<?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-4738805562413614229</id><updated>2026-05-15T01:17:19.424-07:00</updated><category term="Motivational"/><category term="Project work"/><category term="Entertainment"/><category term="Story"/><category term="Article"/><category term="Jokes"/><category term="Research materials"/><category term="Internet"/><category term="Job"/><category term="Other"/><category term="movies"/><category term="Education"/><title type='text'>            Sarfo Estephan&#39;s Blog</title><subtitle type='html'>Expect Nothing,&#xa;Blame No One,&#xa;Do Something&#xa;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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>57</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4738805562413614229.post-8436562419904928748</id><published>2018-09-27T10:51:00.000-07:00</published><updated>2018-09-27T10:52:07.715-07:00</updated><title type='text'>Make Money Online easily with ultrainvests.com</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
http://ultrainvests.com/?id=97298&lt;br /&gt;
&lt;br /&gt;
How can I make money using this website?&lt;br /&gt;
&lt;br /&gt;
You can make money by promoting your referral link. Every time someone signs up to our website through your link, you earn money. There is much tasks to accomplish daily and much bonuses to win start from $5 per Task and up to $20 per bonus. There is no limit of what you can earn daily, You can make as much as you spent on Working with us.In other words a simple 2 - 3 hours of working can make you $60 - $160 per day. &amp;nbsp;http://ultrainvests.com/?id=97298&lt;br /&gt;
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How do I promote my referral link?&lt;br /&gt;
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Promote your referral link on forums, blogs, comments, chat rooms, chats, facebook wall, facebook pages, groups, twitter, ptc sites, advertising websites to get link visits and earn money on every visit you sent through your link.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
http://ultrainvests.com/?id=97298&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/8436562419904928748/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2018/09/make-money-online-easily-with.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8436562419904928748'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8436562419904928748'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2018/09/make-money-online-easily-with.html' title='Make Money Online easily with ultrainvests.com'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-6265784435763751359</id><published>2018-05-31T06:32:00.001-07:00</published><updated>2018-05-31T06:32:11.866-07:00</updated><title type='text'>JAMALIFE HELPERS GLOBAL</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
INTRODUCTION&lt;br /&gt;
Jamalife Business is a fast growing and quick spreading International NGO with the sole aim of helping people allover the world to make money online in Africa and achieve their financial goals, dreams and aspirations. Participation in the Jamalife Business requires you to pay a onetime donation fee After the payment, you will grow in the Jamalife Network from stage to stage and do your earnings,&lt;br /&gt;
After from the money to be earned, you will also have opportunity to get different types of gifts and incentives ranging from vouchers to shop free at shoprite, laptops, generators, and Household Equipment, Range Rover Sport Cars, Luxury Apartments, Lifetime earning and free International Vacation Fully paid etc.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
*WHAT IS JAMALIFE’S VISION &amp;amp; MISSION STATEMENTS?*&lt;br /&gt;
✍🏼✍🏼✍🏼&lt;br /&gt;
&lt;br /&gt;
*Our Vision*&lt;br /&gt;
To help the needy and the less privileged in society.&lt;br /&gt;
&lt;br /&gt;
*Our Mission*&lt;br /&gt;
To impart the lives of people skillfully and financially. Making them wealthy to live their dream and God given purpose.&lt;br /&gt;
&lt;br /&gt;
*Our Slogan*&lt;br /&gt;
We are DREAM achievers through GOD who is our REAL Helper&lt;br /&gt;
&lt;br /&gt;
*IS JAMALIFE REGISTERED?*&lt;br /&gt;
✍🏼✍🏼✍🏼&lt;br /&gt;
Jamalife is fully Registered with (CAC) Corporate Affairs Commission on *Dec 14 2016* with *Registration No: RC 1380265* and can sue or be sued to court.&lt;br /&gt;
&lt;br /&gt;
*HOW LONG HAS JAMALIFE LASTED ?*&lt;br /&gt;
✍🏼✍🏼✍🏼&lt;br /&gt;
&lt;br /&gt;
Jamalife originated specifically from *Belgium* and spread to other countries. *Jamalife Helpers Global is in Ghana, Nigeria, Sierra-leone, US, South Africa, Swizland, Zimbabwe, Zambia and some other countries! They started business in Nigeria MON FEB 13TH 2017*&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
*‼🕊WHAT SERVICES OR GOODS DOES JAMALIFE HELPERS GLOBAL OFFERS⁉*&lt;br /&gt;
&lt;br /&gt;
🕎 *JAMALIFE OFFERS SERVICES*&lt;br /&gt;
&lt;br /&gt;
ONCE REGISTERED, YOU ENJOY THE BENEFITS FROM THIS SERVICES&lt;br /&gt;
👇👇👇👇👇👇👇&lt;br /&gt;
✳ *Human Capital Development*&lt;br /&gt;
✳ *Food Security*&lt;br /&gt;
✳ *Online Mall*&lt;br /&gt;
✳ *Flight/Hotel Booking*&lt;br /&gt;
✳ *Property Acquisition*&lt;br /&gt;
✳ *Financial Empowerment*&lt;br /&gt;
&lt;br /&gt;
_All this and more coming for ur 2k registration fee for a single accounts_&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
*🕎🕊JAMALIFE SERVICES EXPLAINED*&lt;br /&gt;
✍🏼✍🏼✍🏼&lt;br /&gt;
_*​When products are sold OR services are rendered, business is done*_&lt;br /&gt;
&lt;br /&gt;
In JAMALIFE, *~no product is sold,~* only services are rendered.&lt;br /&gt;
✍🏼✍🏼✍🏼&lt;br /&gt;
The following are JAMALIFE&#39;S Services:&lt;br /&gt;
&lt;br /&gt;
*1. ✳HUMANITARIAN SERVICES*&lt;br /&gt;
_Jamalife is a humanitarian and philantropic organisation_&lt;br /&gt;
Empower members to visit charity homes,&lt;br /&gt;
_Provide members with food stuffs in each stage from stage4 to keep them active in their business_&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
*2. ✳TRADE/SKILLS ACQUISITION SERVICES*&lt;br /&gt;
_Offers trade and skill aquisitions to members and non members_&lt;br /&gt;
&lt;br /&gt;
*3. ✳INCOME OPPORTUNITY*&lt;br /&gt;
_Offers members the opportunity to earn&lt;br /&gt;
&amp;nbsp;*PASSIVE INCOME* for life_&lt;br /&gt;
&lt;br /&gt;
*4. ✳Online Mall*&lt;br /&gt;
_for cheap prices of quality goods for members_*&lt;br /&gt;
*5. ✳ FLIGHT/HOTEL BOOKINGS*&lt;br /&gt;
_members through their page can book their flight and hotel reservation and we&#39;ll as do it for others and collect charges_&lt;br /&gt;
&lt;br /&gt;
*6. FINANCIAL EMPOWERMENT*&lt;br /&gt;
_through the compensation plan, members can become great financially_&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
