tag:blogger.com,1999:blog-2312167853834191172024-03-05T17:44:32.391-08:00KleenwealthRediscover, recover and restore your wealth through insights and informative contents about your finances, businesses, investments, health and even your faith!!Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.comBlogger97125tag:blogger.com,1999:blog-231216785383419117.post-86420936477731670712014-04-22T09:22:00.003-07:002014-04-22T09:22:33.112-07:007 Keys to a Winning Sales Pitch<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg574Qal9ld8XZgQ0P1uZfgM-qvYO65HMlNljJhvLqOZwcIoImfWduubRjyhTSxf9uIBM5iA3AfxcF-R3NuePRnSbTnO0xLfElCfoCrECJZQTp-FbGHbAdIhRp8awSC5e61YZQhBtEF1s4s/s1600/Sales.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg574Qal9ld8XZgQ0P1uZfgM-qvYO65HMlNljJhvLqOZwcIoImfWduubRjyhTSxf9uIBM5iA3AfxcF-R3NuePRnSbTnO0xLfElCfoCrECJZQTp-FbGHbAdIhRp8awSC5e61YZQhBtEF1s4s/s1600/Sales.jpg" height="181" width="320" /></a></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;">Getting your prospect to ask for
the order is entirely determined by every conscious activity that goes on
before the sale. According to Jay Abraham, renowned business and marketing
expert, whether you are writing or speaking to a prospect in person or through
your telemarketers, the symmetry of a winning “sales pitch” is always the same.
For the message to produce a sale, Jay recommends you do each of these seven
things:</span></div>
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<span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-style: italic;">S</span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;">ay something that gets the prospect’s attention.</span></div>
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<span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-style: italic;">T</span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;">ell the reader/listener/viewer why he or she should be
interested in what you have to say.</span></div>
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<span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-style: italic;">T</span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;">ell them why they should believe that what you say is true.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-style: italic;">P</span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;">rove that it’s true.</span></div>
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Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-24874160133573634962014-04-22T09:07:00.002-07:002014-04-22T09:07:46.506-07:00How To Boost YOUR Self-Esteem<div dir="ltr" style="text-align: left;" trbidi="on">
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<![endif]--><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;">The expression ‘Self-Esteem’ was
first used by American psychologist and philosopher, William James, in 1890. He
viewed self esteem as ‘one’s mental perception of (his) qualities, not physical
features.</span>
<br />
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<span style="font-family: "Courier New"; font-size: 14.0pt;">There are various definitions of self esteem,
but in essence, it is the value we place on ourselves as individuals and in
relation to others.</span><span style="font-family: Courier; font-size: 14.0pt; mso-bidi-font-family: Courier;"> Literally, your self esteem is the esteem in
which you hold yourself</span></div>
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<br /></div>
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<span style="font-family: "Courier New"; font-size: 14.0pt;">We can measure our
self-esteem as confirmed by Maurice Rosenberg. If our self esteem is too low, it
means we see ourselves as less valuable than those around us.</span></div>
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<span style="font-family: "Courier New"; font-size: 14.0pt;">So we are encouraged to
improve our self-esteem in order to become more confident, happier, and better able
to lead a full and rewarding life.</span></div>
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<br /></div>
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<span style="font-family: "Courier New"; font-size: 14.0pt;">If our self-esteem is too
high, we are probably suffering from ‘unearned’ esteem, and see ourselves as
better than those around us. This has been associated with bullying, violence
and aggression to others.</span></div>
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<br /></div>
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<span style="font-family: "Courier New"; font-size: 14.0pt;">Our goal is to achieve the <u>right</u>
level of self-esteem that is not dependent on individual events or achievement.
A balanced and healthy level of self-esteem is one that shows respect for ourselves
and respect for others. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 14.0pt;">A good and healthy level of
self esteem will enable us to:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;">maintain calm, rational thought processes and
behavior.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">cope
with disappointments and criticisms;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">attempt
new challenges;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">seek
out new relationships, </span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt; line-height: 115%;">avoid defensive, aggressive, bombastic or nervous
tendencies; </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">work
towards our futures with a level of confidence and belief in our abilities. </span></div>
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<br /></div>
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<span style="font-family: "Courier New"; font-size: 14.0pt;">So in order to achieve the
benefits of a healthy level of self-esteem, the following ways could prove very
helpful:</span></div>
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<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">Use positive affirmations or
self-talk about who you are and what you can do. For example, say ‘I’m rich’, ‘I’m
healthy’, ‘I’m blessed and a blessing’, ‘I can do all things through Christ who
strengthens me’, ‘I have an ageless body’, ‘I have a timeless mind’, ‘I’m
making a lot of money’, etc.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 52.6pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">Feed <u>your body</u> with hygienically
rich foods. Feed <u>your mind</u> with inspirational and motivational materials.
Feed <u>your spirit</u> with the Word of God.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 52.6pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">Drink lot of water to keep your
body alive.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 52.6pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">Exercise: Take a walk. Swim
if you can. Jog some miles. Stretch at the gym or anywhere else, even your
bathroom. etc</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 52.6pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">Smile! Even when you do not feel
like it. Smile to yourself. Smile when you come in contact with others. And watch
your self-esteem grow!</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 52.6pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">When attending in a group event
or meeting, try to stand or sit in front. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 52.6pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">Nurture an attitude of
gratitude. A good habit for your self-esteem is to be grateful for at least one
thing every day. Be grateful you can breathe. Be grateful for every part of
your body. Be grateful you have a strong God. Gratitude is the secret to
receiving more out of life. Being grateful means that every day is your
birthday!</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 52.6pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Courier New"; font-size: 14.0pt;">Dress purposely! Boost your
confidence as you wear your clothes every day. A neat appearance can literally
make our day!</span></div>
</div>
Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-1546799814059299922014-04-08T11:58:00.003-07:002014-04-08T11:58:59.383-07:00How to Make A Practically Successful Deal<div dir="ltr" style="text-align: left;" trbidi="on">
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Deal-making is an
important part of everyday life, wherever we are, or whatever we do. In
business, the ability to turn a good deal into a great deal can add a lot to
your self-esteem and personal achievement, not to mention your financial
power.<span style="mso-spacerun: yes;"> </span>But deal-making is an art and can
be learned. </span>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Below are some timeless
rules in deal-making that successful deal-makers have known, as recommended by
Jay Abraham:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 1: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Put
your payment obligations at the end of the deal, not at the front. Tell your negotiating
partner that you’ll pay any risk you have within 15, or 30, or even 60 days
after the deal is done and the results are known. By doing this, you’ll
preserve huge amounts of your own cash, and you’ll be able to work on the other
company’s money for months – if not longer.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 2: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">If
a deal is risky, structure it so that you won’t have to commit too much money in
the early stages</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 3: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Start
the negotiations by offering less than you’re willing to give. You won’t know
how much negotiating power you’re leaving on the table, or giving away, until
you try this approach. Too many business people go out with their best offer first,
and have no negotiating leverage left, except to eat further into their already
meager profit.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 4: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Always
ask for joint tenancy of all the customer lists or buyer prospect names resulting
from any customer “list” deals that you do. Those names are worth a lot of
money. You can sell your partner the right to forego your right in using the
names if they turn out to be valuable, but you can’t get the right to the names
after the fact.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 5: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Add
the right to assign your interest to others in any deal you negotiate. That
way, you can sell your rights off, lease them, or finance and trade them to
somebody for a cash lump sum – or for some of their assets.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 6: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">If
the negotiations involve a highly original idea of your own, get your partner to
acknowledge your proprietary interest in the concept in a letter of agreement,
or contract, before you start dealing. If you wait until later, after the fact,
it might be impossible to get that concession.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 7: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Don’t
start the deal until a “contract of agreement” is fully discussed and signed.
