tag:blogger.com,1999:blog-88599398463447059802024-03-13T00:15:31.565+00:00Experts in Financial TrainingZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.comBlogger57125tag:blogger.com,1999:blog-8859939846344705980.post-27091824929824967782018-01-12T14:19:00.001+00:002018-01-12T14:20:32.100+00:00A little fear is no bad thing .....<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "arial" , sans-serif; font-size: 10pt;">ref :- "Watch the bond market, not equities" , Comment
by Gillian Tett in the Financial Times</span></b><span style="font-family: "arial" , sans-serif; font-size: 10pt;"><o:p></o:p></span><br />
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<span style="font-family: "arial" , sans-serif; font-size: 10pt;">On Wednesday we brought up the question of whether a
significant rise in bond yields might cut the legs from under the stock market,
as Jeff Gundlach believes it will in the second half of this year. It was a
long-held if slightly simplistic market adage that rates of interest and equity
prices generally move inversely, and in truth in broad terms it was an accurate
one. Not now though ...... the Fed has raised rates five times in the current
cycle, and thinks it most likely that it will do another three times this year.
Under the old rules that would be seriously bad news for equities, and yet in
reality the opposite is true : stock markets continue to reach for the sky.<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 10pt;">There are a number of powerful reasons behind the equity boom,
even if you are one of those who worry about it getting overcooked. But as far
as the rates higher / stocks lower argument goes, the reason why that theory
has gone astray is of course because although short-term rates are climbing, by
historical standards longer-term bond yields are still extremely low. That
naturally means that the yield curve is flattening, and since the curve and
longer yields make up a sizeable proportion of any measure of financial
conditions, those financial conditions (as opposed to short-term rates) remain
very close to being at their most accommodative, historically speaking.<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 10pt;">The task that faced the Fed (and is about to be taken on by other
central banks) is to gradually withdraw the stimulus injected after the
financial crisis and ultimately return to more "normal" monetary
policies WITHOUT panicking investors. A gradualist, market-sensitive approach
and good "forward guidance" has allowed them to achieve this with
seemingly barely a flicker of concern among investors so far. But a wobble in
the bond market that has seen 10yr yields rise towards 2.60% at one stage raises
concerns about where we go from here, and whether the long bull market in bonds
is in fact over. Plainly Mr Gundlach thinks so, as does rival Bill Gross and
other market heavyweights.<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 10pt;">The Fed might not be displeased with high-profile sages expressing
such views, in that the more prepared that investors are for what's coming, the
more likely they are to take it in their stride. </span><span style="font-family: "arial" , sans-serif; font-size: 10pt;">And even if it's true that what constitutes a
"normal" rate structure will be lower than we were used to, some
adjustment to the upside is inevitable. These ultra-low rates, if left in place
for the longer-term, do damage to the financial infrastructure (not just banks'
share prices) and breed potentially disastrous asset bubbles. Handled with
care, there's reason to think that a steady rise in rates and yields is not
only desirable but should also be eminently manageable with undue market
reaction.</span><span style="font-family: "arial" , sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 10pt;">Anything unexpected
-- in terms of the pace, size or likelihood of rate hikes --
well, that could provoke something far more explosive, and not in a good way
for markets. You don't necessarily have to be bearish to recognise that these
bond markets are vulnerable (though it helps). They're vulnerable because
inevitably some investors will be complacent after such a long period of
ultra-low rates. They're vulnerable because investors, driven by the search for
yield, have taken on bigger credit risks susceptible to upward moves in rates.
And they're vulnerable because they've used derivatives to magnify their
exposure (and potential return).</span><span style="font-family: "arial" , sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 10pt;">And it's not just investors .....
leveraged corporate borrowers should fear a panicky spike in yields.
Governments too ,,,, the Congressional Budget Office calculated that costs on
the US federal debt will rise from $270bn to $712bn over the next decade if
10yr yields were to rise from 1.8% to 3.6% -- and that was before
the likely rise in the deficit resulting from President Trump's tax cuts. If
such a spike in yields was to happen in just one year, that could spell
trouble.</span><span style="font-family: "arial" , sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 10pt;">If that sounds a bit dark, we should remind ourselves that so far
the bond market has handled rate hikes with absolutely no sign of distress, or
even undue discomfort. It's possible that the factors that have kept yields so
low, such as mysteriously low inflation and remarkable investor appetite, will
continue to exert their benign influence. But given what's at stake, the
authorities might be grateful that the potentially adverse effects of their
policy path could be cushioned by the advance warnings of Messrs Gundlach,
Gross and Co.<o:p></o:p></span></div>
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com1tag:blogger.com,1999:blog-8859939846344705980.post-30070094775827237782018-01-10T14:34:00.001+00:002018-01-10T14:37:31.904+00:00The BG Consulting Financial Modelling Primer<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td class="tr-caption" style="text-align: center;"><h2>
An Essential Resource for Anyone Managing Juniors Who Are Developing Their Modelling & Valuation Skills</h2>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">The BG Financial
Modelling Primer is a useful resource for anyone managing juniors who are
developing their modelling and valuation skills. The primer
describes:</span><span style="color: #262626; font-family: "verdana" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">1. What is a
financial model?</span><span style="color: #262626; font-family: "verdana" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">2. Why modelling
is an essential part of a banker's technical toolkit</span><span style="color: #262626; font-family: "verdana" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">3. The stages
involved in learning efficient financial modelling</span><span style="color: #262626; font-family: "verdana" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">4. A skills map
for juniors from 1 to 6 years into their roles</span><span style="color: #262626; font-family: "verdana" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">5. A typical 12-18
month learning pathway</span><span style="color: #262626; font-family: "verdana" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">6. Types of
financial models</span><span style="color: #262626; font-family: "verdana" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">7. Modelling
glossary</span><span style="color: #262626; font-family: "verdana" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Please click <a href="https://mxm.mxmfb.com/rsps/m/vWRnm_MOYI1-XpgLQ7bY5cBnR0Vg2kSDYGFY1wSpJKA"><span style="color: black;">here </span></a>to access a full copy of the BG
Financial Modelling Primer<o:p></o:p></span></div>
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<span style="color: #002060; font-family: "arial" , "sans-serif"; font-size: 15.0pt;">BG Consulting Are Leaders In Financial
Modelling Training<o:p></o:p></span></div>
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<span style="color: #262626; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Please contact BG
Consulting to find out more about our approach to achieving excellence in
corporate, financial institutions and project finance modelling &
valuation:</span><span style="font-family: "verdana" , sans-serif; font-size: 9pt;"><o:p></o:p></span></div>
<ul type="disc">
<li class="MsoNormal" style="color: #262626; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Highly effective trainers with considerable
experience who have the skills and ability to achieve your learning
objectives<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #262626; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Our training encompasses a combination of learning
solutions which create highly interactive sessions<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #262626; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Trainers with considerable experience in banking
and other areas of finance allowing the trainers to challenge and
stimulate more experienced audiences<o:p></o:p></span></li>
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-1061726603839173142017-10-05T11:38:00.003+01:002017-10-05T11:38:39.991+01:00Best Practice Financial Modelling Training<div dir="ltr" style="text-align: left;" trbidi="on">
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-60149688062460418892016-11-03T12:23:00.001+00:002016-11-03T12:23:07.836+00:00Real Estate Finance Training - May You Live In Interesting Times<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="EN-GB"><span style="color: #444444; font-family: Arial, Helvetica, sans-serif; font-size: large;">The Need to Ensure All Staff Engaged in
Real Estate Lending Are Able to Fully Evaluate Opportunities and Assess Risks
Has Never Been More Relevant and Necessary Than It Is Today</span></span></h2>
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<span style="font-family: Arial, Helvetica, sans-serif;">We all know of the supposed ancient Chinese
curse “May you live in interesting times…”</span><span style="font-family: Arial, Helvetica, sans-serif;">
</span><span style="font-family: Arial, Helvetica, sans-serif;">Well, for real estate professionals these are certainly interesting
times!</span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">There is the political impact of Brexit to play
out in the UK and Europe, the impact of lower oil prices impacting real estate
prices in parts of the Middle East, long term low interest rates in most
markets, the increased capital costs of Basle III and with the impact of a
divisive US election still unclear.</span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">There are also fundamental long term changes
occurring in the industry itself with the trend to shorter commercial leases
with more frequent breaks, the continuing movement of demand from high street
retail to distribution centres as internet retail continues to grow, and
movements in residential markets from build to sell to new professional build
to rent models. </span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">It is at times of market disruption like this
that the principles of good risk management come to the fore, and the high
levels of current uncertainty should be causing Banks to stop and think how
they respond to these changes to ensure they manage this difficult but
important asset class through the cycle.
