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As a result of our vision to raise 100 millionaire young entrepreneur winners from the YouWin 3 business plan competition, we have packaged these questions to help as many young people who are willing to take and maximize this opportunity.
If you’re planning to apply for this year’s YouWIN! Business Plan Competition, it is important that you start preparing your answers ahead of time. Submission of the business plans will commence on November 25, 2013 with the presidential launch.
ALSO CLICK TO READ YouWiN 3 LIFE SAMPLE BUSINESS PLAN
The first stage of the YouWiN! 3 Business Plan Competition only requires that you submit a concept note for your business idea. The YouWiN! 3 Business Plan Competition concept note is not as elaborate as a business plan. You only need to answer a few basic questions that will help the committee decide whether they should read your full business plan.
Questions You Should Expect in YouWiN! 3 Business Plan Competition Concept Note
Note the number of words you are expected to use in answering the questions asked. You could use fewer words but not more than required. In fact, the website will not allow you to save and/or submit your application if you have exceeded the maximum number of words.
In a way, this is both beneficial to you and the committee. You are forced to summarize your business idea as much as possible; and the committee is able to evaluate all business concepts in the shortest time available to decide winners.
1. About Your Business
The first question you need to answer is to describe your business and to select what industry sector your business belongs.
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)
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![](data:image/png;base64,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)
If you’re sector is not listed, you could write your sector under “Other Sector”
2. Marketing Plan
Here, there are 3 questions each of which allows a maximum of 50 words:
-What benefits of the product or service enables your business to stand out from your competitors?
-Does this meet a particular need or demand (your competitive advantages, if any)?
-Name five of your existing or expected top customers. How will you attract these customers to your point of sale?
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)
3. Business Management
The main aim of this competition is to create jobs in Nigeria. So, your business must be capable of providing sustainable jobs in order to win this competition. Most of the current Youwin awardees own businesses that are employing close to 10 new employees on the average. You should factor this into your overall business plan.
The questions here are:
-How many new, full-time (or equivalent) staff will be employed in the business 12 months from receiving the first stage award?