Don’t start, don’t reveal too much, don’t make your assets available, don’t
make your operation open to the other party until you have an irrevocable,
binding and fully stated agreement. Take my word for it, you will regret it if
you don’t.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 8: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Always
reserve the right to audit the other fellow while the deal is in place.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rule 9: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">If
you lack talent in negotiating, bring in someone who has that talent, but will wield
it for you in a non-bullying way. (Don’t use a lawyer, but pay the person who
does assist you a percentage of the deal if that’s what it takes to motivate
them.)</span></div>
</div>
Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-90412395950455418702014-04-08T11:50:00.002-07:002014-04-08T11:50:29.705-07:00How To Determine The Marginal Net Worth Of A Customer<div dir="ltr" style="text-align: left;" trbidi="on">
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">According to Jay
Abraham, the concept of marginal net worth is the total aggregate profit of an
average customer over the lifetime of his/her patronage – including all
residual sales – less all advertising, marketing, and product or service fulfillment
expenses.</span>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Let’s assume the
average new customer coming in your front door brings you an average profit of
$75 on the first sale. He/she repurchases three more times a year, with an
average reorder amount of $300, and on each $300 reorder you make $150 gross
profit.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Now, with the average
patronage life lasting two years, every new customer is worth $975.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">I arrived at the $975
by adding the $75 initial profit to the three additional purchases per year (at
$150 profit per purchase) times the two years they remain a customer.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">So here are the steps
to follow to calculate your marginal net worth:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Step 1: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Calculate
your average sale and your average profit per sale.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Step 2: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Compute
how much additional profit a customer is worth to you by determining how many
times he or she comes back. Be conservative.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Step 3: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Compute
precisely what a customer costs by dividing your marketing budget by the number
of customers it produces.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Step 4: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Compute
the cost of a prospect the same way.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Step 5: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Compute
how many sales you get for so many prospects (that’s the percentage of prospects
who become customers).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Step 6: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Compute
the marginal net worth of a customer by subtracting the cost to produce (or convert)
a customer from the profit you expect to earn from a customer over the lifetime
of patronage.</span></div>
</div>
Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-24746118353311848062014-04-08T11:34:00.000-07:002014-04-08T11:36:35.831-07:00Turbo-Charge Your Online Business!<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"><br /></span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Uapuc9skP4vuuS8WoQH6p2d8e74M6F_1EgntzMJInxON_j2Z_HUWJcnyNnSR3ekG5IIlWRLRrxZIrZbGNyAR_J4fOaLFybc3sIHD_UrvXd6pgaIc4KI-teKu6LaiYleq9TvimCvh26bi/s1600/Online+biz.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Uapuc9skP4vuuS8WoQH6p2d8e74M6F_1EgntzMJInxON_j2Z_HUWJcnyNnSR3ekG5IIlWRLRrxZIrZbGNyAR_J4fOaLFybc3sIHD_UrvXd6pgaIc4KI-teKu6LaiYleq9TvimCvh26bi/s1600/Online+biz.jpg" height="320" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Always remember that
your<i style="mso-bidi-font-style: normal;"> current</i> customers are your
greatest asset. Notable author Jay Abraham confirms that you can immediately
leverage this customer-asset simply by creating more opportunities for them to buy
from you – and to buy over and over again.<span style="mso-spacerun: yes;">
</span>Leading marketing email consultant and author, Jimmy D. Brown, provides
practical guidance on how you can grow your online business. He recommends you
come up with a system that works just for YOU. Have a plan for what you want to
do, where you want to go, how much you want to earn, and how to do it. Then you
identify and implement some specific action steps into a weekly schedule to
accomplish those three things. And<b style="mso-bidi-font-weight: normal;">
Success </b>will not elude you.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">For your online
business to get better, think three do-lists viz:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<br />
<ul style="text-align: left;">
<li><span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Increase
your <b style="mso-bidi-font-weight: normal;">Market Reach</b> (the number of
subscribers & visitors to your site;</span></li>
</ul>
<br />
<ul style="text-align: left;">
<li><span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Increase your <b style="mso-bidi-font-weight: normal;">Lead Conversion</b>; and </span></li>
</ul>
<br />
<ul style="text-align: left;">
<li><span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Increase
your <b style="mso-bidi-font-weight: normal;">Lifetime Value </b>(by making
multiple sales; residual offers and backend offers).</span></li>
</ul>
</div>
Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-81274725445242191982014-04-08T11:21:00.003-07:002014-04-08T11:28:46.644-07:00Your Finances. Your Asset Class. Your Financial Stability<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
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</div>
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</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw5xTl7eMsDt8KFYmEVQ2YCzApG9rNiT7BMBu90HFp8UAhPlHZYAqNvR5kwl-egkEKNCjKdpe5yMV-g4hCc3w2tiVrgPbXuhxwjZzXMRtm2o2Gpb2jPAGKWVQOsyvNypVT7xmHmgm58vEg/s1600/BIZP.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw5xTl7eMsDt8KFYmEVQ2YCzApG9rNiT7BMBu90HFp8UAhPlHZYAqNvR5kwl-egkEKNCjKdpe5yMV-g4hCc3w2tiVrgPbXuhxwjZzXMRtm2o2Gpb2jPAGKWVQOsyvNypVT7xmHmgm58vEg/s1600/BIZP.jpg" height="200" width="200" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO4KqXKFFsWnmauF3GHIE_fLHHX45y2sfVnxm8Revg-UG3uCntdqKjt-gMPoleIqcGiDD5juIywJiQvnW4uZUc3xaXKhWbzv16uaxPIhO9u5HuurFVZViCw03byux92jqU4k6gYwc49bav/s1600/Stocks.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO4KqXKFFsWnmauF3GHIE_fLHHX45y2sfVnxm8Revg-UG3uCntdqKjt-gMPoleIqcGiDD5juIywJiQvnW4uZUc3xaXKhWbzv16uaxPIhO9u5HuurFVZViCw03byux92jqU4k6gYwc49bav/s1600/Stocks.jpg" height="200" width="200" /></a><br />
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In today's fast economy, it is important to gain control over</div>
<div style="text-align: justify;">
our finances in order to ensure a stable financial future for ourselves and loved ones. Call it Financial Sustainability and you've hit the nail on the head. How then can we become financially stable? By knowing where our money is going, through our assets (investments that put money in our pockets), our income ( what we generate from assets aside pay cheques), our liabilities (obligations that take money from our pockets), or our expenses ( spending created by liabilities). A good working knowledge of financial language like assets, liabilities, income, and expenses, and how they interrelate with one another can put control of our money in our hands, and help us achieve financial stability.</div>