As a legit company, We are bold and proud to belong to such a live transforming company, it is open for all to join.....&lt;br /&gt;
&lt;br /&gt;
More services still loading...&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
STAGES&lt;br /&gt;
STAGE ONE IS BASED ON 2/2 MATRIX.&lt;br /&gt;
Stage 1💁🏻‍♂&lt;br /&gt;
&amp;nbsp; &amp;nbsp; 💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂&lt;br /&gt;
💁🏻‍♂💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂💁🏻‍♂&lt;br /&gt;
YOU EARN 10% ON ANY BODY THAT JOIN YOU IN STAGE ONE&lt;br /&gt;
WHICH IS *3ghcx 6=18ghc*&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
FROM STAGE TWO TO INFINITY, IT IS BASED ON 2/3 MATRIX FOR FAST GROWTH.&lt;br /&gt;
Stage Two &amp;nbsp;💁🏻‍♂&lt;br /&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; 💁🏻‍♂&lt;br /&gt;
💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp;💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂&lt;br /&gt;
💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂&lt;br /&gt;
&lt;br /&gt;
AT STAGE TWO, YOU EARN *9ghc* ON ANY PERSON THAT JOINS YOU FROM STAGE ONE&lt;br /&gt;
WHICH IS *9ghcx14=126ghc*&lt;br /&gt;
&lt;br /&gt;
AT STAGE THREE,&lt;br /&gt;
YOU EARN *60ghc* ON ANYONE THAT JOINS YOU FROM STAGE TWO.&lt;br /&gt;
Stage Three 💁🏻‍♂&lt;br /&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; 💁🏻‍♂&lt;br /&gt;
💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp;💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂&lt;br /&gt;
💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂&lt;br /&gt;
WHICH IS *60ghcx14=840ghc*&lt;br /&gt;
&lt;br /&gt;
AT STAGE FOUR,&lt;br /&gt;
YOU EARN *330ghc* ON ANY BODY THAT JOIN YOU FROM STAGE THREE.&lt;br /&gt;
Stage Four &amp;nbsp;💁🏻‍♂&lt;br /&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; 💁🏻‍♂&lt;br /&gt;
💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp;💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂&lt;br /&gt;
💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂&lt;br /&gt;
WHICH IS *330ghcx14=4,620ghc*&lt;br /&gt;
ADDED INCENTIVE:&lt;br /&gt;
🌽FOOD VOUCHER WORTH *750ghc*&lt;br /&gt;
AT STAGE FIVE:&lt;br /&gt;
YOU EARN *1,500ghc* ON ANYONE THAT JOINS YOU FROM STAGE FOUR.&lt;br /&gt;
&lt;br /&gt;
Stage Five &amp;nbsp;💁🏻‍♂&lt;br /&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; 💁🏻‍♂&lt;br /&gt;
💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp;💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂&lt;br /&gt;
💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂&lt;br /&gt;
WHICH IS *1,500ghcx14=21,000ghc*&lt;br /&gt;
ADDED INCENTIVE:&lt;br /&gt;
🏥FAMILY MEDICAL INSURANCE.&lt;br /&gt;
🌽FOOD VOUCHER WORTH *1,500ghc*.&lt;br /&gt;
📲💻PHONE,LAPTOP ETC, WORTH *6,000ghc*&lt;br /&gt;
&lt;br /&gt;
IN STAGE SIX,&lt;br /&gt;
YOU EARN *4,800ghc* ON ANY BODY THAT JOINS YOU FROM STAGE FIVE.&lt;br /&gt;
Stage six &amp;nbsp;💁🏻‍♂&lt;br /&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; 💁🏻‍♂&lt;br /&gt;
💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp;💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂&lt;br /&gt;
💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂&lt;br /&gt;
WHICH IS *4,800ghcx14=67,200ghc*&lt;br /&gt;
ADDED INCENTIVE:&lt;br /&gt;
🌽FOOD VOUCHER WORTH *2,500ghc*&lt;br /&gt;
🏥MEDICAL INSURANCE.&lt;br /&gt;
🚖CAR WORTH *78,000ghc*&lt;br /&gt;
&lt;br /&gt;
AT STAGE SEVEN,&lt;br /&gt;
YOU EARN *24,000ghc* FROM ANY BODY THAT JOINS YOU FROM STAGE SIX.&lt;br /&gt;
Stage Seven 💁🏻‍♂&lt;br /&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;br /&gt;
💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp;💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂&lt;br /&gt;
💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂&lt;br /&gt;
WHICH IS *24,000ghcx14=336,000ghc*&lt;br /&gt;
ADDED INCENTIVE:&lt;br /&gt;
🏥*MEDICAL INSURANCE.&lt;br /&gt;
🌽*FOOD VOUCHER WORTH *3,000ghc.*&lt;br /&gt;
✈*TRAVEL AND TOUR WORTH *60,000ghc*.&lt;br /&gt;
🚘*CHOICE JEEP WORTH *300,000ghc*&lt;br /&gt;
&lt;br /&gt;
STAGE EIGHT, RUNNING FOR LIVE, INFINITY STAGE&lt;br /&gt;
YOU EARN *120,000ghc* FROM ANY BODY THAT JOIN YOU FROM STAGE SEVEN.&lt;br /&gt;
Stage Eight &amp;nbsp;💁🏻‍♂&lt;br /&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;br /&gt;
💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp;💁🏻‍♂ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂&lt;br /&gt;
💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂ &amp;nbsp; &amp;nbsp;💁🏻‍♂💁🏻‍♂💁🏻‍♂💁🏻‍♂&lt;br /&gt;
WHICH IS *120,000ghcx14=1,680,000ghc*&lt;br /&gt;
ADDED INCENTIVE:&lt;br /&gt;
🏥*Medical insurance&lt;br /&gt;
🌽*food voucher Worth *3,750ghc*&lt;br /&gt;
🚘*Range Rovers sport Worth *1,020,000ghc*&lt;br /&gt;
🏘*House worth *14,400,000ghc*&lt;br /&gt;
&lt;br /&gt;
FOR LIFE YOU CONTINUE TO EARN *$20,000=120,000ghc* FROM ALL YOUR TEAM MEMBER THAT LEAVES LEVEL 8.&lt;br /&gt;
YOU CAN WILL YOUR JAMALIFE ACCOUNT TO ANY OF YOUR FAMILY MEMBERS. THAT IS THE UNIQUE THING HERE. FIVE.&lt;br /&gt;
&lt;br /&gt;
Now, the actual Registration fee is 30ghc for 1 account but as a team which is aimed at getting to the final stage within 8 months, we are on a fast track and we have 3 slots to that effect:&lt;br /&gt;
1. 3 accounts which is 100ghc&lt;br /&gt;
&lt;br /&gt;
2. 5 accounts which is 150ghc&lt;br /&gt;
&lt;br /&gt;
3. 7 accounts which is 200ghc&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
With 3 accounts, the team wud assign 4 downlines to you to get to stage 2&lt;br /&gt;
&lt;br /&gt;
With 5 accounts, 2 downlines wud be assigned to you to get to stage 2&lt;br /&gt;
&lt;br /&gt;
With 7 accounts, u wud be immediately in stage 2 that is the other 6 accounts, wud be registered under the first.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
The benefits with multiple accounts is this: You move from one level to another in a very short while and each of the accounts are entitled to same benefits.&lt;br /&gt;
&lt;br /&gt;
For more details and registration&lt;br /&gt;
0547395991&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/6265784435763751359/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2018/05/jamalife-helpers-global.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/6265784435763751359'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/6265784435763751359'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2018/05/jamalife-helpers-global.html' title='JAMALIFE HELPERS GLOBAL'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-8491348792682568340</id><published>2017-10-02T05:14:00.001-07:00</published><updated>2017-10-02T05:14:45.154-07:00</updated><title type='text'>Double your bitcoin</title><content type='html'>Are you into cryptocurrency and bitcoin??????here is a good news.....
