tag:blogger.com,1999:blog-91083284139157529222024-03-06T00:48:51.715+08:00Sean Excel BlogA platform for Microsoft Excel users to learn new features, share knowledge with others in Personal Financial Planning. You can also ask for help in Microsoft Excel.Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-9108328413915752922.post-47790132363437642502012-08-29T21:09:00.004+08:002012-08-29T21:40:50.273+08:00What Investors' Want?People invest their money and hope for gains. If you ask yourself, what do people want?<br />
<br />
These are the 4 things investor wants:<br />
1) High Returns (Super)<br />
2) No Risk (Safety)<br />
3) Fast Results (Speed)<br />
4) Simple Process (Simple)<br />
<br />
All investments have different levels for each characteristics (4S) above.Let's take a few examples. <br />
<br />
<span style="font-size: large;"><b>A) 4D lottery tickets.</b></span><br />
<br />
<b>1) High Returns (Super)</b><br />
With $1 bet ('investment') the returns can be very high. For example, a first prize of 4D ticket, you will get $2,000. That is a whooping 200,000% return of investment.<br />
<br />
<b>2) No Risk (Safety)</b><br />
However, the safety is very low. The changes of you winning the 1st prize is at 1 number out of 10,000 numbers. That is 0.000001%. Most of the time, people will lose the $1 bet. But, many do not mind losing small amount for the potentially very high returns.<br />
<br />
<b>3) Fast Results (Speed)</b><br />
Buying a 4D ticket is attractive because of the speed. When you buy on the race day, the results are known in the same night. That is less than 12 hours. People do not like to wait for a long time to get their returns.<br />
<br />
<b><br /></b>
<b>4) Simple Process (Simple)</b><br />
<br />
It is also very simple to buy/bet of a 4D ticket. You can get a number anywhere. Be it on a car that just met with an accident, in a dream, your phone number,your car, house, bill, queue number, receipt number etc. People also will buy the number on the speeding summon. If you do not have any number, you can also buy 'lucky pick'. The 4D computer will randomly choose a number for you. Everything is so easy.<br />
<br />
<span style="font-size: large;"><b>B) For property investment</b></span><br />
Property investment characteristics are very different.<br />
<br />
<b>1) Super</b><br />
The property you bought can be get a high return rate provided you get in the right location. <br />
<br />
<b>2) Safety</b><br />
In terms of risk, property has low, moderate or high risk.It depends a lot on location again.<br />
Property has a value to it. It can be mortgage, as banks will not loan you the money if they find the propery has no value. Property prices has been increasing all the years, although it does drop during the market property bubble bust.<br />
<br />
<br />
<b>3) Speed</b><br />
Speed is very slow. Property prices need time to grow. It depends on the location and the demand for the property. <br />
<br />
<br />
<b>4) Simple</b><br />
The process is never simple.You must be able to spot a good potential before others. If you are slow, others had already bought earlier and sell to you. The price had already gone high. You need to read and do lots of research to get a good property.<br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><b>C) Investing in the Stock Market for the short term.</b></span><br />
<br />
<b>1) Super</b><br />
The returns can be very high. Prices changes can be so fast that you can get a very high returns.<br />
<br />
<b>2) Safety</b><br />
The risk of buying a stock market can be high if you do not have the expertise and skill. Many people got 'burned' during the economic crises and stock market crashed. As the price can change so fast, you may lose a lot during a short time.<br />
<b><br /></b>
<b>3) Speed</b><br />
The speed is very high. Some people make lots of money doing contra trading. They speculate on the prices and buy before everybody else. If they manage to buy early, the price is still low. They then sell before everyone else, before the price crash. <br />
<br />
<b>4) Simple</b><br />
The stocks are quite easy to buy. With the online trading, you can do it anywhere as long as you have an internet connection. You can also call your remisier to do the trading for you. <br />
<br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><b>D) Investing in the Stock Market for the long term. </b></span><br />
<br />
It is different characteristics if you buy stocks and keep for a long term.<br />
<br />
<b>1) Super</b><br />
The returns can be very high. Prices of stock increases steadily over the long term as company profits increases over the years. <br />
<br />
<b>2) Safety</b><br />
The risk of buying a stock market can be high if you do not have the
expertise and skill. Many people got 'burned' during the economic crises
and stock market crashed. Safety is increased if you invest <br />
for long term in a good company with proven track records.<br />
<br />
<b>3) Speed</b><br />
The speed is very high. Some people make lots of money doing contra
trading. They speculate on the prices and buy before everybody else. If
they manage to buy early, the price is still low. They then sell before
everyone else, before the price crash. <br />
<br />
<b>4) Simple</b> <br />
To pick a good stock, you have to do a lot of reading and
research. You also need to understand the company's business and potential
earnings. You need to be able to read the company annual reports to calculate the value in the company. <br />
<br />
<span style="font-size: large;"><b>E) Unit Trust Investment</b></span><br />
<br />
<b>1) Super</b><br />
In the long term, unit trust can give a moderate returns. If the funds are buying good stocks in an upmarket, the returns can be better.. <br />
<br />
<b>2) Safety</b><br />
The safety aspect is moderate. The unit trust returns can go up as well as down. As unit trust diversify their investments into many asset classes (stocks, bonds, money market) that the returns are low correlation to one another. The risk are further reduced if the fund buys into many other countries market. <br />
<br />
<b>3) Speed</b><br />