</div>
Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-75595155939213952632014-04-05T10:07:00.002-07:002014-04-05T10:07:37.843-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9yc7xI5UJMUQIuwfaqP4dQhhuzj2uyqSv8vggiLw1b8qxdxEFGmf_aaH3sBI8eFjjpwBY2YpJ8I1tGgC72lvFNaSuFjMES3lsbcYn4bMRwdX0dLfsIJU170OHDpo9N2i-0VQiNVaaUXUS/s1600/Osteen.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9yc7xI5UJMUQIuwfaqP4dQhhuzj2uyqSv8vggiLw1b8qxdxEFGmf_aaH3sBI8eFjjpwBY2YpJ8I1tGgC72lvFNaSuFjMES3lsbcYn4bMRwdX0dLfsIJU170OHDpo9N2i-0VQiNVaaUXUS/s1600/Osteen.jpeg" /></a>Joel Osteen says that "you can’t wait for people’s approval to do what God has called you to
do. What you have may seem small or insignificant; but if you’ll use
what you have, God will cause you to step into the fullness of your
destiny." This is really true especially when we consider that as true believers God lives in us, and has loaded us with all things pertaining to life and godliness! Like Moses or that faithful widow, it is all about the rod in our hands, or whatever we got in our house! We need to start counting our blessings (in case we haven't started), and appreciate what we have because what we have now is somebody's dreams.<br />
<br /></div>
Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-15203440375137664392012-11-18T07:38:00.001-08:002012-11-18T07:38:13.595-08:00Bibles: The Maxwell Leadership Bible; Life Application Study Bible; Babies First Bible<div dir="ltr" style="text-align: left;" trbidi="on">
<table border="0" cellpadding="5" cellspacing="0" class="txt" style="width: 100%px;"><tbody>
<tr><td valign="top" width="20%"><div style="float: left; width: 60%;">
<strong><span><br /></span></strong></div>
</td><td valign="top" width="79%"><div style="float: left; width: 60%;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy2hUYehncoPLNYN4GBKnJGY11iQdOAFT8NC_HgL-2f3HRVY2rWtoT7U77ZQ_n3uLf5NU3TgT0yW3wfVgbwXz3AHO0OkfrljsKbkflgwEdX_WUccbLw97YKJ1prPGmFLa7624cHDtI17_U/s1600/John.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy2hUYehncoPLNYN4GBKnJGY11iQdOAFT8NC_HgL-2f3HRVY2rWtoT7U77ZQ_n3uLf5NU3TgT0yW3wfVgbwXz3AHO0OkfrljsKbkflgwEdX_WUccbLw97YKJ1prPGmFLa7624cHDtI17_U/s320/John.jpg" width="224" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnEcGgfHTbK3hL2tIjo1i_eQP7EQ8eI-W88sO8IY4reNRQ2w0S0laVoXEpwaD1ROVs46tiGB_cd77XXp3MVb64Ke9wiqJxlMJYxpfmk2ZQ4pqNpHWV0SyQufyFqqDlj-NjMH6WdAt-LPsI/s1600/LifeApp.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnEcGgfHTbK3hL2tIjo1i_eQP7EQ8eI-W88sO8IY4reNRQ2w0S0laVoXEpwaD1ROVs46tiGB_cd77XXp3MVb64Ke9wiqJxlMJYxpfmk2ZQ4pqNpHWV0SyQufyFqqDlj-NjMH6WdAt-LPsI/s320/LifeApp.jpg" width="217" /></a><strong><span>The Maxwell Leadership Bible New King James Version Coffee Bonded Leather</span></strong><br />by: Maxwell, John C. (EDT)Paperback<br /><strong>ISBN:</strong> 9780718025281<br /><strong>Pub. Date:</strong> 02 September, 2008<br />
<br />
<div style="float: left; width: 60%;">
<strong><span>Baby's First Bible New King James Version</span></strong><br />by: Not Available (NA)Hardcover<br /><strong>ISBN:</strong> 9781418534295<br /><strong>Pub. Date:</strong> 02 September, 2008<br />
<br />
<div style="float: left; width: 60%;">
<strong><span>ReaLife Devotional Bible</span></strong><br />by: Littleton, Mark/ Wooding, Marnie/ Silverthorne, Sandy, Hardcover<br /><strong>ISBN:</strong> 9780310716853<br /><strong>Pub. Date:</strong> 01 October, 2008</div>
<div style="float: left; width: 60%;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4dNAXsqP1O4ioHb8aAZwSd2iaMBBRyhDy2-pblWo3d_iMcx80vXlfEHelraEA8h1DoH98axfo3PLWes5N0Dw5MLMriC_LmP_B3HikC0IAhJOtaRFQh9vOoYu2sQA2LLHPgOIkX-hBLyEH/s1600/Baby.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4dNAXsqP1O4ioHb8aAZwSd2iaMBBRyhDy2-pblWo3d_iMcx80vXlfEHelraEA8h1DoH98axfo3PLWes5N0Dw5MLMriC_LmP_B3HikC0IAhJOtaRFQh9vOoYu2sQA2LLHPgOIkX-hBLyEH/s1600/Baby.png" /></a></div>
To get your copies, visit: http://www.debonairbookstore.com/?aid=AG56556730<br /></div>
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Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-27425842046534731432012-10-27T13:54:00.000-07:002012-10-27T13:54:11.662-07:00Borderless Is Beautiful<div dir="ltr" style="text-align: left;" trbidi="on">
Did you know that by the end of 2011, the worldwide number
of Internet users had grown to more than
2.27 BILLION people—nearly 40% of ALL the people on the
planet?! Did you also know that mobile consumer spending alone is
expected to grow 13.4% in 2012 to reach $138 billion in global sales?
With statistics like that, the future of commerce certainly seems to
belong online!<br />
And while the U.S leads the pack as of December '11 for the
percentage of its population online (78.6%), the United States
constitutes only 12% (and shrinking) of Web surfers worldwide.<br />
Where the major growth is occurring is in the world's most populous
countries, such as China, India, Brazil, Russia and Indonesia. In fact,
the Asian continent ranks first worldwide for the number of Internet
users—more than 1BILLION and growing. And they're just getting started!<br />
Then there's Africa, the Middle East, and Latin America that since
2000 have witnessed what can only be described as a phenomenal increase
of online users: a cumulative, 11-year 2,988.4%, 2,244.8 %, and 1,205.1%
growth rate, respectively!<br />
<img alt="" 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Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-71038924236650075452012-10-27T13:27:00.001-07:002012-10-27T13:27:53.007-07:00Trust: An Intangible Asset<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglFx3N2YnFyAftDPV5G0DUY4iqBMeQDKEXgCpL1W5AhR4o3de1pfMjBy40yHykrdpxXB87ImQmjQnGx9BpgdpstU_xsAxKjWc_S5kBzYG3yJrl7-LnmM9a8lTA7aie2k_zJkxocz_QDIBD/s1600/Honesty.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglFx3N2YnFyAftDPV5G0DUY4iqBMeQDKEXgCpL1W5AhR4o3de1pfMjBy40yHykrdpxXB87ImQmjQnGx9BpgdpstU_xsAxKjWc_S5kBzYG3yJrl7-LnmM9a8lTA7aie2k_zJkxocz_QDIBD/s200/Honesty.jpg" width="200" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdYExXdRZjaE-Ih_cjSXTkDZHauAHu5ZKGj9DcObWICalaDJk_Oc_yHym-FlMcv4s-s7I0PFGDEbBzKUepsxBswIzXgpR30LZQnQl8IzYtUKJKQnVkXgVVEC78LD7FuxSMUnZyoV-zmQEW/s1600/Trust.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdYExXdRZjaE-Ih_cjSXTkDZHauAHu5ZKGj9DcObWICalaDJk_Oc_yHym-FlMcv4s-s7I0PFGDEbBzKUepsxBswIzXgpR30LZQnQl8IzYtUKJKQnVkXgVVEC78LD7FuxSMUnZyoV-zmQEW/s200/Trust.jpg" width="200" /></a><br />
<div class="MsoListParagraph" style="text-align: center; text-indent: -0.25in;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Honesty
is more than just morality, it is good business practice. You do not want to
start any relationship with a client, customer, or affiliate by dishonest
correspondence. “Trust” is the most important factor in any business
relationship.</span></div>
</div>
Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-90268495326132439542012-10-27T13:17:00.001-07:002012-10-27T13:17:36.605-07:00Life: A Jigsaw Puzzle<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJj87ZMfz9-VevS-_JI8_4w7th55EWFx8n7wHEYRZ4uv_1ckMymx8n42AIOyKtQHomA-XEAYOwa6XvkVo1_XUJfdVXJ_XWPkrieAEWGuSro4xKEpfhYp24nR7DXTNcfvd6zQoNG11FUvYu/s1600/Jigsaw.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJj87ZMfz9-VevS-_JI8_4w7th55EWFx8n7wHEYRZ4uv_1ckMymx8n42AIOyKtQHomA-XEAYOwa6XvkVo1_XUJfdVXJ_XWPkrieAEWGuSro4xKEpfhYp24nR7DXTNcfvd6zQoNG11FUvYu/s1600/Jigsaw.jpg" /></a></div>
Life is a jigsaw puzzle. Seeing the big picture helps you navigate through and make the most out of life without missing the fun.</div>
Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-91704867829737574792012-04-26T15:31:00.001-07:002012-04-26T15:31:09.508-07:00International Financial Reporting Standards (IFRS)<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEu109Ta2R6nE1YXg7k8U7GMmWpNbFAjDsZUNqkPNJJ4MI-oiEnlr-M8ZmaNYRJzt8LvgPzdJjF1_QT38AC8sIkCxZiFjrDeljUmzSwS6m8MojobmVaeCt4wgJbiJRTtTlKw86vFeosMEr/s1600/images.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEu109Ta2R6nE1YXg7k8U7GMmWpNbFAjDsZUNqkPNJJ4MI-oiEnlr-M8ZmaNYRJzt8LvgPzdJjF1_QT38AC8sIkCxZiFjrDeljUmzSwS6m8MojobmVaeCt4wgJbiJRTtTlKw86vFeosMEr/s200/images.jpg" width="200" /></a></div>
