyancing is the legal process of purchasing or selling a house. Most people use solicitors to act for them on a house sale or purchase because they are not sufficiently familiar with the process. There are various aspects to consider during the transaction to ensure that client needs are guarded.</span></div>
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">Are there any "hidden fees" included in a quote from MJP?</span></strong></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Not at all, we are completely upfront with our costings, if for whatever reason the client has generated an online quote and missed any information then we let them know early in the process. Our quotes are easy to understand and each costing is listed so there are no hidden fees. There are however extra fees that a client may request, these are fees that are not included in a standard transaction such as a declaration of trust this is optional where more than one client is contributing different shares and would like to safeguard these, we wouldn't be aware of these from the outset but we would offer on request.</span><br />
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">What is your Geographical reach?</span></strong></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">MJP is an online national award-winning Conveyancing Solicitors, although our office is based in Norwich we service clients across England & Wales. We are on the panel of several comparison sites and all major high street lenders, so access to our services is extremely accessible. The easiest way to access our services is to visit our website www.mjpconveyancing.com where the client can request a quote, send a message and read useful information about us. The client can also call us at any point if a call back is requested outside of normal working hours we aim to respond the same day.</span></div>
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">How long does it take to complete on a transaction?</span></strong></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Under normal circumstances, we would be able to advise the client of a realistic time frame to complete on a transaction, however, due to the obstacles that COVID-19 presents this is ever-changing. In an ideal world, a standard transaction can take anywhere between 8-12 weeks. There are many parties involved within a transaction, the clients, the agents, the mortgage brokers, management companies, all of which work to their timescales which can throughout a transaction cause timescales to build up. Our current stance is to expect delays but also be reassured that we are making every effort to make the client journey as easy as possible.</span></div>
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">What can a client expect when the initially instruct MJP?</span></strong></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">As we are an online firm we take instruction from the quote that is sent in email, the client will then be taken to an online questionnaire which is designed to generate information to ensure that we understand the complexity of the transaction. Once this has been completed we will then set up the clients' 24/7 lifetime property logbook where they can see all communication relating to their case. The time between completing our initial checks is dependent on the client. We can verify a client’s ID via an app, there is no need to bring documentation to the office which saves on time from the outset. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><strong>Where can new clients read reviews of MJP's service?</strong></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">We are very transparent with our service and welcome all reviews, we are currently rated 4.5/5.0 on trust pilot and 4.9/5.0 on Review solicitors which we feel is testament to our service. We are also very present on all social media platforms which we update on a regular basis.</span></div>
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<span style="font-family: "arial";"><strong>In brief what is the online case tracking system?</strong></span></div>
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<span style="font-family: "arial";">Our online case tracking system allows the client to log in to their property logbook and view the current status of their transaction. This allows the client to receive prompt communication via online messaging with 24/7 lifetime access, this is unique for many reasons such as the client receiving email prompts as their journal is updated meaning this is effectively live time updates. One of the other features of the property logbook is that all legal documents, correspondence, financials, legal reports & property searches to name a few are all in one secure place for the client to access. Typically a client can expect to receive between 150-200 updates per file and even in these current times service levels are not affected negatively. </span></div>
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MJP Conveyancing are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.comMartinhttp://www.blogger.com/profile/02364097969164944562noreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-57308885995634630022020-04-07T15:50:00.002+01:002020-04-07T15:50:30.916+01:00Simplifying the complications of a 'Covid 19 Contract of Sale'<br /><br />
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The need for conveyancers to follow the law and Government guidance following the out break of Covid 19 has never been greater, especially as we witness the Country travelling fast along the same graph line as Italy. </div>
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So, we all should know that despite the fact is it not law, just guidance, we must do all we can to dissuade clients from moving home unless the property to be purchased or sold is vacant, and clients are reminded of health requirements. In the absence of a legal prohibition, if a client instructs a conveyancer to proceed, apart form asking the client to sign a disclaimer, the conveyancer is under a duty to act on those instructions. </div>
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That’s the background out of which every practitioner seems to be working with a host of different and varying Covid 19 contractual clauses. In this article I wish to examine these, and to advance the the question of whether as lawyers we have fallen into that common trap of looking to overly complicate what should be a simple solution. </div>
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Let go back to basics. The point of exchanging contracts is to introduce certainty by making sure both parties become legally obliged to complete the contract, and to impose in the event of a failure pretty significant financial sanctions. This is essentially the heart of each and every conveyancing transaction. </div>
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So what has changed. Yes, we face unprecedented events and are looking to operate in very difficult times. However if two parties decide, contrary to advice, to look to exchange contracts knowing full well of the risks of a delayed contract is it really necessary to add a long series of clauses to the contract to cover each and every eventuality? Furthermore, is it defeating the very essence of the contract to allow a party to look to rescind the contract if notice is served alleging a Covid 19 event has prevented that party from completing? </div>
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The typical long form special conditions provide that the completion date can be deferred without penalty for up to 30 days if the agreed completion date becomes difficult to honour because of a Covid 19 event. Such events include a failure to arrange searches, obtain land registry documents or removal services, and/or a delay arising in securing mortgage funds and or help to buy bonus. I can see the sense of this, though obtaining the same objective can and is capable of being achieved with less words and detail. </div>
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So far so good. The part of the clauses I struggle with are the provisions allowing a party in certain defined circumstances to rescind the contract. I have seen clauses where one or other party in the chain is able to pull out of the legal commitment if their mortgage offer or help to buy funding is withdrawn, or if one party can no longer afford to proceed. The existence of a pandemic makes the risks of these events higher, yet surely they are the same risks that existed before the onset of this disease. I go back to the point I make above. If the parties enter the contract knowing these risks exist before they commit themselves, surely it is unfair to allow the parties to carry into the transaction a ‘get out of jail card’. </div>
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Surely the best option is look to ensure if possible there is a simultaneous exchange and completion. If this is not possible then perhaps look to pass down the chain a simpler clause, and one that offers the same flexibility, but without the uncertainty caused by the inclusion of clause to allow rescission. </div>
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I have been using the following clause:</div>
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<strong style="background: none; border-image: none; border: 0px currentColor; box-sizing: inherit; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><em style="background: none; border-image: none; border: 0px currentColor; box-sizing: inherit; font-family: Georgia, "Source Serif Pro", serif; font-style: italic; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">'Completion shall take place on [fix date] unless the current restrictions on movement imposed under the Coronavirus Act 2020 and the Health Protection (Coronavirus) Regulations 2020 remain in place, or are subsequently reinstated before completion takes place, in which event the completion date will change to a date fixed 35 days ( non working ) from and starting with the working day immediately following the lifting of the said restrictions unless an alternative completion date is agreed between the parties in the meantime’</em></strong></div>
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This essentially allows the parties the freedom to move the completion date if the current lockdown is, as is likely, extended, or a new lockdown is ordered in the future. </div>
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The certainty is that completion will take place ( 35 days after the date the lockdown ends) with no provision for either party to pull out without penalty. </div>
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Clearly if one party has contracted Covid 19, the 35 days should provide more than enough flexibility to work around isolation periods. It also allows sufficient time to address the request of mortgage funds and help to buy bonuses. The clause allows the parties to fix a completion date to their suiting once the restrictions are removed. In the meantime the parties have the certainty of a completion and the general protection of the contract. </div>
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We know that lenders are at Government direction looking to extend mortgage offers for three months so all being well the mortgage expiry date should not present a problem. </div>
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In very complicated times I submit as lawyers we need to try and keep things simple and to make sure the purpose of a contract exchange is fulfilled in full.</div>
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David Pett</div>
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MJP Conveyancing are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.comMartinhttp://www.blogger.com/profile/02364097969164944562noreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-43016694243293051332020-03-29T12:19:00.001+01:002020-03-29T12:26:47.299+01:00COVID-19 update from MJP Conveyancing<br />
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Covid-19 Information</h1>
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Acting on the latest advice from the government we are now working in a home based environment, we are well equipped to work from home by using our in house built cloud based technology and telephone system.</div>
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If you wish to obtain a quote please call 01603 863727.</div>
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FOR EXISTING CLIENTS</div>
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Apart from suspending all incoming calls pending our return, all post, emails and other work on your transaction will continue as normal. If you need to speak with us urgently on the phone please message us through your online portal and somebody will look to return your call within two working days if not earlier.</div>
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In addition to this we operate a "cloud" based telephone system, this allows each of our case handlers to access and make use of the system via an application on their mobile phones at home.</div>
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Please note that all client messages will be processed as usual, we wish to assure you that there will not be any break in the continuity of our service.</div>
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We will update you when we return to office based working.</div>
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Thank you for your understanding in these difficult circumstances.</div>
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Buying and selling a property can be stressful enough without the added worry of a pandemic, but what does this mean for the property industry?. The truth is that policy and guidelines are changing daily and we have measures in place to protect our client's interests the best that we can. Some of the most common questions that we get asked are;</div>
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<strong>Will I be charged any fees if the buyer or seller pulls out?</strong></div>
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If the "other side" pulls out of the transaction then in this instance we will not charge you an abortive fee, if however you decide to disinstruct then we will charge for the work that we have completed to date, which is capped at 50% of the legal fees.</div>
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<strong>Are you still able to order searches?</strong></div>
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The searches that are required in a standard purchase when obtaining a mortgage are environmental, water & drainage and local authority. Although our search provider will be able to order these there may be a delay in the responses due to the policies of the organisations providing these. We have received the following update from our search provider regarding local authorities.<br />
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Councils CLOSED until further notice:<br />
<em>Bridgend, Corby, Darlington, Dover, Neath Port Talbot, Newcastle Upon Tyne, North East Derbyshire, West Berkshire. </em><em>*Recently Added* Kingston Upon Thames, Amber Valley, Breckland, Kent Council (Highway Extend requests), East Riding of Yorkshire.</em><br />
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The following councils are temporarily closed whilst they assess if they are able to offer their services in an alternative way:<br />
<em>Brighton, Caerphilly, Cheshire East, Copeland, Derbyshire Dales, Eden, Elmbridge, Flintshire, Kings Lynn, Monmouth, Newark & Sherwood, North Lincolnshire, North Warwickshire, Slough, South Staffordshire, Test Valley, Torfaen, Tynedale, Vale of Glamorgan, West Lindsey, Cuty of York. </em><em>*Recently Added* Burnley, West Lancashire, Blackburn with Darwen, Liverpool, Gateshead, Runnymede.</em><br />
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<strong>Councils that are now back up and running:</strong><br />
<strong></strong><strong>Blaenau Gwent, Stockton on Tees, Newcastle Under Lyme, Calderdale, Cornwall</strong></div>
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<strong>If my estate agent is still allowing viewings is this advisable? </strong></div>
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We would recommend that as an individual you follow the H&S guidelines issued by the government, if you do complete a viewing take the necessary precautions such as wearing a mask and gloves and try not to touch surfaces, also wash your hands before and after the viewing. It is important to remember that information released to the public shows that Covid-19 can live on surfaces up to 9 days so please be careful.</div>
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<strong>How can I verify my ID to proceed with my transaction?</strong></div>
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As we are completely online based solicitors we don't need to see our clients to complete on any transaction. We have two ways of processing ID, In October 2019 we partnered with a provider that enables us to complete our ID checks using an app meaning that you can complete our checks from the comfort of your own home. The second way is by providing certified ID and uploading it to your file, in the current climate we would always recommend using the app as a first option.</div>
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<strong>What about a survey?</strong></div>
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Expect some delay in this regard.</div>
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Surveyors should not be attending habited properties unnecessarily though they will still be able to undertake surveys on empty properties.</div>
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Once movement restrictions are lifted you can commission a surveyor. If after this you would like to renegotiate the price of the property there will still be time to do so.</div>
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Government advice on home moving during COVID-19 OUTBREAK </div>
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<strong>Can I still buy and sell property?</strong></div>
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In short, yes.</div>
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If you have already found a property to purchase you can continue with the conveyancing process. The same applies if you have already found a buyer for your property you can still proceed with the sale.</div>
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If you have not yet found a property to purchase or if you have not yet secured a buyer now is a good time to prepare for when that time comes by instructed a conveyancer. There are still steps you can take to ensure that as soon as you are ready to proceed you have everything in place to do so.</div>
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<strong>What about my mortgage?</strong></div>
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Whether or not you experience a delay will depend on where you are in the house buying process.</div>
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If you have not yet secured a mortgage offer you may have to wait. Many mortgage lenders have put a pause on making offers as they are unable to complete their valuations.</div>
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You can still use an online mortgage calculator to see how much of a mortgage you can afford.</div>
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<strong>Will exchange and complete be delayed?</strong></div>
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Conveyancers have been advised to put measures in place so that exchange of contracts can still take place.</div>