Earn *free *bitcoin* with *NO PERSONAL donations* but with an investment of  only *registration bonus* 

This is how it works Register and activate your account You will be given *0.005 BTC bonus* after a successful registration Go to &#39; INVEST BTC &#39; and Click on it Scroll down In &#39;AMOUNT&#39; type 0.005 (your registration bonus)  In &#39;Payment Method&#39; select Main Balance 0.005 BTC  In Pack Type&#39; select 120%  Then click on &#39;Deposit&#39; and you are done! It will be expiring every 12 days. Keep on repeating the above procedure after every expiration until you wish to cash out at the threshold of 0.02000000 BTC minimum and 20.00000000 BTC maximum. *Be reminded that you dont need to invest with your money. Keep on investing with your earnings from the bonus* Good luck !

Upline : essphill

*NOTE* that, after registering, 
You get 0.005 for free. 
go to invest btc
Enter 0.005 
Payment method Select main balance. 
Package select 120%
After 12days you earn 0.006
Start the process again 
Do this till u get 0.02 which is min withdrawal

http://www.kryptotrend.com/?r=essphill

*note*6hrs promo for free bitcoin for new members

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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/8491348792682568340/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2017/10/double-your-bitcoin.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8491348792682568340'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8491348792682568340'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2017/10/double-your-bitcoin.html' title='Double your bitcoin'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-1805143204469239278</id><published>2017-05-17T03:02:00.000-07:00</published><updated>2017-05-17T03:04:13.806-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Education"/><title type='text'>Stanford Africa MBA Fellowship</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 6; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;&quot;&gt;Stanford Graduate School of
Business&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;&quot;&gt;Are you a
citizen of an African country? You may be eligible for a Stanford Africa MBA
Fellowship.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;&quot;&gt;&lt;a href=&quot;http://cl.gsb.stanford.edu/exed/landing/africa-mba-fellowship.html?utm_medium=paid_social&amp;amp;utm_source=facebook&amp;amp;utm_campaign=mbaafricafellowship&amp;amp;utm_content=digital-ad-socialcode&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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/&gt;

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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;&quot;&gt;&lt;a href=&quot;https://l.facebook.com/l.php?u=http%3A%2F%2Fcl.gsb.stanford.edu%2Fexed%2Flanding%2Fafrica-mba-fellowship.html%3Futm_medium%3Dpaid_social%26utm_source%3Dfacebook%26utm_campaign%3Dmbaafricafellowship%26utm_content%3Ddigital-ad-socialcode&amp;amp;h=ATPEvQB06mhtXnR9Be_4C5CjEiES4u9qMjJ343za__p4XJwLgtE1C3NIFOkqxSAQ-NSPxvLpvX3qDB_hu5EEfTcWUWoeCfBUDtlxsQK86fepGXM-A2qSXEvkOzJyEhcds-WybVuheQ&amp;amp;enc=AZMDYp1ZyBrXn6Z9xYX97xCYluSTNnWcLD470UZWs_44_WTNTSvSGjN6MooFN2B6ag3RQDetE38wm86F8GsyDGEgxR6porcwda7Znpp16UIZpF_qzRBr-rhbB7rwAJT7tzmNLIAF3tuVQ5K4re1M0M1QJmYV-FQCQgayqIoO_wTfqy152R4zEIFkLudgDuwonbE5X8fvWoq0fyYDlSURqMyooeJ_mHwphILN9Z9N3TfoIPo7eJv8aAnD8KE_3SX20KK18M_-O0wi96_Ufon6bTmH2su7FE3P4YJybZdhMoZthUgynQJxQyj06kB2G3DD8rJUMpTusi0uN0zVHTZXhaeh1AioRl53fG6AjCM6puM-KrkI0vBSwUtH0T5MZG1phZ8pQUxVaVi7sDOy_9_sdLvL&amp;amp;s=1&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;Free to apply. The application
deadline is 7 June, 2017.&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;&quot;&gt;Stanford
Africa Fellows will receive financial support of approximately US $160,000 for
the two-year Stanford MBA Program.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;&quot;&gt;&lt;a href=&quot;http://cl.gsb.stanford.edu/exed/landing/africa-mba-fellowship.html?utm_medium=paid_social&amp;amp;utm_source=facebook&amp;amp;utm_campaign=mbaafricafellowship&amp;amp;utm_content=digital-ad-socialcode&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;Learn More&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-GB;&quot;&gt;cl.gsb.stanford.edu&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/1805143204469239278/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2017/05/stanford-africa-mba-fellowship.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/1805143204469239278'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/1805143204469239278'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2017/05/stanford-africa-mba-fellowship.html' title='Stanford Africa MBA Fellowship'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-5578177656623777892</id><published>2017-03-31T04:12:00.001-07:00</published><updated>2017-03-31T04:12:15.591-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Ike De Tyrus ventures present the results.&lt;br /&gt;This movie is about one notorious student who after undertaking various criminal activities on campus with his gang still see themselves untouchable, will they go Scot free or will they be stopped?&lt;br /&gt;
&lt;br /&gt;
https://youtu.be/nVKMb03Ke0M&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/5578177656623777892/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2017/03/ike-de-tyrus-ventures-present-results.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/5578177656623777892'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/5578177656623777892'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2017/03/ike-de-tyrus-ventures-present-results.html' title=''/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-2408197744084303052</id><published>2015-07-23T14:40:00.002-07:00</published><updated>2016-05-20T02:56:34.801-07:00</updated><title type='text'>MEET THE MAN WHO WAS 13 MINUTES AWAY FROM CHANGING THE COURSE OF HISTORY</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The
World War II began in 1939 when Poland suffered a bomb attack from Germany.