The unit trust investment are for the medium to long term. You need some time to for the funds to gain some returns and pay for the initial service charge. If the market crashed, you may need to wait longer to gain back your capital.<br />
<br />
<b>4) Simple</b> <br />
It is quite simple to buy unit trust. You can contact any of the thousands of Unit Trust Consultants near you. The Unit Trust Consultant can explain to you on the risk and returns of your investments. It can be more complicated if you want to do Dollar Cost Averaging, Asset Allocation, Portfolio Review and Portfolio Rebalancing. To optimize your returns, you may want to do fund switching depending on the market conditions. Basically, you need to do some work to monitor your investments to optimize your investment returns.<br />
<br />Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com0tag:blogger.com,1999:blog-9108328413915752922.post-71936067963646840962012-08-26T23:41:00.000+08:002012-08-26T23:59:12.078+08:00Creating 2 Axes ChartsThere are situations when you want to create a mix chart type with 2 axes. For example, one data set is high and the other is low. <br />
<br />
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mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";
mso-fareast-language:EN-US;}
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" /></div>
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<span style="mso-no-proof: yes;">
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Right Click on the Qty Bar chart to Change Series Chart
Type.</div>
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<span style="mso-no-proof: yes;">
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<img alt="" 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" /></div>
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" /> </div>
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Select on Line Chart and select on Format Data Series.</div>
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<span style="mso-no-proof: yes;"> </span><img alt="" 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" /></div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;">
</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Select Plot Series On: Secondary Axis</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"> </span><img alt="" 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" /></div>
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Line chart with Secondary Axis in right hand side.</div>
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<img alt="" 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" /></div>
Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com0tag:blogger.com,1999:blog-9108328413915752922.post-76654215364344870352012-08-22T23:07:00.000+08:002017-07-23T00:41:29.499+08:00Extract Birthdate from Malaysia IC NoYou can extract the birthday from the Malaysian IC No using the formulas as shown below:<br />
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You may need to check your Microsoft Windows date format settings to make sure the date format is set as d/m/yyyy.<br />
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If you set as m/d/yyyy, then you have to change the arrangement in B8 as B5&"/"&B6&"/19"&B4.<br />
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" 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<br />Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com4tag:blogger.com,1999:blog-9108328413915752922.post-89436851880053706572012-08-21T22:12:00.001+08:002012-08-21T22:12:28.952+08:00Excellent Excel Tips from chandoo.orgGo to this blog to learn more about Excel. Excellent discussion on Microsoft Excel.<br />
<span></span>You can even download a free Excel Tips ebook for free when you sign up for the newsletter. <br />
<a href="http://chandoo.org/wp"><span>http://chandoo.org/wp</span></a><br />
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Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com0tag:blogger.com,1999:blog-9108328413915752922.post-6400735354438555412012-08-19T14:31:00.001+08:002012-08-19T15:24:57.057+08:00Learn Microsoft Excel Basic from GCFI found this website by Goodwill Community Foundation International has a very good web based interactive learning page for Microsoft Excel, other software and other life skills. It even has very basic maths interactive learning.<br />
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The learning concept is using the step by step screen captures with simple descriptions. It also has youtube videos link to learn from videos.<br />
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Go to this link <a href="http://www.gcflearnfree.org/excel2010">http://www.gcflearnfree.org/excel2010</a> to start learning.<br />
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<br />Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com2tag:blogger.com,1999:blog-9108328413915752922.post-63288285242908286872012-08-16T22:12:00.000+08:002012-08-20T10:45:50.539+08:00Employment Income ComparatorFind out how much you are actually earning from your employment. Most times, you have more than just the monthly salary. You can calculate the total income per year using this template. Add in more sources if you have them.<br />
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For those who want to resign and start your own business, use this comparator to check what is the total amount you are getting from the company that is paying you. <br />
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This comparator only compares the dollar and cents. Other benefits like less stress, good friends, conducive work environment and good boss are not quantifiable.<br />
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Have fun!!!!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilaoGPmXWeKM47OdpEUTe5faYuhX7kLIOfqQWtOJ2J0mLQmF1MOj3R3X6PSWtIduS_ar73F__WFk1i6kzGAqIJOCjii-j5dk2egEUmnBjilce5b6pfki1lw-SKdJb8fiYTc3vUJi5cRMw/s1600/Income+Comparator.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilaoGPmXWeKM47OdpEUTe5faYuhX7kLIOfqQWtOJ2J0mLQmF1MOj3R3X6PSWtIduS_ar73F__WFk1i6kzGAqIJOCjii-j5dk2egEUmnBjilce5b6pfki1lw-SKdJb8fiYTc3vUJi5cRMw/s400/Income+Comparator.png" width="400" /></a></div>
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As always, you can down the Microsoft Excel file from:<br />