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Clauses can be added so that completion is on notice until the lockdown ends. This means that once the lockdown has ceased notice is served from one conveyancer to the other allowing each party some time to prepare for completion.</div>
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Some completions can take place as normal, please see the below.</div>
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<strong>Is every house sale effected?</strong></div>
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Thankfully, no.</div>
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Right to Buy purchases from the council and tenants purchasing their property from their current landlord can continue as normal, however please be advised that this will be dependent on the councils ability to work remotely.</div>
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Investment purchases can still go ahead as can vacant properties and newbuilds. It is also possible to complete on your property and not move in until it is safe to do so.<br />
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When purchasing a newbuild please be advised to keep in regular correspondence with the development office to see how the disruption will affect the timetable for construction. The reality is that it is likely you will experience delays so please do keep your finger on the pulse.</div>
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Transactions such as Transfers of Equity and Remortgages can also still go ahead.</div>
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<em>Now might prove to be a good time for you to move all things considering. Many people are now finding themselves with more spare time to enable themselves to pace themselves with moving and unpacking their belongings.</em></div>
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<span style="color: #666666; font-family: "arial" , "helvetica" , sans-serif;">MJP Conveyancing are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.com</span>Martinhttp://www.blogger.com/profile/02364097969164944562noreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-36697964702572663722020-01-22T15:59:00.001+00:002020-01-22T16:49:38.099+00:00How does commercial conveyancing differ from residential conveyancing?<br />
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">What is conveyancing?</span></strong><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Before establishing the differences in the processes, it is important to consider what conveyancing is; Conveyancing is the legal process of transferring an interest in property or land from one party to another party. The pitfalls and peculiarities much of the associated legislation and practices means that, ordinarily, the parties to the transaction instruct legal professionals to deal with the process.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The conveyancers solicitors' primary role in the process is to review the legal documentation to ensure that the legal obligations of each party is met when going through the transaction. They also review the title documents to the property to ensure the suitability of the property for a buyers' needs.</span><br />
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">What are the differences?</span></strong><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Before the differences, it is important to realise that there are far more similarities than differences. At the core of each process, there is;</span><br />
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Party A wishing to sell an interest in their property</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Party B wishing to purchase that interest in the property on offer</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">An agreement on the terms of the transaction and relationship is reached</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">The legal formalities are commenced (the conveyancing process)</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">The suitability of the property for party B is ascertained</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">The interest in the property passes from party A to party B on completion</span></li>
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">Commercial conveyancing</span></strong><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">While there are a lot of similarities at the heart of each process, there are some key differences too.</span><br />
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">Freehold/Leasehold distinction</span></strong><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Whilst there are a vast number of leasehold residential properties in the UK, the vast majority of residential properties are still freehold properties. In commercial conveyancing, the majority of conveyancing transactions involve a business moving into leasehold premises, pursuant to paying a rent to a landlord that owns the freehold of the property.</span><br />
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">Extent of rights required</span></strong><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">As a result of the above, it is often necessary to consider the rights required of a commercial tenant in more depth than those in a residential transaction; as the majority of rights (save for new build properties) have already been established through transactions of the freehold residential property over time. These can include a number of rights, including but not limited to;</span><br />
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Rights to use a shared car park</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Rights to use the stairwells and elevators in a shared commercial unit</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Rights to use shared facilities</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Rights to keys/keycodes</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Rights to building's utilities</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Rights to end the lease</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Rights to decorate and install further items</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Rights to advertise</span></li>
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">Bargaining power/position of the parties</span></strong><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In residential transactions, generally by the time a file is created here, the terms of the agreement between the parties have established</span><br />
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;">The price has been agreed </span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">The rough timescales have been considered</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Occasionally a bot of negotiation occurs in the form of agreeing price reductions and allowances for some works that become apparent following a survey, but in the main this is then dealt with by the agents</span></li>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Unlike residential transactions, in commercial conveyancing, the parties on either side far more to negotiating terms; it's generally the nature of commercial businesses to do so.</span><br />
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">Use class of the premises</span></strong><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In residential transactions, the position will generally be that the use of the building has long been established to be residential. In commercial premises, it is more common to have to consider whether the existing use class of the property is suitable for an ingoing occupier. The local authority may be required to grant permission for the building to be used for the running of a certain business (ie the premises was previously used as a restaurant, the use of class of the premises may need to be changed if the ingoing occupiers are planning on using the premises as a shop or as a post office)</span><br />
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<strong><span style="font-family: "arial" , "helvetica" , sans-serif;">Clients</span></strong><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The attachment of a commercial client to a transaction is generally financial; that is to say that the primary motivation in completing the transaction is financial.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In residential conveyancing, the process is generally the most important thing going on in each party's lives at that time; therefore, the attachment to the transaction is more personal than financial.</span></div>
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<span style="font-family: "arial";"><span style="font-family: "arial" , "helvetica" , sans-serif;">The similarities and differences in each process is vaster and more interesting than can be explained in a short blog entry. However, this gives a short overview of primary considerations in each process.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> <em>Contributed by Thomas Keene Solicitor MJP Conveyancing</em></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">MJP Conveyancing are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.com</span><strong><br /><br />
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Martinhttp://www.blogger.com/profile/02364097969164944562noreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-73719707195209069352019-02-28T22:48:00.003+00:002019-02-28T22:52:26.733+00:00Estate Agents: Unlawful restriction on freedom of choice of conveyancer <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif; text-align: justify;">Times are hard for a number of estate agents, and with a sharp fall in commission, a number of agents are focusing more on increasing their secondary revenue streams, particularly referral fees.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">We all know that referral arrangements exist and are, at least for now, a fact of life. The question whether agents and linked conveyances are as open about these arrangements as they should, is less clear.</span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The pressure on agents to maximise secondary income has led to an increasing number of complaints about the unprofessional and unlawful tactic of ‘bad mouthing’ the vendor’s choice of conveyancer in an effort to ‘sell’ the service of their own pet conveyancer.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">We have found ourselves the victim of this practice. <span class="Apple-converted-space"> </span>Three local agents have made unjust remarks about our service in an effort to deter prospective clients from engaging us. <span class="Apple-converted-space"> </span>We have written to each and have not had the courtesy of a response.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">This conduct is abhorrent and is on the rise. <span class="Apple-converted-space"> </span>The objective is clear.<span class="Apple-converted-space"> </span>The agent is keen not to lose the commission that will be gained if the agent can steer the client to the agent’s pet conveyancer.<span class="Apple-converted-space"> </span>No regard is had to the wishes of the client or indeed the client’s rights.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">A truly independent conveyancer will undertake due diligence on the legal title without influence from the agent,<span class="Apple-converted-space"> </span>and may, for instance, advise the client not to proceed with the purchase if there is a major issue with the title. <span class="Apple-converted-space"> </span>The conveyancer may also assist the client to purchase the property at the current market price and not at the value advised by the agent. <span class="Apple-converted-space"> </span>In short the conveyancer will act independently to everyone apart form the client.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The risk for the client who is pushed in the direction of the preferred conveyancer is that the service provided may be strongly influenced by the value to the conveyancer of the high volume of work it receives from that agent.<span class="Apple-converted-space"> </span>There will be pressure on the linked conveyancer not to upset the agent who is feeding it with regular work. <span class="Apple-converted-space"> </span>The conveyancer would be less likely to advise on issues that could delay or jeopardise the transaction.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">So what is the narrative these agents use to ensure a prospective client goes with their recommendation?</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Firstly, its best to use <b>“our conveyancer is local"</b> - There is no great advantage in a conveyancing solicitor being local because nearly all conveyancing tasks are completed using email and telephone.<span class="Apple-converted-space"> </span>Just because the conveyancer is local does not mean the conveyancer is any good!</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><b>“We use them all the time"</b> - by the very nature of the arrangement, which will not be disclosed,<span class="Apple-converted-space"> </span>this is true. However the agent will have no direct control over the pace of the transaction, nor the actions of the other conveyancers in the chain.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><b>"Our conveyancer<span class="Apple-converted-space"> </span>is quick"</b> -<span class="Apple-converted-space"> </span>There is no conveyancer who can guarantee a quick service due to the fact that the transaction will only proceed as fast as the slowest party in the chain. <span class="Apple-converted-space"> </span>Conveyancers have little control over the delivery time of searches and mortgage offers, for instance.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><b>‘If you go with your choice of conveyancer you will have problems’<span class="Apple-converted-space"> </span>- </b>if a client hears this he or she should run a mile. Though the agent may profess to know about very conveyancer under the sun, the reality is that the agent will have little genuine information on the conveyancer and will not be basing the opinion on any facts. <span class="Apple-converted-space"> </span>The very fact the agent has mentioned this should ring alarm bells straight away.<span class="Apple-converted-space"> </span>The best advice is to walk out of the agency and look to find an honest agent, or to go the choice of conveyancer direct who<span class="Apple-converted-space"> </span>we are sure will point you in the right direction.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">It is both morally and legally wrong to provide false information in the delivery of a service.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The National Trading Standards' Estate Agency Team issued guidance on property sales in September 2015 which clearly sets out the duties which <b>estate agents</b>, must provide to consumers, what rights consumers and clients have and what redress they have.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The guidelines are far-reaching and legally enforceable and breaches can be prosecuted in the criminal courts, resulting in possible jail terms and unlimited fines.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">In particular, unfairness in practice, as defined in the guidance, is defined as results arising from the following:</span></span></div>
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<li style="text-align: justify;"><span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Giving false or misleading information to consumers regardless of how delivered, whether <b>verbally</b>, <b>in writing</b> or <b>via telephone.</b> This would cover providing a client with misleading information about the clients preferred conveyancer.</span></span></li>
<li style="text-align: justify;"><span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Exerting undue pressure on consumers including pressuring a potential buyer to use associated services for example <b>to use a particular firm of conveyancers</b></span></span></li>
<li style="text-align: justify;"><span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Not acting with the standard of care and skill that is in accordance with honest market practice and in good faith.</span></span></li>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><span class="s1">Furthermore <b>it<span class="Apple-converted-space"> </span></b> is illegal under the </span><span class="s2">Estate Agents Act 1979</span><span class="s1"> for an Agent to force a client to use the Agent’s preferred conveyancer.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Blame for this practice does not stop with the agent and a client faced with pressure should also report the Agent’s pet conveyancer.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Both the Solicitor's Regulation Authority (SRA) and the Council for Licensed Conveyancers (CLC) make it very clear that its members are meant to ensure that their client has chosen them to act <b>without</b> pressure being exerted on them to do so.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">If<span class="Apple-converted-space"> </span>a client considers<span class="Apple-converted-space"> </span>he or she has been caught up in one of these referral arrangements and have been deprived of a free choice of conveyancer our advice is to complain to the Agent and also to the Regulator of the pet conveyancer.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">And finally….<span class="Apple-converted-space"> </span>Do keep in mind that it will probably cost the client<span class="Apple-converted-space"> </span>more - ( between £100 and £200) by engaging the pet conveyancer because most of these arrangements work on the basis of the referring agent’s referral fee being added to the fee paid for the conveyancing transaction.<span class="Apple-converted-space"> </span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing </a>are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-77068047327634135052019-01-09T10:13:00.004+00:002019-01-09T10:14:42.189+00:00Say 'No' to leasehold property <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">It goes against the grain to advise a client not to proceed with a property transaction, especially when the client has his or her heart set on purchasing the property. However, as a responsible legal advisor we need to less afraid of saying ‘No’. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Leasehold property is attracting a lot of negative press of late, and is the focus, as we know, of Government attention . The temptation is to look at this as yet another ‘scare story, and one which, in time, will blow over. The reality is it is unlikely it will, and if anything, it is likely to get worse before we will see any improvement. It's therefore dangerous, and potentially negligent, for conveyancers to stick their head in the sand and ignore the many warning signs appearing on a daily basis. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Doubling rent review clauses and provision for rent increase at regular issues are presenting a major hurdle for those who are looking not only to buy, but also sell, leasehold properties. It was only yesterday that an estate agent called to enquire why we were advising a client to withdraw from a transaction when the agent was aware other properties in the same development had recently sold. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">It is now recognised that it will be more difficult to sell a leasehold property which has a doubling ground-rent charge that rises after 10 years. This doubling of ground rent may have an impact on the marketability and mortgageability of the lease when selling or buying with such a clause. Some lenders may not agree to offer a mortgage on a property with a doubling ground rent. Nationwide has formally started declining mortgage offers which include a doubling ground rent clause.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">At present its a lottery as to whether a lender faced with one of these clauses with be prepared to lend. In the light of this, and the ever changing lender landscape, would it be sound advice to allow a client to purchase a property subject to a lease with one of these clauses? I would submit it would not, unless the lease could first be varied to remove the offending clause. Some conveyancers looking to avoid the delay and cost of seeking a lease variation, advise clients to take out indemnity insurance. I am not sure I agree with this because insurance only acts as a sticking plaster, and not as a cure. Furthermore, even if the lender is happy to accept insurance there is no guarantee that other lenders will be minded to accept the policy when it comes to sell/remortgage. Moreover, lender policy seems to be changing these days quicker than the wind. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">There is also a danger of some conveyancers becoming too fixated on what the clients lender is saying about the clause and ignoring in the process the best interests of the lay client. It is unsafe to assume that just because the lender is happy to proceed, that the client will also be content to continue. The client needs to be made aware of the dangers of purchasing a property with one of these causes in the lease, and in my mind advised not to proceed with the transaction. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">If the client disagrees then a letter setting out your advice should be sent and the client should be asked to confirm instructions in writing notwithstanding the advice. The client should be warned along that this type of rent review clause may:</span></div>