<b>Standards Interpretations Committee (SIC) Interpretations</b><br />
<br />
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<br />
<div class="newsdate">
<b>Note</b></div>
<div class="newsdate">
The table list below the most recent version (or versions if
a pronouncement has not yet been superseded) of each pronouncement and the date
that revisions was originally issued. Where a pronouncement has been reissued
with the same or a different name, the date indicated in the table is the date
the revised pronouncement was reissued (these are indicated with an asterisk
(*) in the tables). The table relates specifically to standards termed 'IFRS'</div>
<div class="newsdate">
<br /></div>
<div class="newsdate">
Extracted from <a href="http://www.iasplus.com/en/standards" target="_blank">http://www.iasplus.com/en/standards</a></div>
<div class="newsdate">
<br /></div>
<br />
<table class="projectTable"><tbody>
<tr><th align="center">#</th><th>Name</th><th align="center">Issued</th>
</tr>
<tr><td align="center"><span class="internal-link">SIC 1</span></td>
<td><i>Consistency – Different Cost Formulas for Inventories</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1997</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 2</span></td>
<td><i>Consistency – Capitalisation of Borrowing Costs</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1997</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 3</span></td>
<td><i>Elimination of Unrealised Profits and Losses on Transactions with Associates</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1997</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 5</span></td>
<td><i>Classification of Financial Instruments - Contingent Settlement Provisions</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1998</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 6</span></td>
<td><i>Costs of Modifying Existing Software</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1998</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 7</span></td>
<td><i>Introduction of the Euro</i></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">SIC 8</td>
<td><i> First-Time Application of IASs as the Primary Basis of Accounting </i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">SIC 9</td>
<td><i>Business Combinations – Classification either as Acquisitions or Unitings of Interests</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">SIC 10</td>
<td><i>Government Assistance – No Specific Relation to Operating Activities</i></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">SIC 11</td>
<td><i>Foreign Exchange – Capitalisation of Losses Resulting from Severe Currency Devaluations </i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">SIC 12</td>
<td><i>Consolidation – Special Purpose Entities</i></td>
<td align="center">1998</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 13</span></td>
<td><i>Jointly Controlled Entities – Non-Monetary Contributions by Venturers</i></td>
<td align="center">1998</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 14</span></td>
<td><i>Property, Plant and Equipment – Compensation for the Impairment or Loss of Items</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">1998</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 15</span></td>
<td><i>Operating Leases – Incentives</i></td>
<td align="center">1999</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 16</span></td>
<td><i>Share Capital – Reacquired Own Equity Instruments (Treasury Shares)</i><span class="newsDate">Superseded</span></td>
<td align="center">1999</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 17</span></td>
<td><i>Equity – Costs of an Equity Transaction</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 18</span></td>
<td><i>Consistency – Alternative Methods</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 19</span></td>
<td><i>Reporting Currency – Measurement and Presentation of Financial Statements under IAS 21 and IAS 29</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 20</span></td>
<td><i>Equity Accounting Method – Recognition of Losses</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 21</span></td>
<td><i>Income Taxes – Recovery of Revalued Non-Depreciable Assets</i></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 22</span></td>
<td><i>Business Combinations – Subsequent Adjustment of Fair Values and Goodwill Initially Reported</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 23</span></td>
<td><i>Property, Plant and Equipment – Major Inspection or Overhaul Costs</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 24</span></td>
<td><i>Earnings Per Share – Financial Instruments and Other Contracts that May Be Settled in Shares</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 25</span></td>
<td><i>Income Taxes – Changes in the Tax Status of an Enterprise or its Shareholders</i></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 27</span></td>
<td><i>Evaluating the Substance of Transactions in the Legal Form of a Lease</i></td>
<td align="center">2000</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 28</span></td>
<td><i>Business Combinations – 'Date of Exchange' and Fair Value of Equity Instruments</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2001</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 29</span></td>
<td><i>Disclosure – Service Concession Arrangements</i></td>
<td align="center">2001</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 30</span></td>
<td><i>Reporting Currency – Translation from Measurement Currency to Presentation Currency</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2001</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 31</span></td>
<td><i>Revenue – Barter Transactions Involving Advertising Services</i></td>
<td align="center">2001</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 32</span></td>
<td><i>Intangible Assets – Web Site Costs</i></td>
<td align="center">2001</td>
</tr>
<tr><td align="center"><span class="internal-link">SIC 33</span></td>
<td><i>Consolidation and Equity Method – Potential Voting Rights and Allocation of Ownership Interests</i><br /><span class="newsDate">Superseded</span></td>
<td align="center">2001</td>
</tr>
</tbody></table>
<h2>
</h2>
</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-45483891816700845712012-04-26T15:23:00.001-07:002012-04-26T15:35:53.167-07:00International Financial Reporting Standards (IFRS)<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTcB8z3YRVLsANmr_SbCkCXaB_5EixLlUZZ08cgm_Ef8sdBho-wWYQY0IeJ43KrStuualglrlTYY6ui9g1STX89Hc-wx4v9DeAfsAT1Dr4Q44zRpAwVOvj56UhzSW3bjY-YIr70vj3mAI3/s1600/IFRS1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTcB8z3YRVLsANmr_SbCkCXaB_5EixLlUZZ08cgm_Ef8sdBho-wWYQY0IeJ43KrStuualglrlTYY6ui9g1STX89Hc-wx4v9DeAfsAT1Dr4Q44zRpAwVOvj56UhzSW3bjY-YIr70vj3mAI3/s1600/IFRS1.jpg" /></a></div>
<b><br /></b><br />
<b>IFRIC Interpretations</b><br />
<br />
<br />
<div class="newsdate">
<b>Note</b></div>
<div class="newsdate">
The table list below the most recent version (or versions if
a pronouncement has not yet been superseded) of each pronouncement and the date
that revisions was originally issued. Where a pronouncement has been reissued
with the same or a different name, the date indicated in the table is the date
the revised pronouncement was reissued (these are indicated with an asterisk
(*) in the tables). The table relates specifically to standards termed 'IFRIC Interpretations'</div>
<br />
<br />
<div class="newsdate">
Extracted from <a href="http://www.iasplus.com/en/standards" target="_blank">http://www.iasplus.com/en/standards</a></div>
<div class="newsdate">
<br /></div>
<table class="projectTable"><tbody>