-Describe the benefit you and your proposed staff will bring to the business, including: expertise, track record in the industry and management experience. [maximum of 50 words expected]
![](data:image/png;base64,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)
4. Your Product
This section will test your knowledge of the business you are proposing. Each of the questions asked below require a maximum of 50 words. Bear in mind that every business is either selling a product or providing a service.
ALSO CLICK TO READ SAMPLE YOUWIN BUSINESS PLAN FOR AGRICULTURE
-Name your three largest existing/expected competitors. Which, if any, have a localized presence or distributor network?
-Describe the materials you will need to create your product or service. Are these materials readily available, at the right price and quantity, in your locality? If yes, please describe any relevant information.
-Is there an existing or expected lead time for manufacture, set-up, harvest or breeding? If yes, give estimated lead times for each product.
-What risks or challenges might affect the success of your business, including: licences and accreditation (what can stop you from making this business a success)? How will you reduce or mitigate these risks?
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s3mCcmyx2tINl7IL598O88M5Nl/A8lL1+dde5HNrlPlv7OEgAAnCwzJ8v1slp0v22oqnbpL/pueDAdBtJe76HGA83Cu093vgMp61hbIh/u3r7fHWb/rM+GAwCAU2XmZNmPcKu6/R528BM8nSza+fzNXVyNfIB7/2S1XNaJ7QMf4Ql9Njx4ezPwhZSBG5bBT/BEdgcAADh+5k6WAAAAeCpIlgAAACiDZAkAAIAySJYAAAAog2QJAACAMkiWAAAAKINkCQAAgDJIlgAAACiDZAkAAIAySJYAAAAog2QJAACAMkiWAAAAKINkCQAAgDJIlgAAACiDZAkAAIAySJYAAAAog2QJAACAMkiWAAAAKINkCQAAgDJIlgAAACiDZAkAAIAySJYAAAAog2QJAACAMkiWAAAAKINkCQAAgDJIlgAAACiDZAkAAIAyzJss18tq0aZarg9sUfAg9Wqz2WxW9aHlH17Cw7Bv4/hnZ2FXpf4Pj3BQFOSke7VU5dfLqszidawrTD7HsxbNu8gMHCsy0I/RPwefY8OVLH0az7LIzLiyTT700azG8yfLVjcUW6CDTDrd18tqX8VHXPdbxz24qOM42wLMmywLdvKoahzraExhwsA9sR64WxfqevrFYJYVJp8TXYuC833Go7d4sGQZHKzHPsfirTuhif/I183hgTsljixZbjabVb3YPda4p7nbbFU373EGtlxUy/V6WVXLZb39eX/PMrRv5EDdp6rlencF6d9hTZdwV5ntPrt6hGq/fbB13FD54TbGirr/Mdx7AzR3yj3Nm0tL4Oes2wmrulqultm9HR6C+KBvep082NLEaRauwKSRzerd7BHpVDLdLd2NYwdK9mpOv/WGNNqucP2H14HeNPkf/613YtT/q3HWdSoZLC3Mql7Uq84ZPHxu9Dpn/AqT2wnNY53EWjRtZvVLnXjPsl9487K0+zXZwHQ/JCZgzjhG69lf0/oPHnYVaw1xrCGRQ4QnfsZaFOmWjHka6fzYlWV4ZRu19I05erNzWmdRv8fSB9wOQbSNj8HxJct9DmlM5vWyunsw/FqoM+3vx6O3lrV2bmwSOlC4jqu6feY3L8DJElpX6v5Ogab0jtstP9zGZFHJF6vt6ux+WzWv6e0md5ak3gg0ryD3224fzkyWI3o7+mB7yBP3MGItjfTQpj0E6XNgM2Zkw8ebOiKtSjbLDs2FXosiBwr2auyUCPZbeMkOHC5Y/8F1IDRNuh3fe9nZPsrQgAYb2mpA3rkxeYXJ74TWsU5gLZo4s2JnZu+HyMwKsX0ycPKkG5juh9QEzLgqxesZPm6hq1hviNvbtSsfOER04g+tRSXmaec8ifVA6nqRam/qaph19G567o5m1kk7OASPxREmy8bsb/TF3W2BgSwaLDg2/LtfgwcK1zFyAuWXMLA+RRamwa5IrybpxS5Yz90Ru7s0c39yLjU7p67r/RUoUqVwsszu7ZyzJZ0soy2NPjA8RsGN8/cqMiIZq/n+15wOifZq1niFSh5zuEQJY6bJqnPvPJgV0gO6r0orTgYC1gOtMPmdEDzWya1FwRYlysxcbYYzbuAa390js4GDF6PMa0pePUPH7RV9yFVs7FJw+Fo0fZ6Or176epFT4OSjpx8M9sOEKj0kR5gsG4GvTSOKtx6KvLQYTJaNCBs6UKiO8TmZWUKktHYBobWvX378kpkoqt97wYq2atY6gyNTPJ4L76b6/eW3H4+mJct+b8QeDA14eGiiLY03cXCMpo1s2RHJWs23G+V0SLRXwxUY6LdYjVL793ou1NeBabJZL/e3+1qdEz77UkPTrvZ6WXW2yx/lA1aY3E4IHuuY16JpMyt2ZgbmQvSqEDrmfpfWyZNuYLofBidg3uk3MFjB/ix4FRu5FExfiw6Yp8OdP9ycgZomroYjjj6c3QdO2swqPQ7HlyxXdXiZCNDIoOXuWSbrmH1XZrgykQoET6lg+YNTfdx8buwRrXBzr+ETd1Uv6lXjEl4tV7vbOwcmy+ClIN1FwUNktTR+iMExmjay/SMcMiJZo5+8T5DYprVZ9ngNX/zihwuQnMid3Vf14u7PjzoBY+heSIRe5XbxI3+UD19hmjs+jbXo8JkVfLyxQWBmpQvf9E6edB3S/TA4AXNOv/wefqCr2Nil4PC1aOw8zen84eZEHhm19I06eqRKqZM28yiPxZEly1XzbwN2GTNGM4TG7zdF+rqxT/JAu0tFr4R2yekSpq3mzeP2yi+wmofX1PaHXFt926hUa/f1MvC3cOtl1XgJeffbtqRDkmW05uEFdV9EeKVodXKopa1DxG9rhiowbWR7RRw0Ihmr+b7EXotCB4r1auyUCPZb+D5R4HBZyXK/DqSmyXbjwHnYr+Tw0ERfUFXL9fC50SrksBWmtcGTWIumzazYmRk+en9mpQvfdE+ecskyNAEzTr/hwWr250NcxRJLQSw8DdwVCK9Fk+fpqGw3eL0Yu/SNTpbB62M3dqe+hUKy3Gw2u+zRoP/KtfPUKnB3edN+vOp/lGw//OFDBQ605363arlOjFaihMHVvLlzVdfbrxloHDdUfnyqd4uK9UDoTFvV/R5o7tXYp9Xly3oo17Vm30HJMtLb4SFoNzl0hWpsHmlpsCs6p1m4ApNGtuyIxK/lgW4J57B+h0R2j54S7X7rdnvycDn1by/qrSMFX72mckNqaCJ3V/pVu/vccPrc6DVm9AqT3QmbWIHHuhZNnVnhMzOyyIRmVu94rcI7uSbZwHQ/xC5GwyPe7KmMwWo19oGuYv2BjB4iVLeMtWjkPB0aykTqGrhejFz6xh193znxHuudtO1TQrLEkRK+WmI+HmREDDOePSc3CTrB8tiYGF9Obhi2PHpc22x6vXWsp4RkiSYZb8HgUXmgETnZ1Rwow+mtdUc+aftvVGfvd8zNijNDsuyetEfbd5IldoT/Cgbz8XAjcrQrEvAIWOvKMPz3VVllnOZQPHayPKWTVrIEAABAGSRLAAAAlEGyBAAAQBmeaLIs9QcQA1/DFiL+1Ua759tf3nXIX6hMZZYPtRU/aOwbFo6Qx+/wnCM+8uk3y1kHAHhcJMuR5ayX1YiCAx8/bISg+fLQ00iWe553shx3Tu54lE6bWDcAwKlynMly8AurG6yXVbVcdr7vIPrdp5Fv393+04zuduEv9I7cjQxXLvAl141/ZZJ9x6hRu8iXug59s3dzm8i34wa/MHfgcKGK5VVgdPn3XyG7G+7Yty5HRjn4Te69fVb13T9w2x9yaGg2vZOwf9BUh3defuy/aDu3bsFzstk56b0CfdioarO3737elrLbIXXaNOs2PCsndT4A4JiYM1m2r6i733r/I2P//1Fi/xOpFxramSNSWjzQ7Z5M/quYSP071Qj8v41GsuzukeiTxqV6+29Mhq+8rY32XdXun27JwQql/t9IbPf+f6yIH3Sw/G4bou+GNzYZal3gOKu6k5V2/zMmMdatkzB00GTbw/8MJbtu4Ruindg9sFdkmnR7u/W/ilIzqT+DelWKzcpAVQEAp8Os9yybV53WfxcLfhVoIlnGL6ux0tKxLBEoY/9yqllg43ZMP7ymk2W4zHZt7791P+sN1v4X9reDTrDkdFfEi+/u3tklfdCM8rtlRv/OMjzKqf9WMPhPsWJj3a9VunVDbQ+cmKPqNm2v2DSJbTOQhYeOMnaOAwBOh3nfDQ9d/brXqcg1OfOyGiktFmO676imk2Xs6p2MrQPJMtYnbfrvX0YuwZ2qbAtv9s9gyc17tMnturWIHDy/OYEeykqW2yfS1Qs3MxZuogfr1ip40IG2N++Nhnr7oZNlbNKNTJapGbQZnpWSJQA8AWb+O8tA0JvrnmXzkcx7lumgGmEoWYbKHH7jO7bFuHuWgZ3ClRx567fza35zit6zjB0kVVTjcKmxHhyswbav6sXdnxj2a3Eq9yzTMyhVYfcsAeDpMPsneFb1oqrr5hUk9TdYrbuFuZfVaGmtS/yIZNkNMe36ZzQ4mSxjfZI8QmyD7r3U3p8chHbMSpb7W3DxirU7K33QePnh21vdAkPNTB9oZLJMjXV3s94mw22/u9+3PfToZBl/Pzorj0amSZlkuX00a1ZKlgBw2syeLO+uqIHPLATewGw8XC2XdVayjJfWLq712fCqrqvorcr73RoZoFv/g94Nj5TZqN32qdhb1pE2NpvfTQmdkkNdET5ccPdeU8IVyGlOb5iiyXLRLW+4erFmRsNN6FwNbBY46ECHbwtvx/D8unXOyV7n5NzpDE2Tce+GB+vcqNvwrJQsAeDkmT9ZZrw3etw8RP0nl9kJliffuUeG7gQAIMnsyXLwjdEj5yHqP73MXvIRhQpy6ucqAAAPzvyfDT/l4PMQ9S9bpmRZilM/VwEAeAxmv2cJAACAJ4JkCQAAgDJIlgAAACiDZAkAAIAySJYAAAAow/zJ8ub299XVux9+fEuSJMnJrq7e3X78dEAsLMDMyfLq3/799Zur9zcfbj99+fz1P0mSJDnB209f3t98eP3m6pdffzssHB7EnMny5vb312+uPv7xdfbBIEmSfAJ+/OPr6zdXM965nDNZ/nz17v3Nh9nHgCRJ8sn4/ubDz1fvDo6IE5kzWf7w41s3LEmSJAt6++nLDz++PTgiTmTmZDl775MkST4xJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkuShfvPtd58lS5IkSR7oN99+9/Ufm8+SJUmSJA9xFys/S5YkSZKcbDNWfn7OyfLjl6+zDwZJkuTp2oyV33z73e2nL880Wf589e79zYfZx4MkSfJE7cTKr//YvL/58PYvfz04Ik5kzmR5c/v76zdXbluSJElOsB8rP375+vrN1e3HTwdHxInMmSw3m82//u396zdX728+3H76MvvwkCRJnqi3n768v/nw+s3VL7/+dlg4PIiZk+Vms7n9+Onnq3c//PiWJEmSk/356t2MdyvvmD9ZAgAA4GkgWQIAAKAMkiUAAADKIFkCAACgDJIlAAAAyiBZAgAAoAySJQAAAMowZ7Jc1Yt61fil8Vv7uUxW9aJarkfuNJH0sa4vvj87e3l29vLs7PuL62ghl+cvt5u9PDt7+WK7aebuAAAAx8WcyXK9rHbpbFUvFo1oOSVYHkuyvL74/uzs1eXdL5ev+unw8vzl2Ys/XW82l+cvzy9H7w4AAHCkzPpu+D4/rupFXe/vWjYz5xB3mfSeB06WOce6vnjRyouX5/ubkZvNZnP9pxfb4Hh53k+NQ7sDAAAcLbMmy12AvIuY+zfEG7csG2HuPsqtl1W9XFZ3vzfvHe5+bgbAdv5bL6vWjdH49s3H9vG3f6xeCP7pvH2X8fri+7Pzn3a/NpLi9cWLxrvh99sM7A4AAHC8zPsJnvsEuQ2S27i2S2vrZbULc7ufmw92/1SzWq6Tb6UHk2V/+9Zm21+Cx+rRuCV5z+Wru/e+e89eX5xvH99cX7x4+eLiemB3AACAY2beZHkXIVtvit/fiOzdu9z/1ox94bTXv8/ZOGD6nmX/JuburmVeskzedEy9tX356uz8J/csAQDACTNvstys6kW9XFbtsLfavcE8MVnuaAXJ3gPx7YN/55mZLON/KHn56qxzP7LJfbL0d5YAAOBkmTlZrpfVovttQ1W1S3/Rd8OD6TCQ9noPNR5oFt59uvMdSFnH2hL5cPf2/e4w+2d9NhwAAJwqMyfLfoRb1e33sIOf4Olk0c7nb+7iauQD3Psnq+WyTmwf+AhP6LPhwdubgS+kDNywDH6CJ7I7AADA8TN3sgQAAMBTQbIEAABAGSRLAMMANSIAAB9kSURBVAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlGHmZLmqF9VyPbLOk3aanfWyWtSrsls+bfr9cHjPpEso2POrenHPUQ7lkVfvkTjNleRBq72bApPnwv7UWiwWgYq2aj/XefjIa+zshzuhlTPIDOfJIy4OB/be0IybhRNJlutlte/5E70eJGk18Ikyto2Psz4+SM8f+Sk6vnrznp8PdfQ5hqlAWx4lWZZhVfeyQKP2Rz5NDqPgSfuMVs4gs5wnx50so50fmHGzcETJsp28+xNjF8hX9aKq6yqQ0Xeb7fZfL6tquay3W/U3CByj+eyqrparZehYof1SI9o4ewItbTZwv2Xi6O0yAkdubrB9ttMbY5uQOGiwhGaP3rer0Y7wQZPtas7AwO7BEcwps9fzu47aPrMrIti6bqftn9qOY+ZYDB936lkarV6k09JjFys2d64FByY+sjlHTxScOn5wJQn1yb51/+O/9c6uehVu78BMj9Y5PWEjrcvp//xJV2YVWi+rbkP3a353miTJ7N4AidZ1LsOpoRxdk4kLS+Tca/b9U1w5s67+Y5fTUY3trHiJmJHunG5NQrUd7Ns+uQtyYMbNwtEky/QrhFaoX9Wd06QxhI2pWC3X9+OxvwD3N4hVq3kSB44V2HSgzF0Tgi3tzvz00dtHCrziWdWd62RjSeqdwtlNaFe9UViwhN6Lp94gBndJtavdM6k6t0cwr8zOW4GtlaF3iiUr0Gtp7lgMHzfaxsiM6Lzu6oSGVIHJsYsVO2auhad8bBYHV95ITaInauBYydndqE6jlFBnhKo9ONPbhxkzYUOtG+7/MZOuwCoUXTEbBXR3aZ95u9+yu7dLpJLbH3KHMljB/IEesbCEDvXkV86RV/9il7bEipd16c+ahoHaRvs2saAlFuTO48cQLI8nWUYvHpves5Hebz+8qnsrR3CDgcPFRrrfgH2Zdy8nurMrfV2PJsuMZJCe881ygofOb0J3Adj+GuzY/mIxOBb57Rocyml9FdwreO6lKxDdfTMwFoPHDW+cFbCGk2XixU9ushwz17LPxgOTZfzCNTS7Y61r/LxPI5nVznoweZLEWjfY/6Mm3SGr0Gp/OyZV+8Gu2G067qyIlBasfOZQBmo/VJNpC0uwhCe/cuZf/Q++tIVLDnT/4OKQMQ0zazs41wYW5IEZNwtHkyxbndPrnsxk2SaQLPsbtCvTezIjWYbLXNWLu/eQwlej7g6jkmXnPBvKu/stYtMvswmxA4dKCBxqcCwG25Ue6+AI5pe5Gbk+Js6l+JVgYCwyLjxjztKsTNAvcGDsMpNlon+Chw4NYaBCuw36Z0w0WcYuXNHZHejkVhnr5f5mS/YJ2Z/pkYoMnCSx1uXMr+CDwa46ZBWKJfnOk+HWhQ6c3715XdU4SO5Q7gucMNBjkuXAufdEV87cq3+JS1vWijc6WUamYbC20b4NH3RoQR6YcbNwRMky9XBmsky/JZHu/eazg6vqUAO2Gw/dERl4oTP+bkH4kREv7FJNiL1KC5aQfpk1OFjpdg0e8XFfeXeZ/CJ71HGHz9K8CNgvcOAl8shis0h2bPSWRmayjNUmYyWJnUidl13D7c0e98GNc26WZE7J/qHzk+XgzIowlCy3D487nSJbDLdu5FBOG+hpC0v+zHoyK2ewhZOX0/zGBrYcmyzTl/Jkbce+igvX57g42mTZ7rZWxElcTnqd3T2546MxLVnGyrzfsrF79CKxe1XS3zJ29Hbii9Sq1Zq7X9J1GGxCuz6NYwRLaNWhV+vgLkPtSo91eARzyuz1/OD6mD6Xemdd7liUT5b7ItbLKnwLJFxg7tiFi033T4Dd9rFZHIuGoZpET9T+7lOT5f2Nj/T5HKpquC1jJ2yodcP9P2bSFViFoh2RTpZ3m9R188ns7u0y2LrNyKGcNNAFkuXzWDmDNZy8nI5obH+RGJcsE9MwUNto3yYWtMSCfIwcT7JcBd7la2+5nf7xIV8vq30RsRcH7Q02oeequq4yk2WgzPVy/0fM+1/aZ0+/pfsGZuXadiGRSdV9NraUZzYhcdBwxza2b+6/n4HJXfrtSo91eASH+yrQ88PrY/JcCqeQjLEYPu7Is7Q1Ass6cFnN6LT+2A0XG+yfVR3tlu6C2unY1tEDg9euSXTE+xWIZqZun/TGq7vYh9sbqEWkLfkTtl1s4DIZ7cYRk+6QVSh5XyojWd6V259TOd3bGeLB1m23GBjKCTWZtrCE5+NTXzmTV//Jy+nkxqZjRrpzcmqb2D28oPWr11uQjyxnzpwsUYDsuwUHc3znL06I/kX/AY8UeS/kkSrw/Ci7Ck1eadJD/HhLJZ48roYpJMuTJ/5m30McylzCRB7x7Akfyun7cBRdhcb+KUVrz0QtHnGpxJPHcpJCsjxJBv504AEPay7h+HGiPgYPswoV/guymZZKPHksMikkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlGH+ZHlz+/vq6t0PP74lSZLkZFdX724/fjogFhZg5mR59W///vrN1fubD7efvnz++p8kSZKc4O2nL+9vPrx+c/XLr78dFg4PYs5keXP7++s3Vx//+Dr7YJAkST4BP/7x9fWbqxnvXM6ZLH++evf+5sPsY0CSJPlkfH/z4eerdwdHxInMmSx/+PGtG5YkSZIFvf305Ycf3x4cEScyc7KcvfdJkiSfmJIlSZIkyyhZkiRJsoySJUmSJMsoWZIkSbKMkiVJkiTLKFmSJEmyjJIlSZIkyyhZkiRJsoySJUmSJMsoWZIkSbKMkiVJkiTLKFmSJEmyjJIlSZIkyyhZkiRJsoySJUmSJMsoWZIkSbKMkiVJkiTLKFmSJEmyjJIlSZIkyyhZkiRJsoySJUmSJMsoWZIkSbKMkiVJkiTLKFmSJEmyjJIlSZIkyyhZkiRJsoySJUmSJMsoWZIkSbKMkiVJkiTLKFmSJEnyUL/59rvPkiVJkiQP9Jtvv/v6j81nyZIkSZKHuIuVnyVLkiRJTrYZKz9LliRJkpxmM1Y+67+zfPuXv/7tt7/PPh4kSZInaidWfv3H5m+//f3tX/56cEScyJzJ8vbjp//z5798/PJ19lEhSZI8Ofux8uOXr6/fXN1+/HRwRJzInMlys9n88utvr99c/e23v8uXJEmSk/345evffvv76zdXv/z622Hh8CBmTpabzeb246e3f/nr//7pzz/8+JYkSZIT/N8//fntX/46493KO+ZPlgAAAHgaSJYAAAAog2QJAACAMkiWAAAAKINkCQAAgDJIlgAAACiDZAkAAIAyzJksV/WiXjV+afzWfi6TVb2oluuRO00kfazri+/Pzl6enb08O/v+4jpayOX5y+1mL8/OXr7Ybpq5OwAAwHExZ7JcL6tdOlvVi0UjWk4JlseSLK8vvj87e3V598vlq346vDx/efbiT9ebzeX5y/PL0bsDAAAcKbO+G77Pj6t6Udf7u5bNzDnEXSa954GTZc6xri9etPLi5fn+ZuRms9lc/+nFNjhenvdT49DuAAAAR8usyXIXIO8i5v4N8cYty0aYu49y62VVL5fV3e/Ne4e7n5sBsJ3/1suqdWM0vn3zsX387R+rF4J/Om/fZby++P7s/Kfdr42keH3xovFu+P02A7sDAAAcL/N+guc+QW6D5Dau7dLaelntwtzu5+aD3T/VrJbr5FvpwWTZ37612faX4LF6NG5J3nP56u69796z1xfn28c31xcvXr64uB7YHQAA4JiZN1neRcjWm+L3NyJ79y73vzVjXzjt9e9zNg6YvmfZv4m5u2uZlyyTNx1Tb21fvjo7/8k9SwAAcMLMmyw3q3pRL5dVO+ytdm8wT0yWO1pBsvdAfPvg33lmJsv4H0pevjrr3I9scp8s/Z0lAAA4WWZOlutlteh+21BV7dJf9N3wYDoMpL3eQ40HmoV3n+58B1LWsbZEPty9fb87zP5Znw0HAACnyszJsh/hVnX7PezgJ3g6WbTz+Zu7uBr5APf+yWq5rBPbBz7CE/psePD2ZuALKQM3LIOf4InsDgAAcPzMnSwBAADwVJAsAQAAUAbJEgAAAGWQLAEAAFAGyRIAAABlkCwBAABQBskSAAAAZZAsAQAAUAbJEgAAAGWQLAEAAFAGyRIAAABlkCwBAABQBskSAAAAZZAsAQAAUAbJEgAAAGWQLAEAAFAGyRIAAABlkCwBAABQBskSAAAAZZAsAQAAUAbJEgAAAGWQLAEAAFAGyRIAAABlkCwBAABQBskSAAAAZZAsAQAAUAbJEgAAAGWYM1mu6kW1XG9/Wy+rxaJebZq/16vuVgeyLXTKsw/CmNbtqjdDPUcyXMMSw7qqF/fUq+bPh5VasoYnQfmuSx/s4F595PN/wuHG7vIQU/uElotMZmzIgZ35cDXPLfnZrGYFedSFcYjgQB/x1J4zWba6Zb2s2kO4nQojs9ch/SxZPh6Rho8YwWYJ49fN4IFaDz6TtfiRm/k8enVyspyxDsfPMSTL5iPpuhx4Mcoju0se8TI6gcc/4jBHtlKd2nSe9d3wxtitl1W1XDU6b9eRq3pR1XW1ffWwG+z7KNp6TbF7rHlKrJdVtVzWi0W1XDeGZ/+CZFfAelktqqp3qMCW3Wb0nm0etLlts9bVcj26db1k2dhw+9CqvuvKbpm9pqQKSbZ617rtAXYbd6saPWik4cERTI/1ol41f440p9vzsVNleGgi5Ye7eGgt6J4PA4+kR2fiiZpZ1VgJiaYFpkDkDMw75KJ7/sdP9WKdNvpwnXUmt2X5Tcvsw