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<li style="background-position: 0px 0px; border: 0px; box-sizing: inherit; margin: 2.4rem 0px 2.4rem 3.2rem; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">be costly to the client as the rent increase (although as it gets more expensive this won't be during the clients life time);</span></li>
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<li style="background-position: 0px 0px; border: 0px; box-sizing: inherit; margin: 2.4rem 0px 2.4rem 3.2rem; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">stop a future buyer from getting a mortgage as mortgage lenders do not like doubling ground rent clauses (it might even prevent the client from re-mortgaging);</span></li>
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<li style="background-position: 0px 0px; border: 0px; box-sizing: inherit; margin: 2.4rem 0px 2.4rem 3.2rem; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">cause an issue on sale as the buyer doesn't want to buy a property with ground rent that doubles; or</span></li>
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<li style="background-position: 0px 0px; border: 0px; box-sizing: inherit; margin: 2.4rem 0px 2.4rem 3.2rem; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">reduce the property's value (the ground rent liability makes the property less valuable).</span></li>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">This represents a serious issue for conveyancers, and until Government makes these clauses illegal, conveyancers should be saying ‘No’ more often than I fear is happening at present.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">David Pett - Solicitor </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-15033054688577437132019-01-08T14:00:00.000+00:002019-01-08T14:00:23.075+00:00Help To Buy – Two steps forward one step back on the Property Ladder?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">The difficulty for First Time Buyers in getting that first step on the property ladder is well documented; the price of homes. The Independent reported in April 2018 that the average house price is now up 8 times on the average earnings. Grim reading for most, and why schemes such as Help to Buy ISA’s, SDLT breaks for First Time Buyers and now Shared Ownership Purchasers are a welcome relief to many looking to purchase their first home. Is the Help to Buy loan really the silver lining in the gloomy cloud of the property market for First Time Buyers? Whilst it offers the additional 5% required to meet that first rung on the ladder is it a false start? </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">Home moving company Reallymoving.com have suggested that Help to Buy loans could be as problematic as PPI claims and just as prevalent reporting that 70,000 First Time Buyers could be effected. The market research carried out shows that those using Help to Buy Loans paid on average 8% more for their homes, than those who did not, meaning that the short term gain is actually a loss in the long run. Clearly if there is more debt to pay off then when it comes to selling your property there becomes a real issue in terms of assessing what it is worth. The risk is that your home simply isn’t worth what you have paid for it and therefore you end up having to pay to sell your home.</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">The scheme works on the basis that you can borrow up to 20% of the property value and you don’t have to pay any of this back for the first 5 years. Subsequently you pay 1.75% for 5 years and thereafter 1% above inflation. Given you can only pay this loan back in either 50% increments, or wholly, and the average Help to Buy loan is £56,000.00, not many first time buyers are going to have that kind of money. It therefore begs the question; is the Help to Buy loan scheme actually only serving to increase property prices artificially in order that these first time buyers actually have sufficient funds to pay them off!</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">The Help to Buy loan’s conditions make it very burdensome to pay back, it is not possible to pay in monthly installments, or alongside a mortgage or similar, it must be paid in large lump sums which simply do not suit its target market. The Government and Help to Buy agencies should perhaps realign the Help to Buy Loan with its intended audience to make a more effective and worthwhile product. The success of the Help to Buy loan is that it has helped over 183,000 first time buyers buy their first home, but unfortunately for those in this scheme the worst may indeed be yet to come.</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">Thomas Barnes - Trainee Solicitor </span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.mjpconveyancing.co.uk/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-29638713471979267882018-11-06T15:57:00.003+00:002018-11-06T15:57:37.342+00:00Taking the stress out of moving home <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="-webkit-text-stroke-width: initial;">Alongside family and a job, a person’s home is one of the most important parts of anyone’s life. It is therefore only natural to find yourself becoming stressed during the conveyancing process. This blog written by <a href="mailto:Emma.Soulby@mjpconveyancing.com" target="_blank">Emma Soulby</a> Trainee </span>Solicitor<span style="-webkit-text-stroke-width: initial;"> with <a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a>, looks to give you some practical advice in order to make the process as stress free as possible.</span><span style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial;"> </span></span></div>
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<span style="-webkit-font-kerning: none; -webkit-text-stroke-width: initial; font-family: Arial, Helvetica, sans-serif;">1.<span class="Apple-tab-span" style="white-space: pre;"> </span>Start early - in most cases the process will take longer than you anticipated. We recommend that you start looking for a solicitor at least three months before you would like to move. We are able to set up a file whilst you find a property to buy or consider offers. Although the conveyancing process takes</span><span style="-webkit-font-kerning: none; -webkit-text-stroke-color: rgb(251, 0, 7); -webkit-text-stroke-width: initial; color: #fb0007; font-family: Arial, Helvetica, sans-serif;"> </span><span style="-webkit-font-kerning: none; -webkit-text-stroke-color: rgb(16, 0, 0); -webkit-text-stroke-width: initial; color: #100000; font-family: Arial, Helvetica, sans-serif;">6 to 8 weeks</span><span style="-webkit-font-kerning: none; -webkit-text-stroke-color: rgb(251, 0, 7); -webkit-text-stroke-width: initial; color: #fb0007; font-family: Arial, Helvetica, sans-serif;"> </span><span style="-webkit-font-kerning: none; -webkit-text-stroke-width: initial; font-family: Arial, Helvetica, sans-serif;">on average, the smart move is to certainly give yourself flexibility to accommodate for any hiccups along the road and reduce the stress you are likely to experience. </span></div>
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">2.<span class="Apple-tab-span" style="white-space: pre;"> </span>Get organised - look for key documentation when selling to make the legal process as smooth as possible. This will help to cut down enquiries which form the middle stage of a transaction. When purchasing, get your finances in order so that your solicitor can complete their source of wealth checks in a timely manner and your lender, if applicable, can get their mortgage offer issued. If in doubt about what you need to do, speak with your solicitor to discuss the next steps to see if there is anything you can get on top of. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">3.<span class="Apple-tab-span" style="white-space: pre;"> </span>Don’t make your own pressure - far too often we come across clients who are living in boxes when contracts have only just been drafted! This undoubtedly causes unnecessary stress. To combat this, consider ensuring there will be sufficient time in between exchange and completion, such as 3 to 4 weeks, to allow you time to pack and to book removals. If you would like this, it is best to let all parties know as soon as possible so that the chain takes this into account when planning and discussing completion. In the same vein, we advise clients not to agree a completion date too early in the process. Having a date in mind at the start of the transaction leads to unrealistic expectations and frustration when a transaction may be progressing well but not in line with your target timeframe and dates inevitably have to be pushed back. Giving notice for rental accommodation before exchange of contracts, for example, is one of the worst things a client can do not least because it risks them being made homeless. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">4.<span class="Apple-tab-span" style="white-space: pre;"> </span>Try to keep communications with the other party to a minimum- you have a solicitor, and possibly an estate agent, for a reason: to act on your behalf. Texting the seller, for example, can sometimes cause stress as the individuals may not appreciate the legal complexities which are being dealt with before a completion date can be agreed. Similarly, please remember that you should not contact the other party’s solicitor. This is a conflict of interest and a breach of professional conduct rules. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: Arial, Helvetica, sans-serif;">5.<span class="Apple-tab-span" style="white-space: pre;"> </span>Empty your plate - as one of the most important aspects of your life, it is astonishing when we sometimes find a client who is getting married or going on holiday at the same time as moving. This increases the pressure you will be feeling regardless of how the conveyancing process is going. Although circumstances cannot always be helped, do try to handle one matter at a time so that you can give it your full attention and experience as little stress as possible. </span></span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; text-align: justify;">Emotions will always be a part of the moving process so these practical tips aim to give you an insight into the common pitfalls we see clients make as solicitors. Going into a transaction organised and with an open mind will make the process as stress free as possible.</span></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; text-align: justify;">Emma Soulby - Trainee Solicitor </span></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing </a>are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-52023133586761214372018-10-08T21:38:00.001+01:002018-10-09T08:20:25.480+01:00Judicial Guidance on challenging the fee of a Party Wall Act Surveyor - Shamim Amir-Sidddique -v- Kowaliw and Gigonkowaliw ( 2018 )<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="-webkit-font-kerning: none;">The recent County Court decision in </span><span style="-webkit-font-kerning: none; text-decoration: underline;"><a href="http://www.boundariesbook.co.uk/wp-content/uploads/2018/06/Amir-Siddique-v-Kowaliw-18th-May-2018-HHJ-Bailey.pdf" target="_blank">S<b>hamim Amir-Sidddique v Kowaliw and Gigonkowaliw ( 2018 )</b></a></span><span style="-webkit-font-kerning: none;"> has offered some well overdue judicial guidance on the steps to take when appealing the quantum of fees awarded to a party wall surveyor.</span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Facts </span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The Building owner decided to convert the loft in her property to provide further habitable space, work which also involved the removal of the chimney breast in the first floor front room. This was clearly work that engaged the Party wall Act, though the building owner was hoping the Adjoining owner would return the courtesy she had previously afforded when similar works were undertaken by the Adjoining Owner without Party Wall engagement. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This did not happen, and the Building Owner was forced to serve a party wall notice. There then followed some acrimonious exchanges over the appointment of the Adjoining Owner's surveyor, mainly as a result of the Building Owners wish for the Adjoining Owner’s surveyor to act as a jointly appointed surveyor. The Adjoining Owner refused, and the Building Owner was forced to appoint a surveyor of her own. An award was then issued, and the works were completed. The award provided for the Building Owner to pay the fees of £1500 and her own surveyors fees of £595 and £180 ( the latter relating to the surveyor she had first appointed). </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Even though having regard to the extent of the work undertaken the fees did not appear on the high side, the Building Owner appealed the fees aspect of the award </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The matter came before HH Judge Bailey, a Judge with a wealth of experience in party wall disputes. He acknowledged that although there were judges like himself who could drawing on experience, express a view on the reasonableness or otherwise of fees, it was necessary for a party who sought to challenge feed, to come to the court armed with expert evidence, and to also, before the hearing, provide the adjoining owners surveyor with the opportunity to be joined as party, and to be heard on the issue. <br />
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He explained:</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><i>‘Given the sum at stake, and the cost of mounting an evidence-based challenge to the fees the Appellant’s approach is understandable, but it puts the court in an impossible position. The jurisdiction of the court under s 10(17) of the 1996 Act is plainly wide enough to vary that part of an Award which covers the fees of the party wall surveyor. But the court has to act on evidence and give reasons for any decision. There is an additional complication where a party wall surveyor’s fees are challenged by an appellant. The respondent to the appeal will often have no particular interest in the outcome of the challenge to the surveyor’s fees. Accordingly the party wall surveyor whose fees are being challenged may find that his interests are not being properly protected. Where a party wall award appeal includes a challenge to a surveyor’s fees it is important that this is flagged up in the interim stages of the appeal. The surveyor concerned should then be given an opportunity to apply to be joined to the appeal as a second respondent so that he may take part in the appeal, be required to give disclosure where appropriate, and be permitted to adduce any evidence he wishes in support of his fees’. </i></b></span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The Court laid down some guidelines on the evidence it would expert to see when a party was challenging the reasonableness of fees, and in short this entails the need for expert evidence on the following:</span></span></div>
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<li style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-stretch: normal; line-height: normal; margin: 0px; text-align: justify;"><span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">What would a reasonable party wall surveyor charge per hour for the work in question. The Judge found that <b><i>‘There is, incidentally, no clear guidance from any authoritative source on charging rates for party wall surveyors, in contrast to the position in other professions’</i></b>, and,</span></span></li>
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<li style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; font-stretch: normal; line-height: normal; margin: 0px; text-align: justify;"><span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Analysis of the relevance and reasonableness of time spent on each item of work undertaken by the surveyor ( in effect to determine the reasonableness under s10 (13) ( see below) ). This the Judge stated would involve the building owner obtaining a third party disclosure order against the adjoining owner surveyor to obtain his time sheets, documents, workings and other relevant papers. HH Judge Bailey acknowledged that there could be circumstances where the adjoining owner would be required to pay part of the fees of his own surveyor. <br />