<tr><th align="center">#</th><th>Name</th><th align="center">Issued</th>
</tr>
<tr><td align="center">IFRIC 1</td>
<td><i>Changes in Existing Decommissioning, Restoration and Similar Liabilities</i></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRIC 2</td>
<td><i>Members' Shares in Co-operative Entities and Similar Instruments</i></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRIC 3</td>
<td><i>Emission Rights</i><br />
<span class="newsDate">Withdrawn June 2005</span></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRIC 4</td>
<td><i>Determining Whether an Arrangement Contains a Lease</i></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRIC 5</td>
<td><i>Rights to Interests arising from Decommissioning, Restoration and Environmental Rehabilitation Funds</i></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRIC 6</td>
<td><i>Liabilities Arising from Participating in a Specific Market - Waste Electrical and Electronic Equipment</i></td>
<td align="center">2005</td>
</tr>
<tr><td align="center">IFRIC 7</td>
<td><i>Applying the Restatement Approach under IAS 29 Financial Reporting in Hyperinflationary Economies</i></td>
<td align="center">2005</td>
</tr>
<tr><td align="center">IFRIC 8</td>
<td><i>Scope of IFRS 2</i><br />
<span class="newsDate">Withdrawn effective 1 January 2010</span></td>
<td align="center">2006</td>
</tr>
<tr><td align="center">IFRIC 9</td>
<td><i>Reassessment of Embedded Derivatives</i></td>
<td align="center">2006</td>
</tr>
<tr><td align="center">IFRIC 10</td>
<td><i>Interim Financial Reporting and Impairment</i></td>
<td align="center">2006</td>
</tr>
<tr><td align="center">IFRIC 11</td>
<td><i>IFRS 2: Group and Treasury Share Transactions</i><br />
<span class="newsDate">Withdrawn effective 1 January 2010</span></td>
<td align="center">2006</td>
</tr>
<tr><td align="center">IFRIC 12</td>
<td><i>Service Concession Arrangements</i></td>
<td align="center">2006</td>
</tr>
<tr><td align="center">IFRIC 13</td>
<td><i>Customer Loyalty Programmes</i></td>
<td align="center">2007</td>
</tr>
<tr><td align="center">IFRIC 14</td>
<td><i>IAS 19 – <i>The Limit on a Defined Benefit Asset, Minimum Funding Requirements and their Interaction</i></i></td>
<td align="center">2007</td>
</tr>
<tr><td align="center">IFRIC 15</td>
<td><i>Agreements for the Construction of Real Estate</i></td>
<td align="center">2008</td>
</tr>
<tr><td align="center">IFRIC 16</td>
<td><i>Hedges of a Net Investment in a Foreign Operation</i></td>
<td align="center">2008</td>
</tr>
<tr><td align="center">IFRIC 17</td>
<td><i>Distributions of Non-cash Assets to Owners</i></td>
<td align="center">2008</td>
</tr>
<tr><td align="center">IFRIC 18</td>
<td><i>Transfers of Assets from Customers</i></td>
<td align="center">2009</td>
</tr>
<tr><td align="center">IFRIC 19</td>
<td><i>Extinguishing Financial Liabilities with Equity Instruments</i></td>
<td align="center">2009</td>
</tr>
<tr><td align="center">IFRIC 20</td>
<td><i>Stripping Costs in the Production Phase of a Surface Mine</i></td>
<td align="center">2011</td></tr>
</tbody></table>
</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-23000656614936292792012-04-26T15:13:00.001-07:002012-04-26T15:13:38.845-07:00International Financial Reporting Standards (IFRS)<div dir="ltr" style="text-align: left;" trbidi="on">
<h2>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1-_xgXIBvkVRargWVH9uwIL46F5WBH4iCDWYNdnlDHHDIIrh7JZInndlRYERso6AVhUuepMt9k3VqOgb0XE-EDiOIVtiSW82mBd4Cirr88GJPQS_NMYNvdadFnNSmo8NG0aO9o-C11oo9/s1600/IFRS.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1-_xgXIBvkVRargWVH9uwIL46F5WBH4iCDWYNdnlDHHDIIrh7JZInndlRYERso6AVhUuepMt9k3VqOgb0XE-EDiOIVtiSW82mBd4Cirr88GJPQS_NMYNvdadFnNSmo8NG0aO9o-C11oo9/s1600/IFRS.jpg" /></a>International Accounting Standards (IAS)</h2>
<h2>
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</h2>
<div class="newsdate">
<b>Note</b></div>
<div class="newsdate">
The table list below the most recent version (or versions if
a pronouncement has not yet been superseded) of each pronouncement and the date
that revisions was originally issued. Where a pronouncement has been reissued
with the same or a different name, the date indicated in the table is the date
the revised pronouncement was reissued (these are indicated with an asterisk
(*) in the tables). The table relates specifically to standards termed 'IAS'</div>
<div class="newsdate">
<br /></div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Extracted from <a href="http://www.iasplus.com/en/standards" target="_blank">http://www.iasplus.com/en/standards</a></span>
<table class="projectTable"><colgroup align="center" span="1" width="70"></colgroup><colgroup span="1"></colgroup><colgroup align="center" span="1" width="30"></colgroup><tbody>
<tr><th align="center"> </th></tr>
</tbody></table>
<table class="projectTable"><tbody>
<tr><th align="center">#</th><th>Name</th><th align="center">Issued</th>
</tr>
<tr><td align="center">IAS 1</td>
<td><i>Presentation of Financial Statements</i></td>
<td align="center">2007*</td>
</tr>
<tr><td align="center">IAS 2</td>
<td><i>Inventories</i></td>
<td align="center">2005*</td>
</tr>
<tr><td align="center">IAS 3</td>
<td><i>Consolidated Financial Statements</i><br /><span class="newsDate">Superseded in 1989 by IAS 27 and IAS 28</span></td>
<td align="center">1976</td>
</tr>
<tr><td align="center">IAS 4</td>
<td><i>Depreciation Accounting</i><br /><span class="newsDate">Withdrawn in 1999</span></td>
<td><br /></td>
</tr>
<tr><td align="center">IAS 5</td>
<td><i>Information to Be Disclosed in Financial Statements</i><br /><span class="newsDate">Superseded by IAS 1 effective 1 July 1998</span></td>
<td align="center">1976</td>
</tr>
<tr><td align="center">IAS 6</td>
<td><i>Accounting Responses to Changing Prices</i><br /><span class="newsDate">Superseded by IAS 15, which was withdrawn December 2003</span></td>
<td><br /></td>
</tr>
<tr><td align="center">IAS 7</td>
<td><i>Statement of Cash Flows</i></td>
<td align="center">1992</td>
</tr>
<tr><td align="center">IAS 8</td>
<td><i>Accounting Policies, Changes in Accounting Estimates and Errors</i></td>
<td align="center">2003</td>
</tr>
<tr><td align="center">IAS 9</td>
<td><i>Accounting for Research and Development Activities</i><br /><span class="newsDate">Superseded by IAS 39 effective 1 July 1999</span></td>
<td><br /></td>
</tr>
<tr><td align="center">IAS 10</td>
<td><i>Events After the Reporting Period</i></td>
<td align="center">2003</td>
</tr>
<tr><td align="center">IAS 11</td>
<td><i>Construction Contracts</i></td>
<td align="center">1993</td>
</tr>
<tr><td align="center">IAS 12</td>
<td><i>Income Taxes</i></td>
<td align="center">1996*</td>
</tr>
<tr><td align="center">IAS 13</td>
<td><i>Presentation of Current Assets and Current Liabilities</i><br /><span class="newsDate">Superseded by IAS 39 effective 1 July 1998</span></td>
<td><br /></td>
</tr>
<tr><td align="center">IAS 14</td>
<td><i>Segment Reporting</i><br /><span class="newsDate">Superseded by IFRS 8 effective 1 January 2009</span></td>
<td align="center">1997</td>
</tr>
<tr><td align="center">IAS 15</td>
<td><i>Information Reflecting the Effects of Changing Prices</i><br /><span class="newsDate">Withdrawn December 2003</span></td>
<td align="center">2003</td>
</tr>
<tr><td align="center">IAS 16</td>
<td><i>Property, Plant and Equipment</i></td>
<td align="center">2003*</td>
</tr>
<tr><td align="center">IAS 17</td>
<td><i>Leases</i></td>
<td align="center">2003*</td>
</tr>
<tr><td align="center">IAS 18</td>
<td><i>Revenue</i></td>
<td align="center">1993*</td>
</tr>
<tr><td align="center">IAS 19</td>
<td><i>Employee Benefits</i><br /><span class="newsDate">Superseded by IAS 19 (2011) effective 1 January 2013</span></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">IAS 19</td>
<td><i>Employee Benefits</i> (2011)</td>
<td align="center">2011*</td>
</tr>
<tr><td align="center">IAS 20</td>
<td><i>Accounting for Government Grants and Disclosure of Government Assistance</i></td>
