<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2158226596897964736</id><updated>2024-09-05T01:06:19.222-07:00</updated><category term="Countdown Clock"/><title type='text'>Endurance Accounting &amp;amp; Tax Preparation Services Blog</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>14</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-7913864075171282997</id><published>2013-07-23T12:28:00.001-07:00</published><updated>2013-07-23T12:31:29.697-07:00</updated><title type='text'>Indiana State Unemployment Tax - Multi-State Employees</title><content type='html'>C. Multi-State Employment&lt;br /&gt;
If an employee performs all duties in one state their wages are reportable to that state. If an employee performs duties in more than one state the following criteria are used to determine in which state to report wages:&lt;br /&gt;
• Report wages to the state from which the employee is directed or controlled if some part of the work is performed in the same state as the direction and control.&lt;br /&gt;
• Report wages to the state in which the employer’s corporate office is located if the employee performs some part of their work in that state.&lt;br /&gt;
• If neither of the above applies the employer reports wages to the state in which the employee lives if some part of the employee’s services are performed in the state of residence.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.in.gov/dwd/files/Employer_Handbook.pdf&quot; target=&quot;_blank&quot;&gt;Indiana Employer Guide (page 8)&lt;/a&gt;&lt;br /&gt;
&amp;nbsp; </content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/7913864075171282997/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2013/07/indiana-state-unemployment-tax-multi.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/7913864075171282997'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/7913864075171282997'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2013/07/indiana-state-unemployment-tax-multi.html' title='Indiana State Unemployment Tax - Multi-State Employees'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-262814681463742355</id><published>2013-07-15T07:36:00.001-07:00</published><updated>2013-07-15T07:37:10.767-07:00</updated><title type='text'>Indiana - State and County Tax withholdings</title><content type='html'>&lt;b&gt;Question:&amp;nbsp;&lt;/b&gt; I have a question about withholding county tax.&amp;nbsp; We have an employeethat
 lives in grant county and works for us in Madison county.&amp;nbsp; Do I withhold
 county tax at the Madison county non-resident rate or did Iwithhold at 
the Grant county rate?&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Answer: &lt;/b&gt;You will withhold for the county that the employee lives in at the 
resident rate. You will only use the non-resident rate when you have an 
employee that lives in another state and you will use the county that 
your business is located in at the non-resident rate.&lt;br /&gt;
&lt;br /&gt;
Indiana State and County tax table can be found here; &lt;a href=&quot;http://www.in.gov/dor/files/dn01.pdf&quot; target=&quot;_blank&quot;&gt;http://www.in.gov/dor/files/dn01.pdf&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/262814681463742355/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2013/07/indiana-state-and-county-tax.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/262814681463742355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/262814681463742355'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2013/07/indiana-state-and-county-tax.html' title='Indiana - State and County Tax withholdings'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-4179959370162360066</id><published>2013-05-19T20:28:00.000-07:00</published><updated>2013-05-19T20:31:07.106-07:00</updated><title type='text'>After I file my taxes, I generally worry about getting audited.  When does the IRS notify you if you are going to be audited?</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Generally
speaking you will be notified of an audit between 12 and 18 months after you
have filed your tax return.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The statute
of limitation is 36 months from the time you have filed your return.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Keep in mind, there are no statute of
limitation of you did not file a return.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Note:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;If you have understated your income by 25% or
filed a fraudulent return then the 36 months is extended.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;In the case of the understated income the
extension is to 6 years.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;In the case of
a fraudulent return there is no limit, but generally the IRS won’t audit anyone
after 6 years.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(NOLO Tax Savvy for Small
Business, p 279)&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/4179959370162360066/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2013/05/after-i-file-my-taxes-i-generally-worry.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/4179959370162360066'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/4179959370162360066'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2013/05/after-i-file-my-taxes-i-generally-worry.html' title='After I file my taxes, I generally worry about getting audited.  When does the IRS notify you if you are going to be audited?'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-654163825824023417</id><published>2013-05-11T15:06:00.002-07:00</published><updated>2013-05-11T15:06:30.236-07:00</updated><title type='text'>  Who must I send 1099s too?</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;I was challenged this week to
answer this question.&lt;span&gt;&amp;nbsp; &lt;/span&gt;I thought it was
pretty straight forward at first but my answer started a controversy in the
office.&lt;span&gt;&amp;nbsp; &lt;/span&gt;My answer was directly from the
IRS Publication called “2013 Instructions for Form 1099-MISC.”&lt;span&gt;&amp;nbsp; &lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Which says, “Specific Instructions File Form
1099-MISC, Miscellaneous Income, for each person to whom you have paid during
the year: At least $10 in royalties (see the instructions for box 2) or broker
payments in lieu of dividends or tax-exempt interest (see the instructions for box
8); At least $600 in rents, services (including parts and materials), prizes
and awards, other income payments, medical and health care payments, crop