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The Court commented that there are no principles upon which the surveyor or surveyors should act when making awards of costs when exercising their powers under s10(12) and (13) of the 1996 Act. Looking at liability the Court noted the Act provides, in s 11(1), that except where there is specific provision to the contrary “<b><i>expenses of work under this Act shall be defrayed by the building owner”. </i></b></span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">HH Judge Bailey reminded us that are provisos to this general provision:</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><i>‘First the fees in question must be reasonable, see s 10(13). The building owner need not pay the adjoining owner’s surveyor’s fees where they are unreasonable in amount because, for example, the surveyor has sought to charge too high a hourly rate, or has charged for unnecessary work, or has taken an unreasonable amount of time to do the work that he has done. </i></b></span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><i>Secondly, the building owner will not be required to pay the adjoining owner’s surveyor’s costs when these have resulted from unreasonable conduct either on the part of the adjoining owner or the surveyor. The adjoining owner must act reasonably.’</i></b></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;">On this second proviso the Judge made specific reference to the case of </span><span style="font-kerning: none; text-decoration: underline;"><b>Manu v Euroview Estates Ltd [2008] 1 EGLR 165, 176G</b></span><span style="font-kerning: none;"><b>,</b> as detailing examples of the type of conduct that might persuade a court, namely:</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><i>‘ taking pedantic and difficult points, making repeated requests for unnecessary information, insisting on obtaining unnecessary or unnecessarily extensive reports from structural engineers, and in conduct apparently designed to hinder or delay the making of an award’</i></b></span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">HH Judge Bailey added that :</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><i>‘The conduct of any individual has to be set against the standards to be expected generally throughout society’ </i></b></span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">In the case the Building Owner argued 1) the Adjoining Owner’s refusal to reciprocate the courtesy she had previously afforded, and 2) the seeking of conditions on work that fell outside of the scope of the Act, and 3) the opposition to the Adjoining Owner surveyor acting as a jointly instructed surveyor, all amounted to conduct that would justify visiting all of the fees incurred on the Adjoining Owner. The Judge was not persuaded on 1 and 2, but did consider it was unreasonable for the Adjoining Owner to refuse to allow the surveyor to act for both, and therefore directed the the Adjoining Owner pay the Building Owner’s surveyor's ( second ) fees.</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Hourly Rate </b></span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If you are looking to challenge either on appeal, or on making submission to a third surveyor, the hourly rate charged by a surveyor make sure you adduce expert evidence, perhaps from a few different surveyors. In this case the Adjoining Owner actually reduced his hourly rate from £250 to £210 when it came to calculating his fee for the making of the award. This compares pretty favourably to the hourly rate of some surveyors, that can be as high as £350 per hour. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Unnecessary work ( e.g non party wall work) and or taking too long to complete work</span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This will involve a close and forensic look at the work undertaken by the surveyor after the surveyor has produced his working papers, either voluntarily, or by order. The expert would be able to comment on the necessity of each element of work and having regard to the hourly rate charged assess whether the time taken to undertake the work was reasonable or otherwise. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Conduct of the party</b> </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This would in part be covered by the approach referred to above, and an expert would no doubt be expected to comment on whether as a result of the conduct of the appointing owner when compared to the standards expected ‘throughout society’, any work had taken place and/or taken longer to undertake. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Though not mentioned in the judgment it is clear that when looking at reasonableness the question of proportionality is also an important factor to take into account. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Adding the Surveyor </span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If there is to be a challenge of the surveyors fees there is a need to ensure that before the hearing of the appeal, probably on directions, that the surveyor is given the opportunity to be joined as a party so that he/she can be heard. The question of seeking discovery of the surveyors papers should also be considered at this stage. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Conclusion </b></span></span></div>
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<span style="-webkit-font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="-webkit-text-stroke-width: initial;">In this case having regard to the nature of the works and complexity of the dialogue between the parties the fees did not seem </span>particularly<span style="-webkit-text-stroke-width: initial;"> high, and the writer is surprised an appeal was launched. The Building Owner seems fortunate to have succeeded, albeit on one of the three grounds, and it would be interesting to see how the costs of the appeal were apportioned. </span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;"></span><br /></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial; text-align: justify;">David Pett</span><span style="text-align: justify;"><span style="-webkit-text-stroke-width: initial;"> </span>Solicitor<span style="-webkit-text-stroke-width: initial;"> </span></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at davidp@mjpconveyancing.com</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-48117011262998417902018-10-07T19:45:00.000+01:002018-10-08T12:50:05.786+01:00S10 (10) of the Party Wall Act 1996 and the Exploitation of the Building Owner <div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">Dispute<span style="-webkit-text-stroke-width: initial;"> </span></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="-webkit-text-stroke-width: initial;">No where in the Party Wall Act 1996 ( ‘Act’) is a ‘dispute’ defined.</span><span style="-webkit-text-stroke-color: rgb(0, 0, 0); -webkit-text-stroke-width: initial;"> </span><span style="-webkit-font-kerning: none; -webkit-text-stroke-width: initial;"></span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The Collins Dictionary defines a <i><b>‘dispute’ as ‘an argument or disagreement between people’. </b></i></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;">If on serving a party wall notice the adjoining owner assents to the proposed notifiable works, there is not of course a dispute, whereas if there is </span><span style="font-kerning: none; text-decoration: underline;">no</span><span style="font-kerning: none;"> response within 14 days of service a dispute is ‘deemed’ to exist. A disagreement will also arise of course, if the adjoining owner expressly objects to the proposed works. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The existence of a ‘dispute’ is important for two reasons. Firstly, without one there is no jurisdiction for a surveyor to be appointed, and secondly a deemed or <i>existing</i> dispute is a prerequisite for the making of a party wall award. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">As for appointment, RICS issued Guidance Notes on the Party Wall Act states:</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><i><b>'The full extent of the dispute should be given upon which subsequently appointed or selected surveyors can determine’</b></i> </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Even where the adjoining owner has assented at the outset, the Act can still be engaged if during or following the completion of works a ‘dispute’ arises. The relevant provision is S10 (10) of the Act and provides the surveyors' tribunal is competent to make awards on matters which are in dispute between the parties and which are also connected with work to which the Act relates. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The surveyors also have the power to determine any other matter that may arise out of the dispute which has been referred to them or which is in some way incidental to it</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Their appointment is fundamental to achieving the purposes of the legislation and is widely credited with avoiding disputes between neighbouring owners that might otherwise result in litigation. The surveyors’ authority and power to make awards is not derived from their contractual appointment, but from the the provisions of the Act. Failure therefore to follow the requirements of the Act can render an award invalid. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">What happens when a dispute or deemed dispute arises following service of the Notice?</span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The usual course when a dispute arises, or is deemed to have arisen, following service of the Notice, is for surveyors to be appointed, and for there to be an award, or party wall agreement put in place to regulate the works before they commence. Usually, this will also provide a mechanism for the resolution of further disputes should they arise. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">The s10 (10 ) appointment </span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The position becomes a little less clear when the adjoining owner having assented at the outset subsequently decides to look to challenge the continuation of the works. On the face of it this triggers a dispute and the opportunity to engage the s10 (10) dispute resolution process emerges. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">However, it does not necessarily follow that just because the adjoining owner has decided for whatever reason to raise a concern a party wall dispute arises. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">There may be a number of reasons for the development. For example, the adjoining owner may have suffered some damage to their property during the course of the notifiable works, and becomes nervous about the prospect of the building owner making the work good, or offering compensation. The adjoining owner may, by way of a further example, have become fed up with the building owner’s builder taking advantage of previously agreed access rights. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">On the face of it these examples suggest a disagreement, and per se would justify the establishment of the s10(10) process. However, in both cases the situations could have easily arisen through nothing other than a misunderstanding, and or, without the building owner’s prior knowledge, especially if a contractor is involved. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Furthermore, for there to be a disagreement there needs to be a difference in views, and if on enquiry the building owner accepts the view of the adjoining owner can it really be said that a dispute exists. Clearly if one party accepts the position of the other there is no need or justification for the party wall dispute resolution provisions to be invoked. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">It is the uncertainty surrounding the adjoining owners change of heart that often exposes a building owner to the risk of financial exploitation by the ‘cowboy’ party surveyor who often circles looking for opportunities of this type. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">More often or not a building owner is forced due to pure ignorance of the workings of the Act to accept the appointment of the adjoining owner’s surveyor, even though there is no actual dispute present. It is only once the surveyor has bedded him or herself in that a dispute is then created to justify the appointment, and the massive fee accumulation that will inevitably follow. Its not too long before the building owner finds him or herself caught up in a protracted, very expensive and, more to the point, totally unnecessary process, and one from which there is no escape. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">So what can be done if this imprisonment occurs? </span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">For there to be an award there needs to be an existing dispute. This is clear from the present tense of the language used in s10 (10). </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;">This was made clear by HH Judge Bailey in the judgment he delivered in </span><span style="font-kerning: none; text-decoration: underline;"><b>Mohamed and Lahrie and Antino and Stevens (2017) </b></span><span style="font-kerning: none;">when dismissing the notion that the making of an award is always a necessary feature of the s10(10) process:</span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;"><i>‘The argument that the 1996 Act requires the surveyors to proceed to an award even where the parties have reached agreement would be wholly against the general principle that parties who are sui juris are free to make such agreements as they wish to make, provided that they are not illegal in nature. It is also against the clear policy of the CPR for the court either to restrain two parties from reaching an agreement on any subject matter which has been referred to party wall surveyors under the 1996 Act, or to hold unlawful and therefore unenforceable any agreement they do happen to make, simply on the basis that a reference has been made to the surveyors. Very clear statutory words would be required before the court would act in this way, and there are no such words in the 1996 Act’.</i></span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If therefore the building owner agrees with the views/demands of the adjoining owner no dispute can be said to exist, and the need for an award ceases. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">In so far as the fees of the adjoining owners surveyor is concerned, even though there would be a strong argument to justify refusal to accept liability ( on the basis there was no dispute available in the first place to justify the s10 (10) appointment), this could ironically be viewed as a dispute, and result in the making of an award. The best advise would be to offer and pay a small, but reasonable fee, and to then leave the adjoining owner to decide whether or not to run the cost risk of a third surveyor referral. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Practical Advice </span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If notifiable works are to be undertaken always serve a valid party wall notice. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If the neighbour objects, or does not respond, look to find out why, and wherever possible establish a party wall agreement to regulate the proposed work, and to provide a mechanism for resolution to cover the possibility of a dispute arising in the future. This will due to the decision in <u>Mohamed</u> ( above) reduce the risk of exposure to the cowboy surveyor, and also the probability of facing a huge fee liability. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This advice should equally be followed even if your neighbour consents to the works. It is not uncommon for long standing neighbours to fall out, often for reasons unconnected with the build, such as pure jealously. By having in place an agreement to provide for the resolution of any dispute that might arise later will make it very difficult for s10(10) to be invoked. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If there is no agreement in place, and a prima facie dispute follows assent, then find out what has gone wrong, and fix it quickly. Don’t let a dispute develop, and make sure that if the adjoining owner surveyor decides to unilaterally appoint him or herself, that you make it clear there is no disagreement. Follow this up with a written agreement, and ensure this has provision built into it to resolve any future disagreement that may arise. This may mean swallowing your pride, and making concessions beyond normal expectation, however do bear in mind that entering the party wall arena can often be akin to handing the adjoining owner’s surveyor a winning lottery ticket. </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;"></span><br /></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>David Pett - Solicitor </b></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-60499060214113451612018-09-10T11:05:00.004+01:002018-09-10T12:33:34.336+01:00The Insurance Distribution Directive and Conveyancing - Are you ready ? <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="-webkit-font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The Insurance Distribution Directive (IDD) will introduce as from the 1st October, 2018 a new regime for those involved in insurance sales, even if selling insurance is not your primary business.</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The IDD is designed to strengthen insurance customer protection, and will also apply to all businesses involved in the insurance supply chain, including where insurance is sold alongside other products.</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">So this will cover, for instance, the proposal and supply of defective title indemnity insurance. In this article I will look at the role adopted by most conveyancers when it comes to acting as a facilitator of indemnity insurance products. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The SRA advised: “All firms should therefore assess their own individual practices and make sure they are… able to comply with the revised rules.” The SRA has yet to issue confirmation of final rule change, though this is expected to be published shortly. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Suppliers of indemnity insurance have also been slow off the mark to provide guidance and revised documentation even though these changes were due to be introduced back in February of this year. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">What is meant by insurance distribution activities? </span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This will cover advising on and proposing contracts of insurance as well as carrying out work preparatory to the conclusion of contracts of insurance. Most conveyancers who facilitate indemnity insurance will fall within the category of “Ancillary Insurance Intermediary’. That is service providers and distributors of goods who distribute insurance products on an ancillary basis.</span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">What are the requirements for engaging in insurance distribution activities as an ancillary insurance intermediate?</span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">There needs to be evidence of registration with the your regulator to undertake such activities. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Those involved need to be of good repute and possess appropriate knowledge and ability to advise on and propose insurance products. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This will entail training on products and on what formalities need to be addressed when engaging with clients. The specific requirements for individuals to undertake 15 hours CPD relating to the provision of Insurance Intermediary Activities do not apply.</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">A manager must be appointed to ensure compliance and records must also be kept to demonstrate compliance. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">What are the rules on remuneration?</span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The IDD is keen to avoid conflict of interests when it comes to advising and supplying insurance products. </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;">This will therefore prevent a conveyancer from </span><span style="background-color: white; font-kerning: none;">making any arrangement by way of remuneration, sales targets or otherwise that could provide an incentive to the conveyancer or their employees to recommend a particular insurance product to a client when the solicitor could offer a different insurance product which would better meet the client's needs.</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This will also mean a conveyancer will to be able to be paid a commission or other advantage for the supply of indemnity insurance without full accountability to the client. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">What information needs to be given to the client at the point of the retainer?</span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The client care agreement will need to be reviewed. Precise and clear information on the what what the conveyancer can do and not do under the IDD needs to be given. The conveyancer’s regulator must be stated and the complaints procedure for dealing with complaints about the provision of and advise on insurance products must be made clear. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">What information must be given before the indemnity insurance cover is put into force?</span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The requirement for a demand and needs statement remains and is extended. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(a) sets out the client's demands and needs on the basis of the information provided by the client;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">{b) where a recommendation has been made, explains the reason for recommending that contract of insurance;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(c) reflects the complexity of the insurance contract being proposed;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">There is an obligation to also provide the client with objective and relevant information about the insurance product in a comprehensible form to allow that client to make an informed decision while taking into account the complexity of the insurance product and the type of client. This shall be provided by way of a standardised insurance product information document ("IPID") on paper</span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">The IPID </span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This will be supplied by the indemnity insurance supplier and shall include:</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(a) information about the type of insurance;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(b) a summary of the insurance cover, including the main risks insured, the insured sum and, where applicable, the geographical scope and a summary of the excluded risks;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(c) the means of payment of premiums and the duration of payments;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(d) main exclusions where claims cannot be made;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(e) obligations at the start of the contract;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(f) obligations in the event that a claim is made;</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(g) the terms of the contract including the start and end dates of the contract; and</span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(h) the means of terminating the contract.</span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">What obligations are there when recommending to a client which insurance cover to run with?</span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Where a conveyancer recommends a contract of insurance, the client must be informed this is made on the basis of a fair analysis of the products available within the market. This will involve looking at a sufficiently large number of insurance contracts to enable a recommendation of a product which would be adequate to meet the clients' needs. This will for example involve looking at the extent of the cover, whether the cover has an escalation clause, the rating of the insurer within the market and the conditions of the cover. In other words making sure the client can make an informed decision about the product. </span></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If you are only using one provider of indemnity insurance the time may have come to look to other providers for comparable products or to a provider that can supply you with a list of number of similar products for selection. </span></span></div>