Things took a different turn when the Japanese bombed pearl harbor and then in
retaliation the United States dropped two atomic bomb, the rest is history.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The
WW II resulted in an estimated 85 million death and is by far regarded as the
deadliest conflict in human history. Am sure you are wondering why all these
started, well one name comes into mind when we talk of the WW II and it’s no
other than the Nazi leader Adolf Hitler. The man Hitler was born on 20&lt;sup&gt;th&lt;/sup&gt;
April 1889 in a small Australian town of Braunau, at age 18, he moved to Vienna
with money he inherited from his father, initially Hitler wanted to peruse a
course in art but became interested in politics when his application for both
Vienna academy of art and thee school of architecture were rejected. During the
first World War he volunteered to fight for the German army and gained the rank
of corporal, earning accolade as a dispatched runner. He won several awards for
bravery including the Iron cross first class, he quickly rose through the ranks
and by 1921 was the leader of the re-named National socialist German worked
party (NAZI). Hitler became very popular as he was second in the 1932
presidential election and in 1933 the then president appointed Hitler as
Chancellor due to his popularity.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;clear: right; float: right; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 200%; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;a href=&quot;http://cdn.damninteresting.com/wp-content/uploads/2014/05/elser-large.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; id=&quot;irc_mi&quot; src=&quot;https://cdn.damninteresting.com/wp-content/uploads/2014/05/elser-large.jpg&quot; style=&quot;margin-top: 0px;&quot; width=&quot;149&quot;&gt;&lt;/a&gt;During
Hitler’s regime 16 assassination attempts were made on his life but all efforts
proved futile such as the one in which a package containing two bottles of
brandy were placed on Hitler’s plane and concealed in it was a time bomb but it
failed to go off due to the cold freezing the acid in the detonator. One
attempt that really came close was carried out by a Nazism oppose George Elser
Johann a carpenter who placed a bomb in a large hole he drilled in a pillar behind a
speakers rostrum, the bomb was timed to explode at exactly 9:20pm while Hitler
was on stage delivering his speech but on that faithful evening due to the
presence of fog Hitler started his speech at 8pm 30 minutes earlier than
planned because he wanted to catch the night train back to Berlin and against
all odds Hitler finished his speech at exactly 9:07pm 13 minutes earlier and
when the bomb exploded the blast was so powerful that the ceiling collapsed, 8
people died and 60 more were injured by then Hitler was already in his Mercedes
heading towards the station, he escaped unharmed. The failed attempts only
strengthen Hitler and gave him the notion that a higher power was protecting
him and also believed that he was on earth to fulfill a purpose and until he has
accomplished his task no one can take his life which is not far from the truth.
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Fast
forward to 1939, Hitler formed an alliance with Russia and Italy known as the
(Molotov-Rebbentrop Pact and Pact of Steel respectively) and on 1&lt;sup&gt;st&lt;/sup&gt;
September 1939 Hitler invaded Poland and as a result the Second World War
began. In 1940 Denmark and Norway were also taken, France quickly followed.
Hitler conquered much of Western Europe and then turned his sight towards east
and in 1941, despite the alliance Germany invaded Russia which was a very big
mistake on Hitler’s part as it resulted in their defeat.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The
hypothetical question am asking myself right know is was it his destiny to
cause the World War II that resulted in the death of 85 million, if not why
then did he survived all this assassination attempts and finally completed the
task himself by committing suicide on 30&lt;sup&gt;th&lt;/sup&gt; April 1945 and this is
exactly how the daily express reported his death on 2&lt;sup&gt;nd&lt;/sup&gt; May 1945 in
coats ‘The daily express rejoice to announce the report of Adolf Hitler’s death’,
yes you read right they rejoiced at his death.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/2408197744084303052/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/07/meet-man-who-was-13-minutes-away-from.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2408197744084303052'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2408197744084303052'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/07/meet-man-who-was-13-minutes-away-from.html' title='MEET THE MAN WHO WAS 13 MINUTES AWAY FROM CHANGING THE COURSE OF HISTORY'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-4718168090859777623</id><published>2015-06-05T08:43:00.000-07:00</published><updated>2015-06-25T10:06:10.203-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><category scheme="http://www.blogger.com/atom/ns#" term="Research materials"/><title type='text'>TOP TEN (10) PROJECT TOPICS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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Electronic banking in Ghana the benefits and the challenges.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&amp;nbsp;&lt;a href=&quot;http://essphill.blogspot.com/2015/06/project-topic.html&quot;&gt;Click here for details................&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;2. Effect of brand awareness on
customer loyalty&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&amp;nbsp;&lt;a href=&quot;http://essphill.blogspot.com/2015/06/project-topic_5.html&quot;&gt;Click here for details..................&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;3.
Management of debts in Micro finance institutions (MFIs) in Ghana.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&amp;nbsp;&lt;a href=&quot;http://essphill.blogspot.com/2015/06/project-topic-3.html&quot;&gt;Click here for details.............&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;4. The effect of training and
development on employee performance.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&amp;nbsp;&lt;a href=&quot;http://essphill.blogspot.com/2015/06/project-topic-4.html&quot;&gt;Click here for details................&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;5. The effect of communication in
the mobilization of Tax&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;6.
Investigating into the contribution and challenges of credit union&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&amp;nbsp;&lt;a href=&quot;http://essphill.blogspot.com/2015/06/project-topic-6.html&quot;&gt;Click here for details............&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;7.
Challenges faced by SMEs in accessing credit facilities.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
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Investigate into &lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;the
effect of leadership style on organizational performance.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
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challenges of internal control system&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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challenges of staff appraisal system&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/4718168090859777623/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/top-ten-10-project-topics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/4718168090859777623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/4718168090859777623'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/top-ten-10-project-topics.html' title='TOP TEN (10) PROJECT TOPICS'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-1322280425195326451</id><published>2015-06-05T08:00:00.000-07:00</published><updated>2015-06-05T08:00:10.145-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 10</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; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Accessing the effectiveness and
challenges of staff appraisal system&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-top: 12.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi;&quot;&gt;Performance Appraisal is a major subject of controversy in
management circles. It is one of the effective systems that can provide
valuable performance information to a number of critical human resource
activities such as the allocation of rewards, (for example, merit pay and
promotions), feedback on the development and assessment of training needs,
other human resource systems evaluation (for example, selection predictors) and
performance documentation for legal purposes (Cleveland, Murphy &amp;amp; Williams,
1989).&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-top: 12.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi;&quot;&gt;The &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;general objective&lt;/b&gt; is to access the
staff appraisal system adopted by an organization&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-top: 12.0pt; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi;&quot;&gt;Specific objectives&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;Default&quot; style=&quot;line-height: 200%; margin-bottom: 10.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;1. To
identify the &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;&quot;&gt;methods or approaches of appraisal used.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;Default&quot; style=&quot;line-height: 200%; margin-bottom: 10.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: #080808;&quot;&gt;2. To find out &lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;employees perception
about the appraisal system and its impact on their motivation and satisfaction.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;Default&quot; style=&quot;line-height: 200%; margin-bottom: 10.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: #080808;&quot;&gt;3. Ascertain the effectiveness of staff appraisal system.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/1322280425195326451/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-10.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/1322280425195326451'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/1322280425195326451'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-10.html' title='Project Topic 10'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-2011277563529134314</id><published>2015-06-05T07:59:00.001-07:00</published><updated>2015-06-05T08:00:25.455-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 9</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Accessing the effectiveness and
challenges of internal control system&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
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people was brought up long before the advent of human resource management
(Richard, 1989). However, there has been little research evidence of its
increased use or of its success (Armstrong, 2009). One possible explanation is
presented by Storey (1995), who argues that as the developing business
environment forces organizations to plan effectively for their human resources,
the rapid changes in the business environment also makes it increasingly
difficult for organizations to plan with accuracy&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;The &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;main objective&lt;/b&gt; of
this study is to access the defectiveness and identify the challenges of human
resource planning.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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study are to:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Find out the Human Resource
Planning policies and practices adopted&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Establish whether the Human
Resource Planning practices and procedures are functioning effectively.&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;Identify the challenges of
human resource planning.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/2011277563529134314/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-9.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2011277563529134314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2011277563529134314'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-9.html' title='Project Topic 9'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-5980425821991852511</id><published>2015-06-05T07:58:00.002-07:00</published><updated>2015-06-05T07:58:36.112-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 8</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;false&quot; UnhideWhenUsed=&quot;false&quot;
   QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Investigate into &lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;the effect of leadership style on
organizational performance.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;Default&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: windowtext;&quot;&gt;Leadership style represents an important aspect of
leadership. In agile environments and changing situation, what can survive
organization is proper leadership style. Its significance stems from the
contribution it makes to the organization’s success. For example, Gebert and
Steinkamp (1991), argue that there is a close relationship between the economic
success of an organization and leadership style used. Leadership style also has
a significant impact on performance (Yousef, 1998). &lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;main objective&lt;/b&gt; of this study is to find out the effects of&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;
leadership style on &lt;a href=&quot;https://www.blogger.com/null&quot; marked=&quot;1&quot; name=&quot;_GoBack&quot;&gt;&lt;/a&gt;employee attitude. &lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
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The specific objectives of this study are to:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1&amp;nbsp; 1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Find
out the type of leadership style.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2&amp;nbsp; 2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Ascertain
the effect of leadership style on employee attitude.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 365.25pt; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&amp;nbsp; 3.To
identify the &lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;extent
which employees are satisfied with the leadership styles of superiors&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;.