insurance proceeds, cash payments for fish (or other aquatic life) you purchase
from anyone engaged in the trade or business of catching fish, or, generally,
the cash paid from a notional principal contract to an individual, partnership,
or estate; Any fishing boat proceeds; or Gross proceeds of $600 or more paid to
an attorney. See Payments to attorneys, later. In addition, use Form 1099-MISC
to report that you made direct sales of at least $5,000 of consumer products to
a buyer for resale anywhere other than a permanent retail establishment. You
must also file Form 1099-MISC for each person from whom you have withheld any
federal income tax under the backup withholding rules regardless of the amount
of the payment.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Trade or business
reporting only. Report on Form 1099-MISC only when payments are made in the
course of your trade or business. Personal payments are not reportable. You are
engaged in a trade or business if you operate for gain or profit. However,
nonprofit organizations are considered to be engaged in a trade or business and
are subject to these reporting requirements. Other organizations subject to
these reporting requirements include trusts of qualified pension or
profit-sharing plans of employers, certain organizations exempt from tax under
section 501(c) or (d), farmers&#39; cooperatives that are exempt from tax under
section 521, and widely held fixed investment trusts. Payments by federal,
state, or local government agencies are also reportable.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Exceptions. Some
payments do not have to be reported on Form 1099-MISC, although they may be taxable
to the recipient. Payments for which a Form 1099-MISC is not required include
all of the following.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Generally,
payments to a corporation. But see Reportable payments to corporations,
later.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Payments for merchandise, telegrams,
telephone, freight, storage, and similar items. Payments of rent to real estate
agents. But the realestate agent must use Form 1099-MISC to report the rent paid
over to the property owner. See Regulations section 1.6041-1(e)(5), Example 5,
and the instructions for box 1.Wages paid to employees (report on Form W-2,
Wage and Tax Statement).&lt;span&gt;&amp;nbsp; &lt;/span&gt;Military
differential wage payments made to employees while they are on active duty in
the Armed Forces or other uniformed services (report on Form W-2).&lt;span&gt;&amp;nbsp; &lt;/span&gt;Business travel allowances paid to employees
(may be reportable on Form W-2).”&lt;span&gt;&amp;nbsp; &lt;/span&gt;At
issue was the question of do we need to send 1099 to companies like Office
Depot or Walmart.&lt;span&gt;&amp;nbsp; &lt;/span&gt;We spend over 600 per
year with them so some in the office thought we did.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Professor Karl sent me some information
confirming my belief that we do not need to send them 1099.&lt;span&gt;&amp;nbsp; &lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Additionally, I came across a blog (&lt;a href=&quot;http://www.indianabusinesslawblog.com/2010/11/how-will-the-upcoming-changes.html&quot; target=&quot;_blank&quot;&gt;http://www.indianabusinesslawblog.com/2010/11/how-will-the-upcoming-changes.html&lt;/a&gt;)
that mentioned&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt; a new law that would require such action.&lt;span&gt;&amp;nbsp; &lt;/span&gt;However, the article linked to an update that
shows that the law was repealed and that the requirement does not exist. &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;(&lt;a href=&quot;http://www.indianabusinesslawblog.com/2011/04/form-1099-reporting-changes-re.html&quot; target=&quot;_blank&quot;&gt;http://www.indianabusinesslawblog.com/2011/04/form-1099-reporting-changes-re.html&lt;/a&gt;).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;

</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/654163825824023417/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2013/05/who-must-i-send-1099s-too.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/654163825824023417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/654163825824023417'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2013/05/who-must-i-send-1099s-too.html' title='  Who must I send 1099s too?'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-5363996199334662376</id><published>2013-05-11T13:30:00.001-07:00</published><updated>2013-05-11T13:39:08.649-07:00</updated><title type='text'>When does the IRS notify you if you are going to be audited?</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Generally speaking you will be
notified of an audit between 12 and 18 months after you have filed your tax
return.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The statute of limitation is 36
months from the time you have filed your return.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Keep in mind, there are no statute of limitation
of you did not file a return.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Note:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;If you have understated your
income by 25% or filed a fraudulent return then the 36 months is extended.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;In the case of the understated income the extension
is to 6 years.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;In the case of a fraudulent
return there is no limit, but generally the IRS won’t audit anyone after 6
years.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(NOLO Tax Savvy for Small
Business, p 279)&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/5363996199334662376/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2013/05/when-does-irs-notify-you-if-you-are.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/5363996199334662376'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/5363996199334662376'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2013/05/when-does-irs-notify-you-if-you-are.html' title='When does the IRS notify you if you are going to be audited?'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-1481013102228726509</id><published>2013-04-28T20:04:00.000-07:00</published><updated>2013-04-28T20:04:13.500-07:00</updated><title type='text'>Quickbooks and PrePaid Expenses</title><content type='html'>This post is to cover how to handle prepaid expenses in Quickbooks.&amp;nbsp; This can cover big items like insurance all the way to smaller items like IPASS tolls.&amp;nbsp; We will use tolls as our example but the process applies to any prepaid expense.&amp;nbsp; We will accomplish this in two steps:&lt;br /&gt;