</span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div class="Body">
<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">This course is not about trying to predict what
might happen next – it is about ensuring you are prepared whatever happens
next.</span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">So What Is the
BG Training Solution to These Issues? </span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;"> <span style="background: yellow; mso-highlight: yellow;"><o:p></o:p></span></span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">BG Consulting has many years real estate
experience and can tailor make a real estate course to client’s specific needs
dependent on both their existing exposures and their ambition for the future.</span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">It can also be designed as either an
introductory programme for new staff less familiar with the real estate market
and working with SME businesses, or as a master class programme for those more
familiar with the sector and currently working with Corporates or looking to do
so.</span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div class="Body">
<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">The programme covers the four main asset classes
of:</span></span></div>
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<li><span style="font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span><span lang="EN-GB" style="font-family: Arial, Helvetica, sans-serif; text-indent: -21.3pt;">Commercial Investment</span></li>
<li><span style="font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span><span lang="EN-GB" style="font-family: Arial, Helvetica, sans-serif; text-indent: -21.3pt;">Commercial Development</span></li>
<li><span style="font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span><span lang="EN-GB" style="font-family: Arial, Helvetica, sans-serif; text-indent: -21.3pt;">Residential Investment including the rapidly growing Purpose Built
Private Rented Sector (PBRS)</span></li>
<li><span style="font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span><span lang="EN-GB" style="font-family: Arial, Helvetica, sans-serif; text-indent: -21.3pt;">Residential Development</span></li>
</ul>
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<span style="font-family: Arial, Helvetica, sans-serif;">The course will be based around the three
fundamental of good real estate lending which are an understanding of:</span></div>
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<li><span style="font-family: Arial, Helvetica, sans-serif;"> Asset quality</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;"> Counterparty risk</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;"> Deal structure</span></li>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">BG Consulting adopts a practical approach to
learning and the course includes a balance between instruction, group
discussion and exercises and real life case studies.</span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">Please view the full outline of the training
programme here.</span></span></div>
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<span lang="EN-GB"><span style="color: red; font-family: Arial, Helvetica, sans-serif;"><b>About BG Consulting</b></span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">BG Consulting is a leading global provider of
bespoke training for financial institutions, offering our clients trainers who
are proven leaders and experts in their field.
Our trainers have worked for the leading global banks and have
experience of the full range of real estate deals from small local SPV
developments through the to major cross-border syndications.</span></span></div>
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<span lang="EN-GB"><span style="font-family: Arial, Helvetica, sans-serif;">For more information, or to register an interest
please contact us at marketing@bgconsulting.com</span></span></div>
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-79845898943632790762016-10-18T10:25:00.004+01:002016-10-18T10:25:43.575+01:00The Evolution of International Banking, the Impact of The Euro and the Likely Impact of Brexit<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>The Evolution of
International Banking, the Impact of The Euro and the Likely Impact of Brexit<o:p></o:p></b></div>
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<b><br /></b></div>
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<b>By Richard Bottomley<o:p></o:p></b></div>
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During the summer months, I was able to spend some quality
time with graduate recruits, all aspiring to be the coverage bankers and
transaction banking experts of the future. I believe it is worthwhile to record
the issues they raised and some of the discussions we had during that time.</div>
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<b>The Bedrock: Domestic
Banking<o:p></o:p></b></div>
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Once upon a time, banking used to be a domestic activity. In
these good old days, banks largely (sometimes exclusively) serviced their own
domestic market places. The accounts of the banks themselves were safely housed
within their own Central Banks. The banks’ Clients held their own bank accounts
at “home”, within their own financial centre (for each currency), domestic
clearing and settlement systems efficiently processed domestic payables and
receivables (from cash, to cards, to wire transfers) and domestic single
currency liquidity solutions offered Clients robust opportunities to optimise their
overall cash positions. “Cash is King, I used to be taught.” “Richard, 98 % of
companies go bust because they run out of cash, not because they are
unprofitable.” </div>
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<br /></div>
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In the 1970s and 1980s, cash management became a vibrant
domestic specialisation and the role of the Corporate Treasurer morphed from
the Finance Department into a specialist role, so as to ensure each company was
able to “meet the obligations of the company as and when they fall due”, still
to this day a primary role of the Corporate Treasurer.</div>
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Domestic banking capabilities and activities form the
bedrock of the banking market place and still dominate the transaction volumes
of banking as a whole.</div>
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<b>Where is the Real Money?
<o:p></o:p></b></div>
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Whether we are talking about my personal account, or the
accounts of a large company or institution, our real money is represented by a
computer entry in the books of bank ABC, or bank XYZ. Bank ABC and bank XYZ
both hold their domestic currency account with their own Central Bank. So when
a client of bank ABC pays a client of bank XYZ, then bank ABC’s account at the
Central bank is debited and bank XYZ’s account is credited, resulting (at the
moment of settlement) in something called “Finality”, when the real value
exchanges hands. In reality, the money
never really leaves the Central Bank. Everything else is just a series of book
entries. These principles help me to lead on to explain the workings of
international banking.</div>
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<b>The Evolution of International
Banking<o:p></o:p></b></div>
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In the 1970s/1980s, “trade” instruments were becoming
expensive and international trade was growing rapidly. As both sellers and
buyers expanded internationally, the cost of trade instruments was becoming
prohibitive. Both sellers and buyers
wished to move to “open account” settlement, particularly with counter-parties
they trusted, having traded with each party for a growing number of years. Cash
based Foreign Currency Accounts (FCAs) increased in number rapidly, initially
still in the “home” financial centre of the companies concerned, to facilitate
foreign currency payables and receivables. However, these payables and
receivables were still made on a cross-border basis, with cross-border access
to the clearing and settlement systems for the currencies concerned, all based
upon washing funds through the “nostro” accounts of bank ABC, XYZ. </div>
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These latter accounts were held either directly with the
Central Bank in the country/currency concerned, or with “Correspondents”, a
chosen partner bank in each financial centre. As cash payments grew and grew, as
international trade activity grew and as more traditional Trade instruments
became less and less popular, the incidence of these FCA based solutions also
grew. Time zones impacted heavily on solutions of this nature and “cut-off” times
within both financial centres were key drivers behind services of this nature. </div>
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Now, the cost of cross-border wire payments also became
prohibitive and both banks and Cients sought to re-locate these FCAs from the “home”
financial centre, to the appropriate financial centre for the currency
concerned, what we used to call “away”. This logical next step gave Clients in-border
access to clearing and settlement systems, in-border payables and receivables
and in-border single currency liquidity solutions for the currencies concerned.</div>
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I hear you ask “and where is the real money behind all of
these transactions?” </div>
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The answer my friends is that the real money is always with
the Central Bank for the currency concerned, because International Banking is
100 % based upon the Domestic Banking principles described above. </div>
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So, the saying “all US Dollars are in New York” is 100 %
correct. No matter where you are told your US Dollar account is based, the
actual dollars are in a bank’s account in New York City and their account is
with The Federal Reserve Bank (FRB), thus proving the theory.</div>