6HlIn52ZTdzTD+HijhgyUqVljGtOidneEYnB6i1VgxdjKLrYePBSA8MduZ+PQ29zm7eoDnoMhro1bFDGW9R94iRLuoPRxZjVq1AY+tVdylLXvG37eheE5slD2wZG5ReOCm4XJRm1mS575f1stqeqvsFfzdl2l3eP1dXdW9d7hyll3iCL0hapWe+G7+qO9O0sVT1qrKraOuR0a1rrSetM2+5TpTZLj5dSLrV62XVnmWNnzs1TB00UMnBS3JwrHsLd7BPWuUOv7kQ68Zg+Y3qhdfSzuW51/P9yieaEzzK9BO12w/tSux+i5QQa110CrRPh8CVMWeepheHUp02/nCBXaJDH5gXw8dKTKh2S9LLxb79+QvIASdnkP3eqSOGGjtc2sC0ap2c0U5IDVCsMgMLVGIShXpgeFI3Tovma6XuwwdfRgO9Gnxy6EADM3qTuc70V5cyq1awSr2zJXbFT10TWyXnbbnpDEovnExfLh6ceT/Bsx3d+2DZnreZZ8BmaLYHZ/hwsOgPXojus40WDVxVQw9lti5y3d2G8cSVvlF4upD8VncXhXbzYwfNrGTi0LE6BJvT7/msZDmcdXYvgFLF5semoUdSo1PwRA32Z6yEcUPZaeGkQgbPolKdNulwWbvE5sXkHRPVzj7fBhaQQ07OdA0Pb+yYenaLymlFfrJML1BlJlGoFc3m13Vvdh98GR2+15B3oPxrdPfAsaUjVMjkVWuwSjkLaeI6kiot1MXhQQkmy4NnUFHmTZb3Dd3HyF3T91fs6BmwSr1N1j9Icve7x+6f3T7TOEuj95K7J0Mqj4Yem9S65iLSZsSFYaCQZKvzk2XsoCNX0oGx7qwpveYESj0kWYa6K1zV5DmcteqOGZ1SJ2p4nGIlHJQshwpJzdP4XqU6Ld4ZA104NozmJ8vohIpXO1HPMQvIgSdnZKdDG9svLWtaDa0YwwPULjR3gRo7iUZM6vtf7q6c95fU2OwdfxmNpc3coYzt1Z3R2V2UHOfpq1aw+JzqFU2W8UFph5OCy0Vp5k2Wdw1f7YPltu2NrJnRZemLWeoFR6MWjTy0at5ZDm4ZLDxUVHrvia2LrlPJMmMvX9IvRgdbnU6W0ddMY+LI4FinZn7kwUOS5UB39Y868SZQtDkDbQs9OOpEbb7mi86dabdbYjceMu6pBOo8eYwyz5JOZbIPN/Y8z0+W0QkVr/ao821UMyf0c3AuT25ssLSceg6uGIMDFCshvUCNnUQtkp25ucuUd8FycxctVwUvo+leHRzKMKFVKLOLQsNWYNXqlpX8OasJ46+eyUFphZOCy0VpZk6W62W1qKqq1fOrelFVsXk/PCXi95M3iRnbedmxXob+Rmy/ZfuRVkXufokfKLU2jE2WgfrEy+z0zkAhyVbnJ8vUQWMzoTeCo5JltE/6LzWDp8ruwVg3DnZX66Db4dzv0ji3gudD4JFxoxN+cNSJerd9VdfNJyMlxFqXcXVslBjrolCjhi9jpTqtX2z0cOE7I9F2RebF8LFiEype7UQ9xy0gJU7OcXFkqLHR0oam1fCKMTRAzecHL0aRurUnUU6yjK/D92dX6y9GF4OrWf5ltN+HZZLlbkY3qzrcRf0x3tXpoFVrR/L6MrCQPmSy7K0ihZaL0sycLO8SeP+10PCU2M6jxWKxqOp6+6UFq7ubxc0SwwO5CtzI7265G+f4+xHdotIRtr1xtVyPal00VLVKTM7tdlsGCom3ekSyjB00WsnACKZ7o9/bgeb0ez54oOaD8W4Mlx9qbKgPquWyjjyxDj6SOzplT9T41OwfINi6+NUx3HnhLkrP01FjlN9pq7p7Og1eNduj1nwqZ+h3xx57rH2l4xewRD2jHZXXzBH93KrWdvPduj1+yUqVFqpnYoDCrRgcoOZaMXQxirYokj/S16k9/b0av7ay08GX0UCvjh3KUK92Zkl/sHLPhOZGB6xaOxLXl8GF9MBkmXW9243AgTPooZg7WWIuHvHly8wHxTR6S+JzYdW9yhwvJtSz5lkNf9569GxXrRye0T1LzETk3YQneFBMYvCNzifLCV2bTKhnznOKljnz8vmuWjk85nIhWT4jBt8ufTIHxWGE/9IKx4AJhT3PKFoOJkurVoC5lgvJEgAAAGWQLAEAAFAGyRIAAABlOJ5kGfkrity/IynxZ/fP6G9WRtHo2/iXxuyeTn8zxkMR/sK5YxrNY6tPh2D1HrXOj/jJmXS78ls9MB0A4Dkya7JcL/dfQHbodeWEPtB5ekQ+cdd/eL5kuUOyPJDWrHzgEkquAOWYOFI+lwoAm838yXL/Yn/77fmd1//9b6YNf8pp9NeBBkprfu9otVwte5Vp1jn6Fa45tW19M+/Q10kPtaVZWP/ri3uPTKl2+KLf/yzeYLIMfMds8/nYz8ObHXTPMvJVumnWy6paLutUD48+LfMGbqDmnYp1HtyWvdvzfrdWv203Gv7G3dCZ3JrXySbkrACREsInavpYu25JryrrZbWoql5Fhmalj6YCwGZzBMmyfaVoXiA6/zRp4I5G6+n1/v8fRb6bPlha5z8f9CvTTE67R4NF5d9/Cd74i/zfqtg/aRi6cXhwtaNvlQb+20E8Wba+Tmu3d/cqf79F95ADm2Uky3bldr+FazX8zyQaJ1m4hztfHzb8/xLyBq79bKDmrYq1atv8DxfdMzrYb+3/1RFqS6iyvXkdbULOCpB/9g4fqxejo+tAq1/rle88AYBcjipZhi63ubegYne4hooN1ycrj97/q44D/0AtHFmC9zHzIvLQI5OqHf5Ty2C4CNB5kdAps9mWug79f8hek/ub5ZwwzUda/0krVKusZBm+pxvu4ZFnV7TYYAWC/RmrbXDepZNltC2hQwz2TLicgydd/rFy14HGL7GpkZoOAPAcOZ1k2Ykt8Ttj7f2j+SBQWs61v03jDme3YsnaDryzFto3XKWsXFqg2u2Oi96aSd6z7O7YHaO7KLBeVtu3RjtHSW6W9VIkNMBDtYp2ayc/9Xs4dkpmD2Vs4LodO1zQwcky2pbYu8nJngnW6vBJl3+srHVg+0x6auS/OwEAz4NTSpYNBu/UZd95am484a7ScMVCDzYfyL0XW+ye5aRqZ96DTSbL6N3Bu7C4vce0XlbVcnUXHHslRTfLu8l9/1g0Zm1GnDnxO3PhXQ6+Z9nlGO5ZBs+RwZ4JN+HgSZd/rLx1oPX2fHBLAECP2ZPlboEemyw7j7Z2X9X9vyPblpoobfDaH0xOAxULPTguWe5v3YQa0mhrv/WpWo2qdualNJks2xVrDv56WTXuA939FjhcarO8ZHlXm7puPhOr1dCZ001F4TQX+TvLEUMZH7hIzQsky16vxtoSTZbNeR1vQs4KMOLsHTzWYLLsrAORBWO4SgDwfJk1We7eYOq//RnIByPeQO7evtw/vKwTpQ0ny126aR4mWLF0bRulVHXd/Y6WyL7hhnSfWAcfObDauXeh0smyU37nHlj7T+SCF+7EZrnJ8q4G/XuDoVpFO7zXJ5tgD2+6/Rl6Y3VgKMPFJmt+YLJszspeeu61JXwmN+b1QBOGV4BwCYkTNXKscA+k14H7Ard3RENHdPsSANrMnCxxGjyly+dTastcZP5xBADg+SFZYpgn9ObfE2rKfPTftgcA4A7JEoM8mbt8nXfTMYL0n3cAAHCHZAkAAIAySJYAAAAog2QJAACAMkiWAAAAKINkCQAAgDLMnyxvbn9fXb374ce3JEmSnOzq6t3tx08HxMICzJwsr/7t31+/uXp/8+H205fPX/+TJEmSE7z99OX9zYfXb65++fW3w8LhQcyZLG9uf3/95urjH19nHwySJMkn4Mc/vr5+czXjncs5k+XPV+/e33yYfQxIkiSfjO9vPvx89e7giDiROZPlDz++dcOSJEmyoLefvvzw49uDI+JEZk6Ws/c+SZLkE1OyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJllGyJEmSZBklS5IkSZZRsiRJkmQZJUuSJEmWUbIkSZJkGSVLkiRJHuo33373WbIkSZLkgX7z7Xdf/7H5LFmSJEnyEHex8rNkSZIkyck2Y+Xn55wsP375OvtgkCRJnq7NWPnNt9/dfvryTJPlz1fv3t98mH08SJIkT9ROrPz6j837mw9v//LXgyPiROZMlje3v79+c+W2JUmS5AT7sfLjl6+v31zdfvx0cEScyJzJcrPZ/Ovf3r9+c/X+5sPtpy+zDw9JkuSJevvpy/ubD6/fXP3y62+HhcODmDlZbjab24+ffr5698OPb0mSJDnZn6/ezXi38o75kyUAAACeBpIlAAAAyiBZAgAAoAySJQAAAMogWQIAAKAMkiUAAADKIFkCAACgDHMmy1W9qFeNXxq/tZ/LZFUvquV65E4TSR/r+uL7s7OXZ2cvz86+v7iOFnJ5/nK72cuzs5cvtptm7g4AAHBczJks18tql85W9WLRiJZTguWxJMvri+/Pzl5d3v1y+aqfDi/PX569+NP1ZnN5/vL8cvTuAAAAR8qs74bv8+OqXtT1/q5lM3MOcZdJ73ngZJlzrOuLF628eHm+vxm52Ww21396sQ2Ol+f91Di0OwAAwNEya7LcBci7iLl/Q7xxy7IR5u6j3HpZ1ctldfd7897h7udmAGznv/Wyat0YjW/ffGwff/vH6oXgn87bdxmvL74/O/9p92sjKV5fvGi8G36/zcDuAAAAx8u8n+C5T5DbILmNa7u0tl5WuzC3+7n5YPdPNavlOvlWejBZ9rdvbbb9JXisHo1bkvdcvrp777v37PXF+fbxzfXFi5cvLq4HdgcAADhm5k2WdxGy9ab4/Y3I3r3L/W/N2BdOe/37nI0Dpu9Z9m9i7u5a5iXL5E3H1Fvbl6/Ozn9yzxIAAJww8ybLzape1Mtl1Q57q90bzBOT5Y5WkOw9EN8++Heemcky/oeSl6/OOvcjm9wnS39nCQAATpaZk+V6WS263zZUVbv0F303PJgOA2mv91DjgWbh3ac734GUdawtkQ93b9/vDrN/1mfDAQDAqTJzsuxHuFXdfg87+AmeThbtfP7mLq5GPsC9f7JaLuvE9oGP8IQ+Gx68vRn4QsrADcvgJ3giuwMAABw/cydLAAAAPBUkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkeNlkCAADgeSJZAgAAoAySJQAAAMogWQIAAKAMZZIlAAAA0EeyBAAAQBkkSwAAAJRBsgQAAEAZJEsAAACUQbIEAABAGSRLAAAAlEGyBAAAQBkkSwAAAJRBsgQAAEAZspIlAAAAMArJEgAAAGWQLAEAAFAGyRIAAABlaCVLAAAA4EAkSwAAAJTh/wMYjKo6pueorgAAAABJRU5ErkJggg==)
5. Profitability of Your Business
Here they’ve asked three questions to determine this:
-What are your current and expected sales within the next 12 months (units and income)? If there is any seasonality, please explain. [maximum of 50 words is expected]
-What amount of sales, in Naira, must you achieve to reach profitability? [Amount in Naira. Enter numbers only: If none, enter 0]
-When do you expect to achieve this (how many months after receiving your first grant award)?
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)