&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;&lt;b&gt;&lt;u&gt;Step One -&lt;/u&gt;&lt;/b&gt; is to record the prepayment.&amp;nbsp; In our toll example, we set up with IPASS the ability for them to charge to our debit card when a minimum amount is reached, when our account is down to $50.00 they replenish the account by charging our debit card $100.00.&amp;nbsp; This will insure that our drivers never get ticketed for not paying a toll.&amp;nbsp; To record this &quot;auto-replenishment&quot; we will use the &quot;write check&quot; feature of Quickbooks.&amp;nbsp; The check will be written to the toll company from the checking account used with our debit card.&amp;nbsp; The account we will use is the &quot;Prepaid Tolls&quot; account. &lt;img alt=&quot;&quot; height=&quot;317&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt;&lt;/li&gt;
&lt;li&gt;&lt;u&gt;&lt;b&gt;Step Two -&lt;/b&gt;&lt;/u&gt;This
step is to record the transactions when the drivers are charged for tolls.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Monthly we receive a statement
from IPASS showing all the charges for tolls.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;When you receive this statement you will record each line item on the
statement as a toll expense in the following manner. Unfortunately we have to
use a general journal entry so please watch making this transaction very
carefully.&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;u&gt;&amp;nbsp; Make sure you enter the current date.&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;u&gt;For the Entry number please use “IPASS”
followed by the month of the entry, you should have one per month.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Then you will Credit “Prepaid Tolls” account
by the total amount of the invoice and then create one Debit line entry for
each item (expense) on the IPASS invoice.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;img alt=&quot;&quot; height=&quot;238&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;To see the effects of these entries let&#39;s look at the Balance Sheet and the Profit &amp;amp; Loss Statement&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;Profit &amp;amp; Loss Statement&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;b&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt; -&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;Here you can see the toll expenses that were incurred in the period.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
&lt;u&gt;&lt;b&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;Balance Sheet&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;b&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt; -&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;Here you can see the prepaid amount that is remaining.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;I hope you found this helpful!&amp;nbsp; If you have any questions or comments please leave them below or send me an email at dwalker@endurancemcs.com &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/1481013102228726509/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2013/04/quickbooks-and-prepaid-expenses.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/1481013102228726509'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/1481013102228726509'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2013/04/quickbooks-and-prepaid-expenses.html' title='Quickbooks and PrePaid Expenses'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-1431210707867709063</id><published>2012-11-25T20:37:00.002-08:00</published><updated>2012-11-25T20:37:12.353-08:00</updated><title type='text'>What is an Enrolled Agent?</title><content type='html'>According to the Internal Revenue Service (IRS)&amp;nbsp;website, at&amp;nbsp;&quot;An enrolled agent is a person who has earned the privilege of representing taxpayers before the Internal Revenue Service by either passing a three-part comprehensive IRS test covering individual and business tax returns, or through experience as a former IRS employee. Enrolled agent status is the highest credential the IRS awards. Individuals who obtain this elite status must adhere to ethical standards and complete 72 hours of continuing education courses every three years.&lt;br /&gt;&lt;br /&gt;Enrolled agents, like attorneys and certified public accountants (CPAs), have unlimited practice rights. This means they are unrestricted as to which taxpayers they can represent, what types of tax matters they can handle, and which IRS offices they can represent clients before.&quot;&amp;nbsp; (&lt;a href=&quot;http://www.irs.gov/&quot;&gt;www.irs.gov&lt;/a&gt;).&lt;br /&gt;
&lt;br /&gt;
With this in mind, and with the goal I have set to begin my tax preparation business in conjunction with&amp;nbsp;accounting services, I thought it would be a step in the right direction to become an Enrolled Agent.&amp;nbsp; Saturday, November 24th, 2012, I took my first step in that direction by passing one of the three required exams.&amp;nbsp; I began with the third exam that focused on Representation, Practices, and Procedures.&amp;nbsp; The next exam that I will target is the Individual exam followed by the Business exam.&amp;nbsp; I will keep you updated as I progress along this path!&amp;nbsp; &lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/1431210707867709063/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2012/11/what-is-enrolled-agent_25.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/1431210707867709063'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/1431210707867709063'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2012/11/what-is-enrolled-agent_25.html' title='What is an Enrolled Agent?'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-1945239410337142431</id><published>2012-10-28T19:36:00.003-07:00</published><updated>2012-10-28T19:47:16.965-07:00</updated><title type='text'>How to choose a Tax Preparer!</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;I was watching an old episode of Magnum PI on Netflix the other day with my wife.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The show started out with Magnum trying to do his own taxes and everyone (meaning T C, Rick, and Higgins) sarcastically commenting on his great record keeping system because he had pieces of paper all over the table.