Download the file: <b>employment_income_comparator.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a>Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com1tag:blogger.com,1999:blog-9108328413915752922.post-91355224395832153102012-08-15T15:55:00.001+08:002012-08-15T16:03:15.981+08:00Home Loan Monthly Repayment Comparator You can easily compare the different home loan monthly repayments with different criteria.<br />
Drag the excel table to more columns to have more comparison.<br />
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Note that you are paying more interest as your loan period is longer, even more than your house value.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRx3QNbU6-NIriS-AV_EdmDrps1KlM6YAKDlUgxgt41ClaW_fhL-UgXcxNx4h9o1g-v0fjBRIsAGVedqgJIUFdpnMDdofvT16dfrfnJEy2PTVwTPE0ZzWy6GRZYx3qzppgPlptRb8Iays/s1600/Home+Loan+Comparator.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRx3QNbU6-NIriS-AV_EdmDrps1KlM6YAKDlUgxgt41ClaW_fhL-UgXcxNx4h9o1g-v0fjBRIsAGVedqgJIUFdpnMDdofvT16dfrfnJEy2PTVwTPE0ZzWy6GRZYx3qzppgPlptRb8Iays/s1600/Home+Loan+Comparator.png" /></a></div>
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Download the file: <b>home_loan_comparator.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a>Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com3tag:blogger.com,1999:blog-9108328413915752922.post-75593883641277884702012-08-14T22:13:00.000+08:002012-08-14T22:35:49.031+08:00Asset Allocation TemplateDownload the file to use this Asset Allocation template.<br />
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" /> <br />
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Change the portfolio allocated % to calculate for switching amount. <br />
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Download the file: <b>asset_allocation_template.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a><br />
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<br />Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com1tag:blogger.com,1999:blog-9108328413915752922.post-90015453834813198122012-08-13T23:41:00.004+08:002012-08-14T22:53:57.373+08:00Yearly Personal Cash Flow in ExcelYou can use Microsoft Excel to plan for your finances. Calculate your income and expenses to see how much you can save every month or in a year.<br />
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As your expenses are different for each month, I have created the Cash Flow template for whole year.<br />
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Download the Microsoft Excel template file: <b>personal_cash_flow_template.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a><br />
<br />Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com7tag:blogger.com,1999:blog-9108328413915752922.post-42612003237906048322012-08-12T21:18:00.005+08:002012-08-14T20:52:30.067+08:00Basic Excel Functions<br />
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<span style="font-size: 14pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Basic Excel Functions</span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 1.2pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="height: 21.95pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="background: #6b82b2; height: 21.95pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 121.8pt;" valign="bottom" width="162"><div class="MsoNormal">
Function</div>
</td><td style="background: #6b82b2; height: 21.95pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 3.5in;" valign="bottom" width="336"><div class="MsoNormal">
Meaning </div>
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<tr style="height: 21.95pt; mso-yfti-irow: 1;"><td style="height: 21.95pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 121.8pt;" valign="top" width="162"><div class="MsoNormal">
=Sum(A1:A5)</div>
</td><td style="height: 21.95pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 3.5in;" valign="top" width="336"><div class="MsoNormal">
Adds the total of numbers from range A1 to A5</div>
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<tr style="height: 21.95pt; mso-yfti-irow: 2;"><td style="background: #f2f2f2; height: 21.95pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 121.8pt;" valign="top" width="162"><div class="MsoNormal">
=Average(A1:A5)</div>
</td><td style="background: #f2f2f2; height: 21.95pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 3.5in;" valign="top" width="336"><div class="MsoNormal">
Average of numbers from range A1 to A5</div>
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<tr style="height: 22.55pt; mso-yfti-irow: 3;"><td style="height: 22.55pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 121.8pt;" valign="top" width="162"><div class="MsoNormal">
=Max(A1:A5)</div>
</td><td style="height: 22.55pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 3.5in;" valign="top" width="336"><div class="MsoNormal">
Shows the maximum number in range A1 to A5</div>
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<tr style="height: 21.95pt; mso-yfti-irow: 4;"><td style="background: #f2f2f2; height: 21.95pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 121.8pt;" valign="top" width="162"><div class="MsoNormal">
=Min(A1:A5)</div>
</td><td style="background: #f2f2f2; height: 21.95pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 3.5in;" valign="top" width="336"><div class="MsoNormal">
Shows the minimum number in range A1 to A5</div>
</td></tr>
<tr style="height: 16.35pt; mso-yfti-irow: 5; mso-yfti-lastrow: yes;"><td style="height: 16.35pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 121.8pt;" valign="top" width="162"><div class="MsoNormal">
=Count(A1:A5)</div>
</td><td style="height: 16.35pt; padding-bottom: 3pt; padding-left: 6pt; padding-right: 6pt; padding-top: 3pt; width: 3.5in;" valign="top" width="336"><div class="MsoNormal">
Calculates the number of entries in range A1 to A5</div>
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</tbody></table>
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" /> </div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"></span></div>
<div class="MsoNormal">
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<div class="MsoNormal">
For non-continuous range, you can use comma to select different range.</div>
<div class="MsoNormal">