&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/5980425821991852511/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-8.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/5980425821991852511'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/5980425821991852511'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-8.html' title='Project Topic 8'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-8387348048338452093</id><published>2015-06-05T07:45:00.000-07:00</published><updated>2015-06-05T07:46:33.222-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 7</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;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Challenges faced by SMEs in accessing credit
facilities.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Calibri;&quot;&gt;SMEs have very positive and significant impact on the
economic growth and prospects of any country and Ghana is not an exception.
However, these SMEs are not without challenges, they are faced with problems
including financial constraints, low capacity of personnel to mention but a few&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Calibri;&quot;&gt;General Objective &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Calibri;&quot;&gt;To assess the challenges faced by SMEs in accessing credit.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Calibri;&quot;&gt;Specific Objectives&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Calibri;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Calibri;&quot;&gt;To find out the challenges facing
SME’s.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Calibri;&quot;&gt;To examine SME’s alternative
sources of funding.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Calibri;&quot;&gt;To find out what can be done by
SMEs to help mitigate these challenges.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/8387348048338452093/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-7.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8387348048338452093'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8387348048338452093'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-7.html' title='Project Topic 7'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-2801294457662222493</id><published>2015-06-05T07:43:00.000-07:00</published><updated>2015-06-05T07:43:19.918-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 6</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Investigating into the contribution and
challenges of credit union&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;In Ghana, despite the contributions of
credit unions to the development of most communities, they are saddled with
challenges which obstruct their development, hence their contribution to the
Ghanaian economy. For instance, according to Ofei (2011), this comes especially
from competition from other financial institutions and increasing demand for
improved financial services.&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Main objective:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The main objective of this study is to investigate into the
contribution and challenges of&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;Credit
unions.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 200%; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Identify the financial
challenges and assess the adequacy of benefits and contribution of &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Credit
Unions&lt;span style=&quot;color: black;&quot;&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 200%; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2&amp;nbsp;&amp;nbsp;&amp;nbsp; 2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Ascertain the impact of
credit unions on members in the face of competition from Banks and Non-Banking
Financial Institutions.&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;3&amp;nbsp;&amp;nbsp;&amp;nbsp; 3.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;Identify measures or ways to improve
management of credit unions.&lt;/span&gt;

&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/2801294457662222493/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-6.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2801294457662222493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2801294457662222493'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-6.html' title='Project Topic 6'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-6938821073310040450</id><published>2015-06-05T07:38:00.000-07:00</published><updated>2015-06-05T07:38:09.780-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 5</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The effect of communication in the
mobilization of Tax&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.05pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;The traditional function of tax
system is to generate sufficient revenue to meet public &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.15pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;sector requirements.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.1pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;Tax revenue is the revenue derived by government from
taxable persons to undertake &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.15pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;its planned expenditure.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;It is a
compulsory payment made by taxable persons to the Revenue Agencies on behalf &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.2pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;of government.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;Default&quot; style=&quot;line-height: 200%; tab-stops: 21.3pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: windowtext; letter-spacing: .2pt; mso-font-kerning: 14.0pt;&quot;&gt;The
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;main objective&lt;/b&gt; of the study is to
assess the effects of communication among tax authorities and the tax payers on
compliance, &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: windowtext;&quot;&gt;and how it affects
the revenue mobilization. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;Default&quot; style=&quot;line-height: 200%; tab-stops: 21.3pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;Default&quot; style=&quot;line-height: 200%; tab-stops: 21.3pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: windowtext;&quot;&gt;The specific objectives of this study are:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;line-height: 200%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.1pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 14.0pt;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.05pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;Examine factors that militate against revenue
officials and the taxpayers on compliance.&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.1pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;line-height: 200%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.1pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 14.0pt;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.1pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;Investigate problems encountered in taxing the formal
and the informal sector.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;line-height: 200%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 14.0pt;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; letter-spacing: -.1pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;Access the level of communication and its effects on
revenue mobilization in Ghana.&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-font-kerning: 14.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/6938821073310040450/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-5.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/6938821073310040450'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/6938821073310040450'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-5.html' title='Project Topic 5'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-8896036368446290770</id><published>2015-06-05T07:35:00.002-07:00</published><updated>2015-06-05T07:35:10.458-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 4</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; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The effect of training and
development on employee performance.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;h2 style=&quot;line-height: 200%; margin-top: 0cm; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; font-style: normal; font-weight: normal; line-height: 200%; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;&quot;&gt;Training and development
could then be seen as a mixture of activities aimed at improving the
performance of personnel in organizations for the attainment of continuous
improvement in productivity in particular, as well as organizational goal in
general.&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;&quot;&gt;In today’s business climate where many potential employees lack adequate
knowledge and skills, companies are faced with stiff internal and external competition
for the few quality employees available. Any organization who invests seriously
in the area of Training and Development will reap the benefits of an enriched
working environment with higher levels of staff retention as well as increased
productivity and performance.&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: 3.0pt; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;main objective&lt;/b&gt; of this study is to
examine the impact of training and development on employee’s performance.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: 3.0pt; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: 3.0pt; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The
specific objectives of this study are to:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: 3.0pt; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;1.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Know the existing training and development
programs.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: 3.0pt; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;2.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Examine the influence of training and
development on worker and job performance.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; margin-bottom: 3.0pt; mso-mirror-indents: yes; tab-stops: 432.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;3.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Identify how training and development has
benefited the institution.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/8896036368446290770/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-4.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8896036368446290770'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8896036368446290770'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-4.html' title='Project Topic 4'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-3278870416300021017</id><published>2015-06-05T07:34:00.001-07:00</published><updated>2016-09-14T06:15:43.274-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 3</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;false&quot; UnhideWhenUsed=&quot;false&quot;
   QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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&lt;br /&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Management of debts in Micro
finance institutions (MFIs) in Ghana.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The
survival of any&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt; banking Institutions&lt;span style=&quot;color: black;&quot;&gt; depends largely on their ability to mobilize enough funds,
disburse these funds in the form of credits and also ensure timely repayment of
the credit with an eye for profit. Fundamentally, this crystallizes the
business of Financial Institutions and is the primary basis on which its’
quality and performance are judged (Allen &amp;amp; Santomero, 2001; Antwi-Asare
&amp;amp; Addison, 2000). Once credit is made, however, there is a probability that
the borrower or counterparty will fail to meet their obligations in accordance
with agreed terms. Credit risk is, therefore, inherent in &lt;/span&gt;Banking
Institutions.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The main purpose of
this study is to:&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Assess
the conditions under which loans are accessible to clients of MFIs.&lt;span style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 200%; margin-left: 22.5pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;To identify the factors responsible for loan
default by clients of MFIs&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Find
out how the debtors are managed these institutions.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/3278870416300021017/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-3.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/3278870416300021017'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/3278870416300021017'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic-3.html' title='Project Topic 3'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-8180102235463702138</id><published>2015-06-05T07:29:00.002-07:00</published><updated>2015-06-05T07:31:34.274-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 2</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
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&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Effect of brand awareness on
customer loyalty&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: ff1; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The study of these fields are an attempt to establish a
relationship between consumer spending and the key factors involved in consumer
preferences in terms of attitudes, cognition, perception and learning. Companies
shifting their focus from a product/market driven line of attack to consumer
driven marketing activities reflect this evolution of marketing. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: ff1; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;As a direct consequence, branding has emerged as a
significant feature of contemporary marketing strategies and is now considered
a key organizational asset (Kotler, 2000).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi;&quot;&gt;Understanding
brand perception is vital for everything from product/service development to
product/service positioning or market segmentation. But, the inability to
measure brand perception and influences on consumer behaviour is a challenge
most companies face.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: ff1; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The main objective of this study is to find out the effect
of branding on customer growth and loyalty.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: ff1; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The specific objectives include; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; mso-list: l0 level1 lfo1; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Asses the main concepts of branding and
     its values.&lt;/span&gt;&lt;/li&gt;
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&lt;div class=&quot;MsoListParagraph&quot; style=&quot;line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&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;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2. &amp;nbsp; Examine
the consumer perceptions of brands.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To
assess branding influence on consumer purchasing behaviour.&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/8180102235463702138/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic_5.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8180102235463702138'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/8180102235463702138'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic_5.html' title='Project Topic 2'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-2763552841936854972</id><published>2015-06-05T07:27:00.000-07:00</published><updated>2015-06-05T07:48:36.242-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Project work"/><title type='text'>Project Topic 1</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Electronic banking in Ghana the
benefits and the challenges&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The term electronic
banking refers to &quot;the provision of information or services by a bank to
its customers, through a computer. Such services include: account information,
access to funds, business transactions and transfers.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;As technology evolves,
different kinds of electronic banking systems emerge, each bringing a new
dimension to the interaction between user and bank. They include Automated
Teller Machine (ATM), mobile and Internet (online) banking, electronic funds
transfer, direct bill payments and credit card.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The
main objective of this study is to identify the benefits and challenges
encountered in the adoption and use of e-banking services in Ghana.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The
specific objectives of this study are:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 200%; margin-left: 57.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;To
identify rational of Banks going Electronic banking and the various types of
electronic banking used.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 200%; margin-left: 57.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;To
examine the public preference of electronic banking channels.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 200%; margin-left: 57.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;To
find out how e-banking services contribute to the performance Banks&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 200%; margin-left: 57.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;To
identify the challenges and benefits of electronic banking.&lt;/span&gt;&lt;/div&gt;
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&lt;![endif]--&gt;</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/2763552841936854972/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2763552841936854972'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2763552841936854972'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2015/06/project-topic.html' title='Project Topic 1'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-5557505670071610357</id><published>2014-08-05T15:07:00.001-07:00</published><updated>2018-09-27T10:53:58.081-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Research materials"/><title type='text'>INDUSTRIAL ATTACHMENT REPORT FORMAT AND GUIDELINES</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; line-height: 200%;&quot;&gt;http://ultrainvests.com/?id=97298&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The industrial
attachment report is an account of what transpired when students undertake
their attachment in an institution. Below is a simple format to write a
comprehensive report.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Chapter
1: Introduction&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;1.1
Background&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Give brief information
about the programme, its duration and indicate the host institution. It is also
necessary to state your field of study and the reasons for chosen a particular
institution. You can also indicate whether it is a supervised attachment or
not and the purpose of the attachment.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;1.2
Objectives&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;You outline the
objectives of the industrial attachment, usually the main objectives of the
attachment is to provide students with an opportunity to apply knowledge
acquired into real work environment as well as expose students to work methods
not thought in school.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;1.2.1 Benefits to the students&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Outline the benefits of
the attachment to students, under the benefits you can explain the kind of
experience acquired as well as any moral education learned.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;1.2.2
Problems and challengers&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Every work environment
has its own problems and challenges so you can state the effect of the problems
on your attachment. Again you can also state the challenges with respect to
your school.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;1.4
Methodology&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Methodology is considered to be &lt;span style=&quot;mso-bidi-font-style: italic;&quot;&gt;the way in which information is found or something is done. The
methodology includes the methods, procedures, and techniques used to collect
and analyze information&lt;i&gt;.&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt; This part therefore
outlines the process and techniques used in adapting into the new working
environment. &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;The methodology can include observation, participation, structured
interviews and discussions.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Chapter
2: Historical Background or Description of the host institution &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;This chapter deals with
the historical background of the host institution, their vision, mission and
goals as well as the organizational structure of the institution. You can also
outline the various departments and positions and their functions.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;2.1
Brief history of the institution&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;2.2
Objectives of the institution&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;2.3
Organizational structure&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;2.4
Departments, positions and their functions&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Chapter
3 and 4:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;With this chapter you
single out the department you worked under and state the position held.