6. How Much Money Do You Need?
You can ask for a minimum of N1m and a maximum of N10m.
You are required to give four short answers here:
-How much money (Naira) do you want from YouWIN? [Amount in Naira. Enter numbers only: If none, enter 0]
-Capital equipment cost (e.g. machinery, land, building). [Amount in Naira. Enter numbers only: If none, enter 0]
-Operating expenses (e.g. wages, raw materials, stock). [Amount in Naira. Enter numbers only: If none, enter 0]
-Other (e.g. pre-start set-up costs, accreditation). [Amount in Naira. Enter numbers only: If none, enter 0]
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)
7. How Would You Spend YouWIN Funds
Whatever amount of money you’re asking for, you should be able to state clearly what you will be spending the money on.
-What is the minimum equipment cost that is necessary to commence trading or expand your business? [Amount in Naira. Enter numbers only: If none, enter 0]
-Describe this equipment. [Maximum of 30 words]. How much money have you already spent on capital equipments? [Amount in Naira. Enter numbers only: If none, enter 0]
-How much money do you require or expect to need from other sources (i.e: investors, bank loans, etc)? [Amount in Naira. Enter numbers only: If none, enter 0]
-State the progress of any loan application. [Maximum of 20 words] Describe any existing finance loans related to the business. [Maximum of 20 words]
-How much money will you or your family and friends contribute to the business in the next 12 months? [Amount in Naira. Enter numbers only: If none, enter 0]
-How much money do you plan to take out of the business personally (average amount per month? [Amount in Naira. Enter numbers only: If none, enter 0]
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)
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)
8. Additional Information
Please add any additional information/comments that you feel may be relevant and useful with this application.[Maximum number of 100 words]
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)
9. Saving And/Or Submitting Your Application
Be advised that you can only submit one application to YouWIN!; and you won’t be able to edit it, once submitted. So, you should Save For Later use as you go along to avoid losing your data and then Submit Completed Application to YouWIN! when you are completely satisfied with the content of your application. This part is very important so make sure you don’t make mistake here. Don’t forget to check the box to your left hand side to agree to YouWIN terms and conditions.
![](data:image/png;base64,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)
All right! There you are! Those are the questions you should expect to answer in the first stage of the competition. You can start practicing them and getting your answers ready before the competition begins and wherever possible, get professional advice.
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