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<b>Technology and
connectivity.<o:p></o:p></b></div>
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I won’t spend much time in this part of the journey,
particularly as, unlike some of my colleagues in Moneta I am not really known
as an expert in this field. Suffice it
to say that with one bank domestically with a fully functional domestic banking
based “electronic banking system”, built upon and operating to single country
domestic formats, is a much more simple solution to provide than those
involving multiple currencies, in multiple locations, possibly with more than
one bank involved. </div>
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Indeed, there was a time when multiple bank systems/platforms
were a common sight within a Corporate Treasury Department. Through the passage
of time, a few global banks have evolved these systems, improved them, given
access to bank accounts based in many different locations, together with host
to host systems for high volume transaction processing, all formatted in
compliance with local standards. </div>
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For the top end of the Corporate and Institutional market,
however, it is likely that SWIFT will become the selection of choice.</div>
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<b>The Euro: How is it
different?<o:p></o:p></b></div>
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Simply put, because now nineteen countries (and growing by
the day) have the same currency. </div>
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So, how do I apply my golden rule of “All US Dollars are in
New York” to The Euro? Where is the financial centre of The Euro? In which
country does it reside? </div>
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The answer of course is that The Euro still works to exactly
the same principles described above, in that Euros never really leave The
European Central Bank(ECB), being in the accounts of bank ABC, bank XYZ within
the ECB, just as in our previous, past experiences. The real difference with
The Euro is in the ability to effect payables and receivables as in-border
transactions, despite the accounts debited/credited being in different
countries within the Eurozone. </div>
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This will enable banks and their Clients to rationalise
their respective bank account structures and payables/receivables flows
markedly over time. Furthermore, liquidity structures in Euro will be greatly
enhanced under these enhanced capabilities and these simplified resultant
structures.</div>
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My real concern with the Euro is over its longevity. A
shared currency is a big undertaking. It works in GBP because the four
countries have learned to “share” the good times and the bad times, with
surpluses in one of the four countries being used to cover the deficits of
others, possibly rotating in the short term, for example with Scottish oil
revenues. However, over the longer term, the four support each other. In The
United States, not all States generate surpluses, but again “the common good”
created by a single market alleviates the burden on the “surplus” States,
making their willingness to support the whole structure a viable alternative.</div>
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In 2015, Germany and The UK together represented almost 35 %
of EU GDP. In my view, given the relatively
small size of certain “surplus” nations, the burden upon Germany and the German
people will become intolerable. Therein lies the real problem with The Euro,
namely its’ sustainability! </div>
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<b>Brexit: A Contentious
Issue!<o:p></o:p></b></div>
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In my view, not really. The UK banks were never “in” The
Euro, and yet still offered(offer) Euro based products and services, as they do
with US Dollars. The major UK banks will look to continue offering these,
possibly through “partner” bank arrangements, possibly directly through a
branch or subsidiary. The European reaction to the latter possibility is
awaited. </div>
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Again, in my view, London will always be in The Euro. Indeed,
it will be difficult for London to function without The Euro, but equally The
Euro cannot fully function without London. London is not a UK city, it is a
global city!</div>
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-27399444293940323032016-10-18T10:24:00.001+01:002016-10-18T10:24:19.198+01:00A Crash in the Pound Will Affect your Profits<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span lang="EN-SG" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 18.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;">A Crash in the Pound Will Affect your Profits</span></b><span lang="EN-SG" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;"><br />
by Raymond Moore<o:p></o:p></span></div>
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<br /></div>
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<b><i><span lang="EN-SG" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;">The Sterling has had its worst week since the Brexit vote falling by 6%
against the dollar in 2 minutes on Friday. Can a Supply Chain Finance
solution offset increases in the import price of goods due to the weakening
pound? <o:p></o:p></span></i></b></div>
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<br /></div>
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<span lang="EN-SG" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;"> </span><span style="color: #020202; font-family: Arial, sans-serif; font-size: 12pt;">As GBP continues to weaken, UK importers are increasingly exposed to
"margin pinch”. Supply Chain Finance “SCF” could be potentially be a
solution that allows some or all of this "pinch" to be recovered
without the need to revise contracts with suppliers and create a 'win win'
solution for both buyer and supplier.</span></div>
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<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="EN-SG" style="color: #020202; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;">How does it work? </span></b><span lang="EN-SG" style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 5.0pt;">
<span lang="EN-SG" style="color: #020202; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;">Basically it is an arbitrage play on the interest rate differential
between the buyer's and supplier's relatively cost of borrowing, the
buyer's typically being a lower cost. A financial institution whether
it be a bank or a specialist trade finance house, sits in the middle of
the buyer and supplier and makes available non-recourse finance to the supplier
once the buyer has approved the invoices submitted to it by that
supplier. Let's consider a simple example. <o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-SG" style="color: #020202; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;">A supplier submits and invoice to their buyer for
$100,000 with 90 days terms. The supplier's cost of borrowing is 4% pa. Hence
if it were to fund the invoice via a working capital line with one of it's
partner banks it would get a discounted receivable of $99,014 against the
invoice equating to a cost financing of $986.</span><span lang="EN-SG" style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-SG" style="color: #020202; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;">Alternatively the buyer has a cost of borrowing of
2%. The $100,000 invoice is included in a SCF solution provided by a bank/trade
house who on presentation of the invoice to them by the buyer make available
non-recourse financing to the supplier. As it is non-recourse and the
bank/trade house credit risk is with the buyer, the cost of borrowing is 2%
(i.e. the buyers cost), the discounted receivable to the supplier against the
invoice is is $99,507 equating to a cost of financing of $493. </span><span lang="EN-SG" style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 5.0pt;">
<span lang="EN-SG" style="color: #020202; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;">The difference in the cost of financing between the 2 scenarios of $493,
and overall the solution provides a win for the supplier
(reduced borrowing cost on its debtor position), a win for the buyer
(ability to share in the interest rate differential and thus
potentially offset some or all of the margin pinch) and lastly a win for
the Bank or Trade Finance House providing the solution (it will have a
potential annuity stream of income from the provision of a SCF solution and a
very “sticky" client). </span><span lang="EN-SG" style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
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<b><span lang="EN-SG" style="font-family: Arial, sans-serif; font-size: 12pt;">How can we help?</span></b><span lang="EN-SG" style="font-family: Arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></div>
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<br /></div>
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<span lang="EN-SG" style="color: #020202; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;"> Implementing an SCF provision is not easy. There are
legal documentation and supplier on boarding problems to overcome
together with ensuring the Trade credit Taken position on the buyers
balance sheet remain undisturbed, i.e. there is no reclassification
of Trade Credit Taken to Bank Debt. That said with the continued potential for
margin pinch and the increasing differentiation between credit spreads/costs
borrowing it is likely that the upward trend in the market for using this sort
of solution will continue. <a href="https://www.blogger.com/null" name="_GoBack"></a><o:p></o:p></span></div>
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<br /></div>
<br />
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<span lang="EN-SG" style="color: #020202; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-SG;">At BG we have recent hands on experience of developing and