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" /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"></span></div>
<div class="MsoNormal">
For continuous range, you can select across different columns.</div>
<div class="MsoNormal">
<img alt="" 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" /><br />
<br />
Download the file: <b>blog_excel_work_files.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a></div>
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Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com1tag:blogger.com,1999:blog-9108328413915752922.post-40597660870410296212012-08-12T09:02:00.001+08:002012-08-14T20:57:52.705+08:00How Much Will I Have After Monthly Savings<br />
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You can calculate on how much you will accumulate by consistently save every month.</div>
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" /></div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"></span></div>
Note that there is a negative sign in front of the FV function. This is to make the result to be a positive number.<br />
<br />
The FV Function Arguments dialog box shown below:<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkwAAAFSCAIAAACPMhfiAAAgAElEQVR4nO3deXwTZeI/8AdYBFy3v13ZZd31WhbrgborKF60iIpAKUWucihHBQsFKkrNCouUItXvLocISlcR1IoUkAUKWA4RKahQZAV6UI7SK23upGmS5m7S5/fHlDTkmEzSpkkmn+f1fvU1ffrMzPPMTObTmaYZYmtudkYSz3UZXdxldDEZcZmMuExGXWk1tpZMEJKXRGSGlPna5RUFmSEnL0nJNDmZISfTrpuiBHCiBmg1VQbQyvUsceN5YxxDTMYpSaKUjBOTcWKSKCXjlCRRSRKlJLGeDBeR4SKSWE8SpSRRShKVZLiCPFPqGmrN1wuTbTfN1ffIsPdeSv+8kv55Je33Hr3vfTpgLR2wkT69gT69gcbn0Pgc+szHXjENABgshwpEm5AfjRBW3A8PJmIcX70ZsNZVv/dov/do76X0pnQbeaaUDDjtiDbiSLiu0+U3zdV3Tdf2ELT0XkodOdd3Fe27it73Pn1wfZsBG1s5VwIAAHBx3/utnL9lsoq5uGKix6Hfezd8y8STA5NZvZfSHq/be7xuJ1OayODStpAjz54lY+vIhIouqcouqUoyt4HRNV3bbaGh2+vWHoIW8qa9WwbtlkGZ6R6CFkclM8FU3rSopUdGa0sAAGdd0lsAGMzxwIQIkyCMLvOtXVMt3dL03VK1XVIMZKaOvGQgM3XkZV2XFENrTYq61TQVSVGTmTqSrGi9zzlNRaapyMR68nwZia9sbm4mzVYrefYsSTxHXqppM0NKZsmZwOuarmV0W2jwpmu6tluavk2qFgAAwA+zVd1mq7q9ouzyiqLrdHnX6XLykpRMkZApEpIsbjWxvtUEIZkgJGNrydjaLkmVZFQlGXWl7a0kz5eRJ/5Hbvtvs9VKyMCTZFQlSTxHJlS0cso5R9S1mqdr46ic29AlVXlDtAK0kQNAlOg+QzbnY5W4wUb9LHM+Vnaf1ppn3SfVz/lILlY1+72Q1bXdh54j8b+QJ/5HBp4kA0+SP+SS1qlnz3YZXewt5Bxcgq1LqpLMkre+zZJ5g+VL0rbsBQCAaDLnP8pKsf3NT80pa03J7xqTlhtHLjU895Zh2BLDkDcNQ940DF5kGLzI8Gi6/tF0/SPz9fe/qr97euNjc2tLr+nmbFSQsXVkbO2cDVKrsFK55k352ynSRcmS+UniOSNFrzwnmj1MNHOIaOaQ+mmD66cNrpv0aN2kR+smPFKbdH/lC3cXT3is8UrpnH/VkAGnycCTpP9hcu9u8odcQu7Z7inkRB5DzhFsTtkmJTOkrdnmfmkJ4Li9AMDcYgL+opS+tcW8Pt+y8YDlvR3mf2wxL/zYnPahac5606x1pplrTTPWmKb+2zjpPePYlcaEZYZn/mEYuEDXb1r9I9NOiVXNzL1HSqnq/bcav1qv2b5R/el7yvf/ofjXQsU7afKsOfJls2T/nCn75wzZP6ZKMyZJFo4VpyWIUp6pTR5YPLzfocRHxApLa8j99Vtyz3YSk0nIbf8lA0+S+F+6vuAacl1eUbSGmSPqXlG0VTpfujlfvYX8hQQA4SnUp2AINkpp6nrTxwWWTw9bV+2yLM01Z3xqfi3HnPahOfUD06x1plfeN01fbZr6L+P4bOPo5cbnFxueWKi7f2b9H4Z/Syl1hJw8K1Xz9cfa3Z+qP1ul2rBUuSZD8d5r8nfSZMtT5ctmyd9+RbZ4ukwwVfL6ePH80aLZzwunPlE66v5dj/6BUkoGnCYPnfEQcmTE5Rsu42bImUhjMH8MZP4e2HZ/0uMtypBfOkBYCfmJFcJHqE/BEGyU0in/Z1y1y/L+HkvWV+ZFm8zzPzJ/mG8Ryu2Ov5zVyuzvbDMPW2J45h+GpzP0j6Xr+r9Sf9vI7yilJLGWJNZSSmWCKerPVjV++X5DTpZy9SJF9nx55quyJTOkb06Vvj5R8to4cVqiOG2UaPYwUcoz9dOerp30WOno/rsfv41SSp74H3noDPnLGaeQG3CaPFPa+rEmE+vbPsTEKee6vaJ0ftNL1+lyz1dyIT+lAgBAiFBKx680/vML87IvzYs2meduML+/29JkbKGUXqmzX6i0qbQtlNJGfYvgU9PAdP2ABfpH5mkfmiW6c/Qx55CTvj5eteGfqo+WKVcvMv3yA6VUmjFV+toEcVqS6NXhopnP1r/8dP3UJymlTd/tqUseUDPhkbIxD+15+k5KKXm8tDXk7t1NYjIJ+fMx8sT/yOBSMqqSTBCSZDETcu5vXGFyrtsrSkfOtb7Fs90hJ9fY5Bpb+7fvgV9MlNIDv5hCvqcBwINxwHOU0qTlxoUfm9/YZJ7/kXnWWnNZjZ1SeuB084jFxqEZhlFvG89ctlFKT1+yPTTP8PA8w9/m6R6aLXYJOcn8JOW/FipXv6HInu/IIHFakujVEaKZQ+tffrpu0mOO+rrxD9eM/1tZklvItV7J/fkYebyUDK0koyrJxHqSLCZTZY6Qu/m2bGfuIdd1utzps8i45lzRVYvGYHd8K9fYFA3mXoMOtPMldFXcTCmtqFT1GHEh9K9nDgMHAOATSunwfxrSPjTP/8ic+oF5xiqTpKFFrGp56T3T8/8wxC8yPL5Qn/4fM6X0QpX9vjmG/mmGh+bp+s8S3TH6e+eQE6cOl7+TpsieL1+eKls8w5FnoleeF02Pr5/yeFvCjbmvbmz/2nEPlSX13/PUHa0h90DxjVdyjpAbJybJTMipHCHH/INe99lqRuv13HSVMzJN7lfOMQvv9ch/HTW9Bh1of8g5ht0z/njIdzbHgQMA8AYTcilrTbPeN6esMb38L9PElaYxy4wjlhifFRieXmR4bKH+va8tlNL/XbP/dY4hdq7hgTTdA7NFtye6hpxsaYps2SzZ0hSZ4GXpwomO03v9tKfbEi7pnrrEv9YlxdaOfeDi6Af2PnU7pZQMuuIl5MbWkSkS5jLOOeQc8cZovXU5XdVtusoxzbS/Kmk2W1sopUKlbdkOPUlWkGTF92UWjcFOKdUY7J8eM5JkhfMtUOdvmfbFNa3/AFhc08zUMG2uij0s3NnaAwZKqVZnppRu+LjIeV5maRqDnakRKm2UUrO1Ra6xf19mcW7mMk0pdfRfqLStPWBg5tUY7I4+cO+wy8A/PWaUa+wuSwMAiFyU0rgM/dR/GaevNk1fZZr6f6YJ7xjHLDeOWGp4donhaYHhP4esOmMLpfSjQ81/mWf8a5ohdp4udpbkT4nHKaUkqZ4k1lNK66fHyQRTZYuny96aLs2YKnl9gnjBGHpjEY27T/Riv/rRf6lP+qvwxdjyUbH5T/ypNeSYi7n+h0lMJiF/OUOevEKGi8g4MUlWtH72V4raZXE3zdUzHOHXLUXbNn098FZsqVn/RTmltE5m+tX4uu8vWiilZy7pew3cU1GpKjwrv2nMNTJF6Zjx5tuynb8tqrBSSncdV36+7Tyl9Ey5jvk4Mo8Ld3k0A7Ouwh9rmK/dx1Y7z7sr/+JnBbJeA/cwKbV+R+2Gj4sopXVSY48Rxc59cJ5mJr4uVK/IuchML89Tr/i0klKqbbL+anxdcW0zpfTgaTXT4ZJKPXuHnQfOROBr/y5TKPUHT0rcR8QToX7VAUCnoZQ+sVA/7h3j5PdMU//PNPk90/h3jEnLjSPeNo5ZaTpb0fpJKLknmvtnGO9aYLx7vrHv/Ka+syR9Eo5TSsk4MUmqp5TWT31C+to4WcZk2ZtTpYsmSxaOl8xPEs8d4Ygk8eSHxBPuFY/9qzjpLnHS3XVj+l5K6Js/qA+llDx9tfVi7t7dpPeaG0PuesKRmTrn0zGDJeTIy23tfzVexEz3HHxcY2hhKnsMO0+mqHsO+bHHiFIyRe2UKGrnb5nz/s23Zd80uoJSajY3MzN6XLjLo6qYq6J3/l1IKVUo9cyKnOe9aXTFTWOqHd92Hyt0XpRzl1xCztEflz70GrjX0eEeCZeYDvd87meWDjuvhdk4Gz4u+tVEWa8nDvdIuBT6x30BALQDpXTgAn1ipmFitnHSu6bkbNP4lcakFcaRmcZjJTZKaZXMPvNj871vmvouMt3xuvGO14x3zNff8Yrk1pGFlFLmMXKU0rqJA8XzEqVvTJQumiR7I1n6+nhJehK9sUiT75WO7ysZc4ck6Y760XdcGn7HvkdvpZSSwbVk0BXS7xLpf5j0XkPI3aUkvpIMF5Hk6yE3U9clxeA4HXdNtXRLs94038JoC7lXjI5p5/bOgedc6cyl3mP71iB5aJtLe5/LbJ3xyW89rssRLWsPWpg4dF8sS388NnAu7B12nl62y6xtslJKr4qbl+0yuwwHgIemNAG/UUofnKMftsQwJss4fqVxQrZx3Epj0jumkVnGGrmdUvrCv0wPLzXdu9jUV2C6fZHptoWm2+br+8yU/r8RJyilZJyGjNNQSoUvPiiaPUyyYIz09fHS1ydIFo5ry7bUeGaixaCVTewrG3u7NOk20ajbLj/X58CA/0cpJUOFZHAt+Vsl6X+Y/OFDQu4uJYNryXARSVYwCUdm6rq86hRmaVbPIZdmbZv2EniOCx3mEQkOzo29taeUms3NLgt0n5ex+YTrR3l+vu28x3Ut22NxtBEqbe/8u7DX4KPeVuFtve4ddsbSYZfOdJ+qPPiDlFJqtti7T1W6bCV+IC8BQLSglMbOaop/Uz/ybcOYFcax7xjHvGNMXGEckWUsrbU3NLU8nmV6eJnp3n+a/7LY9Kc3TX1eN/Wep//tdNnNwwoppSRZS5K1lNLaxNj6GfHiuSMl6WMkr41tS7i056SpcbJZbe+ulI/9k2x0H9GI3lee+e3+h2+mlJJnZWRwnVPI9btEBteS4QoyTtmacCkG55DrOr+l24Lmm9JtDK2xhVL6zr8LPztlb2uT2taepLRNf3/JTikt/LGGpFiuSluKKu0kxUJSLI5sYL51tC+qtFNKd+VfPHDBTin9+Zf6Xg9vd27gMu1QLGyd8ebbsnflX6SUll6U3ZQsdW8v17ZeyTGB1POZn341VU1SLJrr4/r0hM095Lz1wTHAAxfsZmvbAL3N6Dxwoaq1PaXUbG5mRgoAELkopXdNb3p8of65twwJbxtGLzeOWm4audz4Qpbx2RXGwVnGQVmmhzNNsUvNdy02//FN8+9eM/1mjv7XU