Afterwards you explain the activities carried out in that department and the
duties of the position you held then you indicate your personal inputs,
knowledge acquired.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Chapter
5: Summary conclusions and recommendation&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;5.1
Summary:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt; Give a brief summary of the activities you
undertook during the attachment&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;5.2
Conclusion:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt; You conclude by indicating the significance of the
attachment and its necessity as well as the problems and challenges encountered
during the programme.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;5.3:
Recommendation: &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Involves suggestions that can help
improve the programme, it can be in two parts; you recommend with respect to
the programme itself and if possible make some recommendations for the host
institution. &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; style=&quot;line-height: 200%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;For a sample industrial
attachment report, click the link below.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; line-height: 200%;&quot;&gt;http://ultrainvests.com/?id=97298&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;a href=&quot;http://essphill.blogspot.com/2012/08/a-report-on-two-month-industrial.html&quot; target=&quot;_blank&quot;&gt;http://essphill.blogspot.com/2012/08/a-report-on-two-month-industrial.html&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/5557505670071610357/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2014/08/industrial-attachment-report-format-and_38.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/5557505670071610357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/5557505670071610357'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2014/08/industrial-attachment-report-format-and_38.html' title='INDUSTRIAL ATTACHMENT REPORT FORMAT AND GUIDELINES'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-5597221732031181945</id><published>2014-08-02T15:13:00.000-07:00</published><updated>2014-08-06T14:50:47.845-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Motivational"/><title type='text'>Believe in Yourself</title><content type='html'>There may be days when you get up in the morning and things aren’t the way you had hoped they would be.&lt;br /&gt;
That’s when you have to tell yourself that things will get better. There are times when people disappoint you and let you down.&lt;br /&gt;
&lt;br /&gt;
But
 those are the times when you must remind yourself to trust your own 
judgments and opinions, to keep your life focused on believing in 
yourself.&lt;br /&gt;
&lt;br /&gt;
There will be challenges to face and changes to make in your life, and it is up to you to accept them.&lt;br /&gt;
Constantly
 keep yourself headed in the right direction for you. It may not be easy
 at times, but in those times of struggle you will find a stronger sense
 of who you are.&lt;br /&gt;
&lt;br /&gt;
So when the days come that are filled with 
frustration and unexpected responsibilities, remember to believe in 
yourself and all you want your life to be.&lt;br /&gt;
&lt;br /&gt;
Because the challenges and changes will only help you to find the goals that you know are meant to come true for you.&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Keep Believing in Yourself!&lt;/b&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/5597221732031181945/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2014/08/believe-in-yourself.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/5597221732031181945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/5597221732031181945'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2014/08/believe-in-yourself.html' title='Believe in Yourself'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-7833322484566637608</id><published>2014-08-02T15:04:00.002-07:00</published><updated>2014-08-06T14:54:14.191-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Story"/><title type='text'>WHAT GOES AROUND COMES AROUND</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
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&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;One day a man saw an old lady, stranded on the side of the
road, but even in the dim light of day, he could see she needed help. So he
pulled up in front of her Mercedes and got out. His Pontiac was still
sputtering when he approached her.&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Even with the smile on his face, she was worried. No one
had stopped to help for the last hour or so. Was he going to hurt her? He
didn’t look safe; he looked poor and hungry. He could see that she was
frightened, standing out there in the cold. He knew how she felt. It was those
chills which only fear can put in you. He said, “I’m here to help you, ma’am.
Why don’t you wait in the car where it’s warm? By the way, my name is Bryan
Anderson.”&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Well, all she had was a flat tire, but for an old lady,
that was bad enough. Bryan crawled under the car looking for a place to put the
jack, skinning his knuckles a time or two. Soon he was able to change the tire.
But he had to get dirty and his hands hurt.&lt;br /&gt;
As he was tightening up the lug nuts, she rolled down the window and began to
talk to him. She told him that she was from St. Louis and was only just passing
through. She couldn’t thank him enough for coming to her aid.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Bryan just smiled as he closed her trunk. The lady asked
how much she owed him. Any amount would have been all right with her. She
already imagined all the awful things that could have happened had he not
stopped. Bryan never thought twice about being paid. This was not a job to him.
This was helping someone in need, and God knows there were plenty, who had
given him a hand in the past. He had lived his whole life that way, and it
never occurred to him to act any other way.&lt;br /&gt;
He told her that if she really wanted to pay him back, the next time she saw
someone who needed help, she could give that person the assistance they needed,
and Bryan added, “And think of me.”&lt;br /&gt;
He waited until she started her car and drove off. It had been a cold and
depressing day, but he felt good as he headed for home, disappearing into the
twilight.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;A few miles down the road the lady saw a small cafe. She
went in to grab a bite to eat, and take the chill off before she made the last
leg of her trip home. It was a dingy looking restaurant. Outside were two old
gas pumps. The whole scene was unfamiliar to her. The waitress came over and
brought a clean towel to wipe her wet hair. She had a sweet smile, one that
even being on her feet for the whole day couldn’t erase. The lady noticed the
waitress was nearly eight months pregnant, but she never let the strain and
aches change her attitude. The old lady wondered how someone who had so little could
be so giving to a stranger. Then she remembered Bryan.&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;After the lady finished her meal, she paid with a hundred
dollar bill. The waitress quickly went to get change for her hundred dollar
bill, but the old lady had slipped right out the door. She was gone by the time
the waitress came back. The waitress wondered where the lady could be. Then she
noticed something written on the napkin.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;There were tears in her eyes when she read what the lady
wrote: “You don’t owe me anything. I have been there too. Somebody once helped
me out, the way I’m helping you. If you really want to pay me back, here is
what you do: Do not let this chain of love end with you.”&lt;br /&gt;
Under the napkin were four more $100 bills.&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Well, there were tables to clear, sugar bowls to fill, and
people to serve, but the waitress made it through another day. That night when
she got home from work and climbed into bed, she was thinking about the money
and what the lady had written. How could the lady have known how much she and
her husband needed it? With the baby due next month, it was going to be hard….&lt;br /&gt;
She knew how worried her husband was, and as he lay sleeping next to her, she
gave him a soft kiss and whispered soft and low, “Everything’s going to be all
right. I love you, Bryan Anderson.”&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;There is an old saying “What goes around comes around.”&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/7833322484566637608/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2014/08/what-goes-around-comes-around.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/7833322484566637608'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/7833322484566637608'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2014/08/what-goes-around-comes-around.html' title='WHAT GOES AROUND COMES AROUND'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-2597332101197694079</id><published>2014-08-02T14:01:00.001-07:00</published><updated>2014-08-06T15:03:21.323-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Internet"/><title type='text'>Work from home</title><content type='html'>Wanted Online Internet job workers. Job is only through Internet. Work 
          from home part time jobs. You can earn $1500-2500/month working 1-2 hours/day, no matter where you live. These are 
          genuine Data entry jobs &amp;amp; Internet jobs. No Investment required. 