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;In a country where the tax codes and the tax forms seem to be getting increasingly complex&amp;nbsp;more people are needing help.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;While many are turning to tax software others seek out professionals.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;In this post I will identify the important capabilities that you should look for when you want to find a professional to help you with your taxes.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Everyone that chooses a professional tax preparer&lt;/span&gt; should understand that not all tax preparers are equal.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Here is a story from an article by Chuck Sloan from Back Stage East (1/12/2006) about “Ed: The Tax Preparer, who was creating wonderful returns with huge refunds for all his friends, and decided to try him out.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Within months the clients was already getting audited for that same year.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;One look at his return and I could see why:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;It turns out Ed was making up all sorts of numbers on the returns he prepared, and most of the clients had no idea.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;All they saw were the huge refunds.” &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Earlier in the article Mr. Sloan had pointed out that “Trying to save (or make) a couple hundred dollars a year by picking the wrong preparer – or no preparer at all – too frequently comes back to bite you.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Always remember that only you will be paying the interest and penalties if deductions are disallowed.”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;o:p&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;This story and reminder of the consequences demonstrates why it is so important to find a tax professional that you can trust.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Now let’s take a look at the top 5 criteria that should be high on your priority list when you interview your current or tax professional.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;A Professional that listens and understands your needs.&lt;/u&gt;&lt;/b&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The first thing that I would recommend to anyone looking for a tax professional is that it has to be someone that you know listens to your needs, goals, and requirements.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;My first rule is the old saying from Theodore Roosevelt “nobody cares how much you know until they know how much you care.”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;If you ask questions and feel put off or not fully understood then you should find a new tax professional.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;You have to have someone that helps you reach your financial goals and can do it without you losing sleep because you worry about an audit. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Experience is an important aspect of finding the right tax professional;&lt;/u&gt;&lt;/b&gt; however, you have to be careful.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;I have met many people tell me “I have 20 years in the business” like it is some badge of honor and then proceed to give some of the worse advice I had ever heard.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;It was like they had 1 year of experience that they have repeated 20 times.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;While others with less experience who could focus on your situation with knowledge of the tax rules and regulations and that have applied those in situations similar to yours can respond with far better results.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;So do not discount experience, just make sure it is the right kind of knowledge that can really benefit you.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Certification is a standard that your tax professional should have and be striving to maintain.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;There are three main certifications to be aware of:&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0in 0in 0pt 1in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;a.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Certified Public Accountant (CPA) – A CPA is the gold standard of tax preparation and planning.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;They have proven through their passing a comprehensive set of exams followed by years of experience that they can deliver successful results.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The main issue here is that often CPA’s do not really engage with the clients unless they have very complex tax situations, or business clients and CPA’s are the most expensive of tax professionals.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;So a client that has a standard tax situation is likely to overpay and get less personal service.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin: 0in 0in 0pt 1in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;b.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Enrolled Agent (EA) – An Enrolled Agent is someone that has also passed a set of comprehensive set of examines.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The main difference is that the EA exams are focused specifically on taxes, where the CPA exams are broader and include subjects like auditing, financial accounting, and reporting.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The Enrolled Agents focus on personal and business taxes and the rules and regulations to practice in front of the IRS.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;This is an IRS certification and allows an EA to represent you if you are selected for an audit.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;c.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Registered Tax Return Preparer (RTRP) – The RTRP is another IRS certification that focuses on the preparation of tax returns.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Like the EA, an RTRP has a number and is registered with the IRS and have passed an exam demonstrating proficiency in preparing taxes, however, they cannot represent you if you are called before the IRS for an audit.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Be careful of their advertising.