<td align="center">1983</td>
</tr>
<tr><td align="center">IAS 21</td>
<td><i>The Effects of Changes in Foreign Exchange Rates</i></td>
<td align="center">2003*</td>
</tr>
<tr><td align="center">IAS 22</td>
<td><i>Business Combinations</i><br /><span class="newsDate">Superseded by IFRS 3 effective 31 March 2004</span></td>
<td align="center">1998*</td>
</tr>
<tr><td align="center">IAS 23</td>
<td><i>Borrowing Costs</i></td>
<td align="center">2007*</td>
</tr>
<tr><td align="center">IAS 24</td>
<td><i>Related Party Disclosures</i></td>
<td align="center">2009*</td>
</tr>
<tr><td align="center">IAS 25</td>
<td><i>Accounting for Investments</i><br /><span class="newsDate">Superseded by IAS 39 and IAS 40 effective 2001</span></td>
<td><br /></td>
</tr>
<tr><td align="center">IAS 26</td>
<td><i>Accounting and Reporting by Retirement Benefit Plans</i></td>
<td align="center">1987</td>
</tr>
<tr><td align="center"><span class="internal-link">IAS 27</span></td>
<td><i>Separate Financial Statements</i> (2011)</td>
<td align="center">2011</td>
</tr>
<tr><td align="center">IAS 27</td>
<td><i>Consolidated and Separate Financial Statements</i><br /><span class="newsDate">Superseded by IFRS 10, IFRS 12 and IAS 27 (2011) effective 1 January 2013</span></td>
<td align="center">2003</td>
</tr>
<tr><td align="center"><span class="internal-link">IAS 28</span></td>
<td><i>Investments in Associates and Joint Ventures (2011)</i></td>
<td align="center">2011</td>
</tr>
<tr><td align="center">IAS 28</td>
<td><i>Investments in Associates</i><br /><span class="newsDate">Superseded by IAS 28 (2011) and IFRS 12 effective 1 January 2013</span></td>
<td align="center">2003</td>
</tr>
<tr><td align="center">IAS 29</td>
<td><i>Financial Reporting in Hyper-inflationary Economies</i></td>
<td align="center">1989</td>
</tr>
<tr><td align="center">IAS 30</td>
<td><i>Disclosures in the Financial Statements of Banks and Similar Financial Institutions</i><br /><span class="newsDate">Superseded by IFRS 7 effective 1 January 2007</span></td>
<td align="center">1990</td>
</tr>
<tr><td align="center">IAS 31</td>
<td><i>Interests In Joint Ventures</i><br /><span class="newsDate">Superseded by IFRS 11 and IFRS 12 effective 1 January 2013</span></td>
<td align="center">2003*</td>
</tr>
<tr><td align="center">IAS 32</td>
<td><i>Financial Instruments: Presentation</i></td>
<td align="center">2003*</td>
</tr>
<tr><td align="center">IAS 33</td>
<td><i>Earnings Per Share</i></td>
<td align="center">2003*</td>
</tr>
<tr><td align="center">IAS 34</td>
<td><i>Interim Financial Reporting</i></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">IAS 35</td>
<td><i>Discontinuing Operations </i><br /><span class="newsDate">Superseded by IFRS 5 effective 1 January 2005</span></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">IAS 36</td>
<td><i>Impairment of Assets</i></td>
<td align="center">2004*</td>
</tr>
<tr><td align="center">IAS 37</td>
<td><i>Provisions, Contingent Liabilities and Contingent Assets</i></td>
<td align="center">1998</td>
</tr>
<tr><td align="center">IAS 38</td>
<td><i>Intangible Assets</i></td>
<td align="center">2004*</td>
</tr>
<tr><td align="center">IAS 39</td>
<td><i>Financial Instruments: Recognition and Measurement</i><br /><span class="newsDate">Superseded by IFRS 9 effective 1 January 2015</span></td>
<td align="center">2003*</td>
</tr>
<tr><td align="center">IAS 40</td>
<td><i>Investment Property</i></td>
<td align="center">2003*</td>
</tr>
<tr><td align="center">IAS 41</td>
<td><i>Agriculture</i></td>
<td align="center">2001</td></tr>
</tbody></table>
</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-9958928161142353952012-04-26T15:04:00.002-07:002012-04-26T15:51:40.004-07:00International Financial Reporting Standards (IFRS)<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
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<br />
<br />
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<h2>
IFRS</h2>
<div class="newsDate">
<b>Note</b></div>
<div class="newsDate">
The table list below the most recent version (or
versions if a pronouncement has not yet been superseded) of each
pronouncement and the date that revisions was originally issued. Where a
pronouncement has been reissued with the same or a different name, the
date indicated in the table is the date the revised pronouncement
was reissued (these are indicated with an asterisk (*) in the tables).
The table relates specifically to standards termed 'IFRS'</div>
<div class="newsDate">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3IUNzNGShnAyFyjRDjCWR31Zc7BXmVdeBsXt3vRL4LS6Yg_q_KT-up1Q-SBTHjLA-NGHorhbNGRVJ5FCXVWLmrZc47bgstWgWI48oDhx6TOWhJToq-xnuKQ3velkgSjc_Xkjw2jIbtqso/s1600/IFRS.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3IUNzNGShnAyFyjRDjCWR31Zc7BXmVdeBsXt3vRL4LS6Yg_q_KT-up1Q-SBTHjLA-NGHorhbNGRVJ5FCXVWLmrZc47bgstWgWI48oDhx6TOWhJToq-xnuKQ3velkgSjc_Xkjw2jIbtqso/s1600/IFRS.jpg" /></a></div>
<div class="newsDate">
Extracted from <a href="http://www.iasplus.com/en/standards" target="_blank">http://www.iasplus.com/en/standards</a></div>
<h2>
</h2>
<table class="projectTable"><colgroup align="center" span="1" width="70"></colgroup><colgroup span="1"></colgroup><colgroup align="center" span="1" width="30"></colgroup><tbody>
<tr><th align="center">#</th><th>Name</th><th align="center">Issued</th>
</tr>
<tr><td align="center">IFRS 1</td>
<td><i>First-time Adoption of International Financial Standards</i></td>
<td align="center">2008*</td>
</tr>
<tr><td align="center">IFRS 2</td>
<td><i>Share-based Payment</i></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRS 3</td>
<td><i>Business Combinations</i></td>
<td align="center">2008*</td>
</tr>
<tr><td align="center">IFRS 4</td>
<td><i>Insurance Contracts</i></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRS 5</td>
<td><i>Non-current Assets Held for Sale and Discontinued Operations</i></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRS 6</td>
<td><i>Exploration for and Evaluation of Mineral Assets</i></td>
<td align="center">2004</td>
</tr>
<tr><td align="center">IFRS 7</td>
<td><i>Financial Instruments: Disclosures</i></td>
<td align="center">2005</td>
</tr>
<tr><td align="center">IFRS 8</td>
<td><i>Operating Segments</i></td>
<td align="center">2006</td>
</tr>
<tr><td align="center">IFRS 9</td>
<td><i>Financial Instruments</i></td>
<td align="center">2010*</td>
</tr>
<tr><td align="center">IFRS 10</td>
<td><i>Consolidated Financial Statements</i></td>
<td align="center">2011</td>
</tr>
<tr><td align="center">IFRS 11</td>
<td><i>Joint Arrangements</i></td>
<td align="center">2011</td>
</tr>
<tr><td align="center">IFRS 12</td>
<td><i>Disclosure of Interests in Other Entities</i></td>
<td align="center">2011</td>
</tr>
<tr><td align="center">IFRS 13</td>
<td><i>Fair Value Measurement</i></td>
<td align="center">2011</td><td align="center"></td><td align="center"></td><td align="center"></td><td align="center"></td><td align="center"></td><td align="center"></td><td align="center"></td><td align="center"></td><td align="center"></td></tr>
</tbody></table>
</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-76762675994316689422012-04-26T14:38:00.004-07:002012-04-26T14:38:43.120-07:00Two Business Rules to Run Your Organization by the BOOK!<div dir="ltr" style="text-align: left;" trbidi="on">
<strong>Business Rule #2: <em>Become an "And Then Some" Person.</em></strong><br />
<div align="center">
<em>And whoever compels you to go one mile, go with him two. </em><strong>Matthew 5:41 </strong></div>
Your place in the business world is determined by what you do after
you do what you're required to do. An "and then some" person does what
is required and then some. They hit their goals and then some; keep
promises to employees and customers and then some. An alternative is to
be a "just enough" person. These pretenders with titles do just enough
to get by; just enough to pay their bills; just enough not to get fired.