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<span style="font-kerning: none;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Conclusion </span></b></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">In practice if an indemnity policy is required it is often requested by the buyers conveyancer. If this is the case and you are acting for the seller given the above you should be saying it is for the buyers conveyancer to look for the policy and to determine which policy would be suitable for their client. It would not be appropriate nor advisable for the buyer’s conveyancer to allow the buyer to accept a policy put forward by the seller without checking its suitability and carrying out an analysis of the market. </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;"></span><br /></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If a policy is required the key is to ensure the client is presented with all of the information required under the IDD and is left to make the decision on which policy designed to address the relevant defect he or she wishes to take out. Providing the appropriate policy required to address the defect is correctly identified one should be looking to only provide general advice to clients on the difference in insurer ratings and the benefits of escalation clauses when proposing insurance options. It should be made clear that cheaper cover may not always be the best option. </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;"></span><br /></span></div>
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<span style="background-color: transparent; color: #212529; font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-85041701975658151592018-09-07T16:00:00.000+01:002018-09-07T16:17:29.071+01:00‘Buyer Beware’ - Tips to avoiding post completion issues.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">We all like to imagine our dream
homes being exactly the way we envisaged upon completion. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Being able to move in with no
issues and taking our time to replace items such as the boiler and improve
rooms such as the kitchen and bathroom. Unfortunately our dreams are not always
a reality on completion.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The unfortunate reality of
purchasing a property in England and Wales is that the risk is entirely with the buyer. It is for the buyer
to inspect everything in as much detail as possible and for the buyers
Conveyancers to raise adequate enquiries to eliminate as much of the risk as
possible. This is really where your detection skills are put to the test.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">We cannot stress enough the
importance of inspecting the property as thoroughly as possible. Ensuring you
not only view the property but test the items within it. Asking the seller to
switch on the heating in the middle of summer can seem a bit excessive however
it will reduce any doubt over the state of the boiler - a costly post completion
situation we all too commonly see. Ask the seller, when was the boiler last
serviced, if this was not within the last 2 years or if they do not have the
report it may be worthwhile asking for it to be serviced prior to exchange of
contracts.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Another equally important factor
is to ensure that you commission a home buyer survey prior to exchange. It may
seem daunting looking at the results but as your conveyancers we can view the
home buyers survey and advise on any specific issues to be concerned with. If necessary we can then raise further enquiries
with the sellers solicitors. Our recommended
surveyors can assist and details can be found on our website : <a href="http://www.mjpconveyancing.com/" target="_blank">www.mjpconveyancing.com </a><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Finally if there is anything that
is of particular concern to you but you do not feel this has been dealt with
during the course of the enquiries do let us know. Once exchange has taken place the seller is not obligated to respond
to any further enquiries and it is therefore
important anything you wish to raise is dealt with pre exchange.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Post completion issues really can
hinder your enjoyment of purchasing a new property, do not be caught out inspection is the important
key.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">For further advice on post
completion issues please do not hesitate to contact our dedicated team - <a href="mailto:completions@mjpconveyancing.com">completions@mjpconveyancing.com</a> or
<a href="mailto:sophie.goodman@mjpconveyaning.com">sophie.goodman@mjpconveyaning.com</a><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Trainee Solicitor<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-40011191156428634662018-05-15T20:20:00.001+01:002018-05-16T08:54:55.096+01:00The Dreamvar Appeal- Strict Liability for identity imposter fraud cases?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The long and much awaited Court of Appeal decision in <u style="box-sizing: inherit;">Dreamvar (UK) Ltd v Mishcon de Reya</u> and the linked claim in <u style="box-sizing: inherit;">P & P Property Ltd v Owen White and Catlin LLP</u>, has now landed, and for the conveyancing industry, landed with a big bump.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In both cases a fraudster posed as the legal owner of the property. Each buyer instructed solicitors to act in the purchase and each transaction completed. The sale proceeds were unwittingly released to the fraudsters and the fraud was only discovered after the money was completely out of reach. The buyers were left high and dry and took action against their advisers.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In Dreamvar, the purchaser sued the solicitors acting on the purchase as well as the selling solicitors and selling agent. Even though the judge at first instance had no issues with the purchaser’s solicitors conduct of the transaction they were found liable.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">On appeal the Court of Appeal has attempted (and in many areas failed) to provide clarity on the following issues, and unfortunately the news for conveyancers and their insurers is not good.</span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Breach of warranty</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The Court of Appeal found that as the selling conveyancers signed the contract in P&P there was a warranty that the selling solicitor’s client, that is the imposter, possessed the authority to transfer the title, and that as the buyer placed reliance on that warranty the selling solicitors remain liable for the losses.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">It’s not clear what the position would be had the imposter signed the contract and not the seller’s solicitors. What is clear is that if the seller had included in the special conditions within the contract a clause to the effect no warranty as to the true identity of the seller is given, and that any reliance on any a warranty to this effect is unjustified, the decision might have been different. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In practice this could give rise to a stand off between the seller and the buyer and it is clear urgent guidance from insurers, the Law Society and the CLC is required. The late intervention of the Law Society in this appeal represented a lost opportunity to make a marked impact on the decision and as always it is the practitioner which has been left with uncertainty and unnecessary risk.</span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Breach of Duty</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Some good news! As anticipated the Court held a seller’s conveyancer does not owe a duty of care to a buyer.</span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Breach of Undertaking</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The Court held that the undertaking that forms part of the Code for Completion covers the situation where the funds are received from a buyer in a situation where as in these cases the seller is not the legal owner of the property. Therefore, by releasing the funds to the imposter, the seller’s conveyancer had breached the undertaking. This gives rise to not only professional difficulties, but a sellers conveyancer could also find themselves on the end of enforcement action under summary jurisdiction.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">I would suggest there is a need for seller’s conveyancers to look to modify the Code and make it clear that the authority to receive is on the understanding that all reasonable efforts to identify the seller as the owner have been made, and that as no warranty to that effect can be given, the undertaking should be viewed as amended in these terms. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Again, guidance from the insurance industry and the professional bodies is needed sooner rather than later.</span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Breach of Trust</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Further bad news for the conveyancer.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The questions addressed were:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Should the buying conveyancer be excused from their liability for breach of trust under section 61 of the Trustee Act 1925 when they had acted properly, and whether the seller’s conveyancer is liable for breach of trust at all when they innocently release the money to the fraudster.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">As for the seller’s conveyancer it was held there was a breach of trust as there was not a genuine completion – it goes without saying that completing the transaction on behalf of the fraudster and not the true owner is not a true completion.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Unfortunately, little if any guidance on what would constitute grounds for establishing a successful s61 defence was given. If these cases go onto the Supreme Court, which is probable, then hopefully some useful guidance for the industry may be given.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Clearly, carrying out good AML checks and having regard to what are now well-established red flags (vacant property, no charge, large sale price) would be a good start. Making sure in these cases that there is evidence tying the client to the property should now be a routine check. However, given the exemplary conduct of the buyer’s solicitors was not found to be sufficient to justify a S61 defence, it is questionable whether a S61 will still be an option, irrespective of the steps a conveyancer takes. This is bad news on all fronts as it could lead to a sizable increase in PII premiums.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">It also gives rise to the possibility of the seller’s conveyancers saying to the buyer’s conveyancer that they may wish to perform their own checks on the seller before proceeding. The buyer’s conveyancer may in turn advise their client whether they wish to proceed with a transaction where there is no warranty given as to the identity of the seller. In other words, putting the risk at the door of the buyer. In Dreamvar the first purchaser pulled out for this very reason. </span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Conclusion</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">It seems we are close to seeing a strict liability era for conveyancers who unwittingly find themselves on the wrong end of imposter fraud of this type. How the insurance industry reacts to this remains to be seen.</span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: "arial" , "helvetica" , sans-serif;">David Pett – Property Law Solicitor</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">15/5/18</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-3563283237821014872018-05-15T20:11:00.000+01:002018-05-15T20:12:14.206+01:00The Dreamvar Appeal and the game of 'ping pong' it has created<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHRwYTraOxr1j5tK9inb7cIABOBZY6owWI29rABERR-3vs61QnJvg9-hgLv2IPs8t82CkN5xbBDGzKmgpW2mgQw8Ry0AQc3Nv_ocLXoawaCDuxGfGvwR988bgMkeIwaQ3OPiV8KJmPEMY/s1600/20923250.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" data-original-height="288" data-original-width="440" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHRwYTraOxr1j5tK9inb7cIABOBZY6owWI29rABERR-3vs61QnJvg9-hgLv2IPs8t82CkN5xbBDGzKmgpW2mgQw8Ry0AQc3Nv_ocLXoawaCDuxGfGvwR988bgMkeIwaQ3OPiV8KJmPEMY/s320/20923250.jpg" width="320" /></span></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">The decision of the Court of Appeal in <u style="box-sizing: inherit;">Dreamvar (UK) Ltd v Mishcon de Reya</u> and the linked claim in <u style="box-sizing: inherit;">P & P Property Ltd v Owen White and Catlin LLP</u> has created more uncertainty and will without doubt lead to conveyancers playing ‘ping pong’ with each other as I hope this article looking at the practical implications will demonstrate. </span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">So a buyer solicitor will be asking the seller for a warranty that the conveyancer’s client is the legal owner of the property. In return the seller conveyancer will or should say that all money laundering checks required by statute have been undertaken but that no warranty should be implied into the response as to the true identity of the seller. </span></span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">The ball now firmly back in the buyer’s conveyancer’s court, the competent buyer’s conveyancer should challenge this, and say this is not good enough, and to specifically enquire as to whether the seller’s conveyancer has seen evidence to link the client to the ownership of the property. For example, evidence of building insurance or recent payment of council tax. This I submit is a reasonable request and one which the seller’s conveyancer should be required to answer. If the seller’s conveyancer refuses then the buyer should be made aware that there is a refusal to provide the evidence, and be advised that he or she should not proceed without it. Make sure the seller’s conveyancer is made aware of the consequence of failing to answer this question. </span></span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">If confirmation is given I am not sure the buyer’s conveyancer can do more. I consider it would in the absence of any other red flags be sufficient to take the reply as read. If there are however red flags present then the buyer’s conveyancer may decide to ask for the sight of the evidence. The risk here is by asking for this and then receiving it, the buyer’s conveyancer is then taking on responsibility for checking the authenticity of the documents supplied. </span></span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">This line of enquiry should be undertaken in each and every transaction. </span></span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">If the buyer’s conveyancer following this enquiry has on going doubts then as I say this should be made aware to the buyer, and it may be that the advice is not to proceed, and if the buyer wishes to do so then a disclaimer should be signed. </span></span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">The buyer in these circumstances should check the adequacy of the seller’s conveyancers PPI cover to make sure that off an issue arises the buyer is not exposed if a claim needs to be made. </span></span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">The buyer’s conveyancer should also insist that the Law Society’s Code of Completion should be adhered too, which is of particular importance if the seller conveyancer is a licensed conveyancer or a conveyancer which operates outside the Law Society Protocol ( if the Protocol applies the Code is implied). If the Code does not apply then the buyer’s conveyancer should insist on the seller’s conveyancer undertaking that they have the legal owner’s authority to receive the purchase monies. This should be sought before exchange.</span></span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">If this is not forthcoming my view is that the buyer should be advised not to proceed without it and if the buyer says he or she still wishes to proceed make sure a disclaimer is sought. </span></span></div>
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<span style="background-color: initial;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">There is no outright winner in this game - its all about compromise and making the client aware of the risks where these exist. </span></span></div>