&lt;/u&gt;&lt;/b&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;If the tax professional you are interviewing offers things like big returns or fast cash then it is likely they are focused too much on the level of return that you will get and may even lead you to risky, if not improper, deductions raising your exposure to an audit and possible penalties.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;On the other hand if they take too conservative of an approach then you may lose out on legitimate deductions that you are entitled too.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Find a professional that is focused on your goals and your risk tolerance and they can maximize your return without risking your sleep.&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;strong&gt;5.&lt;/strong&gt;&lt;span style=&quot;font: 7pt &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Always get referrals&lt;/u&gt;&lt;/b&gt;.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;All tax professionals should be able to provide you with customers that are happy with the service they provide and that are willing to talk to you.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Or you can look online for survey ratings or customer feedback.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Make sure you know that your tax professional can and has delivered valuable services to his/her clients.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;This can bring confidence to your selection.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;In summary, I would like to stress the first of all the criteria.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;While all of the criteria that I have listed is important, I do not think that any is as important as the first; finding a tax professional that will listen to your needs and understands all of the ramifications and how best to advise you for the best result.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Picking the right tax professional is a hard thing to do, but if you pick someone that has the cares about your needs and goal, has the “right” experience, has earned the proper certifications, and can refer satisfied clients you will be on the right track to a long lasting and beneficial relationship.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;If you have a comment or question please feel free to comment below!&lt;/span&gt;&lt;/div&gt;
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&lt;/o:p&gt;</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/1945239410337142431/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2012/10/how-to-choose-tax-preparer.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/1945239410337142431'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/1945239410337142431'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2012/10/how-to-choose-tax-preparer.html' title='How to choose a Tax Preparer!'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-4327488293597598978</id><published>2012-10-09T07:17:00.001-07:00</published><updated>2012-10-22T11:55:30.686-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Countdown Clock"/><title type='text'>The Countdown Begins</title><content type='html'>The family and I are set to move back to my home. Back home again in Indiana! Here is the countdown!&lt;br /&gt;
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&lt;iframe src=&quot;http://free.timeanddate.com/countdown/i3bjnqqv/n105/cf111/cm0/cu3/ct0/cs0/ca0/co0/cr2/ss0/cacfff/cpcfff/pc900/tc900/fs250/szw320/szh135/iso2013-01-31T00:00:00/bacfff/pd2&quot; frameborder=&quot;0&quot; width=&quot;322&quot; height=&quot;137&quot;&gt;&lt;/iframe&gt;
</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/4327488293597598978/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2012/10/the-countdown-begins.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/4327488293597598978'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/4327488293597598978'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2012/10/the-countdown-begins.html' title='The Countdown Begins'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-6172061695444776105</id><published>2012-07-23T13:09:00.000-07:00</published><updated>2012-07-23T13:09:00.556-07:00</updated><title type='text'>Educational Goal - Achieving a Master of Science in Accountancy</title><content type='html'>I set out over 7 years ago to achieve a MS degree.&amp;nbsp; I was not sure if that was possible or if I was capable but I work in a shrinking industry and I knew I would need some alternatives.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Considering that I had not even achieved a Bachelors degree this was more of a dream then a goal.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Part of achieving any goal is setting a plan.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;That plan started with earning the bachelor degree in Business with a concentration in Finance, which I did in 2011.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Soon after that I began to work on my Master of Science in Accountancy.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Follow this link &lt;a href=&quot;http://www.endurancemcs.com/Donald%20Walker%20Masters%20of%20Accountancy%20Plan.pdf&quot; target=&quot;_blank&quot;&gt;The Master Plan&lt;/a&gt;&amp;nbsp;to check on the progress.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;It includes the upcoming schedule and a breakdown of cost.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;In January 2013 I will be taking 15 credits (full time) for the first time in my life and I am very excited.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Taking classes, especially master level classes in a subject that is not included in the work you do is very difficult.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;I have been able to do it so far but the opportunity to focus on the subject of my future work is exciting.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Of course it is scary to leave a secure position but I am very excited about the opportunity.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;The fact that my wonder wife Elizabeth and my awesome Mom support me is very helpful and makes it all seem possible.