delivering SCF solutions for some of the world’s largest companies. Whether a
bank, trade house or end-user, we can partner with you to devise solutions and
identify other areas of working capital optimisation. <o:p></o:p></span></div>
</div>
ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-79341031507483960572016-09-19T15:25:00.001+01:002016-09-19T15:25:13.071+01:00Two Asset Management Simulations to Bring Your Training to Life<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="CourseTitle">
<br /></div>
<div align="right" class="Bullets" style="mso-list: none; tab-stops: 36.0pt; text-align: right; text-indent: 0cm;">
<span lang="EN-GB" style="color: #5f5f5f; font-size: 20.0pt; mso-bidi-font-size: 12.0pt;"><span style="color: #cc0000; font-family: Cambria, serif; font-size: 32px;">Portfolio Trader</span></span></div>
<div align="right" class="Bullets" style="mso-list: none; tab-stops: 36.0pt; text-align: right; text-indent: 0cm;">
<span lang="EN-GB" style="color: #5f5f5f; font-size: 20.0pt; mso-bidi-font-size: 12.0pt;">Portfolio Management Simulation <o:p></o:p></span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<br /></div>
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB">Description
<o:p></o:p></span></i></div>
</div>
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<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">Portfolio
Trader lets you gain valuable knowledge and experience in the process and
execution of portfolio management. You are given a certain (fictive) amount of
capital which you can invest in a variety of securities. The goal is to
maximise your returns while adhering to your clients’ portfolio objectives and
balanced trading risks. The online simulation uses real market instruments in a
real-time environment. <o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">You will get
the opportunity to see which market theories work as you expected and what
happens when a theory breaks down in practice. You will gain an in-depth
understanding of market dynamics and create and follow (your own) market
expectations as well as experience the emotions involved in managing a
portfolio of real instruments in real time. <o:p></o:p></span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB"><br /></span></i></div>
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<i><span lang="EN-GB">Duration
<o:p></o:p></span></i></div>
</div>
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<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">The simulation
software is Internet-based and runs ‘live’ (either with a 15-minute delay or in
real time) over a period of at least four weeks. The length of a session can
vary considerably depending on the experience of, and time available for, the
participants. A normal length is five to eight weeks.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">A standard
session would require either one hour of e-learning or a classroom presentation
before the start of the simulation. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">After a
simulation session, the group feedback takes on average two hours. Individual
feedback (partly given during a session), can range from ten minutes to two
hours per participant depending on the required depth of coaching. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<br />
<div class="Subject">
<span lang="EN-GB">Key Issues Covered </span></div>
<div class="Bullets">
</div>
<ul style="text-align: left;">
<li><span lang="EN-GB">Active management of a portfolio of various instruments</span></li>
<li><span lang="EN-GB">Risk and return appetites of clients</span></li>
<li><span lang="EN-GB">Formulating of investing and trading strategies to build a balanced
portfolio</span></li>
<li><span lang="EN-GB">Establishment of risk parameters, trading limits and goals</span></li>
<li>Selection of target instruments, sectors and companies</li>
<li><span lang="EN-GB">Analysis of expected returns, volatility and portfolio ’fit’ for
each investment</span></li>
<li>Instruments to hedge or leverage a position</li>
<li><span lang="EN-GB">Realistic ‘take profit’ and ‘stop loss’ levels </span></li>
</ul>
<!--[if !supportLists]--><br />
<div class="Bullets">
<span lang="EN-GB">
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span></div>
<div class="Subject">
<span lang="EN-GB">Evaluation </span></div>
<div class="Subject">
<span lang="EN-GB"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">The instructor will interact with you and the
other participants by analysing your strategy and performance and give
continuous feedback. During and after a session you are reviewed individually
by an instructor on specific aspects including the following:</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: left;">
</div>
<ul>
<li>Profit and loss (volatility)</li>
<li>Risk management</li>
<li><span lang="EN-GB">Identification of (own) trading styles</span></li>
<li> <span lang="EN-GB">Knowledge and awareness of market developments/products</span></li>
<li> <span lang="EN-GB">Reaction to news and market changes</span></li>
<li>Liquidity management</li>
<li>Fundamental and technical analysis</li>
</ul>
<br />
<div class="Bullets" style="mso-list: none; tab-stops: 36.0pt; text-indent: 0cm;">
<br /></div>
<span lang="EN-GB" style="color: #cc0000; font-family: "Cambria","serif"; font-size: 24.0pt; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-no-proof: yes;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<br />
<div class="MsoNormal">
<br /></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-GB" style="color: #cc0000; font-family: "Cambria","serif"; font-size: 24.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-GB; mso-no-proof: yes;">Portfolio Manager<o:p></o:p></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-GB" style="color: #5f5f5f; font-family: "Cambria","serif"; font-size: 20.0pt; mso-bidi-font-size: 12.0pt;">Asset Management Simulation<o:p></o:p></span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB">Description
<o:p></o:p></span></i></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">Portfolio
Manager gives you the opportunity to gain valuable knowledge and experience in
the process of portfolio management and strategic asset allocation. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">You are given a
certain (fictive) amount of capital which you can strategically invest over
asset classes and their constituents. The goal is to maximise your returns
while adhering to your fund objectives and risks. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">You will gain
an in-depth understanding of market dynamics and can create and follow (your
own) market expectations as well as experience the emotions of managing a fund
over a longer time horizon. You will get the opportunity to see which market
theories work as you expected and what happens when a theory breaks down in
practice. <o:p></o:p></span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB"><br /></span></i></div>
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB">Duration
<o:p></o:p></span></i></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">The simulation
software is Internet-based and is normally played over a period of one full
day. The portfolios are constructed in a simulated environment that spans over
five years, which translates to one simulated month per five minutes. The
duration may be adjusted to match the participants’ experience and available
time.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">A standard
session would require either one hour of e-learning or a classroom presentation
before the start of the simulation. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">After a
simulation session, the group feedback takes on average two hours. Individual
feedback can range from ten minutes to two hours per participant depending on
the required ‘depth of coaching’. <o:p></o:p></span></div>
<br />
<div class="Subject">
<span lang="EN-GB">Key Issues Covered </span><span lang="EN-GB"><o:p></o:p></span></div>
<div class="Bullets">
</div>
<ul style="text-align: left;">
<li><span lang="EN-GB">Active management of a portfolio of various instruments</span></li>
<li><span lang="EN-GB">Risk assessment and rating</span></li>
<li><span lang="EN-GB">Risk and return appetites of clients</span></li>
<li><span lang="EN-GB">Pricing, covenants and collateral</span></li>
<li><span lang="EN-GB">Formulation of investing and trading strategies to build a balanced
portfolio</span></li>
<li><span lang="EN-GB">Establishment of risk parameters, trading limits and goals</span></li>
<li><span lang="EN-GB">Credit portfolio management</span></li>
<li>Selection of target instruments, sectors and companies</li>
<li><span lang="EN-GB">Analysis of expected returns, volatility and portfolio ’fit’ for
each investment</span></li>
<li><span lang="EN-GB">Instruments to hedge or leverage a position</span></li>
<li><span lang="EN-GB">Realistic ‘take profit’ and ‘stop loss’ levels</span></li>
</ul>
<!--[if !supportLists]--><br />
<div class="MsoNormal">
<br /></div>
<div class="Subject">
<span lang="EN-GB">Evaluation </span><span lang="EN-GB"><o:p></o:p></span></div>
<div class="Subject">
<span lang="EN-GB"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Cambria","serif"; mso-bidi-font-size: 10.0pt;">The instructor
will interact with you and the other participants by analysing your strategy
and performance and give continuous feedback. During and after a session you
are reviewed individually by an instructor on specific aspects including the
following:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<ul>
<li> <span lang="EN-GB" style="text-align: left;">Profit and loss (volatility)</span></li>
<li><span lang="EN-GB" style="text-align: left;">Risk management</span></li>
<li><span lang="EN-GB" style="text-align: left;">Identification of (own) trading styles</span></li>
<li><span lang="EN-GB" style="text-align: left;">Knowledge and awareness of market developments</span></li>
<li><span lang="EN-GB" style="text-align: left;">Reaction to news and market changes</span></li>
<li><span lang="EN-GB" style="text-align: left;">Liquidity management</span></li>