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<span style="font-size: large;">David Pett - Property Law Solicitor </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at david@mjpconveyancing.com</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-9524542999309420292018-05-15T09:29:00.000+01:002018-05-15T09:29:34.923+01:00GDPR- What, How When, Where, Who? <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><span style="-webkit-text-stroke: rgb(0, 0, 0); color: black; font-family: "arial" , "helvetica" , sans-serif;">In an increasingly digital world, it is arguably harder to keep track of what we have bought, who we have spoken to, what we have signed up to and more importantly, where our data is held. When we receive the telephone calls about accidents that we never had or emails from a friend who is supposedly stuck in Thailand after being involved in a tuk tuk collision, it often worries us how our details ended up in the hands of these rather ominous places.</span><span class="Apple-converted-space" style="-webkit-text-stroke: rgb(0, 0, 0); color: black; font-family: "arial" , "helvetica" , sans-serif;"> </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Organisations have become wise to the trends in consumer behaviour; namely, we want things done quickly and efficiently with as little bureaucracy as possible. A trend that has been exploited by firms using pre-ticked boxes and electronic receipts as consent to marketing as a way of increasing their customer base and decreasing consumer knowledge.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Well, four letters have the potential to shift the power back to the consumer and those four letters are G.D.P.R. You may have only just started to hear the acronym being used or might not be aware of what it even means but organisations all over Europe are currently working on becoming compliant with what is being dubbed the biggest change to data protection law in the last 20 years.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">This article will give you a brief understanding on the EU General Data Protection Regulations (GDPR) and what MJP Conveyancing has been doing to ensure compliance for our clients.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">What?</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">1998; the era of chunky Nokia flip phones and dial up computers. 1998 was also the year that the Data Protection Act was introduced setting out 8 principles governing the use of personal information. Since 1998 we have witnessed technological growth on a scale far greater than we can process resulting in inadvertent cultural trends and an increasing imbalance of power in favour of the producer rather than the consumer.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><span class="Apple-converted-space"> </span>Let’s take the Tesco Clubcard as an example. Introduced in 1995, the Club Card was arguably introduced to gain a competitive advantage against its rivals by offering perks to returning customers. Since 1995 however, the growth in technology and types of data collected through the Club Card has enabled Tesco to gain a better understanding of their customers’ shopping habits such as what meals people like to eat, whether people like to cook from scratch or how many people are in the household based on the number of toilet rolls a customer purchases. My point? It is clear to see how data collection and analytics are changing at a rapid pace and there has been a growing need to modernise data protection legislation in order to protect how our data is shared and utilised by organisations.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><span class="s1">The General Data Protection Regulation (amongst many other functions) seeks to bring data protection legislation into the 21</span><span class="s2"><sup>st</sup></span><span class="s1"> Century by protecting the fundamental rights and freedoms of natural persons and in particular their right to the protection of personal data. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">How?</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">How does GDPR seek to modernise data protection regulation? There are various ways in which GDPR seeks to modernise data protection laws such as appointing a Data Protection Officer, Free Subject Access Requests and the relationship between data processors and controllers.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">One particular modernisation of the GDPR under Chapter 3 lays out 8 rights for individuals, namely:</span></span></div>
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<li class="li3" style="text-align: justify;"><span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The right to be informed</span></span></li>
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<li class="li3" style="text-align: justify;"><span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The right to restrict processing</span></span></li>
<li class="li3" style="text-align: justify;"><span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The right to data portability<span class="Apple-converted-space"> </span></span></span></li>
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<li class="li3" style="text-align: justify;"><span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Rights in relation to automated decision making and profiling.</span></span></li>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">These 8 rights amongst other things aim to provide individuals with a higher degree of access to their data as well as more transparency around how it is processed. What’s more, the GDPR explains how companies must provide a ‘reasonable’ level of protection which in itself provides the Information Commissioner’s Office with a lot of scope to fine companies who are in breach of these rights under the regulations. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Another modernisation to the data protection act through GDPR is the mandatory requirement to report Data Breaches within 72 hours to the ICO which was not under the Data Protection Act. Companies such as Carphone Warehouse, Facebook, Under Armour and My Fitness Pal have been in the press recently for Data Protection breaches, but it is not just the big guys that face liability. Small and large companies are under an obligation through Article 33 of the GDPR. With fines as large as €20 Million or 4% of total global turnover as versus maximum fines of £500,000 under the Data Protection Act, not only is GDPR enabling regulatory bodies to clamp down on bad practice, but are also providing clients with a satisfying remedy knowing that their data has not financially benefited business.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Overall, these regulations reflect a changing technological landscape which in turn has required our legislation to impose a greater degree of responsibility for those who control and process as part of their business.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">When?</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><span class="s1">GDPR comes into force on the 25</span><span class="s2"><sup>th</sup></span><span class="s1"> of May 2018. MJP Conveyancing have been working since December 2017 to ensure full compliance with the regulations. A dedicated team of inhouse staff have worked through a project list and we are now confident that we are compliant with the regulations.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">You may be thinking why I have taken then time to write this article given that the GDPR regulations are a piece of EU legislation and doesn’t apply to us because of Brexit. This is in fact wrong and the UK will have to prepare for GDPR as with all the other organisations within the EU in line with Article 3 of the GDPR . <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">To end…</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">MJP Conveyancing has been working tirelessly to comply with the GDPR regulations having successfully run a re-permissioning campaign, risk assessments and audits, staff training and various policy changes. We feel ready for the regulations and hope to provide our clients with a safe, transparent and reliable service which is really the ultimate aim of these regulations.<span class="Apple-converted-space"> </span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><span class="s1">See you on the other side of May 25</span><span class="s2"><sup>th</sup></span><span class="s1">!</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Written by Emily Chawawa.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">MJP Compliance Officer </span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-73461308470353605452018-05-10T23:25:00.000+01:002018-05-10T23:25:05.582+01:00Can a party wall surveyor be sued for negligence?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Arial, Helvetica, sans-serif;">The vast majority of surveyors who work within the party wall arena discharge their duty in a competent and ethically driven manner. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">There are however, a small minority who continue to let the side down. They operate outside the ambit of their statutory appointment and with little attention or care for the interests of the home owners they touch along the way. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">This presents a problem for many, since once appointed it is very difficult to remove a party wall surveyor. The involvement of an unethical surveyor can often lead to a whole heap of misery and financial loss for the unwitting appointee and or adjoining owner. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">I am often asked whether faced with this situation is it possible to bring an action against the rogue surveyor to seek legal redress for loss stemming from the negligent delivery of the service provided. In other words, can a party wall surveyor be sued for negligence. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">For an action in negligence to succeed the claimant will need to show that a duty of care exists, that the surveyor involved has breached that duty, and that there is a causal link between the breach and the actual loss suffered by the claimant. All of these elements must exist. So for example, if there is no loss then there is no entitlement to damages even if a breach can be proved. </span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif;"><b>Duty of Care </b></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">There is a clear contractual and common law duty owed by a party wall surveyor to the appointing home owner. The duty is to undertake work with reasonable care and skill. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Following a<u> section 10 of the Party Wall Act 1996</u> appointment, there is also a statutory duty owed, not only to the appointing owner, but also to the adjoining owner.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">It has been suggested that each surveyor owes a duty of impartiality to each of the appointing parties and that this must take priority to the interests of their own appointing client <span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><em style="background: 0px 0px; border: 0px; box-sizing: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">( Anstey, J., Party walls and what to do with them, RICS Books 1996, p. 15. See also Anstey, J., Trouble with the Neighbours, College of Estate Management 1983, p. 21). </em></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">This was recognised in <b><u style="box-sizing: inherit;">Lahrie Mohamed and Shehara Lahrie V Philip Antino and Raymond Stevens ( 2017)</u> </b>where HHJ Bailey recored in his judgment the following:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">'<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><em style="background: 0px 0px; border: 0px; box-sizing: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">It is important to note that the provisions of section 10 arise when a “dispute arises or is deemed to have arisen”. Once there is such a dispute, whether actual or deemed, either a single agreed surveyor or three surveyors are appointed, or, strictly, in the case of the third surveyor, selected. Where there are three surveyors two of them will have been appointed by (or occasionally for) one of the owners, whether building owner or adjoining owner. These party-appointed owners do (or should) not however act in any sense as agent for the owner appointing them. As the Earl of Lytton said when introducing the Party Wall Bill in the House of Lords on 31 January 1996: </em></span></span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><em style="background: 0px 0px; border: 0px; box-sizing: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif;">“The duty of party wall surveyors is quasi-arbitral. Once appointed they have a duty of act properly in the interests of both parties as statutory surveyors, which is a most important safeguard.”</span></em></span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif;">Breach of Duty </span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">So in what circumstances could a breach arise?</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">The most obvious breach is bias, where a surveyor clearly fails to take into account the interests of both parties. This is not to say one surveyor should not be able to adopt a position which is contrary to that of the other surveyor. Indeed, this is the reason a third surveyor is often appointed. There is nothing wrong with positioning, however the Act has more to do with serving the interests of the parties. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">As explained the surveyors are under a duty to act fairly and within the spirt of the Act, and to ensure they do not lose sight of the enabling purpose of the Act. The parties are not interested in the construction and interpretation of the Act, the building owner is looking to complete the works, and the neighbouring owner is keen to know what work is to be carried out and what measures will be in place to protect the neighbouring property. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">So those surveyors who look to create disputes which do not exist and or who use the statutory procedure to constantly argue for no purpose other than to cost build, could clearly be viewed as failing to discharge their statutory and common law duty of care.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Equally, a surveyor who fails to assist parties to reach a quick and inexpensive resolution of issues could also be exposed to a negligence clam. It is clear from the Court of Appeal decision in <u style="box-sizing: inherit;">Gray v Elite Town Management (2016)</u> that the <span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><em style="background: 0px 0px; border: 0px; box-sizing: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">“the statutory procedure is intended to be a simple, inexpensive dispute resolution mechanism”.</em></span> </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">It could also be argued that a breach could result from a surveyor failing to advise his appointing owner or indeed both owners of alternative dispute resolution options, such as mediation, when, as often occurs, there is a deadlock between the parties. </span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif;">Causation and Loss </span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">In the case of a surveyor acting outside of his or her statutory appointment, through, for example, raising countless argument on issues which are no longer in dispute, and or constantly moving the ‘goal posts’, and or unnecessary protraction of the process, and or obstructing/hindering the proceedings and or acting in a confrontational manner, and or using the Act for personal gain, there may exist sufficient evidence to prove a breach. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">If it can be shown that there is link between the breach(s) and actual financial loss, then the affected party or parties could very well be in a position to bring a negligence claim against the offending surveyor to claim damages. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">The general aim of an award of damages in tort is to restore the claimant to his pre-incident position. In contract, on the other hand, the aim of a damages award is to put the innocent party in the position he would have been in had the contract been performed.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">A damage claim could therefore include :</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Extra surveyor fees due to the unnecessary protraction of the process - that is for both building and neighbouring owners</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Extra cost/penalties due to the delay in the commencement/continuation of works</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Damage to incomplete building works due to prolonged exposure to the elements </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Legal costs incurred in addressing issues created by a rogue surveyor </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">The cost for establishing and running an alternative dispute resolution option</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Negligence actions are not for the faint-hearted, though do keep in mind that surveyors operate with professional indemnity insurance cover, and that once a claim is intimated you should find yourself dealing with the surveyor’s insurers rather than the surveyor direct. </span></div>
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<span style="background: 0px 0px; border: 0px; box-sizing: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Arial, Helvetica, sans-serif;"><a href="mailto:davidp@mjpconveyancing.com" target="_blank">David Pett </a>- Property Solicitor with <a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a></span></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-69250890050294545212018-04-30T21:20:00.004+01:002018-04-30T21:24:47.775+01:00Avoiding the Cowboy Party Wall Surveyor <div dir="ltr" style="text-align: left;" trbidi="on">
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Home extensions whether to create more space or to redesign existing layouts are on the increase. The availability of cheap loans and the stress associated with moving has made home improvement more popular than ever. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Most home owners are well aware of the need to consider planning and building regulations but are often less mindful of the important role neighbours play in the process. <span class="Apple-converted-space"> </span></span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The reality is they cannot be ignored, and indeed it is a point of law that neighbours must be given clear notice before work close to the neighbour’s boundary commences. This includes work on an existing wall, ceiling or floor structure shared with another property, building on or at the boundary with another property and or Excavating near a neighbouring building or structure.</span><span class="Apple-converted-space" style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Making sure this is not missed will or should provide the build proceeds smoothly. Get it wrong then this could cause delay and add to the cost of the build.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">There are plenty of websites out there with good advice on the procedure to be followed when the work proposed falls within the Party Wall Act, and providing the correct notice is given, and the party wall notice drawn in the correct form is served two months before the notifiable works commence, all should be well with the works.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">A lot of emphasis is placed on the procedure, yet little focus is given to the those who are actually involved in the administration and delivery of the process, namely the large band of party wall surveyors. In this article I provide some guidance on the factors to consider when it comes to engaging a party wall surveyor.</span></span></div>