6U3PXuCUkqS9SRZTymteeGuuimPi2Y9J56b4MgzSdoL0rnPSl8dLJs1SDHj4bacG/U7ybDfXB786/0P3kQpJcMVrTk38KRTyCVKyRQlk3DdXjE6h5Yj3pgnrn59rsVssVFKK2RtIddlfttVnXNAdnnVUlhiYN7xqDG2rMit75lU3uVVy46fW4Oky6sWl/Yl1Sbm2zNXTTffls2097ZwByaiFr518KZJ9fO+aqaUanXmngnF7u2vSluoU9EYW3b8bGO6xIzrqsRDyLH0obDEYDY3U0q1BvuKjSXsHXYeuGNarm1559+Fvf6+3XlEAPxDUmzAb5TS26Y2/S1N//Qi/XOLDcOXGl5Yanz+beOzy4xnK+2U0oGZpv7LzPcsNd+52PyHN80x6eZes/XdJ0m7PlNIKSVTzWSKiVJaPfQ24bi/1U97WjTrOcPJg5RSSerzktRnJa/GS2c9KUsZKJ/WXzH1Hkqp6ciX8pEx4qG9Lj/efd99XSmlZEQjeVZGnlSQh844blfWkUQlmaJmQo75I1y3Bc3MtU6P1+03LWp95DfzQPCer0h6Pbrz5tuye40513qDLr2lS3oLM911fkvX+TdM95hY3eupgzfflt3rqYPdZze1Vr4s9da+Z1JZ62XWuKtMjUsD52kHZhXdU01d57d0TzUxq3Nvn3mgZdeJBqaGeZeK2WLr8bKU6VKvR3befFt2z4Rzjlm8rdd1gI/sdBmg18ZOA3dM93rmuGNGAL4iqXbgN0rp7yc1xc7SD1igf2qRPl5giBcYB//D8NRbBoO5hVL60BJT7GLT3W+Z/pRh+t1C86/TTN1T9F0nSLrEH6eUkmkWMs1CKa2K+31tYqxw4oD6l58SzYgXzYwXzRgsnvGUeMYTkukDpS8/JJscK594t3zsn+Sjficb9mtRfPdLj3bNv7dLa8gNV5AnFWTAafKHDwn58wVHyDku45iQu+l1q3vCOTD1bc+2X9gm5K8lFsKGFrO15YOD+q7zW74pbaGUKpT6Xo/sDHnHAAAiHaU0ZmzDHS833j9b8/c0zaMLtI+lawek6wa8pvvb67r+b+hi32i6+/WmP72m7z1f/5s5+h4pTV1f0pCkOvL0t5RSx+XglSdirj1/R9Xo+6vH/70m+dHayY/VJg+onTRAOOlvdcn9RRNiRWPvFo/+k3hkb/HzvxEN6VH7ZNeSv5Nd/QillIxuIiMayZOK67crbww5Juda32xy/RZljwy7e8ix51zYmv81La3SM3cmNUZaIrTcfFt2r2cLQ94xvgr5qw4AOo1Ybb9/Rk3vF2tuT67p+1Jd7DThvdNr75km7Dejru+Murtm1N0+U9xnhrj3dEnMy+JeUyS/mijpMqaOvFB295gjjpATN9jPJdz/y5O9fxly+4VhfS+MiL0w4t4Lw+8pHtGvZHjf0hfuKn/h9vLn+lwa2rs8PubSU73KB/2q5JEuP/Qn/4272zXkeq+5IeTIy21/k2v7zwGXqMtovbbzlnAh38o+dU819Uwqc9xg7JlUFvIuAQDwwNzPjcUV2vsn/fibZw79btj3t77w3e9f+PbWYd/2fuFY7+Hf//aF47954cTNL5zsOezHm5490e2ZE12e+ZEMPn73mG8vXGmYs9nAhNycj5vUl4oPDrt/+4O/2f3I7/474NavB/7+60du3T2w956BvfcO+O3+R35z4G83Fzzcc3//m/bf363gvi577yG74+5WXLww5yOtx5CrdYQc87VbirZbirbbK8ZuaXrn/x9wvAml24Jmd8wgmatAAEbI/0gAAJ2m+5zmOZsN1M8ibrDP2dTU/RUT8ze57i8b5/ynye+FqGxz1mu7v6hr+5uca8gl1ZOJ9deffdr20SfdUrWt0vROrF3muyKp9uvvoQJwCP07viBshPxohLAxzUJSbGSahUw1k5cMZEoTmWwkU0xkiolMNpJkPRmnb/3KTDiM05DRjWScpvWno5taL91cuIbc4FqSWEvifyHPX+gyrLjrC8VdXygmo64wuiRVMsjYWpJUT8bWtZogbJtmJNUDAHg2vBagVWItSfRySDxfSYZWkqGVJP66IRWt3w69jqkZUkGevkqevkqevNL6kZVPXiGDrpDBtV5C7vkL5PkLXZ6/0GVYsSPqPGIadBlW3MXR3mlGAAfmoAIgzCkC4LogHmzMx3ox767s8VhFn/nqnslVKvkVAAAAHiCDK0jfr0nvtQg5AADgG4QcAADwFkIOAAB4CyEHAAC8hZADAADeQsgBAABvIeQAAIC3EHIAAMBbCDkAAOCttpDr5U/IkeHlzpga55+GfGAAAAAkvpLcmRtIyLHUIOQAACAcIOQAAIC3/Ai54uITxcWFDPfblarr2eaccI72AAAAQXCipKSwA0KuuLiwtPSnttk8Xau5hxwAAEBQlZX9VFzsNec4hVxJyYnS0h9umA0hBwAA4aGs7FRJyQmPP+IUcsXFrjN7SzIkHAAAdD5vNy05hpzrzAg5AAAIH97uWAYYcgAAAOEDIQcAALzlO+R6DriKkAMAgEiEkAMAAN5CyAEAAG8h5AAAgLcQcgAAwFsIOQAA4C2EHAAA8BZCLtplffYtQMBCfgADsEPIRbusz76lKNFadI2yzE17Yye/S+IE3PVJWj5v9Ta9TomQg/CHkIt2CLloLpmb9iZnbj1xocqvucprZMmZW5dvykfIQfjzHXI9BlxByPEYQi6aS+zkdwvPV7b4XeyF56/FTn4XIQfhjy3k7kLIRQGEXDQXEiew2212u23NLkX2Nvlbm6WvfiBKzq4eNPfMD+eFG3f+vOKTE8tyji3e8K1g3SHBukMZawsy1hY0N1uNeh2JEyDkIPwh5KIdQi6aC4kTWK1Wq9Uyb33NxBVXEhaXJCwuGbO0ZHxmib2lRW+xqQ02qcYmWHfI2NzcaGyW65rlumaDXqdRKxByEBEQcuGI3Fi4NA54XR0VcoSQDlkOSmcWEicwm01ms3FQwuz933xzoKDg8JEjp4uKPt9RYG9pMZisSo2pQqzdc6xUZ26+Vq88e1l+9rK8SatuUEiCFHLsh737T11q/HrtQDRAyIUj9xctx8YBcA4557ODeyVLDb0x5Nx/5N4eJRwKiRMYjXqjUT8oYfaghNlPJKYmz3n78x0FMkGKNGWUeEL8leceKBxw+4HCi/Ozd8995+vUrJ2pWTu1GqVSVheMkHNJL58/Za8BUCHkwhNLyLn/lsqlhoVLyLlMc6lxmXZPRI/TKOFQSJzAaGwyGpuOnq6w2Oxma4vZ2mKx2UUzR8o3rRFlLyp6qq+mpOjoqcvOtyu1GoVSJkTIQURAyIUjLldyjnqPKcg+rzP2kLvhhOg95Fiu6rjUo4SqkDiBwaA1GLQrPzlaJ2+8JFSX1TSqtOaqFx+XpE0QTRoqnJ6QHxuz51ip3mKrFKmY25WNaplcUusz5Iin4vPI9zjt7acea7j/hgfRACEXjljOC+4/8hhy3F/qPm9XOn7k3szjT92/ZalECW0hcQK9vlGvb5y3ctcbqw9krD2w5ovjpy7UFA37+9F7bql67I/CxIHiCfFH77ml+PDB/2w/mbYib0rGZnWDRCauDs8rOW/tIWoh5MIRe4Bxb8MFlys5n9M+Qw4JF56FxAl0OrVOp561LI+5GynV2JQa06Eh/cUH877oF1P6SJ+aobH7H7w1p1/Mz6WqnYUNG3YLVUqxpL4qPK/kvLWHqIWQC0cew8zbdLBDjiXAOIYcEi5sC4kT6HQNOl3DjCW5zJsnj52XFpUrc/OLLBZL9e7PcvrFbIv97Uf9YsoqRN+d02zcXftu7lWVUiSpr+y0Kzn3CZX3kGOPPYhCCLlw5PMCzuX3Ym/fcgk87m888dbGvZm3Kz+UcCskTqDVqrRa1ZSMLSlLv5qxJHfGktzUzG3pK/OWrd+/Lf+nM/v2fNAvpqxCtHXf6fSVeRNfyxk9Z71SUS+uu9Zp/0Lg/lrwtwaiGUIu2rH/Tc4lL10qHd/ecN7ksASUMCkkTqDRKDUaxcSFnzC3K+vVtgqxdvKiTduPN+w+2fBDqe6b08r0lXnbjzd8WiDbmC/ZmC9RyISiuqv4Z3CICAi5aNf+fwZHdEVuIXEClVKiVIrHLchhblceOSs+clY8bkFOzj7p2h2V67ZfXbW1fEzah6vzKlZsKcnaXJK1uURUV1FbdREhBxEBIRftEHLRXPokLS8sOltXc6m2+qKwuryu5hI7YXV5TWXptcvnDn3/fZ+k5Qg5CH8IuWiHz66M5pK2atuoRR99tbfgUvEpLsqLfyq/8OP+w4dGLlyf/v52hByEP4RctEPIRXOxmJtWbNkXwENTF67bYbUaEHIQ/hBy0S7rs28BAhbyAxiAHUIOAAB4CyEHAAC85TvkeiLkAAAgMnkNuSGV5M4vEXL8F/I/6kBEC/kBDMAOIRftsvDuyiguukZZ5qa9Aby7ct7qbXqdEiEH4Q8hF+0QctFcMjftTc7ceuJClV9zldfIkjO3Lt+Uj5CD8IeQi3YIuWgusZPfLTxf2eJ3sReevxY7+V2EHIQ/hFy0Q8hFcyFxArvdZrfb1uxSZG+Tv7VZ+uoHouTs6kFzz/xwXrhx588rPjmxLOfY4g3fCtYdEqw7lLG2IGNtQXOz1ajX4bMrISIg5KIdQi6aC4kTWK1Wq9Uyb33NxBVXEhaXJCwuGbO0ZHxmib2lRW+xqQ02qcYmWHfI2NzMPKZArms26HUatQIhBxEBIRemWB6p1bE6KuTwMc2RWEicwGw2mc3GQQmz93/zzYGCgsNHjpwuKvp8R4G9pcVgsio1pgqxds+xUp25mXlMwdnL8iatukEhCV7IuRzteGIctAdCLky5vIw7J+Q8PvjN5/Ph3L86Wt5wPsUj5cKvkDiB0ag3GvWDEmYPSpj9RGJq8py3P99RIBOkSFNGiSfEX3nugcIBtx8ovDg/e/fcd75OzdqZmrVTq1EqZXVBfWiq87cu053zyx/wBkIuTDkHicrp5e1S77GxyulM4fMskMX5yeDu+eSefM4/8jYvci58CokTGI1NRmPT0dMVFpvdbG0xW1ssNrto5kj5pjWi7EVFT/XVlBQdPXXZ+XalVqNQyoSddiXnUo+QA7/4Djl8rFdIuKea6sZfcrlUumShR+whd8MJ0e3KzHmCSyiy16N0fiFxAoNBazBoV35ytE7eeEmoLqtpVGnNVS8+LkmbIJo0VDg9IT82Zs+xUr3FVilSMbcrG9UyuaTWZ8gRT4X7we+tEiEHfvH+sV5V5C6EXOi45BbHPPPYkp3P25WOH7HXcJnFWyVKqAqJE+j1jXp947yVu95YfSBj7YE1Xxw/daGmaNjfj95zS9VjfxQmDhRPiD96zy3Fhw/+Z/vJtBV5UzI2qxskMnF1Z17JeQs2hBz4hJALU8TtbqSKw5Wc+yw+cbmS4xhgPtsg4cKtkDiBTqfW6dSzluUxdyOlGptSYzo0pL/4YN4X/WJKH+lTMzR2/4O35vSL+blUtbOwYcNuoUopltRXddqVHMu3CDnwCSEXpjy+sEMScgFfkPm81EMJeSFxAp2uQadrmLEkl3nz5LHz0qJyZW5+kcViqd79WU6/mG2xv/2oX0xZhei7c5qNu2vfzb2qUook9ZWdcyXH/aoOwCOEXJhiCTn3X4rd6zsq5Npzy5H9WhAlHAqJE2i1Kq1WNSVjS8rSr2YsyZ2xJDc1c1v6yrxl6/dvy//pzL49H/SLKasQbd13On1l3sTXckbPWa9U1IvrrgX13ZUuv8x5qwz56xTCH0IukgTjhc3+NzmXU4yj0vfZk8NyUEJeSJxAo1FqNIqJCz9hblfWq20VYu3kRZu2H2/YfbLhhzjmTcwAACAASURBVFLdN6eV6Svzth9v+LRAtjFfsjFfopAJRXVX8c/gEBEQcpEk2CGHEm2FxAlUSolSKR63IIe5XXnkrPjIWfG4BTk5+6Rrd1Su23511dbyMWkfrs6rWLGlJGtzSdbmElFdRW3VRYQcRASEXLRDyEVz6ZO0vLDobF3Npdrqi8Lq8rqaS+yE1eU1laXXLp879P33fZKWI+Qg/CHkoh1CLppL2qptoxZ99NXegkvFp7goL/6p/MKP+w8fGrlwffr72xFyEP4QctEOIRfNxWJuWrFlXwAPTV24bofVakDIQfjzHXL4WC9+y/rsW4CAhfwABmDnPeQqyZ25CDkAAIhgCDkAAOAthBwAAPAWQi7ahfyPOhDRQn4AA7BDyEW7LLy7MoqLrlGWuWlvAO+unLd6m16nRMhB+EPIRTuEXDSXzE17kzO3nrhQ5ddc5TWy5MytyzflI+Qg/CHkoh1CLppL7OR3C89Xtvhd7IXnr8VOfhchB+EPIRftEHLRXEicwG632e22NbsU2dvkb22WvvqBKDm7etDcMz+cF27c+fOKT04syzm2eMO3gnWHBOsOZawtyFhb0NxsNep1+OxKiAgIuWiHkIvmQuIEVqvVarXMW18zccWVhMUlCYtLxiwtGZ9ZYm9p0VtsaoNNqrEJ1h0yNjczjymQ65oNep1GrUDIQUTgEnJXEXIh5O0Zclzm4tISIRfNhcQJzGaT2WwclDB7/zffHCgoOHzkyOmios93FNhbWgwmq1JjqhBr9xwr1ZmbmccUnL0sb9KqGxSSYIQcx6fH4XlywB1byN2FkAsD7q92f+dil8X6PDnq9mQ458rOOxmjBKeQOIHRqDca9YMSZg9KmP1EYmrynLc/31EgE6RIU0aJJ8Rfee6BwgG3Hyi8OD9799x3vk7N2pmatVOrUSpldUEKOZYacv2BwCztAVwg5MKdx5Bz/4XX2y+/Ps8CWZyfDE78eWgqSkQUEicwGpuMxqajpyssNrvZ2mK2tlhsdtHMkfJNa0TZi4qe6qspKTp66rLz7UqtRqGUCRFyEBEQcuGOJeQ4NmDHHnI3nBDdYg8l0guJExgMWoNBu/KTo3XyxktCdVlNo0prrnrxcUnaBNGkocLpCfmxMXuOleottkqRirld2aiWySW1PkOOeCpcjnaXQ9r5px5rAFgg5MKdx3NE8ELOUVzPhk6Xcd7aoERcIXECvb5Rr2+ct3LXG6sPZKw9sOaL46cu1BQN+/vRe26peuyPwsSB4gnxR++5pfjwwf9sP5m2Im9KxmZ1g0Qmrg72G0+8RRpCDvyCkAt3HuOqk6/kuEyjRGIhcQKdTq3TqWcty2PuRko1NqXGdGhIf/HBvC/6xZQ+0qdmaOz+B2/N6Rfzc6lqZ2HDht1ClVIsqa8KxpWcy+wqhBy0G0Iu3IU85IjbW048TqNEYiFxAp2uQadrmLEkl3nz5LHz0qJyZW5+kcViqd79WU6/mG2xv/2oX0xZhei7c5qNu2vfzb2qUook9ZXB/pscQg46BEIu3AUWciqn36PZl8/9jSfe2qBEbiFxAq1WpdWqpmRsSVn61YwluTOW5KZmbktfmbds/f5t+T+d2bfng34xZRWirftOp6/Mm/hazug565WKenHdtSDdrnQ/brnUAHiDkIt27H+Tc7nX5FIZgrMySocWEifQaJQajWLiwk+Y25X1aluFWDt50abtxxt2n2z4oVT3zWll+sq87ccbPi2QbcyXbMyXKGRCUd1V/DM4RASEXLTDP4NHcyFxApVSolSKxy3IYW5XHjkrPnJWPG5BTs4+6dodleu2X121tXxM2oer8ypWbCnJ2lyStblEVFdRW3URIQcRwXfI9RiIkOMzhFw0lz5JywuLztbVXKqtviisLq+rucROWF1eU1l67fK5Q99/3ydpOUIOwp/3kKtCyEUFhFw0l7RV20Yt+uirvQWXik9xUV78U/mFH/cfPjRy4fr097cj5CD8IeSiHUIumovF3LRiy74AHpq6cN0Oq9WAkIPwh5CLdlmffQsQsJAfwADsEHIAAMBbCDkAAOAthBwAAPAWQi7ahfyPOhDRQn4AA7BDyEW7LLy7MoqLrlGWuWlvAO+unLd6m16nRMhB+EPIRTuEXDSXzE17kzO3nrhQ5ddc5TWy5MytyzflI+Qg/PkOuZ4DriDkeAwhF80ldvK7hecrW/wu9sLz12Inv4uQg/DH5bMrEXJ8hpCL5kLiBHa7zW63rdmlyN4mf2uz9NUPRMnZ1YPmnvnhvHDjzp9XfHJiWc6xxRu+Faw7JFh3KGNtQcbaguZmq1Gvw2dXQkRAyEU7hFw0FxInsFqtVqtl3vqaiSuuJCwuSVhcMmZpyfjMEntLi95iUxtsUo1NsO6QsbmZeUyBXNds0Os0agVCDiICQi7iBfbYZQeEXDQXEicwm01ms3FQwuz933xzoKDg8JEjp4uKPt9RYG9pMZisSo2pQqzdc6xUZ25mHlNw9rK8SatuUEiCF3IuRzKeMAftgZCLeO18UHIW6/PkqKenx+F5crwpJE5gNOqNRv2ghNmDEmY/kZiaPOftz3cUyAQp0pRR4gnxV557oHDA7QcKL87P3j33na9Ts3amZu3UapRKWV1QH5rKcnhzqQFwQMhFvHa+5rM4PxncWw1K5BYSJzAam4zGpqOnKyw2u9naYra2WGx20cyR8k1rRNmLip7qqykpOnrqsvPtSq1GoZQJO+dKDiEH7YSQi3hBDbkbTogIOd4VEicwGLQGg3blJ0fr5I2XhOqymkaV1lz14uOStAmiSUOF0xPyY2P2HCvVW2yVIhVzu7JRLZNLan2GHPFUAjuk2Q9vhBywQMhFPI9nEPcXvzc+b1c6fuQyQRFykV9InECvb9TrG+et3PXG6gMZaw+s+eL4qQs1RcP+fvSeW6oe+6MwcaB4QvzRe24pPnzwP9tPpq3Im5KxWd0gkYmrcSUHEQEhF/E8vqoDDjmf05Q1C1Eiq5A4gU6n1unUs5blMXcjpRqbUmM6NKS/+GDeF/1iSh/pUzM0dv+Dt+b0i/m5VLWzsGHDbqFKKZbUV+FKDiICQi7ieXtVc3y1+ww5liRDyEV6IXECna5Bp2uYsSSXefPksfPSonJlbn6RxWKp3v1ZTr+YbbG//ahfTFmF6Ltzmo27a9/NvapSiiT1lbiSg4jgO+TwsV5hLqghh4TjdyFxAq1WpdWqpmRsSVn61YwluTOW5KZmbktfmbds/f5t+T+d2bfng34xZRWirftOp6/Mm/hazug565WKenHdtaC+u9IltwKoAWAg5KId+9/kXO41OVeG4JSM0tGFxAk0GqVGo5i48BPmdmW92lYh1k5etGn78YbdJxt+KNV9c1qZvjJv+/GGTwtkG/MlG/MlCplQVHcV/wwOEQEhF+3wz+DRXEicQKWUKJXicQtymNuVR86Kj5wVj1uQk7NPunZH5brtV1dtLR+T9uHqvIoVW0qyNpdkbS4R1VXUVl1EyEFEQMhFO4RcNJc+ScsLi87W1Vyqrb4orC6vq7nETlhdXlNZeu3yuUPff98naTlCDsIfQi7aIeSiuaSt2jZq0Udf7S24VHyKi/Lin8ov/Lj/8KGRC9env78dIQfhDyEX7RBy0Vws5qYVW/YF8NDUhet2WK0GhByEP4RctMv67FuAgIX8AAZgh5ADAADeQsgBAABv4RNPAACAt7yG3JBKcteXCDn+C/kfdSCihfwABmCHkIt2WXh3ZRQXXaMsc9PeAN5dOW/1Nr1OiZCD8IeQi3YIuWgumZv2JmduPXGhyq+5ymtkyZlbl2/KR8hB+EPIRTuEXDSX2MnvFp6vbPG72AvPX4ud/C5CDsIfQi7asYccPoiZ34XECex2m91uW7NLkb1N/tZm6asfiJKzqwfNPfPDeeHGnT+v+OTEspxjizd8K1h3SLDuUMbagoy1Bc3NVqNeh8+uhIiAkIt2CLloLiROYLVarVbLvPU1E1dcSVhckrC4ZMzSkvGZJfaWFr3FpjbYpBqbYN0hY3Mz85gCua7ZoNdp1AqEHEQEhFxYC+Cpyv5CyEVzIXECs9lkNhsHJcze/803BwoKDh85crqo6PMdBfaWFoPJqtSYKsTaPcdKdeZm5jEFZy/Lm7TqBoWk054nB9AeCLkIENQXvEvIuT86LhTnXpROKiROYDTqjUb9oITZgxJmP5GYmjzn7c93FMgEKdKUUeIJ8Veee6BwwO0HCi/Oz949952vU7N2pmbt1GqUSlldMEIOz/iGDoeQiwDeXvnMtMdLPe6/DmcF+mRwFB4UEicwGpuMxqajpyssNrvZ2mK2tlhsdtHMkfJNa0TZi4qe6qspKTp66rLz7UqtRqGUCRFyEBG4hBw+1ivEfIaczxoWCLloLiROYDBoDQbtyk+O1skbLwnVZTWNKq256sXHJWkTRJOGCqcn5MfG7DlWqrfYKkUq5nZlo1oml9T6DDniqQR2qAMEDCEXAVxe7S5Jxn5th5BDYSkkTqDXN+r1jfNW7npj9YGMtQfWfHH81IWaomF/P3rPLVWP/VGYOFA8If7oPbcUHz74n+0n01bkTcnYrG6QyMTVuJKDiICQiwABhBz3hSPkormQOIFOp9bp1LOW5TF3I6Uam1JjOjSkv/hg3hf9Ykof6VMzNHb/g7fm9Iv5uVS1s7Bhw26hSimW1FfhSg4iAkIuAri/2v29gckCIRfNhcQJdLoGna5hxpJc5s2Tx85Li8qVuflFFoulevdnOf1itsX+9qN+MWUVou/OaTburn0396pKKZLUV+JKDiICQi4C+Aw5vPEEJbBC4gRarUqrVU3J2JKy9KsZS3JnLMlNzdyWvjJv2fr92/J/OrNvzwf9YsoqRFv3nU5fmTfxtZzRc9YrFfXiumv4FwKICAi5yOPx7mXA8C8E0VxInECjUWo0iokLP2FuV9arbRVi7eRFm7Yfb9h9suGHUt03p5XpK/O2H2/4tEC2MV+yMV+ikAlFdVfxz+AQERBykSeoIed6EkTI8bqQOIFKKVEqxeMW5DC3K4+cFR85Kx63ICdnn3Ttjsp126+u2lo+Ju3D1XkVK7aUZG0uydpcIqqrqK26iJCDiICQi3YIuWgufZKWFxadrau5VFt9UVhdXldziZ2wurymsvTa5XOHvv++T9JyhByEP4RctMNTCKK5pK3aNmrRR1/tLbhUfIqL8uKfyi/8uP/woZEL16e/vx0hB+EPIRftEHLRXCzmphVb9gXw0NSF63ZYrQaEHIQ/hFy0y/rsW4CAhfwABmCHkAMAAN5CyAEAAG+1M+ROhHwAAAAA3pSUtCPkSkpOlJb+EPIxAAAAuCsrO1VS4vlijFPIqeRXiosLS0t/CvlIAAAAnJWV/cTyNzWuIaeSXykuPlFcXAgAABA2Tni7Uel3yAEAAEQWhBwAAPAWQg4AAHgLIQcAALyFkAMAAN5CyAEAAG8h5AAAgLcQcgAQYuR68VZDbiweazwuh2Ut3JfgcYHe1gLhBiEHAKHkkm0ea9zbe6tnn4v7Ml1iz709Qi5SIOQAIJS4h5PqxuwJeDlclumzPUIuUiDkAKBdiKcS2BLcK91buq/U5UeqYIYcS8pCeELIAUBnc86n9txmdKlnSVm/Aox9OuAsh5BAyAFAu7TzSq4DQy6A5fg77bMzEG4QcgAQSu5xwuX2IJfbj95m93eZCLmIhpADgBBzv/7zWMNxLpc2HbJMLheLEJ4QcgAAwFsIOQAA4C2EHAAA8BZCDgAAeAshBwAAvIWQAwAA3kLIAQAAb0VSyPn7jynh8Lk7HdWBcBhLBG2u4C2QZ/2JKtj40YlTyHH8tJ5gHENcPtQngM502uHeIStq/0I6cLwdGNtB7WeQFtjOdbl/okc49CpUW6yTuxFxm537x5h15jYJkyPEjw5zDDkuI0TIBWlFYXVUIeQiqz8IuZAMLaibHSHnX4fbE3Iul3fO37rP4vKV48fnuCyT41xcOsOxq+yrcJ923yYcW3rrPMcxets+Hkft0j2fHfO4FzxOc++bx656HILPGpYG7dxoXFbN5YBxWRT7RvDrYPDZSX9n99gl7pvC4/HW/sPD24bya2v4nD0MN3sAG8cxl8+j0ed6/doULMdwaAUecu6VHpu57Cou8/pctc81Bjwjl676XIX7itrZc58HEMdlcumGz7WzHwwBL9bfTRrAzg1GY5aTi88aLueFwLrEsoTO2S/uZ8nANhH7EPwdDsty2DdaaDd7x56+uPTTeQlc+sN9N4VE4H+TIzcWLpue447xtg+8zeXet/Z3hmWYPve6+zZpZ89ZXjBctj/7qF1+5HG3sm8uj0vz2Tfuu9tnf/zdDlyOBI57jcsCvdV4263e+sB94eyDCtJ+8Xgsdcjh4TKigIfjvhD3IYThZueycVgW7v5T9m3ib+e9bcPw4d+VnM8jxq/DwuO0z8PL2zI7sDM+DwJv7b0tqp0993kg+uw2SwOWIbgswedCWDrc4YPy2B/2XR/YRmvPuNhruJwUAu4/+/7i2Ft/1+vtWOqQw4PLyaGd+zc8N7u/Jygupy+Wl08AnQ9znXq7kstu4HggBnwEd2BXua+ow8+tgS2Ty7gCWwjLWSwYJ1N/19We5bdnXOw17Kenjup/B55tuS/W41ER8Ebr2B3ks9vhttmDeqYN+JzGZXeHCb9DzmUwTHH+kftPOe4Yl0W5L9PbBvU4o3ufXVpy7Cp733yuyNsquAzZ50HDcQs7b2SWXcCydpd+ehwd+35h2Xfsu8njML01YF8O945x6YzPcbEPgfuOdm/D3gFva+d+zLhvN/ZN4W0buneS+yhcDjP3Lvk7HI9L4PKj0G52Lo1Z