<li><span lang="EN-GB" style="text-align: left;">Fundamental and technical analysis</span></li>
<li><span lang="EN-GB" style="text-align: left;">Fund strategy handling </span></li>
</ul>
<br />
</div>
ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com1tag:blogger.com,1999:blog-8859939846344705980.post-90636747435735218042016-09-19T15:06:00.000+01:002016-09-19T15:06:14.063+01:00The Investment Association & BG Consulting Present The Impact of the Financial Markets on The Business of Asset Management<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.theinvestmentassociation.org/careers/courses/financial-markets.html" target="_blank">http://www.theinvestmentassociation.org/careers/courses/financial-markets.html</a></div>
ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-57943669094519151192016-06-16T21:50:00.001+01:002017-06-26T11:06:10.163+01:00Excellence in Modelling Training: The BG Financial Modelling Manual<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="center">
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<a href="https://www.blogger.com/null" name="LETTER.BLOCK64"></a><b><span style="color: white; font-family: "calibri" , "sans-serif"; font-size: 24.0pt;">Excellence in Modelling Training:</span></b><span style="color: white;"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "calibri" , "sans-serif"; font-size: 24.0pt;">The
BG Financial Modelling Manual</span></b><span style="color: white;"><o:p></o:p></span></div>
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<o:p></o:p></div>
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<br /></div>
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<td style="padding: 3.0pt 7.5pt 7.5pt 7.5pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #454545; font-family: "cambria" , "serif"; font-size: 20.0pt;">A
Comprehensive Yet Succinct Step By Step Guide to Building a Financial
Model in Excel<o:p></o:p></span></div>
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<span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">The BG Consulting
Financial Modelling Manual is a comprehensive but succinct step-by-step
guide to building a financial forecast model in Excel. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><br />
All the steps are fully explained with screenshots from a case model which
can be downloaded online and used to practice as you work through the
manual. The manual contains additional chapters focusing on circularity in
models and how to troubleshoot related problems. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">The manual also includes
a guide on to how to thoroughly check a model for errors and how to resolve
them, and an introduction to the key Excel keyboard shortcuts and functions
that will ensure fast, accurate modelling.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">This manual is useful to
anyone new to financial modelling wishing to ensure that they are following
all the best practise to build models which are robust, accurate and easy
to use.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">BG Consulting is a
leading provider of training to the financial services sector. We deliver
financial modelling training to Analysts, Associates, Investors and Credit
Professionals - anyone wishing to build, interpret and audit financial
models in their day to day roles.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">To find the BG Financial
Modelling Manual on Amazon click </span><a href="http://r20.rs6.net/tn.jsp?f=001kTn5pzxVkRB5rgtyKEGpJLlHzmHAZ-GkIwRWUarEcttzZHmGG3A6CCVVu9YIWOnwoi2lljg0424s7ZEL1_wSydiY9LvApyPgIvzH_z9WwoLzgV2O_-Uc9Xs-hCu4aUmGTFyRXlQcup-wLW1fxiHF5k3X5CqfjDG6t27C8Z5J1CoIR9T9ls616zRtTj8uT69P0E2pycrqCp1mutPx96StcLmHaG5ZOPGPKJdUrnaXCCtKuOo6ahlWanJoM7WTcB42H3LZGhsIItzNWLS-ZTJNZBesxKSO6PLctO_QF0OISef1zsdCXgkwBa-UEN3SrpFXobmpAx5s0BEd5pjncYfIB-_rbcCgPycDajaS9Eg9jELn8CxJO-ba6i5XJ4X9iM0ehXsiVGrhRXU=&c=uHCkRyum_1BMK8ParwUXrwdXiUAOboQSfBncVImrqoozUkn8-n6tBA==&ch=6PS35Spj7NE24QepDQE-XSLoatWKK0yZ6tC1gjk-B-cLHhWCN13J3g==" target="_blank"><span style="font-family: "calibri" , "sans-serif";">here</span></a><span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">.
</span><o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">To find out more about BG
Consulting's expertise in modelling training click <a href="http://r20.rs6.net/tn.jsp?f=001kTn5pzxVkRB5rgtyKEGpJLlHzmHAZ-GkIwRWUarEcttzZHmGG3A6CCVVu9YIWOnwCjjirJ99xSN0JNQZ34nHXHu4ATHMOT5TiZOi6--eV4lNX-WqRMNpDqxkPF8KFzLEyW3w7uBHWvyCa1ksjFjWcwKooM6EmJ3wzwhfKld5zdoxullanma1FMf7gIbpMGI7CEjGXTNWRuGkF9ha24MxRTRYewSh6E4H&c=uHCkRyum_1BMK8ParwUXrwdXiUAOboQSfBncVImrqoozUkn8-n6tBA==&ch=6PS35Spj7NE24QepDQE-XSLoatWKK0yZ6tC1gjk-B-cLHhWCN13J3g==" target="_blank">here</a>. </span><o:p></o:p></div>
</td>
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<strong><span style="color: #cc0000; font-family: "calibri" , "sans-serif"; font-size: 14.0pt;">About BG Consulting</span></strong><b><span style="color: #cc0000; font-family: "calibri" , "sans-serif"; font-size: 14.0pt;"><o:p></o:p></span></b></div>
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<span style="color: #2d2d2d; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Established in 1995, BG
Consulting is a leading global provider of bespoke training for financial
institutions.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #454545; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">For more information
please click <a href="http://r20.rs6.net/tn.jsp?f=001kTn5pzxVkRB5rgtyKEGpJLlHzmHAZ-GkIwRWUarEcttzZHmGG3A6CGzGqlHZgxCWnYA-dTiT0QEJMRexsKjdjlHxRqG0WwJ1YYCJ8is3vIg_uw3LuuIwfC_EwMoMR5xpsdEqj5lbLcXs8XtLbWZ17D7GvsF2vu_Zq3kRdDjOKA4=&c=uHCkRyum_1BMK8ParwUXrwdXiUAOboQSfBncVImrqoozUkn8-n6tBA==&ch=6PS35Spj7NE24QepDQE-XSLoatWKK0yZ6tC1gjk-B-cLHhWCN13J3g==" target="_blank">here</a>. <o:p></o:p></span></div>
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<br /></div>
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<o:p></o:p></div>
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-39597307386078201732016-06-09T13:28:00.001+01:002017-06-05T08:18:21.698+01:00Excel Shortcuts<div dir="ltr" style="text-align: left;" trbidi="on">
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-31136991410354343262016-05-20T11:59:00.001+01:002016-05-20T11:59:14.697+01:00Everything You Need to Know about Balance Sheet Management but Were Afraid to Ask…<div class="Titlelevel3">
<span lang="EN-GB" style="font-size: 14.0pt; mso-bidi-font-size: 16.0pt;">Everything You Need to Know
about Balance Sheet Management but Were Afraid to Ask…<o:p></o:p></span></div>
<div class="Titlelevel3">
<span lang="EN-GB" style="font-size: 14.0pt; mso-bidi-font-size: 16.0pt;"><br /></span></div>
<div class="Titlelevel1">
<span lang="EN-GB" style="color: windowtext; font-size: 11.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt; mso-bidi-font-weight: normal;">Short training workshops from BG Consulting, the
leaders in financial training – face to face or via webinar – these short
training workouts to demystify the modern balance sheet<o:p></o:p></span></div>
<div class="Titlelevel1">
<span lang="EN-GB" style="color: windowtext; font-size: 11.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt; mso-bidi-font-weight: normal;"><br /></span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB">Overview
of Basel III<o:p></o:p></span></i></div>
</div>
<div class="Bullets" style="line-height: 115%;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Causes and lessons from the Global Financial Crisis<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">From I to II to III – Evolution of Basel Accords<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Connecting Risk Asset Ratio to Returns on Risk Adjusted Capital (RoRAC)<o:p></o:p></span></div>
<div class="Bullets">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="EN-GB">The impact of leverage</span></div>
<div class="Bullets">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Ambitions of Basel III</span></div>
<div class="Bullets">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Focus on Globally Systemically Important Banks</span></div>
<div class="Bullets">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="EN-GB">How are banks responding</span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB"><br /></span></i></div>
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB">Overview of Net Stable Funding Ratio (NSFR)<o:p></o:p></span></i></div>
</div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Why the ‘premier’ of liquidity risk in Basel III<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Ambition of NSFR <o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">What qualifies as Available Stable Funding [ASF]<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">What is Required Stable Funding [RSF]<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">How Liquidity Coverage Ration [LCR] and NSFR work in harmony<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-GB">The impact on banks and their clients</span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB"><br /></span></i></div>
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<i><span lang="EN-GB">Funds Transfer Pricing (FTP)<o:p></o:p></span></i></div>
</div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">What is FTP and
what does it achieve<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Why is FTP
needed<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Construction of
an FTP curve<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Best practices
in derivation of both behavioural term and FTP<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Pricing of
contingencies and cushions<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-GB">FTP as a rudder to ‘steer the ship’</span><span lang="EN-GB" style="font-size: 10.0pt; line-height: 115%;"><o:p></o:p></span></div>
<br />
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB">Impact of Regulation on Capital<o:p></o:p></span></i></div>
</div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Constraints on quality – changes to the hierarchy of capital and
differences between CT1 and CET1<o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Constraints on risk – changes to the required capital mix <o:p></o:p></span></div>