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<span class="s1"><b><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">What is a ‘Party Wall Surveyor’?</span></b></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">A party wall surveyor is a person who specialises in resolving disputes arising under the Party Wall Act 1996. Surprisingly there are no specific qualifications required to act as a party wall surveyor. The Act is now over twenty years old and there is therefore a generation of experienced surveyors who have acquired a good working knowledge of the legislation and case law. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Many of these surveyors are supported and provided with clear guidance form the Faculty of Party Wall Surveyors, The Party Wall Academy, The Pyramus and Thisbe Club, and RICS. As with most industries there are good and bad participants. The difficulty for the lay person is in spotting the less ethical of the established surveyors and those who have are seen by some as using the Act as a ‘cash cow’. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">There are endless accounts of home owners who have had to shell out a lot of hard earner money because of the actions or inactions of certain surveyors who have gone out of their way to operate outside the spirit and requirements of the Act.</span></span></div>
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<span class="s1"><b><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">So, when do you need to appoint a party wall surveyor?</span></b></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">I have identified the type of works which attract the requirements of the Act. If a Party Wall Notice is required and served and the neighbour agrees to the works in writing then work can commence. If a dispute later arises then both the home owner and the neighbour can look to appoint a party wall surveyor to assist with the resolution of the dispute. If there is no response within 14 days or the neighbour objects a deemed dispute arises and the need for the appointment of a party wall surveyor arises. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Both home owners can appoint the same party wall surveyor though it is usual for each to appoint their own surveyor and also what is referred to as a third surveyor who will be utilised if the two appointed surveyors are unable to agree on aspects between themselves. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The purpose of appointing party wall surveyors when there is a dispute is for the surveyors to make a party wall award which lays out the requirements the builder will need to adhere too when carrying out the party wall works.</span></span></div>
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<span class="s1"><b><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">What questions do you need to ask when the need to appoint a party wall surveyor arises?</span></b></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The first question and one of the most important to ask is there in fact a <b>dispute?</b></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">For a party wall surveyor to be lawfully appointed there must exist a dispute. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">If the neighbour fails to respond to the party wall notice, or objects it does not necessarily mean there is in fact a dispute requiring the appointment of a surveyor.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">It is always advisable to engage with the neighbour, find out what the basis of the objection is, and see whether an agreement can be reached. If successful this can always be recorded in what is known as a ‘Party Wall Agreement’.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Alternatively consider mediation. There are some really good property mediators out there. This may involve some cost (£1000 - £1500), but if successful it could avoid a protracted and expensive party wall dispute. It may also preserve that long standing relationship which has existed between the owner and the neighbour.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Even if the neighbour consents a problem could occur during or after the works are completed. If a party feels aggrieved by the other party the temptation is to look for advice from a party wall surveyor. It is unfortunately pot luck as to whether the surveyor contacted will provide good morally based advice or not. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">There are a minority group of party wall surveyors who practice in what is known as ‘ambulance chasing’ and who look to use the Act to create or fuel disagreements between home owners. The majority of surveyors would enquire about the nature of the disagreement and ask the right questions. They would enquire about the ‘dispute’ and ensure that there is in fact a dispute before looking to send out a letter of engagement. For example, if the home owner has admitted notifiable works have caused damage then there is not a dispute and there is no need for a party wall surveyor to be appointed.</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The party wall surveyor is not there to look for or generate disputes which do not exist. In fact, the party wall surveyor is there to look after the interests of both owner irrespective of who has appointed the surveyor. They must act without bias and should do all they can to promote early and cost-effective resolution of all relevant issues. They should not stray from their statutory appointment by for example becoming embroiled in disputes over boundaries, trespass or other non-party wall works or issues. </span></span></div>
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<span class="s1"><b><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">How experienced is the party wall surveyor?</span></b></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Before appointing ask the party surveyor for a copy of his or her CV. Ask how often the surveyor has been appointed by a home owner and by a neighbouring owner to make the appointee has plenty of experience of looking after the interests of both. Ask for references. Speak to other owners who the surveyor has acted for in the past. Ask if they have ever been on the end of a RICS or similar body investigation. Do your homework. Go onto Google and enter the surveyor’s name. Those surveyors who have faced previous disciplinary action can often be identified by this type of inquiry, though do please be aware of ‘fake news’.<span class="Apple-converted-space"> </span>Look at external reviews and be suspicious of those surveyors who have a whole sting of 5 star reviews!<span class="Apple-converted-space"> </span>As I say wider research of the surveyor may be required.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Ask if the surveyor will act on a fixed fee. This will limit exposure to your own surveyor’s fees. If the surveyor says he or she will charge according to the time spent make sure a financial cap on the ‘spend’ is applied and to avoid entering into arrangements where the hourly fee is in excess of £200 per hour. Beware of the surveyor who says don’t worry about your fees as these will be paid by the other party. It is normal, but never guaranteed for the building owner to pay the surveyor’s fees of the neighbour. Do keep in mind however that the surveyor has the right to still charge you for the work not covered by or recovered from the home owner. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The appointed party wall surveyors may need to appoint but not call upon the services of a third party wall surveyor. Always ask your surveyor to consult with you before agreeing the appointment. They are not obliged to do so though if asked they may agree. The same due diligence on the proposed third surveyor should be undertaken to make sure there is no link between the appointed surveyors and the third surveyor that could potentially expose you to the consequence of bias.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">If a referral to the Third Surveyor becomes necessary then ask the surveyor appointed if he can get the Third Surveyor to take on the role more of a mediator than an adjudicator. <span class="Apple-converted-space"> </span>This way rather than making a decision that may fuel the dispute the Third Surveyor may be able to speak to the parties and bring about an amicable resolution of the issues.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Beware some surveyors will use the referral to the Third Surveyor as a means of building further costs.<span class="Apple-converted-space"> </span>No one should have to be responsible for costs when the argument is between the surveyors and<span class="Apple-converted-space"> </span>amounts to an academic one. <span class="Apple-converted-space"> </span>As mentioned the surveyors involved should be protecting and promoting the interests of both parties and not just those of the appointing party.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><b><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">What happens if it all goes wrong?</span></b></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">It does happen.<span class="Apple-converted-space"> </span>Even with the best will in the world a home owner may find him or herself entrapped<span class="Apple-converted-space"> </span>by the actions of a ‘rogue’ surveyor.<span class="Apple-converted-space"> </span>So if this happens what can you do?</span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">First of all, ask the good surveyor to speak with the other party direct.<span class="Apple-converted-space"> </span>There is nothing to prevent this from happening as the party wall surveyor owes a statutory duty to both owners.<span class="Apple-converted-space"> </span>If this doesn’t work resist the temptation to go down the route of a Third Surveyor referral.<span class="Apple-converted-space"> </span>This could prove costly.<span class="Apple-converted-space"> </span>Instead consider speaking with the other party direct and suggesting mediation.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Mediation is a good medium for quick and cost effective resolution, and if an agreement is reached this will then exclude the offending party wall surveyor.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">If that doesn’t work the there is a possibility of registering a complaint with RICS or other governing body. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">It may also be possible to explore the possibility of bringing a professional negligence claim against the rogue surveyor.<span class="Apple-converted-space"> </span>There is a duty of care, and if it can be shown this has been breached and actual loss has been suffered then<span class="Apple-converted-space"> </span>there may very well be a claim.<span class="Apple-converted-space"> </span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;">At the end of the day the hard working and committed party wall surveyors are suffering as a result of the sharp and wrongful actions of a small minority.</span><span class="Apple-converted-space" style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;"> </span><span style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;">To help these surveyors we must all be more careful in who is appointed</span><span class="Apple-converted-space" style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;"> </span><span style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;">since bringing about a decline in appointments will be the only way, at least for the moment, to rid the profession of its rotten element.</span><span class="Apple-converted-space" style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;"> </span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>David Pett</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Property solicitor with <a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing Limited</a></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-82920764197830737252018-04-27T08:05:00.000+01:002018-04-27T08:06:40.015+01:00Gifts Donors and Anti Money Laundering <div dir="ltr" style="text-align: left;" trbidi="on">
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The rise in gifted deposits has without doubt created further work for conveyancers.<span class="Apple-converted-space"> </span>Not only is there a need to check the nature of the contribution and to take steps to ensure a lender is aware of the gift, a conveyancer is also<span class="Apple-converted-space"> </span>obliged to consider exposure to liability under the anti money laundering legalisation. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">On the face of it the donor of the gift is not a client, there is no retainer. This raises the question of whether the legislation can be said to impose an obligation.<span class="Apple-converted-space"> </span>Interesting the Legal Sector Affinity Group Anti-Money Laundering Guidance for the Legal Sector ( March 2018) contains no reference whatsoever to the donation of gifts and of any requirements in relation to the donation of funds towards the purchase of a property.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The customer due diligence (‘CDD’) obligation clearly only relates to a person who retains a conveyancer to undertake a service which is regulated under the The Money Laundering, Terrorist Financing and Transfer of Funds (Information on the Payer) Regulations 2017 ( ‘Regulations’).<span class="Apple-converted-space"> </span>Strictly speaking a donor is not a client, and would not on the face of it be covered by Regulation 27 of the Regulations, that requires CDD to be applied when establishing a business relationship. Logically this must be correct,<span class="Apple-converted-space"> </span>The Donor has no direct relationship with the conveyancer, there is no retainer to provide a service, and the only connection is the existence of a relationship between the client and the donor. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">In fact, there is a duty on the conveyancer to advise the donor to seek independent legal advice before gifting the funds.<span class="Apple-converted-space"> </span>Clearly, if independent advice is sought the legal advisor would need to carry out CDD on the donor before providing that advice.<span class="Apple-converted-space"> </span>The same would apply if the contributor was looking to acquire a beneficial interest in the property to be purchased and sought separate legal advice for that purpose.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">So the starting point is there is no obligation on a conveyancer to undertake CDD on a donor unless with reference to Regulation 27 there is a suspicion of money laundering or terrorism funding.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">It could also be argued that if the donor is to send the funds directly into the conveyancer’s client account and the amount is £15,000 or over that this could be viewed as an ‘occasional transaction’, in which event there would be a need to undertake CDD on the donor.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The more tricky question is whether there is a need to undertake a source of fund and wealth check on the donor where no suspicion of money laundering exists.<span class="Apple-converted-space"> </span>There is clearly an obligation to make checks on the funds to be used by a client to purchase a property as well as on the general wealth of the client.<span class="Apple-converted-space"> </span>But the question is does that obligation extend to checking where the donor has acquired the funds and<span class="Apple-converted-space"> </span>whether the amount of funds made available fits with the profile of the donor?<span class="Apple-converted-space"> </span>Again, the Guidance is not very helpful and has little if anything on what checks should be made.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">If a client says funds are coming from Granny then clearly there is a need for the client to produce evidence that is so, and to see a bank statements showing the money leaving Granny’s account and being credited to the clients account. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">If the funds are to be paid directly into the client account then there would be a need to make sure the source of those funds is checked and verified. <span class="Apple-converted-space"> </span>I mention that CDD would also need to be performed. <span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The Guidance makes reference to ‘Know Your Client’ and of the need to capture information which will allow a conveyancer to create a profile of the client to assess the whether there is a fit between this and the nature and size of the transaction.<span class="Apple-converted-space"> </span>The difficulty with a donor is that as he or she is not your client it might be difficult without asking the right questions to carry out this assessment.<span class="Apple-converted-space"> </span>There are also data protection to consider and the related practical difficulties<span class="Apple-converted-space"> </span>in relation to privacy notices.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">There are some interesting academic questions surrounding the application of the Regulations<span class="Apple-converted-space"> </span>in relation to gift donations and the answer may be that conveyancers should be insisting that a donor instructs an independent advisor and requests that adviser to confirm that all CDD and AML checks have been undertaken.<span class="Apple-converted-space"> </span></span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">In the absence of that step, it seems the safest solution would be to always carry out CDD on donors as well as checks on the source of funds and wealth.<span class="Apple-converted-space"> </span>We treat a donor in the same way as the client and have<span class="Apple-converted-space"> </span>created a ‘pack’ which we send the donor to provide a privacy statement, to explain what is required, and to obtain the information we need to make sure that can carry out adequate checks on the donor’s funds and wealth. <span class="Apple-converted-space"> </span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;">This may be viewed as excessive, but with the presence of some serious</span><span class="Apple-converted-space" style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;"> </span><span style="-webkit-text-stroke: rgb(0, 0, 0); text-align: justify;">crime sanctions for non compliance it is far better in my mind to be over cautious. </span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><div style="text-align: justify;">
<a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></div>
</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-50212499485231262452018-04-06T13:09:00.002+01:002018-04-06T13:10:12.986+01:00Financial Crime - Conveyancing File Access Requests<div dir="ltr" style="text-align: left;" trbidi="on">
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The focus on financial crime detection is unlikely to diminish. On the contrary, it I likely to intensify and with this there will no doubt be a marked increase in requests from law enforcement agencies for access to client files. </span></span></div>