          Only serious esquires please. For more details visit &lt;a href=&quot;http://www.earnparttimejobs.com/index.php?id=4306134&quot;&gt;http://www.earnparttimejobs.com/index.php?id=4306134          &lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/2597332101197694079/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2014/08/work-from-home.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2597332101197694079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/2597332101197694079'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2014/08/work-from-home.html' title='Work from home'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-3087648923025448281</id><published>2014-07-31T04:13:00.000-07:00</published><updated>2014-08-06T15:02:56.303-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Motivational"/><title type='text'>Quote of the day.</title><content type='html'>In life,there are some people you&#39;re going to lose in order to find yourself.</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/3087648923025448281/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2014/07/quote-of-day.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/3087648923025448281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/3087648923025448281'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2014/07/quote-of-day.html' title='Quote of the day.'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-4855200903023955140</id><published>2014-07-26T14:19:00.001-07:00</published><updated>2014-08-06T15:36:54.943-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Article"/><title type='text'>KUDOS TO MR. ANTHONY KOBLA ABOTCHIE</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; style=&quot;line-height: 200%;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Every year many
people die or get seriously injured through road accidents, according to recent
statistics over two thousand people die annually due to road accidents which is
having a negative impact on our human resources.&lt;/span&gt;&lt;/div&gt;
&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/AVvXsEizDgCY3SF_5ieYiFe1r0IYv94tNBdX7SUlWubPECu6ZfLrqmWOF-yNKcoG92LD-41kjZfbkJhTY5SP9GZfsaZ8FGxlraNy87TSWh_y7ibsMQDfpQ77gG6I-DPz9fM5sRTM3RkftlZIMDuS/s1600/Mr.+Abotchie.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizDgCY3SF_5ieYiFe1r0IYv94tNBdX7SUlWubPECu6ZfLrqmWOF-yNKcoG92LD-41kjZfbkJhTY5SP9GZfsaZ8FGxlraNy87TSWh_y7ibsMQDfpQ77gG6I-DPz9fM5sRTM3RkftlZIMDuS/s1600/Mr.+Abotchie.jpg&quot; height=&quot;320&quot; width=&quot;268&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;With the
increasing number of road accidents in the country, it has become very
necessary to educate especially the drivers and other users of the road. The
government and other organizations are doing their very best to help curb this
problem but when it comes to creating awareness and raising the red flag on
road accidents I believe we all have a role to play and one individual who has
taken it upon himself to educate the public through his medium is Mr. Anthony
Kobla Abotchie of Classic 91.9 Fm Techiman B/A Region.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Mr. Abotchie is
the host of the late afternoon programme on classic fm called sunset drive, not
only does he play good tunes or do advertisement for his sponsors, but also use
his platform to educate and address the concerns of drivers and other users of
the road, his major concern is promoting safety on our roads. Moreover he goes
a step further by inviting experts and other stakeholders involve to share
their views and thoughts on matters arising and again he sometimes draw close
to the drivers to know the problems and challenges they face by taking his
programme to the station.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%; tab-stops: 211.5pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;Even
though many people might not recognize the effect of Mr. Abotchie’s programme,
he is doing everything in his capacity to create the awareness on the causes, effects
and means to reduce or better still eradicate road accidents in the country,
with this I say kudos to Mr. Anthony Kobla Abotchie and the management of
Classic Fm, more grease to your elbow.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 200%;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;&quot;&gt;You can listen
to his programme live on Classic 91.9 or &lt;a href=&quot;http://www.classicfmonline.com/&quot;&gt;www.classicfmonline.com&lt;/a&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;from 4pm -6pm weekdays.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: right;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Sarfo
Estephan&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;a href=&quot;https://www.blogger.com/www.essphill.blogspot.com%20&quot;&gt;www.essphill.blogspot.com&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/4855200903023955140/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2014/07/kudos-to-mr-anthony-kobla-abotchie.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/4855200903023955140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/4855200903023955140'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2014/07/kudos-to-mr-anthony-kobla-abotchie.html' title='KUDOS TO MR. ANTHONY KOBLA ABOTCHIE'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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/AVvXsEizDgCY3SF_5ieYiFe1r0IYv94tNBdX7SUlWubPECu6ZfLrqmWOF-yNKcoG92LD-41kjZfbkJhTY5SP9GZfsaZ8FGxlraNy87TSWh_y7ibsMQDfpQ77gG6I-DPz9fM5sRTM3RkftlZIMDuS/s72-c/Mr.+Abotchie.jpg" height="72" width="72"/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4738805562413614229.post-6082678916390833893</id><published>2014-06-10T09:08:00.000-07:00</published><updated>2014-08-06T14:53:52.708-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Motivational"/><title type='text'>Words of Encouragement</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:shapedefaults v:ext=&quot;edit&quot; spidmax=&quot;1026&quot;/&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:shapelayout v:ext=&quot;edit&quot;&gt;
  &lt;o:idmap v:ext=&quot;edit&quot; data=&quot;1&quot;/&gt;
 &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;They
say the passage of time will heal all wounds,&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;But
the greater the lost the deeper the cut and the more&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;difficult
the process to become whole again.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;The
pain may fade but scare serve as a reminder of our suffering&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;and
makes the bearer more resolved never to be wounded again.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;So
as time moves along we are lost in destruction, act out in frustration,&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;React
with aggression, give in to anger and all the while we plot and plan as we&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;wait
to grow stronger and before we know it the time passes, we are healed ready to
begin anew.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;mso-tab-count: 9;&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;&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;&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;&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;&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;&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;/i&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/6082678916390833893/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2014/06/broken-hearted.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/6082678916390833893'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/6082678916390833893'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2014/06/broken-hearted.html' title='Words of Encouragement'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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-4738805562413614229.post-6291427055991287594</id><published>2012-09-28T12:59:00.002-07:00</published><updated>2014-08-06T15:04:38.189-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Entertainment"/><category scheme="http://www.blogger.com/atom/ns#" term="movies"/><title type='text'>How I Met Your Mother</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/AVvXsEjRPrQmLR0tDXKVg3bD39aeIo-Pr501L_iwQINRokYIW-qKZ62yLb4RGOjIkP5XBFuj3TbFM9M2cuD31ZVSr25bScCJxj1lkNn5Z-odEXfv7waCygEvYb-5ruxMLkg-diLqETebWnblWVIv/s1600/tt0460649.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRPrQmLR0tDXKVg3bD39aeIo-Pr501L_iwQINRokYIW-qKZ62yLb4RGOjIkP5XBFuj3TbFM9M2cuD31ZVSr25bScCJxj1lkNn5Z-odEXfv7waCygEvYb-5ruxMLkg-diLqETebWnblWVIv/s320/tt0460649.jpg&quot; height=&quot;320&quot; width=&quot;212&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
The year is 2030. Ted Mosby is relaying the story of how he met his wife
 to
his daughter and son. The story starts in the year 2005, when then
twenty-seven year old architect Ted was spurred on to want to get 
married
after lawyer Marshall Eriksen and kindergarten teacher Lily Aldrin, his
best friends from their college days at Wesleyan and Marshall who was 
his
roommate at the time, got engaged after nine years of dating each other.
Ted&#39;s new quest in life was much to the dismay of his womanizing friend,
Barney Stinson. But soon after Marshall and Lily&#39;s engagement, Ted 
believed
that his life mate was going to be news reporter and aspiring news 
anchor
Robin Scherbatsky, who, despite having had a romantic relationship with 
her
after this time, ended up being who the kids know as their &quot;Aunt&quot; Robin.
 As
Ted relays the story to his kids, the constants are that their Uncle
Marshall, Aunt Lily, Uncle Barney and Aunt Robin are always in the 
picture
and thus have something to do with how he got together with their 
mother. </content><link rel='replies' type='application/atom+xml' href='http://essphill.blogspot.com/feeds/6291427055991287594/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://essphill.blogspot.com/2012/09/how-i-met-your-mother.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/6291427055991287594'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4738805562413614229/posts/default/6291427055991287594'/><link rel='alternate' type='text/html' href='http://essphill.blogspot.com/2012/09/how-i-met-your-mother.html' title='How I Met Your Mother'/><author><name>essphill</name><uri>http://www.blogger.com/profile/13584828722148168975</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/AVvXsEjRPrQmLR0tDXKVg3bD39aeIo-Pr501L_iwQINRokYIW-qKZ62yLb4RGOjIkP5XBFuj3TbFM9M2cuD31ZVSr25bScCJxj1lkNn5Z-odEXfv7waCygEvYb-5ruxMLkg-diLqETebWnblWVIv/s72-c/tt0460649.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>