<div class="Bullets">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Constraints on ‘dominance’ </span><span lang="EN-GB">–</span><span lang="EN-GB"> Additional
requirements for Globally Systemically Important Banks (GSIB’s)</span></div>
<div class="Bullets">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Constraints on Size – The Leverage ratio and its impact on Net
Funding Generation</span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; margin-top: 10.0pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB">Impact of Regulation on Market
Risk Management<o:p></o:p></span></i></div>
</div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Overview of changes to evaluation of Market Risk under Basel II.5 and III <o:p></o:p></span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2"; mso-fareast-language: JA;">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Impact of Stressed VaR, how it is calculated and scenarios against which it
is measured <o:p></o:p></span></div>
<div class="Bullets">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Impact Incremental Risk Capital (IRC) and Comprehensive Risk
Measures (CRM), the regulators motivation for them and how they are calculated</span></div>
<div class="Bullets">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Counterparty Risk Management under Basel III and the evolution of
Credit Value Adjustments (CVA) </span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; margin-top: 10.0pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i style="text-indent: 7.1pt;"><span lang="EN-GB">Credit Risk </span></i><i style="text-indent: 7.1pt;"><span lang="EN-GB" style="font-family: Symbol; mso-ascii-font-family: Cambria; mso-bidi-font-weight: normal; mso-char-type: symbol; mso-hansi-font-family: Cambria; mso-symbol-font-family: Symbol;">-</span></i><i style="text-indent: 7.1pt;"><span lang="EN-GB"> Internal Rating Based
Methodology Demystified</span></i></div>
</div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Recap of Standardised Methodology for calculation of Credit Risk
Capital</span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Carrot and Stick – the benefits of complex risk management
architecture</span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Differences between FIRB and AIRB</span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Intuitive Example</span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">FIRB model for Wholesale</span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">FIRB model for Retail</span></div>
<div style="border-bottom: solid #7F7F7F 1.0pt; border: none; margin-left: -7.1pt; margin-right: 0cm; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="Titlelevel2" style="border: none; margin-top: 10.0pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm; text-indent: 7.1pt;">
<i><span lang="EN-GB">Counterparty Risk </span></i><i><span lang="EN-GB" style="font-family: Symbol; mso-ascii-font-family: Cambria; mso-bidi-font-weight: normal; mso-char-type: symbol; mso-hansi-font-family: Cambria; mso-symbol-font-family: Symbol;">-</span></i><i><span lang="EN-GB"> Credit Value Adjustment (CVA)
Demystified<o:p></o:p></span></i></div>
</div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">When do derivatives generate counterparty risk</span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Ambition of CVA and how it’s impact on trading activities</span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
<!--[if !supportLists]--><span lang="EN-GB" style="color: #cc0000; font-family: "Wingdings 2"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Wingdings 2"; mso-fareast-font-family: "Wingdings 2";">¾<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-GB">Key Risk Measures– EE, EPE, PFE</span></div>
<div class="Bullets" style="line-height: 115%; mso-list: l1 level1 lfo2; tab-stops: list 76.55pt;">
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al </span></div>
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-55565388995083128892016-05-09T15:54:00.002+01:002016-05-09T15:54:45.654+01:00BG Consulting Financial Training<div class="separator" style="clear: both; text-align: center;">
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<br />ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-10390602816695822572016-05-09T13:38:00.002+01:002016-05-09T13:38:57.703+01:00BG Consulting Asset Management & Wealth Management Training Ideas<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<br />ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-76684079009925067322016-05-05T15:42:00.003+01:002016-05-05T15:46:15.380+01:00Why People Need to Stop Giving Managers Such a Bad Rap. It's Time Of Manageship!<!--[if !mso]>
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" 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<h2 class="MsoTitle" style="margin-bottom: 12.0pt;">
<span lang="EN-GB" style="color: #cc0000;">Why People Need to Stop Giving Managers Such a Bad Rap.
It’s Time for Manageship!</span></h2>
<div class="MsoTitle">
<span lang="EN-GB">By Mark Stuart</span></div>
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<span lang="EN-GB">“Managers are people
who do things right, and leaders are people who do the right things.” Warren
Bennis</span></div>
<div class="Body">
<span lang="EN-GB">I’m not sure why, but recently I’ve come across
an increasing number of articles, quotes, memes or infographics that compare
managers against leaders. That’s no bad thing in itself, but the problem is
that the vast majority are effectively saying you should only aspire to be a
leader and not a manager, as they are deemed to be inferior.</span></div>
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<span lang="EN-GB"> </span></div>
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</div>
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<span lang="EN-GB"> </span></div>
<div align="center" class="Body" style="text-align: center;">
<span style="mso-ansi-language: EN-US; mso-no-proof: yes;"></span></div>
<div class="Body">
<span lang="EN-GB">Messages like the above are not only insulting
to managers, but more importantly, potentially destructive. Here's another one
from my newsfeed today:</span></div>
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<br /></div>
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<span lang="EN-GB"> <img alt="" src="data:image/png;base64,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" 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<span lang="EN-GB">The difference often lies in people’s
understanding and interpretation of the words. In simple terms, management is
more about a set of processes, like planning, budgeting, measuring performance
and allocation of resources. Leadership involves vision, empowerment, direction
and inspiration. They are not interchangeable, but in today’s ever increasingly
complex work environment, the distinction is becoming more blurred. Good
management is a crucial element for any successful company, as is strong
leadership, however the latter is often lacking and therefore gets all the
headlines.</span></div>
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<span lang="EN-GB">In my work, I’m known more for being a
leadership trainer but I’m often at my best when working with new managers and
high potential staff. I offer both management and leadership workshops as I see
them as different skill sets, but and it’s a big but, I don’t promote one over
the other. To do so, would be disrespectful to the millions of managers across
the world who are still working on their leadership skills. Just because they
need to develop this skill set does not mean they are ineffective in their
role, nor important to their companies.</span></div>
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<span lang="EN-GB">A problem I often see in companies that I work
with is managers who can’t lead, and leaders who forget to, or can’t manage. I
want everyone I work with to be great leaders, but the most effective leaders
are also great managers. Yes, they inspire people, have vision, and show a high
degree of emotional intelligence, but they also understand the details of the
job, how to allocate their resources effectively, and improve processes to increase
overall productivity.</span></div>
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<span lang="EN-GB">One of the core differences I see is that
managers come with a title (no getting around that!), but leadership can and
should come at any point in your career. Great leaders normally started
displaying leadership skills in their teens, however didn’t start building
their management toolkit until later in life when in gainful employment. Strong
leaders from an early age then run the risk of not developing good management
skills, or even wanting to. Leaders who see typical managerial tasks as
mundane, or even beneath them, risk looking aloof and disconnected from the
real issues facing their companies.</span></div>
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<span lang="EN-GB">There are certain jobs, and workplace
situations, that benefit more from a managerial mindset, than one of
inspirational leadership.<span style="mso-spacerun: yes;"> </span>True
leadership is knowing how to adapt your style (e.g. from transactional to transformational)
to the situation without losing any of your personal values.</span></div>
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<span lang="EN-GB">These views are not new or revolutionary. Both
Erika Andersen and Bob Sutton wrote (nice and more succinctly) about this issue
5 years ago, yet the increase in publishing platforms (including LinkedIn) is
only serving to increase the frequency and magnitude of these opposing views.</span></div>
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<span lang="EN-GB">Rather than posting things that highlight, and
encourage a difference between managers and leaders, why not acknowledge that
great leaders need to possess both sets of skills. These skills are often
required at different stages of their career, and we need to be helping
employees not only develop these skills but recognize when and how to use them.