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/6172061695444776105/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/educational-goal-achieving-master-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/6172061695444776105'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/6172061695444776105'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/educational-goal-achieving-master-of.html' title='Educational Goal - Achieving a Master of Science in Accountancy'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-7567426847100902697</id><published>2012-07-14T21:13:00.000-07:00</published><updated>2012-07-23T14:05:48.237-07:00</updated><title type='text'>Many Streams make a River</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtI820wqe2gZIreyRVt0Xb8rXNucsKBp9P_R4MlpAiklVGD-R6oWSPBPK6MExe6ZuLpdoDK0srPdjcHyaZxzZnKSR0cD08Wg3JGZHsOn7DHL5Wnm0RGVJgcrtbkI0hoXz3NPQ_o1o1FYU/s1600/stream.bmp&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img $ca=&quot;true&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtI820wqe2gZIreyRVt0Xb8rXNucsKBp9P_R4MlpAiklVGD-R6oWSPBPK6MExe6ZuLpdoDK0srPdjcHyaZxzZnKSR0cD08Wg3JGZHsOn7DHL5Wnm0RGVJgcrtbkI0hoXz3NPQ_o1o1FYU/s1600/stream.bmp&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
This is a lesson that I learned from my boss.&amp;nbsp; Consistant improvement should be a target of everyone.&amp;nbsp; That we do not need to wait for a big action or a huge change but through our daily efforts improvement would be the goal.&amp;nbsp;&amp;nbsp; At different times in our lives these types of lessons can take on new meanings.&amp;nbsp; As I have thought about starting my own business I considered this concept of many streams making a river to mean that many streams of income can make a river of a company.&amp;nbsp; &lt;br /&gt;
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At first I had considered a tax preparation business.&amp;nbsp; But I worried that it is seasonal so the income just wouldn&#39;t be there year round.&amp;nbsp; The two options were try to make enough money in the tax season to sustain our family or to find other sources of income.&amp;nbsp; The second seem to be a better choice simply because the former would require the hiring and training of many employees and marketing expenses would be far greater among other things.&amp;nbsp; Then I considered, and even started, my own Management Consulting Company.&amp;nbsp; But with no time and less money that never even got it&#39;s first marketing program off the ground.&amp;nbsp; &lt;/div&gt;
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By bringing together the concept of many streams makes a river&amp;nbsp;into the&amp;nbsp;business planning&amp;nbsp;process I realized that what I needed&amp;nbsp;to achieve the flexibility that I want, that&amp;nbsp;is a flexible schedule, I need to&amp;nbsp;develop a good portfolio of services.&lt;br /&gt;
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The portfolio is still under development and currently includes:&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0ydf_D11_UqcVTilfMM8G-gGVi6fHZ8-sAvR2VVehF6ozyKuMmi6iJOX_Xwgl3-Zws1jy4aHJgVJRmmEYJj1N4JgaJxMbznCr4vWJ3WBAcr8RQv-2v02ZMkAYK3kucbMrYKGPRViQ2K4/s1600/revenue_Stream.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;270&quot; sda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0ydf_D11_UqcVTilfMM8G-gGVi6fHZ8-sAvR2VVehF6ozyKuMmi6iJOX_Xwgl3-Zws1jy4aHJgVJRmmEYJj1N4JgaJxMbznCr4vWJ3WBAcr8RQv-2v02ZMkAYK3kucbMrYKGPRViQ2K4/s320/revenue_Stream.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Accounting Services&lt;/li&gt;
&lt;li style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Tax Preparation Services&lt;/li&gt;
&lt;li style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Quickbooks Training &amp;amp; Professional Services&lt;/li&gt;
&lt;li style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Investments&lt;/li&gt;
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If each of these could develop into their own stream of income then the business could be sustained for a long time.&amp;nbsp;&lt;/div&gt;
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Another blog that discusses the topic from a different viewpoint.&amp;nbsp;&lt;a href=&quot;http://thesurvivalmom.com/2010/08/23/many-streams-make-a-mighty-fine-income/&quot; target=&quot;_blank&quot;&gt;The Survival Mom&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/7567426847100902697/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/many-streams-make-river.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/7567426847100902697'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/7567426847100902697'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/many-streams-make-river.html' title='Many Streams make a River'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtI820wqe2gZIreyRVt0Xb8rXNucsKBp9P_R4MlpAiklVGD-R6oWSPBPK6MExe6ZuLpdoDK0srPdjcHyaZxzZnKSR0cD08Wg3JGZHsOn7DHL5Wnm0RGVJgcrtbkI0hoXz3NPQ_o1o1FYU/s72-c/stream.bmp" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-3251834100184934110</id><published>2012-07-14T20:39:00.000-07:00</published><updated>2012-07-22T19:30:35.133-07:00</updated><title type='text'>Tough Decision - Updated 7/22/2012</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmQRGpwMwcz7L43WZoNUDcEHrCRLZh1Ute7ivYl-IM1WpC4l-8G3PNzxR9fpSWyfdJafX0LEdPXjrVgqomJ1JKcowDSwMFZnPVsiWTxlQ7VPrqeMez8eB9wSGb_QMyVwqSoI5hD2fCpl4/s1600/decisionmaking.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img $ca=&quot;true&quot; border=&quot;0&quot; height=&quot;254&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmQRGpwMwcz7L43WZoNUDcEHrCRLZh1Ute7ivYl-IM1WpC4l-8G3PNzxR9fpSWyfdJafX0LEdPXjrVgqomJ1JKcowDSwMFZnPVsiWTxlQ7VPrqeMez8eB9wSGb_QMyVwqSoI5hD2fCpl4/s320/decisionmaking.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt; &lt;span style=&quot;color: black; font-family: Verdana; font-size: x-small;&quot;&gt;&quot;High achievers spot rich opportunities swiftly, make big decisions quickly and move into action immediately. Follow these principles and you can make your dreams come true.&quot; Robert Schuller&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: black; font-family: Verdana; font-size: x-small;&quot;&gt;&quot;It is not always what we know or analysed before we make a decision that makes it a great decision. It is what we do after we make the decision to implement and execute it that makes it a good decision.&quot;&amp;nbsp; William Pollard&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: #00009f; font-family: Verdana; font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;These are two quotes I came across while pondering a decision that I need to make.&amp;nbsp; The first quote makes me wonder because it seems that the big decisions, what I call life altering ones, make me pause.