+uZzICzrZdlKPhfovqdCKJL+GRygM3X+azXczg7+dixs+w/RDCEH4Fknn7LDOSEQchC5EHIAAMBbZEgVuRMhBwAAfISQAwAA3kLIAQAAbyHkAACAtxByAADAWwg5AADgLYQcAADwFkIOAAB4CyEHAAC8hZADAADeIvH4WC8AAOAphBwAAPAWQg6iSJR/TH6YD9/jc92gAzdvkBqHdlA+u4qQAx+IWwn26iJ04Z3Q5wD6H/Ds3GfskK0aJrsmTLoRQJc8NuuQvR+MuTrzmEHIASf8+C07EofQzj538mkuVMPkWTcC6FI4hFyYbhmEHHDh/oR7x7eOaW8XfH5dBbos1n0WlnqfC3H006/VsS+QfRUsW4P7Ap23sLft6W0ju8zusz/eZvS4KJchc++Vz+3AMrv7jO47y2M//d3aLgsPky4FtgED3vvsjV2aeVuRx5ogHTPuEHLAiccD0WWaeyX7ilQ3nibYW3r81uPLw+PCvdV4G6nPGbm3577AAGp8bpYAZnQfV3u2Kpc9zn2fcu8n9xqWlYawS962kl8bsJ07iL2mY1ty7BLb9kHIARfu+UScinsbxzRxKz5X5HF1LOt1n9dbY5aXlrfFelsax1epe/t2LpBjjbf+Bzxw5xqXiQ7plcfd7XEJ7h1m7x7LYDl2Izy7xDJjkPY+x65yORKCd8x42AiOkOuBkAPvPL4M3F/Y7tPuM/pcEftKPU4717ifUFT+vLTY++Pzp+zt3TdOAAts56kh4IG7b9hgn7A4LpO9eyyrCOC8GSZdCrhZ+/e+zzYIOYhIHrPKpbLDQ47924Bf1UEKCfZFeVxsR0VaB/afS+NwCzlv0yyJwqXGY69C3qV2bsAO2UHtjy6EHIQd7iHnKD7rva3IeRZvPWH5KUtj51OMy0K8LdPbAlmWw6U9SwP3Vbv0n6WNtyFwmZFlp7tvPZedFXCvvG03ltm9VXpcO/tg2be2x16FvEssK2Vp5u/eZx+mt2beVuSthr1LLL1iOWY8HEUIOQiM+1Ho8bjktzAcbxh2KeBecT2LdeKQw7BL4SAY4+2oZSLkIEAIOVU4ncu8/fIb0b0Kw0QJwy6FUDCOug5fJkIOAAB4CyEHAAC8hZCD8BXyez4h70C4CeoG4bJw9htZId9fIe8AxuWh8wg5CCse33AV7BW1p01HzdVpW9XfZuGzR8K8e4F1oNP+mMryhsZgjCt8IOQgvHTaOcvfznCfJeTdDnggYZ4ioe1eB27nEHYeIYeQgxBz/sWWOBWPDTzOyNLY+ZdZ50pvc3XIlVx7uurSbZctwzKvtxqWre2tmft62dfOZfkct3ZQu8elMQnyAUPc9jL78Dk2c9kg7EdRMMYVVkh8FbkzFyEH4cLby979Fe5+svPZmP2UwWUV7oV9CO7fsq+CS8cCGILPkxRLs2DvkcBm77TuBfWA8bd7XI4l9uOEfXNxHFdkQchBePH5wuN+vnBv3M7TbgBD4D5G93Gxn7MCHqZLT7zN2CF7JIDtz74unh0wwRg+y3HCvrl8jj1CIeQgvPg8Z3Gf0b1xO89ZxFNh70kAXfV4bmKZ8HeY7W8WwB7xa+Cd371QHTBhFXIcN2zEQchBeOF+zvLrpNCemvYMweNCuK+UJfwCHhTHboRqj4R59zr2gAnPkGNpGYlph5CDsOP4hdfby8z9N2Lnepe5nGs4LtDjovzqPPuJj72rPk9DHic4DtNnT1ia+btH/N3+LN3ztiV5ecAENnz3Zi4THnex+zT7uAIYYMgh5IAnwvbl5/H0GtEj4gds3iiBkAOeCM9zlrff0CN3RLyBzRslEHIAAMBbCDkAAOAthBwAAPAWia8idyHkAACAjxByAADAWwg5AADgLYQcAADwFkIOAAB4CyEHAAC8hZADAADeQsgBAABvIeQAAIC3EHIAAMBbZEglQg4AAPgJIQcAALyFkAMAAN5CyAEAAG8h5AAAgLcQcgAAwFsIOQAA4C2EHAAA8BZCDgAAeAshBwAAvEWGVJG7vkTIAQAAD3EKueLiQgAAgDAXYMgBAABEIoQcAADwFkIOAAB4CyEHAAC8hZADAADeQsgBAABvIeQAAIC32kKuJ0IOAAD4hQypInfmIuQAAICHEHIAAMBbCDkAAOAthBwAAPAWQg4AAHgLIQcAALwV4pAjhET08gEAIJxxCjlyY+nI1XdKyHXUWjxuBJZvvTX22B/3jexxs7PvBW+NO3zHAQBEBK4hF6zVR1rIuU97Czn3xh5n96vb7Evg/lMAgCjRFnI9BlzxK+TcLxqcv7pcjrgvx+U87u1qw2czl3V5nLGjLmW8hRzLV28bkKUzHjcXSwe4/BQJBwDRicRXOj67ki3kXO56eYwT97OzxyTwVuMyi/Oq3X/kcXaWkPM5KC4p6FfIOa/C24jY1+LeMYQcAIBfuIYcSw3LhQv3kPOWNC6zuGettzO7z5ALZGN56iT3wbJvUo71LJHMvikAAKJQWIQcx0sQlgDgvnyXudyDk21jsV5RdU7I+bVT2JcJAMB7kRpyHpt1wpUcyxg5doZldu4Bz31RSDgAiGYBhpzK7Q9OXELOeS6X8763yyn3b11W6jIL+/Lbu7F8Jau3wXrrv7ftxt6ePfBYlg8AEG04hRwEcQcghAAAggYhF9Ktj4QDAAgmhBwAAPAWQg4AAHirLeTwFAIAAOAZEl9J7sKjdgAAgI8QcgAAwFsIOQAA4C2EHAAA8BZCDgAAeAshBwAAvIWQAwAA3kLIAUAUUUjLRTXnhVVnhZU/d47KSz8ET9uKqs7WVf8iqjmvkJZj7M7aQq7HQIQcAPCcqOa8RFi8NGdn7ORsEifgjT5Jy+f+O1cmKpWJSjF2Z2RIJbnzS4QcAESFuupflubsvC/pvfNSyjP3Jb33ds7XLFdyzNiTM7eeuFBFeVTKa2TJmVu9jR0hBwBRpK76l9jJ2ccuGnkpdnJ2g6KCfeyF5ytb+FbsheeveRs7Qg4Aooiw6iyJExwtMxwtM9psNputmR+OlhqOlhlJnKCxoYZ97Ha7zW638Wnszc1Wo17nbewIOQCIInXVv5A4weFi/ZESvdVq4QvzkRLDkWIDiRNo1LXsY7daraHubQeP3aDXadQKb2NHyAFAFGFO9AXnmg6ebzKbjfxgMhkKzjcdPN/EJeTMZlPIO9yxY2/SqhsUEoQcAEDriX7//3T7/6czGpv4wWDQ7f+fbv8vOi4hZzTqjUZ9yPvsghAS8Ni1GqVSVtcZIUfIiiAdlwEsmZAVwesPAEQo5kS/54xmT5HWaNQFA7lenGs8TncUg0G7p0izu0jDLeSYeOiAAXbgWAJelMGg1WoUSpmwXSHnkhbewqNjQ8V5ae5LZl9XO3vCvmoAiFzMif7rU407T2sMBm2HI4S4T7tPdCy9XvP1qcavTzVyCzmdwaDrkAEGabv5O3ZNo1whreVbyHGft52rBgA+YU70eScbtv3QoNdrOhYhxGON89dgaGpqzPtRnfeDmkvIObKhQwboqGeKy7fO7b21YV8yl7E3qmVyCYeQY/lYL28hx9wSdP7WudJjVLjP4q2xc717M2998DivS889rtTj6tgHyzJMAAhPzIk+97gq97iqqamxYxFCPNYwZ/MOX52DTqf+8njDl8dVXELOkQ0dMkBv42Wp4dLAr7GrG6QycY3XkOPy2ZXOJ3T28PBY7/HbABqzr8vfeb3VBDALcg4gUiDkghFyzpduHEOOZZbQhJz7t95ir5NDztv1ol8rRcgBRAnmRL/lO8Vnx5RNTeqORQjxWOP8NRh0uobPvlNu+U7JLeQa9frGjhqgS6X7SD2O3duGCmzs6gaJTFwdlJDz2KwzQ85R0555A+snQg4gEjEn+k+OKD45ItfpGjocIcR92n2iY2m1qk1HFJ8ckXMJOUc2tH+A3obMXsOlgV9jb1CJpaKq4IZcqK7k2j8vQg4gqjAn+o0Fso3fyLTahmBw3IVzrvE43VE0GlVOgSynQMYl5HQ6tU6n7pABOsbiUuNxvN5maedm0WhUKqVYUh+EkFN5ei+Gc6W3G4nus3hci6Oxx2Yu6/LZYffbqj7H4tLYr54DQHhiTvQb9ks37JdotSp+0GiUzIi4hVzrBRA/aDRKlVIkqa9sV8j54IrMUwAAAhZJREFUBWd8AAhbzIl+Xb5k3V6xRqPkh8ZG+bp8yfv5Yi4h58gGfmhslCsV9eK6ax387kpwF/JXLwD4xJzo1+wRrdkj0mgU/NColq3ZI1rTGnJC9rFrNMqQd7hjx66QCUV1V72NveOv5AAAwhZzol+1R7Rqj0ipFKuUYpVSEtGUSrFcJmRGROIEWnUd+9iZWfg0dlFdRW3VRW9jR8gBQBSpr/6lT9JyJhL4p0/S8iathH3shUVn62ou1VZfFFaX19VcimjC6vKaytJrl88d+v57b2NHyAFAFJEIL8z5V+59Se8lZZ6ct1LNJ/clvTd/zVaDXsk+9lGLPvpqb8Gl4lM8UF78U/mFH/cfPjRy4XpvYyfxleROhBwARAe55KJKfiVz067YydkkTsAbfZKWp6/dptcrTEY1xu4MIQcAUaRBUdHYUNOklRoNDSZjo9moMZuCy2o1Bs/1tWjNJp3FrDObtI0NNRi7M4QcAADwFkIOAAB4CyEHAAC8hZADAADeQsgBAABvIeQAAIC3EHIAAMBbbSFH/nSh54Crt44XM1HX40UFd2SkFgAAILzEV5KHj18PuT57yV255K5ccteX1yeC5EvOgtaHO4MmSN3wY6N96WeH/Vmyf6P7kqtgHT9+4t5hfwVjo90ZtO0Q3DNAZPUhqN0IjiAdmX5vt3CQS+76itz1Jbl9M+m9lpDfbyK91wIAAPDP/wcTQTaYZqPBFgAAAABJRU5ErkJggg==" /><br />
<br />
<div class="MsoNormal">
<span style="mso-no-proof: yes;"></span></div>
You need to divide the Interest <b>Rate</b> (B28) by 12 to calculate for monthly savings.<br />
<br />
You also need to multiply the No of Payments, <b>Nper</b> (B27) by 12 to calculate for monthly savings. In this example, you made 120 savings in 10 years.<br />
<br />
The Payments, <b>Pmt</b> (B26) is the monthly amount you save.<br />
<br />
The Present Value, <b>Pv</b> is the initial amount you start during the account opening. <span style="mso-spacerun: yes;"> </span>Then, you start saving every month.<br />
<br />
The <b>Type</b> is 0 as you start saving only 1 month after the account opening.<br />
<br />
Download the file: <b>blog_excel_work_files.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a>Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com0tag:blogger.com,1999:blog-9108328413915752922.post-15489535044611289082012-08-12T08:58:00.002+08:002012-08-25T09:04:33.791+08:00How much to save to be a millionaire.You can calculate how much to save every month to be a millionaire or any amount you wish to have. The longer
you save, the more you will have. If you have more time, you can save less every
month.<br />
<br />
You use the PMT function in Microsoft Excel.<br />
<span style="mso-no-proof: yes;">
</span><br />
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<img alt="" 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" /><br />