We need to help them develop ‘Manageship’!</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB">Mark
Stuart</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB">Managing
Director, BG Anagram Asia</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB">mark.stuart@bgconsulting.com</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB">www.bgconsulting.com</span></b></div>
<div class="Body">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB">www.anagram-group.com/ </span></b></div>
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<![endif]-->ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-52912796173678826532015-05-12T11:40:00.003+01:002015-05-12T12:00:13.915+01:00The Bank Simulation That Lets You Manage The Bank - The Best in Experiential Learning<h2>
Manage A Bank - The BG Banking Simulation</h2>
BG Consulting (powered by Oxyor) is pleased to be able to integrate the Bank Manager simulation into our training. This is an excellent means of teaching all manner of audiences the detail of how to manage the balance sheet of the bank. The simulation can be adapted to junior audiences (graduates and/or interns), or made more complicated for senior, experienced bankers from all manner of roles. <br />
<br />
Simulations need to be deployed in the right context by talented trainers with banking experience, the BG and Oxyor team includes trainers with recent treasury experience from leading global banks.<br />
<br />
In the Bank Manager simulation, you will manage a
(fictive) publicly listed bank over a full economic cycle. <br />
<ul>
<li><div class="Body" style="margin: 0cm 0cm 6pt;">
Define the strategy for the bank</div>
</li>
<li><div class="Body" style="margin: 0cm 0cm 6pt;">
Fund and capitalise the balance sheet</div>
</li>
<li><div class="Body" style="margin: 0cm 0cm 6pt;">
Comply with central bank and industry regulation (Basel)</div>
</li>
<li><div class="Body" style="margin: 0cm 0cm 6pt;">
Invest for the future</div>
</li>
<li>Fund department budgets</li>
</ul>
<div class="Body" style="margin: 0cm 0cm 6pt;">
<span style="color: black;">In daily commercial management
of the bank economic and stock market news items have to be analysed,
competitive pressures to be countered, whilst keeping clients and shareholders
happy!! Good luck!</span></div>
<div class="Body" style="margin: 0cm 0cm 6pt;">
<br />
<em>To find out more contact BG</em>: <a href="http://www.bgconsulting.com/#!contact/c1fgx">http://www.bgconsulting.com/#!contact/c1fgx</a></div>
<div class="Body" style="margin: 0cm 0cm 6pt;">
<em>Related BG Consulting training courses:</em></div>
<ul>
<li>Fund Transfer Pricing</li>
<li>NSFR & LCR</li>
<li>Treasury & ALM</li>
<li>Modelling for RWA</li>
<li>Bank Accounting, Valuation & Modelling</li>
</ul>
<a href="http://www.bgconsulting.com/#!contact/c1fgx">http://www.bgconsulting.com/#!contact/c1fgx</a><br />
<br />
<div class="Body" style="margin: 0cm 0cm 6pt;">
<em>Financial News Updates:</em></div>
<span style="font-family: "Calibri","sans-serif";"><a href="https://bgconsulting.uberflip.com/h/i/79597095-big-day-for-greece-tomorrow-the-first-of-many-its-hard-to-hear-the-call-for-compromise-above-the-din-of-sabres-being-rattled"><span style="color: blue;">https://bgconsulting.uberflip.com/h/i/79597095-big-day-for-greece-tomorrow-the-first-of-many-its-hard-to-hear-the-call-for-compromise-above-the-din-of-sabres-being-rattled</span></a></span>ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-58474527526654846672015-02-06T11:47:00.000+00:002015-02-06T11:47:52.287+00:00Pension Management Outline <div style="text-align: center;">
<a href="https://bgconsulting.uberflip.com/i/458602" target="_blank" title="Outlines - Pension Management"><img border="0" height="640" src="https://uberflip.cdntwrk.com/files/aT00NTg2MDImcD0wJnZlcnNpb249MSZjbWQ9diZzaWc9MzBjY2QyNjQ0NjI0Y2NiZTc2NDg3MWM5OWJhZDJkODg%253D/-w-350.jpg" width="452" /></a></div>
ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-43105301717973655782015-02-05T11:24:00.000+00:002015-02-05T11:24:05.485+00:00Experiential Learning from BG Consulting<div class="MsoNormal">
<b>Experiential Learning from BG Consulting<o:p></o:p></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Simulations are what you make of them. Oxyor
simulations are designed to portray real life situations and aspects of a
specific segment of the financial industry. They take place in a safe
environment with integrated theory and knowledge transfer. BG trainers
are first and foremost talented, experienced trainers but it is key that they
all also have considerable experience in the front line of banking and finance.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
Oxyor Simulations + BG Trainers = The Best In Experiential
Learning<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-36841958361103757482015-01-20T14:06:00.002+00:002015-01-20T14:06:39.064+00:00Excel Visual Basic for Applications<div class="MsoNormal">
Excel Visual Basic for Applications (VBA) can reduce
data processing time by tens of hours each week and turn conventional
spreadsheet analysis into interactive and insightful executive
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enable delegates to automate conventional data collection
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analysis and provide an intuitive interaction portal that can be used for
strategic business planning and what-if analysis. Our Excel VBA courses
will enable you to turn Excel into a sophisticated executive information system
capable of providing interactivity and insight that surpasses that of much more
costly financial planning software. If the provision of your regular
financial reporting in your organisation consumes a large proportion of your
finance staff resource and you remain unimpressed by the huge pack of data
tables each month, your finance team need to attend Excel VBA training arranged
by BG Consulting. <o:p></o:p></div>
ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com2tag:blogger.com,1999:blog-8859939846344705980.post-89205694629995727042014-12-17T10:15:00.002+00:002014-12-17T10:54:26.381+00:00Peer to Peer Lending - How Should Banks Respond?<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: Arial, Helvetica, sans-serif;">How Should Banks Respond?</span></h3>
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<span style="font-size: 11pt;"><span style="font-family: Arial, Helvetica, sans-serif;">P2P is probably most readily associated with the
consumer-focused Zopa, which claims to have created the market almost ten years
ago. However, the Chart shows that small businesses are also benefitting from
this new technology:</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">P2P Lending: 2013 </span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">There is potential for P2P to change the way that businesses are
financed. A key question for banks and other organisations serving small
business is:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="font-family: Arial, Helvetica, sans-serif;">Is this an Opportunity or a Threat for Banks</span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">The answer to this is, in part, dependent upon whether P2P is
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<span style="font-family: Arial, Helvetica, sans-serif;">P2P has started to do something that banks either cannot or will
not – filling the “financing gap”. Bankers have typically complained of the
high “costs to serve” and lack of transparent financials associated with small
businesses. Have P2P platforms cracked something that the banks have struggled
to do for decades or even centuries?</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Algorithms Linked to Social Networks</span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">Are the P2P algorithms, with their linkages to social networks,
really so much more robust than those developed by leading banks? Does this
mean that they are better able to understand risk than the banks?</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Traditionally, lending to small business has been relationship
driven, which tends to be high cost in terms of both attracting suitable
borrowers and in the credit analysis process. It is not difficult to imagine
that there can be efficiencies in web-based customer acquisition, but this is
available to online lenders without their being P2P. The P2P platforms could
really have a sustainable advantage if their credit analysis is capable over
the complete cycle of predicting probabilities of default (“PDs”), loss given
default (“LGDs”) and the resultant Expected Losses (“ELs”). So, if P2P
platforms remain better able to mine useful credit intelligence from social