&amp;nbsp; I would not say that I make them quickly.&amp;nbsp; I study, ponder and pray before making the decision.&amp;nbsp; I completly agree with the second quote because once you make the decision, as Jack Welch would say,&amp;nbsp;it is important to start to make it the right decision.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana; font-size: x-small;&quot;&gt;The decision that I am facing is how to leave a good job and take the risk of entrepreneurship.&amp;nbsp; That entrepreneurship could take the form of starting my own business or becoming an agent with an insurance company, they help you start your own insurance agency.&amp;nbsp; The other issue is a timing issue.&amp;nbsp; If I am to start either an agency or a business then when to do it is an additional consideration.&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1q7Zdj0_qxEjppzBK2tZoLEjio2zVRLN-NtJT3fAITM3pnBLyv_Yerbjv3WGfS7V4IgO-wPd5ldsC6eIIwzyBrx3NCNc5zcnchKhpYKHyJijJPAtsjx1ROcGhh8boIJjWQFn7LDiJ0Ak/s1600/indianapolis-mormon-temple.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img $ca=&quot;true&quot; border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1q7Zdj0_qxEjppzBK2tZoLEjio2zVRLN-NtJT3fAITM3pnBLyv_Yerbjv3WGfS7V4IgO-wPd5ldsC6eIIwzyBrx3NCNc5zcnchKhpYKHyJijJPAtsjx1ROcGhh8boIJjWQFn7LDiJ0Ak/s320/indianapolis-mormon-temple.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana; font-size: x-small;&quot;&gt;The specific choices that face me now includes both aspects but before I get into that I want to discuss why there is a need to change jobs/careers at all.&amp;nbsp; First and foremost the change is driven by a strong desire to relocate to Indiana.&amp;nbsp; Their are several reasons that I want to move to Indiana, that is where my Mom and family is located.&amp;nbsp; For me, the way of life is better for my family then it is here on Long Island, NY.&amp;nbsp; As a proud member of The Church of Jesus Christ of Latter Day Saints I was happy when the churched announced a temple would be built in Indianapolis, IN.&amp;nbsp; Once we move, we will be about 30 minutes from the temple.&amp;nbsp; I would love a life where my wonderful wife Elizabeth and I could attend the temple weekly!&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana; font-size: x-small;&quot;&gt;It seems to me that there are three main options.&amp;nbsp; All of which have thier own risk!&amp;nbsp; The first option is our original plan which is to wait to make the move until January 2013.&amp;nbsp; At that time I would leave my current work, register as a full-time student in my Masters program and move.&amp;nbsp; This would allow&amp;nbsp;us to save more&amp;nbsp;money to prepare for the move and it would allow me&amp;nbsp;to accelerate my timeline for completing my Masters degree and saves money because I would be able to continue my in-state tuition.&amp;nbsp; But it comes with its down-sides as well.&amp;nbsp; In those first months after the move we would have no income and while our expences would be low we would have to figure out a solution for health insurance.&amp;nbsp; As I have begun my research I have found that to be a much bigger challenge then&amp;nbsp;I had planned.&amp;nbsp;&amp;nbsp;Additional considerations are that I would have to stay in my current position&amp;nbsp;for seven more months and with&amp;nbsp;a lot of changes coming up I feel bad making decisions that&amp;nbsp;affect people&#39;s lives when I know that I won&#39;t be here to help them through the transition.&amp;nbsp; I manage about 36 people and&amp;nbsp;dramatic changes will happen to them and to programs around them and at the moment those changes take place I will be announcing my departure.&amp;nbsp; I worry that will damage my reputation in the company.&amp;nbsp; I have worked hard to earn a good relationship with many people and I do not want to lose that.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana; font-size: x-small;&quot;&gt;The second option, which has presented itself in the last few days is to make the move starting in early September.&amp;nbsp; This comes with me starting a career as an Insurance Agent and continuing my Masters studies.&amp;nbsp; The good news here is that the move could happen sooner and I could work with my employer for a quick transition and then new people would make the decisions that will carry on after my departure.&amp;nbsp; Second, we would get to Indiana several months earlier than planned and I can begin to build a business, Insurance and Accounting &amp;amp; Tax Preparation.&amp;nbsp; The concern here is that I have no sales experience and starting both of those requires me to learn how to find and keep customers.&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana; font-size: x-small;&quot;&gt;The third option is much the same as option two, but just is me working with the insurance company to be patient which would allow me to give a longer period of notice, like two or three months.&amp;nbsp; But really following the same plan as option two.&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana; font-size: x-small;&quot;&gt;I am reminded of the story of David and the Giant.&amp;nbsp; But I feel like I am one of the soldiers that watched him sling the stone at the giant.&amp;nbsp; He had the faith in the Lord that the Lord would protect him.&amp;nbsp; I have faith, strong faith, but at times like this, when I let doubt creep in, that my faith is tested.&amp;nbsp; Elizabeth and I are fasting this weekend.&amp;nbsp; We pray for the Spirit to be with us and help us make the decision and stand confident having the faith of David.&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana; font-size: x-small;&quot;&gt;&lt;strong&gt;Tough Decision Update! 7/22/2012&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana; font-size: x-small;&quot;&gt;The udpate is that the more things change the more they stay the same.&amp;nbsp; After the prayers and fasting and talking it came down to stay with our original plan.&amp;nbsp; So we are planning on moving back to Indiana (Pendleton) in January of 2013.&amp;nbsp; I will then go to school full time for one semester and try to get as much of my Masters degree finished.&amp;nbsp; In addition to that, I will be starting the Endurance Accounting &amp;amp; Tax Preparation service business with much happiness.&amp;nbsp; I have no idea if I will be successful as an business owner, but I am excited to try.&amp;nbsp; If you want to follow the planning for that please check out the &quot;&lt;a href=&quot;http://endurancemcs.blogspot.com/p/start-up-business-plan.html&quot; target=&quot;_blank&quot;&gt;My Business Plan&lt;/a&gt;&quot; section.