<br />
Becoming an "and then some" person starts with the right attitude. It
is a learned discipline. In fact, human nature is not to go the second
mile; it's to fall back and rest awhile. This explains why so few people
sojourn farther than they have to and why Zig Ziglar said that <u>you'll
never find a traffic jam on the second mile because most folks find it
troublesome to trek through the first one. </u><br />
<strong>Application:</strong><br />
1. Understand that it's not that tough to stand out from the average
crowd in the business world. I<u>t's not crowded at the top; there's plenty
of room</u>. It's crowded at the bottom. <br />
2. Find out how far most people are going and go farther; determine
where they're not going and go there; discover what they're not doing
and do those things. <br />
3. Commit to working "can't see" hours as you build a great business.
"Can't see" hours means you start work when it's so dark you can't see
and stop work because it's dark again and you can't see. <br />
4. Realize that if you're not doing more than is required of you on
the job that you're simply run of the mill; an average Joe like millions
of others who will end up life with a big zero on their tombstone . <br />
This <em>Business Rule </em> says that there are two ways you can
live your life: by trying to go farther than you think you can or by not
going far enough. The most successful people choose the former because
they know that it's only in trying to go too far that they ever get to
find out how far they can go. You never get to find out how far you can
go by playing it safe. And if you're not going to go all the way why go
at all?<br />
<br />
<br />
Extracts from <b>Dave Anderson</b> at <a href="http://www.learntolead.com/" target="_blank">www.learntolead.com</a> </div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-20241008863846829332012-04-26T14:35:00.001-07:002012-04-26T14:35:16.257-07:00Two Business Rules to Run Your Organization by the BOOK!<div dir="ltr" style="text-align: left;" trbidi="on">
<strong>Business Rule #1: <em>Look in the Mirror</em></strong><br />
<div align="center">
<em>A good tree cannot bear bad fruit, nor can a bad
tree bear good fruit. Every tree that does not bear good fruit is cut
down and thrown into the fire. Therefore, by their fruits you will know
them. </em><strong>Matthew 7:18-20</strong></div>
Your people are your scorecard. If they aren't what they should be it
is not so much an indictment of them as followers as it is of you as
their leader. After all, you hired them, are responsible for training
them and learning to motivate them and for creating an environment in
which they can succeed. Thus, if they're not of a desired caliber, stop
looking out the window and look in the mirror. In fact, one of a
manager's greatest errors is consuming himself with trying to “fix”
everyone around him: "If we could just get these people to step up, to
work a little harder, to dig a little deeper, everything would be fine."
This attitude hacks at the leaves rather than strikes at the root. The
fact is that nothing in an organization gets better measurably or
sustainably until you improve as a leader. To believe otherwise is
dangerous and delusional. Quite frankly, if the people surrounding you
aren't any good, it's a clear sign you aren't good enough because the
speed of the leader is the speed of the pack. <br />
<br />
<strong>Application:</strong><br />
<br />
1. Give up your black belt in blame and get better at what you do. As
your management and leadership skill improves you'll be able to attract
better people, develop those around you and retain the good people you
have already on your team. <br />
2. Assume responsibility for your own development. If your company
invests in your continual education consider it a plus-but you should
not leave your personal growth to the whims of others. Work as hard on
yourself as you do on your job. And regardless of your past success,
lose the arrogant belief that somehow you've arrived because the moment
you do you begin to decline. <br />
3. Before you attack the failures or complacency of those around you,
honestly answer: "Have I been clear as to what I expect?” “Did I
provide the tools necessary for others to get the job done?” “Have I
stretched myself to higher levels or is my own bar so low I keep
tripping over it? Have I made the decisions necessary to move the
organization forward? Have I taken mature risks or am I calcifying in a
mold? Have I been in a comfort zone so long it's time to order new
furniture?" <br />
This <em>Business Rule </em> says that when it comes to people, you
will attract what you are and not what you want. How can you export what
you don't have or take people on a journey that you've never been on?
How can you teach them to be team players if you're inclined to lead by
personal convenience rather than by personal example?<br />
<br />
Extracts <b>Dave Anderson</b> at <a href="http://www.learntolead.com/" target="_blank">www.learntolead.com</a> <br />
</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-54259475926746833752012-04-26T14:23:00.000-07:002012-04-26T14:23:09.632-07:00BENEFITS OF IFRS ADOPTION IN NIGERIA<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhntF2ytVIZeGd4XjkJmr8HVVNNTeUIR5QZpO8WdqmTtY5sunOwP_3nDSiJvnMW5Lpn-Zcs0jeF3W2YgyqF60JNj1KaoAwhAeR-IHL3IUqbkYAQy4OA110BGm1b32MHipqE87CphgKtJvvU/s1600/IFRS.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhntF2ytVIZeGd4XjkJmr8HVVNNTeUIR5QZpO8WdqmTtY5sunOwP_3nDSiJvnMW5Lpn-Zcs0jeF3W2YgyqF60JNj1KaoAwhAeR-IHL3IUqbkYAQy4OA110BGm1b32MHipqE87CphgKtJvvU/s1600/IFRS.jpg" /></a>The following constitute the benefits to be derived from the adoption of International Financial Reporting Standards (IFRS) in Nigeria:<br />
(a) Promotion of the compilation of meaningful data<br />on the performance of various reporting entities<br />at both public and private levels in Nigeria<br />thereby encouraging comparability and reliability<br />of financial reporting in Nigeria.<br />(b) Assurance of useful and meaningful decisions on<br />investment portfolio in Nigeria.<br />(c) Attraction of Foreign Direct Investment (FDI);<br />(d) Assurance of easier access to external capital for<br />local and domestic companies.<br />
(e) Reduction of the cost of doing business across<br />borders by eliminating the need for<br />supplementary information from Nigerian<br />companies.<br />(f) Facilitation of easy consolidation of financial<br />information of the same company with offices in<br />different countries.<br />(g) Easier regulation of financial information of<br />entities in Nigeria.<br />(h) Enhanced knowledge of global financial reporting<br />standards by tertiary institutions in Nigeria.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5mZT_JxJOxmjLzEYFzX_DzCoC3UOh4UeuY8_ssPqLrM_j3zyFo2oABYHoeD0Sf20LODjWzsiZByOSNqJqbHVHg2W5_YKHOMQ0mgnXhAm_Nr_pzO42OSZsCFrbCJAC_O5u-jOlz46I4Tl-/s1600/IFRS1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5mZT_JxJOxmjLzEYFzX_DzCoC3UOh4UeuY8_ssPqLrM_j3zyFo2oABYHoeD0Sf20LODjWzsiZByOSNqJqbHVHg2W5_YKHOMQ0mgnXhAm_Nr_pzO42OSZsCFrbCJAC_O5u-jOlz46I4Tl-/s200/IFRS1.jpg" width="200" /></a><br />
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<span style="font-size: 12pt;">Address by
the honourable minister, Federal Ministry of Commerce and Industry, Senator
Jubril Martins-Kuye,<span style="mso-spacerun: yes;"> </span>OFR st the Stakeholders
Conference on the Roadmap to The adoption of international financial reporting Standards
(IFRS) in Nigeria Held at Transcorp Hilton, Abuja on Thursday, September 02,
2010</span></div>
</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-84086366956806318882012-04-26T13:35:00.000-07:002012-04-26T13:35:07.551-07:00Hard Rock Christians<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6INPD94lnLjxw8cl3Ww2d2B5qirSch7FJLD98EpHOx3WOpQtBBlR8Xn96H6lMV_Zp7Ni6jyQI_VGYN5jJTADn-5wpTuNX3HYvSr4hwDAT-ijVbXnpnlhoHZv9hkzOhIyYsfUx4lF4HGmP/s1600/File_HardRockChristians.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6INPD94lnLjxw8cl3Ww2d2B5qirSch7FJLD98EpHOx3WOpQtBBlR8Xn96H6lMV_Zp7Ni6jyQI_VGYN5jJTADn-5wpTuNX3HYvSr4hwDAT-ijVbXnpnlhoHZv9hkzOhIyYsfUx4lF4HGmP/s320/File_HardRockChristians.gif" width="295" /></a><b><span style="font-size: medium;"><br />
</span></b>In good times or in bad, <br />
whether they feel like it or not, <br />
whether angry or happy, <br />
whether fun or boring,<br />
in strength or weakness, <br />
whether they understand or not, <br />
whether they agree or not,<br />
with tradition or against it, <br />
with the crowd or against it,<br />
with friends or alone, <br />
whether they’re popular or not,<br />
no matter what people might say,<br />
whether anyone is looking or nobody notices, <br />
whether leading or following,
<br />
whether being blessed or rebuked, <br />
whether they stand to gain or lose, <br />
whether they will be rewarded or not,<br />
whether their prayers are answered or rejected,<br />
in fast times and in slow,<br />
any day of the Week, <br />
and in it for the long haul,<br />
no matter what testing or challenges comes their way, <br />
they stand firm in their love and faith of Jesus Christ.<br />
<br />
We're called to be <b>Hard Rock Christians.</b><br />
<br />
<br />
Extracts from Word of God n Pictures at <a href="http://www.spiritlessons.com/ArchivedPictures" target="_blank">www.spiritlessons.com/ArchivedPictures</a> <br />
</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-48826132413781222582012-04-26T13:27:00.001-07:002012-04-26T13:27:28.692-07:00Works Based Christians<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />These type of people serve the Lord diligently.