networks, the banks could face increasing competition.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Pricing Decisions</span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /><br />Lenders are probably not being altogether altruistic when they invest surplus funds across a P2P platform. The vast majority will, of course, be seeking to achieve a higher return than they could expect from a bank deposit. It is likely that all, or most, such lenders will appreciate that there is a significantly different risk profile in cutting out the middleman – i.e. a bank with deposit protection. Does the P2P lender: (i) have access to the risk adjusted return models which are standard in the banking industry, and (ii) have the ability to make informed investment decisions based upon these? </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Funding Cost Advantage </span></h3>
<span style="font-family: Arial, Helvetica, sans-serif;">It is true for the vast majority of P2P lenders that they do not suffer the formal requirement to allocate shareholder capital against their lending as is imposed upon the banks through the Basel regulations. While P2P lenders might consider their opportunity cost of capital to be low, this might be a little misleading relative to the funding advantages (leverage and often zero interest deposits) enjoyed by the banks. Banks have learned over many decades how to price for increasing tenor and this is something that might be new to P2P lenders. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Portfolio Diversification </span></h3>
<span style="font-family: Arial, Helvetica, sans-serif;">One of the attractions of P2P lending appears to be that the transaction costs for lender are very low, meaning that it is quite easy to construct a portfolio of loan participations. The ability to diversify across several (or many) borrowers might be a comfort to lenders, but do they have the tools to assess whether they are achieving diversification benefits? How significant is the potential that their portfolios contain unrecognised concentration risks? In banking, there is a saying: </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;"><b>“Concentration kills”…</b></span></div>
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Investor Protection</span></h3>
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Several P2P platforms state that they are able to offer varying levels of investor protection, and if effective this could be a good mitigant for the above objections. For example: Landbay says it offers “protection funds”; Lending Works says it has “insurance”, and Madiston LendLoan Invest advertises its “compensation scheme”. The devil is always in the detail, and it is important to have a concept as to how these mitigants operate and who stands behind them</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Attractions to Borrowers from P2P </span></h3>
<span style="font-family: Arial, Helvetica, sans-serif;">Just why are small businesses starting to use these platforms? Is it because the P2P process is quicker and less bureaucratic? Are they able to source cheaper, longer term funding from P2P compared to banks? Are P2P lenders financing borrowers who would be turned away by the banks? Or are the P2P platforms cherry-picking the banks’ best small business prospects? Can banks enjoy a better relationship with customers who source their financing from P2P lenders, enabling the banks to cross-sell non-credit products? The answers to these questions are likely to be central to the type of competitive response from the banks.</span></div>
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<span style="font-family: "WeblySleek UI Light","sans-serif"; font-size: 22.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt; mso-bidi-font-weight: normal;">Some Key Challenges for P2P Business Models</span></h2>
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<span style="font-family: Arial, Helvetica, sans-serif;">Incentive Problems </span></h3>
<span style="font-family: Arial, Helvetica, sans-serif;">This is essentially a broker model, wherein the provider of the P2P platform takes little or no financing risk. A root cause of asset bubble driven banking crises has often been a skewed reward structure wherein relationship managers have been incentivised to generate asset growth with little or no regard for the risks that they have piled onto their employers’ balance sheets.<br /><br />If the P2P platforms have no risk of capital loss, could this mean that credit quality within the system might deteriorate and simply be passed around many P2P lenders rather than (as is currently the case) remaining in the hands of the originating bank?</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Monitoring and the Identification of Early Warning Signals</span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">Through the inclusion in their credit algorithms of behavioural factors (often drawn from social media), it is conceivable that the P2P platforms will do a better job of identifying developing problems than incumbent lenders (who have struggled with this since the beginning of time!).<br /><br />However, it will be important to see how much attention the platforms will pay to advising their lenders of changes in the borrowers’ credit quality.<br /><br />Without question, the earlier that problems are identified, the better the lender’s prospects of making a full recovery.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Problem Loans </span></h3>
<span style="font-family: Arial, Helvetica, sans-serif;">Who will take responsibility for negotiating restructurings when problems develop? This is a highly specialised, time-intensive and costly process. Loan workout and restructuring skills and cultures vary widely between existing lenders. How will P2P platforms perform? </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Education of Lenders </span></h3>
<span style="font-family: Arial, Helvetica, sans-serif;">Banks have invested huge sums in training their staff in credit analysis and associated topics. Will all (or even a reasonable percentage) of P2P lenders have the same or better understanding of these principles and techniques? And if the P2P platforms are to educate/ train potential lenders, is there not a significant conflict of interest? <br /><br />There are, of course, myriad other issues for P2P platforms to manage, not least of which are potential fraud, anti-money laundering and KYC. However, within this article I have sought to identify some of the strategic questions and challenges with a view to providing bankers with a starting point for framing their strategic responses. <br /><br />For assistance with developing your strategic response, training relevant staff or to provide feedback/comments on this article, please email me at: <br /><br /><a href="mailto:adrian.grant@bgconsulting.com">adrian.grant@bgconsulting.com</a></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.bgconsulting.com/#!resources/czzk" target="_blank"><b>READ MORE </b></a></span></div>
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ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com0tag:blogger.com,1999:blog-8859939846344705980.post-44167243650241498512014-11-21T10:49:00.001+00:002014-11-21T10:49:31.658+00:00Financial Modelling: Model Design<br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Best Practice</span></h3>
<span style="font-family: Arial, Helvetica, sans-serif;">Ultimately, the best practice is to invest time, thinking about a model before it is built, focusing on what it is needed for and what is the best way of structuring the model in order to achieve its objectives. The more time spent thinking about a model at the outset will save time later in the production process; remember that computers do not think, so we have to do the thinking for them. Once the objectives of the model have been thought about and the structure of the model set, the next most important rule to bear in mind when building a model is to keep it as simple as possible! Ask the following questions constantly when building any financial model:</span><br />
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<a href="http://1.bp.blogspot.com/-isFeptjNwV8/VG8YRZSPoFI/AAAAAAAAASs/d2GXrxzInCQ/s1600/Untitled-1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-isFeptjNwV8/VG8YRZSPoFI/AAAAAAAAASs/d2GXrxzInCQ/s1600/Untitled-1.png" height="326" width="640" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Although a model will always reflect the way that the designer thinks, there are a few steps that can </span><span style="font-family: Arial, Helvetica, sans-serif;">be taken to ensure that somebody else could use, and improve the understanding of, any model. </span><span style="font-family: Arial, Helvetica, sans-serif;">Utilising these steps will also help to minimise errors:</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>ZISHI Cornerstonehttp://www.blogger.com/profile/01453998238487745174noreply@blogger.com1