&amp;nbsp; The decision is done and I am again at peace!&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/3251834100184934110/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/tough-decision.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/3251834100184934110'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/3251834100184934110'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/tough-decision.html' title='Tough Decision - Updated 7/22/2012'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmQRGpwMwcz7L43WZoNUDcEHrCRLZh1Ute7ivYl-IM1WpC4l-8G3PNzxR9fpSWyfdJafX0LEdPXjrVgqomJ1JKcowDSwMFZnPVsiWTxlQ7VPrqeMez8eB9wSGb_QMyVwqSoI5hD2fCpl4/s72-c/decisionmaking.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-5166792361512787465</id><published>2012-07-09T18:12:00.000-07:00</published><updated>2012-07-09T18:12:12.153-07:00</updated><title type='text'>The Start Up</title><content type='html'>Courage is a trait that I have admired for a long time.&amp;nbsp; Starting your own business takes courage.&amp;nbsp; Over the last two years I have watched two people summon the courage and accept the challenges of starting their own businesses.&amp;nbsp; While I see them working many hours and struggling with some things I have been incredibly proud of their success.&amp;nbsp; The success is not measured by the simply the dollars but it also includes the pride and confidence on their faces as they talk about what they are building.&lt;br /&gt;
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Watching them, along with having a desire to relocate, has inspired me to begin my own business.&amp;nbsp; Over the next few months I will be blogging about the steps I am taking as I begin to develop my business plan and make decisions that will form the foundation of the business.&amp;nbsp; The business will be&amp;nbsp;Endurance Accounting &amp;amp; Tax Preparation Services.&amp;nbsp; Endurance will provide accounting, bookkeeping, and tax preparation services to small-to-medium sizes businesses and to individuals.&amp;nbsp; My goal is to help people find ways to keep more of what they earn and not sacrifice time away from their families.&amp;nbsp; There are entrepreneurs out there that spend to much time on the administration and accounting for their business which takes time away from their family.&amp;nbsp; In my opinion there is no greater success than watching your loved ones, wife and kid(s), smile, laugh, and love.&amp;nbsp; While helping others achieve more time with their family I also hope to achieve the same with mine.&amp;nbsp; I have a great family that I love and I am motivated to be successful so I can have more time with them.&lt;br /&gt;
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Over the next few months please watch my blog grow and as I blog about topics that relate to the business plan, I will use those posts to build my business plan, which can be found on the tab &quot;My Business Plan.&quot;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/5166792361512787465/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/start-up.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/5166792361512787465'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/5166792361512787465'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/start-up.html' title='The Start Up'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2158226596897964736.post-8517609970880586430</id><published>2012-07-09T11:38:00.002-07:00</published><updated>2012-07-14T21:25:35.026-07:00</updated><title type='text'>Balanced Scorecard</title><content type='html'>I have been interested in and have been using a balance scorecard since 2006.&amp;nbsp; I was taught about balance scorecards by a professor at the University of Chicago School of Business.&amp;nbsp; I took some Executive education courses.&amp;nbsp; This professor studied under Robert Kaplan (The person that developed the Balance Scorecard approach) in the late 70s and early 80s. &amp;nbsp; The story he told us was that prior to the balance scorecard companies were measured mostly by their financial statements.&amp;nbsp; If they were profitable they were considered good and if not they were not good.&amp;nbsp; They began to wonder if there was a better way to measure a company.&amp;nbsp; Good financial performance today does not ensure stable financial performance in the future.&amp;nbsp; However, if the company had a set of broader measurements not only could you understand the health of the company today it would also keep you informed about the trends that would predict future performance.&amp;nbsp; So hence the Balance Scorecard was developed.&amp;nbsp; The balanced scorecard is used to monitor and track four areas of company performance.&amp;nbsp; The four areas are financial, customer, internal processes, and learning and growth.&amp;nbsp; You can imagine also by the name scorecard that its design is to track a score associated to specific measurements. In other words, we want to keep score!&amp;nbsp; So the four areas provide the &quot;balance&quot; and the targets and measurements provide the &quot;score.&quot;&amp;nbsp; &lt;br /&gt;
An example is that a training team tracked student satisfaction in their in-house Instructor-led training programs.&amp;nbsp; This fits under the customer category and they placed a target of 91.25 out of 100 as their goal.&amp;nbsp; Each month they would report as one of the items on their balance scorecard the student satisfaction rating.&amp;nbsp; This helped management know monthly if the trend was toward increased student satisfaction or decreased student satisfaction or if student satisfaction was flat.&amp;nbsp; &lt;br /&gt;
Well, I hope you have enjoyed this brief overview of the Balance Scorecard.&amp;nbsp; Please feel free to comment or ask question. test</content><link rel='replies' type='application/atom+xml' href='http://endurancemcs.blogspot.com/feeds/8517609970880586430/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/balanced-scorecard.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/8517609970880586430'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2158226596897964736/posts/default/8517609970880586430'/><link rel='alternate' type='text/html' href='http://endurancemcs.blogspot.com/2012/07/balanced-scorecard.html' title='Balanced Scorecard'/><author><name>Don Walker</name><uri>http://www.blogger.com/profile/16947446088037014017</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>