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<p style="text-align: justify;">In order to catch the target of the 20 remote Buyers, the 2 Affiliates have already highlighted in the pages of the e-Shop the special features of the Products.</p>
<p style="text-align: justify;">So they thought about what channels they can use to achieve their goal:</p>
<ul style="text-align: justify;">
<ul>
<ul>
<ul>
<li>Facebook</li>
<li>Instagram</li>
<li>Twitter</li>
<li>Radio</li>
<li>TV</li>
<li>Emails</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;">Having no budget to run TV or Radio campaigns, they decided to focus on Social Media. They also decided to launch an email campaign.</p>
<p style="padding-left: 360px; text-align: justify;"><img 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" alt="" /></p>
<p style="text-align: justify;">The final projection plan includes:</p>
<ul style="text-align: justify;">
<ul>
<ul>
<ul>
<li>Create profiles on Instagram & Twitter (instant).</li>
<li>Search for related groups and join them (immediately).</li>
<li>Locating a local influencer to promote products and the e-shop.</li>
<li>Promotion on FB, Instagram, Twitter of the e-Shop (in the 1st Month).</li>
<li>Update on discounts and offers on e-Products (2nd Month).</li>
<li>Create a weekly initially (for 2 months) and then a monthly Newsletter email and send to customers.</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;">The above campaign is mostly free, except for the cost of Influencer which depending on the number of followers, can cost from 300 to 1000 € for 3 photos with the products, on some social media.</p>
<p style="text-align: justify;">Up to this point the 2 partners have designed a fairly detailed marketing mix that is sufficient for the goal they have set. But because they want to be sure that they have not left any pending to chance, they decide to go ahead and complete the 7Ps model.</p>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>