They get involved in many different ministries, and help many people
in their faith. And this is great, but they must be careful
where they put their faith. Their faith can sometimes be rooted in
their works and their ministries, but not in Jesus. And
sometimes they can be so caught up in ministries, they they are not
spending quiet time with the Lord. They must also be careful
not to do God's work, without His guiding, for this is the tree of
the knowledge of good and evil.</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-24025797040299632462012-04-26T13:22:00.002-07:002012-04-26T13:22:56.065-07:00Institutional Christians<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIG6yg-BJeSvTD_SGqMwfJrvYbm0qjBeV2WLSVcahgYbgfOs0kO5I27Go4YZO05Km9bhuHLWSvQ5KzWV5Yr_NDpeXfBmvYj7VYXCjIjbxD16Fh6XPBKqaakaIx5d5r_qihJqDnao4ddj0q/s1600/File_InstitutionalChristians.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIG6yg-BJeSvTD_SGqMwfJrvYbm0qjBeV2WLSVcahgYbgfOs0kO5I27Go4YZO05Km9bhuHLWSvQ5KzWV5Yr_NDpeXfBmvYj7VYXCjIjbxD16Fh6XPBKqaakaIx5d5r_qihJqDnao4ddj0q/s1600/File_InstitutionalChristians.gif" /></a></div>
<b><span style="font-size: medium;"><br />
</span></b>These type of Christians will only pursue the Lord when
someone else is directing and encouraging them. i.e. Someone
takes them to Church. But, when left alone they don’t study,
pray or worship. And without constant guidance they will grow cold
and fall away.<br />
<br />
<br />
Extracts from The Word of God in Pictures at <a href="http://www.spiritlessons.com/ArchivedPictures" target="_blank">www.spiritlessons.com/ArchivedPictures</a> </div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-12068065462060508602012-04-26T01:23:00.001-07:002012-04-26T01:23:05.586-07:00Tailgate Christians<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI3Q_8EVTEO7Oi6tmvq1uPS-pAKU9tnsKtMZ4H443mLRl4r8AFaIp3x_-EJHoyXbK75GIN1hTIOpuo4HGeNdbdx_0m1B4vyNgXVpebbTDtctn4mgjA6w5ae0yWx1TYG31k4zYdijbR2Q9W/s1600/File_TailgateChristians.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI3Q_8EVTEO7Oi6tmvq1uPS-pAKU9tnsKtMZ4H443mLRl4r8AFaIp3x_-EJHoyXbK75GIN1hTIOpuo4HGeNdbdx_0m1B4vyNgXVpebbTDtctn4mgjA6w5ae0yWx1TYG31k4zYdijbR2Q9W/s1600/File_TailgateChristians.gif" /></a></div>
These type of Christians have the opinion that since
Jesus won the Victory, there is nothing else to do but sit back.
They do not consider things like; bringing glory to the Lord,
advancing the gospel, maturing in their faith, helping others,
being a lighthouse or preaching the Gospel. Just getting saved is enough for them.
They often believe that if the Lord wants something done, it will
get done with or without them, never realizing they they are the
body of Christ. When the devil comes against Tailgate Christians,
they are an easy pushover. When they face the Lord's judgment
seat, they will be ashamed that they wasted their lives away.<br />
<br />
<a href="http://www.spiritlessons.com/ArchivedPictures" target="_blank">www.spiritlessons.com/ArchivedPictures</a></div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-4241167101383725602012-04-26T01:19:00.002-07:002012-04-26T01:19:30.119-07:00Tradition Based Christians<div dir="ltr" style="text-align: left;" trbidi="on">
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These are people that grew up in Christian homes. They
often attended Sunday school, and worship services with their
family. They usually follow the religious customs of their society.
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The problem with Tradition based Christians is that many follow
Christ because it is the norm, the traditional thing to do.
Some have never made an individual decision to follow Christ.
Many times their faith is tied to politics, therefore they would switch
Religions before they switched political parties.
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<br />
We must all make the decision to follow Christ, whether our
family and society agree or not. And we must all be willing to
do things for the Lord, even if it is different from the way we were
raised.</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-8171549344392694902012-04-26T01:10:00.002-07:002012-04-26T01:10:59.674-07:00Ritual Based Christians<div dir="ltr" style="text-align: left;" trbidi="on">
These people often attend services that are heavily
structured, meticulously rich in custom and tradition, and often
repeated. But they only know God through practicing rituals,
reciting prewritten prayers, and listening to others.
They go through the motions of Christianity but are not close to our
Savior.
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This structure is good for giving a person the fundamentals of
the faith. But they must not replace a deep personal walk with
Christ, with just following rituals, reciting prayers, and
listening to Sermons.</div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0tag:blogger.com,1999:blog-231216785383419117.post-37855199386338137922012-04-26T01:08:00.000-07:002012-04-26T01:08:02.538-07:00Desperate Christians<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-size: medium;"><br />
</span></b>Like many of us, some people won’t look up until they
land flat on their backs. And this is how many of us came to the
Lord. In times of desperation, we call out to God and find Him. <br />
<br />
The problem with Desperate Christians is that they only call out
to God when they are in great need. But when everything is going
their way, they forget about the Lord and don’t seek Him until the
next tragedy. <br />
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On the other side, some people will only seek the Lord when
everything is stable and under control. And the moment things get
out of hand, they go back to their own devices to fix it. <br />
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As Christians we must call on the name of the Lord, during
tragedy and prosperity.<br />
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<a href="http://www.spiritlessons.com/ArchivedPictures" target="_blank">www.spiritlessons.com/ArchivedPictures</a></div>Kolawole F. Agboolahttp://www.blogger.com/profile/02770790300642512395noreply@blogger.com0