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<span style="font-family: arial, helvetica, sans-serif;">There are several powers available to those conducting financial crime investigations, and there is a need for all conveyancers to understand the obligations these create, and how the discharge of these should be balanced with the requirement to keep client’s information confidential. </span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The probability of receiving a request for access is high, and the need to be prepared, and to prepare your staff on what to do if a request is received, is one which you would be foolish to ignore. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The conflicting professional obligations are contained in Chapter 4 and 5 of the SRA Code of Practice. The former places an obligation on you to keep the affairs of clients confidential, unless disclosure is required at law, or the client consents. The latter Chapter states you must comply with court orders which place obligations on you. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Normally, the starting point for the enforcement agent is to serve a S29 Data Protection Act notice asking for information on a client for the purposes of the prevention, detection or investigation of a crime. The notice, if you comply with it, provides a defence to a claim of a data protection breach, yet it will not, and this is important to note, override your obligation of confidentiality. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">So what do you do? To begin with, you should make sure that the request is referred to the appropriate person within your organisation. It should go without saying, that you should have a plan in place to be relied on in the event of a request, for responding, dealing with clients and other relevant third parties and advisers. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">It is important to remember, that unless you are in receipt of instructions from the client under investigation relating to the enquiry, it is a breach of confidentiality to confirm or deny you act for the client. If however your engagement is already known, ( for example you are advised that your details were found during the investigation ), then there would be no harm in accepting your connection to the client. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Either way, you should advise the enforcement agency that you will not be able to grant access without a court order. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">You should also advise your professional indemnity insurers of the request straight away. Some policies will enable you to seek specialist advice on how best to respond, and on the more complex issue of which parts of the file are privileged from disclosure, and those which are not. Also consider contacting the SRA Ethics Helpline to seek guidance. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">You should also ensure that all files are available, since once an order for the production of the file is made you will normally only have 7 days to respond. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Ask the investigator whether it is possible to contact the client to seek consent for the disclosure. Normally you will be told not to ‘tip off’ the client, and if you are, then you must make sure there is no contact with the client. Instead wait for the Order to be produced. Make sure all staff who have involvement in the transaction ( if ongoing ) are alerted and open a separate file to record and retain documents relating to the request. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Also consider whether there is a need to submit a suspicious activity report. This is mainly relevant when you are acting for a client in a property transaction at the time the access request is received. This should put you on immediate alert of a possible money laundering offence, and if doubts about the source of funds or wealth also exist, your Money Laundering Reporting Officer will need to consider whether a SAR should be submitted. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">So to recap, never disclose a file without your client’s consent ( assuming you are in a position to seek this) , always invite the enforcement agency to apply for a production order, ensure you seek professional specialist advice either though your PII insurers or by going direct to an adviser, and then make sure you start preparing for the arrival of the production order. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">The agency will normally give you notice of when the application for the production order is to made ( normally within a 28 day period ), and will ask if you wish to be in attendance at the hearing of the application. Unless advised otherwise, there is no real need to attend the hearing, though it is worth asking for the time to comply with the order to be extended from 7 ( the standard ) to 14 days. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">There are several different notices and orders that can be sought depending on the nature of the investigation. Normally when property is concerned, and money laundering is suspected, the enforcement agency will seek a production order under s345 of the Proceeds of Crime Act 2002. The other likely option is to seek a production order under schedule 1 Police and Criminal Evidence Act 1984. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Neither of these two orders will require your to produce material that is subject to legal professional privilege. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">On receiving the production order immediately refer this to your advisor, and begin copying the material in readiness for production. You will need to consider whether the order has been obtained correctly, whether it is clear in its terms ( not, for example, drafted too widely ) and whether there are any parts of the file which should be redacted or excluded under legal professional privilege. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">What amounts to legal professional privilege is not an easy question to address, and even specialist advisors often struggle to provide definitive guidance on this issue. In the conveyancing arena the relevant head of privilege is advice privilege. In a conveyancing transaction all communication between you and a client is covered by privilege even though it does not contain advice e.g communication with, instructions from, and advice given to the client in the performance of your legal duty as adviser. This includes all working papers, your bill of costs and completion statement, and information imparted by prospective clients in advance of a retainer. Advice privilege does not however attach to the clients ledger and the actual conveyancing documents. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Legal professional privilege can be displaced by the crime/fraud exception where documents form part of a criminal or fraudulent act or communications which take place in order to obtain advice with the intention of carrying out of an offence. This applies even when you are not aware that you are being used for that purpose. Arguably, in the context of a conveyancing transaction where there is prima facie evidence of money laundering or attempted money laundering, this could mean that the whole of your file would need to be produced. </span></span></div>
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<span class="s1"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">As you will see this is a very complex area of law and specialist advice should always be sought. </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-28183840440794380462018-03-19T10:01:00.002+00:002018-03-19T10:06:07.567+00:00Your obligations under the Criminal Finances Act 2017 <div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmlqAlU-FQivtqFvAhgxdzqlpdeSDWyWHSC3JEqrntI-P9hC9xRFIjly30j0lAWtrj2qK4BIeRYOCGGGY5Yd6JSmWR5PE4V026IxakFObu0bO1TslUqn8sQn_GhuIQpcgskkGXYOspRIk/s1600/s300_HMRC_sign__media_library__960_.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="195" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmlqAlU-FQivtqFvAhgxdzqlpdeSDWyWHSC3JEqrntI-P9hC9xRFIjly30j0lAWtrj2qK4BIeRYOCGGGY5Yd6JSmWR5PE4V026IxakFObu0bO1TslUqn8sQn_GhuIQpcgskkGXYOspRIk/s1600/s300_HMRC_sign__media_library__960_.jpg" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The
pages of legal journals, and other publications, are currently filled with
information and guidance on GDPR and Anti Money Laundering, yet there is
very little commentary on the far-reaching obligations imposed by the Criminal
Finances Act 2017 (‘Act’). </span><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif;">It received
royal assent the 27th April last year, and contains some of the most
far-reaching changes to anti-money laundering since the passing of the Proceeds
of Crime Act 2002, as well as new powers designed to address the seizure of
suspected criminal property.</span></div>
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Equally as important the Act has also created new offences in relation to
the facilitation of tax evasion which will affect all companies, LLPs and
partnerships, such as lawyers. <o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">A company or LLLP or partnership can
now be held to account for the actions of its directors, employees and others businesses
with which it might contractually engage (“Associated Persons”) in relation to a
failure to prevent facilitation of tax evasion – not only in relation to UK tax
but also in relation to foreign tax evasion offences. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">This includes <span style="background: white;">any specific statutory tax evasion offence or the
common law offence of cheating the public revenue. There must also be an
element of fraud or deliberate dishonest conduct, so liability would not arise,
for example, through failure or even a refusal to complete a tax return or
breach of other similar notice requirement offences. There need not be a
conviction for a tax evasion offence.<o:p></o:p></span></span></div>
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</span>There is a defence. Liability will not arise if the Associated
Persons “demonstrate that it has put in place a system of reasonable prevention
procedures that identifies and mitigates its tax evasion facilitation risks”
(ss.45(2) and 46(3) of the Act).<o:p></o:p></span></div>
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<span style="font-kerning: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-kerning: none;">For liability to arise (according to the <a href="https://www.gov.uk/government/uploads/system/uploads/attachment_data/file/642714/Tackling-tax-evasion-corporate-offences.pdf" target="_blank">HMRC Practice Notes</a>) there needs to be a deliberate and dishonest action to facilitate the evasion.
This suggests that boa fide advice on, for example, a tax avoidance scheme, should
not present a risk, though where the SRA has issued a warning notice about a
particular arrangement, the line between potential liability under the Act and
not, may prove, in my view, be less clear. <o:p></o:p></span></span></span></div>
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Liability
under the Act w<span style="background: white;">ill not arise simply because a client is known to be committing tax
evasion. For the offence to be committed the adviser must be seen, as
mentioned above, to be taking “deliberate and dishonest action” to facilitate
the evasion.</span> This would suggest that there is not a need to report a
client for suspected tax evasion. Indeed, it is worth stressing that, since legal
professional privilege applies to this offence no liability will arise for the
firm under the Act if it fails to report tax evasion by the client where it
knows that evasion is taking place.<o:p></o:p></div>
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Great care </span>should<span style="-webkit-text-stroke-width: initial;"> </span>however<span style="-webkit-text-stroke-width: initial;"> be </span>exercised<span style="-webkit-text-stroke-width: initial;"> here, since if it is </span>know<span style="-webkit-text-stroke-width: initial;">n the client is </span>committing<span style="-webkit-text-stroke-width: initial;"> tax evasion and </span>funds
from that client are to be used say, to purchase a property, the
tax evasion will mean the funds are criminally tainted, and to
receive those funds into your client account would clearly
amount to money laundering. The tax evasion would clearly in these
circumstances need to be reported to the NCA since failure to do so
could constitute a criminal office under the anti-money laundering
legislation. <o:p></o:p></div>
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The Act does not restrict the ability of a
client to seek advice as to how legally to minimise tax liabilities. It
is to prevent the unlawful evasion of tax. Thus, there is nothing to
prevent a solicitor from defending criminal charges of tax evasion or providing
advice to the client on how they may regularise their tax position through
legal means. Similarly, a firm cannot be held to be liable if their advice to a
client to cease tax evasion goes unheeded, though do keep in mind here your AML
obligations. <o:p></o:p></div>
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So, what
should we be doing to comply with the Act?</div>
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To begin
with, there should be an immediate evaluation undertaken to assess the risk
areas within the business. In
Conveyancing, the areas of risk center around tax advice on capital gains tax
and stamp duty. The risk is heightened where the turnover of clients is high, and
in offices where work is undertaken by individual case handlers rather than
teams. If clients are referred on to outside advisors, for example to seek
advice on Wills, this would also be viewed as a risk area. The HRMC Guidance
notes are helpful in identifying both low and high-risk areas, and is a good
starting point when putting together a risk assessment. Your AML risk assessment
will also assist. <o:p></o:p></div>
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Once you
have identified the areas of risk you can then look to form a policy on
detection and prevention measures and controls.
How are staff vetted when they join?
Do you obtain references and carry out back ground checks? In my firm we
undertake criminal background checks.
How do you carry ongoing monitoring and supervision of staff and third-party
contractors? Are files reviewed
regularly? Making sure there are good
accounting protocols is a must. How are
transfers of money out of the office approved.
In this office no transfer is made without ensuring adequate source of
funds and wealth checks are made and a director has paperwork to enable bank
details can be checked before funds are sent out. This helps to mitigate the risk of funds
being transferred out to an account established by, for example, an employee. <o:p></o:p></div>
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One area of
major risk of collusion is where the business acts for a family member or
friend of an employee or the employee. Stricter
monitoring in these circumstances should be implemented, and a policy on who
can work on those files should be formed and implemented. <o:p></o:p></div>
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As for
third party contractors, make sure contracts are reviewed, that you formulate
and issue a statement of your stance on tax evasion, and that you seek details
of the business’s policy on the Act.
There is good argument to suggest that unless the contractor has a workable
policy you should consider terminating the contract. <o:p></o:p></div>
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Putting together
a policy is the first step. Making sure
you can demonstrate the implementation of the policy is the next step, and perhaps
for establishing the defence to liability if required, is the most important
one to take. Organise staff training, create
and maintain monitoring records, ask external file reviewers to include checks
within the review. Also review the risk
assessment and policy regularly. <o:p></o:p></div>
</span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; text-align: justify;">In short,
do what you can to demonstrate that you are taking the obligations seriously, and
that you are implementing adequate controls to detect signs of dishonesty within
the work place. </span><span style="background-color: white; text-align: justify;"> </span><span style="background-color: white; text-align: justify;">Including a statement of
your intent on your website and in your terms and conditions is also advisable.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.mjpconveyancing.com/" target="_blank">MJP Conveyancing</a> are solicitors who provide legal advice and services to clients based in England and Wales and who can be contacted on 01603877067 or via email at <a href="mailto:davidp@mjpconveyancing.com">davidp@mjpconveyancing.com</a></span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1293541051800644281.post-79852345266831906532018-03-14T22:29:00.000+00:002018-03-14T22:43:07.816+00:00Is a source of funds check a complete waste of time?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span class="s1"><span style="font-size: small;">A controversial question, but one I must raise given information received today from Lloyds Banking Group to the effect that it is not their policy to pass on bank details of the person transferring funds into a client account, without the consent of the transferor. It seems that depending on the type of transfer only the sort code of the transferor’s bank is captured and made available. This is not the case on all transfers however.</span></span></div>
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The consequence of this apparent data protection issue, is that without this information it is impossible to carry out a full and complete source of funds check, and to fully comply with obligations imposed by anti-money laundering and counter terrorism legislation.</div>
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Take the following example.</div>
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Client A provides Solicitor Firm B with bank statements and other documents to enable source of wealth and source of funds to be undertaken. These checks are made and details of the account or accounts from which funds are to be transferred are recorded by Solicitor Firm B. Client A then makes the transfer of funds into Solicitor Firm B’s client account. How is it possible for Solicitor Firm B to complete with its regulatory and statutory obligations and complete the source of funds check when Solicitor Firm B’s bankers refuse to provide details of the transferor’s account? A client with criminal intentions could have provided Solicitor Firm B the bank statements from a legitimate account only to later use an account holding criminal tainted funds for the transfer. </div>
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This example demonstrates in my view a massive hole in anti-money laundering and counter terrorism measures and makes a complete mockery of the hard work that many of us are undertaking to assist the enforcement agencies with their fight against crime.</div>
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I know Lloyds is looking into this, and has referred the concern to the SRA and their legal department to seek urgent guidance. It will be interesting to see what comes of this referral when it is clear that there a legal <a href="https://www.linkedin.com/pulse/money-laundering-information-accompanying-transfers-funds-david-pett/">obligation placed on a bank</a> to obtain details of the account from which a transfer is to be made. The question whether this information should be passed onto a regulated body to discharge a legal obligation to adhere to anti-money and anti-money laundering and counter terrorism legislation is less clear.</div>
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In the meantime, the absence of joined up writing on this aspect of effective detection will leave the whole of the legal and other sectors covered by the legislation completely exposed. I have asked Lloyds if this now means it is safe to assume that if the money is coming through the UK banking system the risk of money laundering and terrorism funding is low. I suggest this as the situation currently stands only the Bank knows from where the money has originated. I have also asked whether a warranty to that effect can be given! I am not, needless to say, expecting a positive reply! </div>
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David Pett - Solicitor</div>
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Unknownnoreply@blogger.com0