<br />
Note that there is a <u>negative sign</u> in front of the PMT function. This is to make
the result to be a positive number.<br />
<br />
The PMT Function Arguments dialog box shown below:<br />
<div class="MsoNormal">
<span style="mso-no-proof: yes;">
</span></div>
<br />
<img alt="" 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" /><br />
<br />
You need to divide the Interest <b>Rate</b> (B20) by 12 to calculate for monthly savings.<br />
<br />
You also need to multiply the No of Payments, <b>Nper</b> (B19) by 12 to calculate for
monthly savings.<br />
<br />
The Future Value, <b>Fv</b> (B18) is the target amount you want to achieve. $1 Million
is your target.<br />
<br />
The Present Value, <b>Pv</b> (-B21) is the initial amount you start during the
account opening. <span style="mso-spacerun: yes;"> </span>Then, you start saving every
month. There is a negative sign because you are <b style="mso-bidi-font-weight: normal;">paying out</b> of your pocket. <br />
<br />
The <b>Type</b> is 0 as you start saving only 1 month after the account opening.Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com0tag:blogger.com,1999:blog-9108328413915752922.post-83830938583292627902012-08-11T20:23:00.001+08:002012-08-14T20:54:16.252+08:00Calculate Car Loan Monthly Payment AmountYou can use Microsoft Excel to calculate your monthly payment for car loan. The amount will depend on;<br />
1) Loan Amount<br />
2) Duration in years<br />
3) Interest Rate<br />
<br />
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<img alt="" 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" /><br />
<br />
Download the file: <b>blog_excel_work_files.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a>Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com9tag:blogger.com,1999:blog-9108328413915752922.post-51439272997350773372012-08-11T20:15:00.000+08:002012-08-14T20:54:35.696+08:00Calculate Home Loan Monthly Payment AmountYou can use Microsoft Excel to calculate the monthly payment amount for a home loan.<br />
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<img alt="" 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" /><br />
<br />
The PMT Function Arguments dialog box shown below:<br />
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<img alt="" 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" /><br />
<br />
You need to divide the Interest Rate (B15) by 12 to calculate for monthly payments.<br />
You also need to multiply the No of Payments (Nper) (B14) by 12 to calculate for monthly payments.<br />
<br />
Download the file: <b>blog_excel_work_files.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a>Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com2tag:blogger.com,1999:blog-9108328413915752922.post-6682332240075044322012-08-11T19:07:00.001+08:002012-08-11T19:11:16.605+08:00Need help in Microsoft Excel?Leave your comments in the 'Excel Help' page on what Microsoft functions and features that you wish to know more. We will answer them.Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com0tag:blogger.com,1999:blog-9108328413915752922.post-18635660378425584182012-08-11T01:54:00.002+08:002012-08-14T20:55:06.386+08:00Combine words from different cellsYou can easily combine or 'concatenate' texts and words from different cells into a new cell.<br />
For example, you want to combine 2 words in cell A1 & A2 into cell B1.<br />
<br />
<img alt="" src="data:image/png;base64,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" /><br />
<br />
Cell A1 contains the text "Alpha".<br />
Cell A2 contains the text "123" <br />
<br />
In cell B1, you type the formula =A1&A2. The end result: Cell B1 will show Alpha123.<br />
<br />
If you want to separate the 2 contents with a space, you need to add a 'blank space'.<br />
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<img alt="" 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" /><br />
<br />
Cell A4 contains the text "Beta".<br />
Cell A5 contains the text "234" In cell B4, you type the formula =A4&" "&A5. The end result: Cell B4 will show Beta 234.<br />
<br />
<br />
<div class="MsoNormal">
<img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"><br /></span></div>
<div class="MsoNormal">
You can also create sentences from the different cells. In the example above, you can write a sentence by combining text and cell data. <span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"><br /></span></div>
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By combining other Excel functions like SUM(), you can also create sentences and display the total of many numbers like above.</div>
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Download the file: <b>blog_excel_work_files.xlsx</b> from: <br />
<a href="http://seanexcel.weebly.com/work-files.html" target="_blank">http://seanexcel.weebly.com/work-files.html </a>Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com1tag:blogger.com,1999:blog-9108328413915752922.post-78877178298087592082012-08-11T01:31:00.001+08:002012-08-11T01:57:04.128+08:00Microsoft BlogYou can view lots of tips and updates on Microsoft Excel from Microsoft Office's own blogs. <br />
<a href="http://blogs.office.com/b/microsoft-excel/">http://blogs.office.com/b/microsoft-excel/</a><br />
<br />
You can also view other blogs for other Microsoft applications like Word, PowerPoint, Outlook.Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com0tag:blogger.com,1999:blog-9108328413915752922.post-27924702218844561422012-08-11T00:19:00.002+08:002012-08-11T18:58:23.272+08:00Welcome to Sean Excel BlogWelcome to Sean Excel Blog. This blog is a platform for you to learn, share and ask questions about the Microsoft Excel.<br />
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Microsoft Excel has many functions and many users only utilize the basic Excel features and functions.<br />
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Excel has hundreds of built in functions to automate the your calculations.<br />
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Feel free to add in your comments as well as add in other information you have.<br />
If you have inquiry, add in the comment and we will reply.Sam Simhttp://www.blogger.com/profile/17402398515696396016noreply@blogger.com0