Kolibré - Le monde vu d'en haut

Participez à une belle aventure ! Celle de trois amis et de Koli, un compagnon qui saura vous faire voir le monde autrement...

Visuel du projet Kolibré - Le monde vu d'en haut
Réussi
56
Contributions
22/01/2018
Date de fin
4 600 €
Sur 4 600 €
100 %

Kolibré - Le monde vu d'en haut

<p><img src="data:image/png;base64,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" /></p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/471636/KKBB_vignette-4-1512474085.jpg" /></p><p>&nbsp;</p><p>Kolibr&eacute;, c&rsquo;est avant tout la rencontre de 3 passions partag&eacute;es par 3 &eacute;tudiants et amis de longue date, Louis, Massi et L&eacute;o, d&eacute;sireux de briser les fronti&egrave;res. Aller chercher l&rsquo;exotisme sur un autre continent ne nous suffisait pas, nous voulions d&eacute;velopper une nouvelle fa&ccedil;on de percevoir le monde &agrave; travers 3 fondamentaux&nbsp;:</p><p>&nbsp;</p><p><em>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Voir</em></p><p><em>&nbsp;</em></p><p>Photographes &agrave; nos heures perdues, nous cultivons l&rsquo;amour de la belle image et de ses jeux de couleurs, faisant de nos appareils photos des compagnons fid&egrave;les.</p><p>&nbsp;</p><p><em>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Voyager</em></p><p><em>&nbsp;</em></p><p>Notre soif de d&eacute;couverte s&rsquo;est cultiv&eacute;e au gr&eacute; de nos explorations pass&eacute;es. En Europe d&rsquo;abord, puis en Asie, elle s&rsquo;oriente d&eacute;sormais vers des terres qui nous appellent depuis longtemps, l&rsquo;Am&eacute;rique Latine.</p><p>&nbsp;</p><p>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <em>Voler</em></p><p><em>&nbsp;</em></p><p>Un nouveau compagnon a rejoint la bande, Koli, sans qui le projet n&rsquo;aurait pas trouv&eacute; racine. C&rsquo;est un petit drone de compagnie qui nous a r&eacute;cemment convertis aux prises de vues vid&eacute;os en nous offrant un tout nouvel axe de perception, d&eacute;pourvu de contraintes physiques. Friand de vastes &eacute;tendues sauvages o&ugrave; il peut d&eacute;cha&icirc;ner tout son potentiel, c&rsquo;est tout naturellement qu&rsquo;il (elle&nbsp;?) a d&eacute;cid&eacute; de nous suivre &agrave; travers l&rsquo;Am&eacute;rique Latine pour d&eacute;couvrir ses multiples visages.</p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/471637/Sequence_020-1512474245.jpg" /></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="data:image/png;base64,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" /></p><p>&nbsp;</p><p>Kolibr&eacute; se d&eacute;compose en 2 parties.</p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/472274/Sierra-1512642690.jpg" /></p><p>&nbsp;</p><p>Tout d&rsquo;abord la r&eacute;alisation de 4 &agrave; 5 films documentaires (7 &agrave; 15 minutes), ayant vocation &agrave; restituer &agrave; la fois l&rsquo;&eacute;motion d&rsquo;un p&eacute;riple terrestre et celle du m&ecirc;me p&eacute;riple depuis les airs. Ils seront r&eacute;alis&eacute;s au fur et &agrave; mesure du voyage et auront pour th&egrave;me les r&eacute;gions travers&eacute;es et leurs &eacute;motions associ&eacute;es.</p><p>&nbsp;</p><p>Mais nous voulions &eacute;galement cr&eacute;er une communaut&eacute;, et faire de ce projet une exp&eacute;rience interactive, et pour ce faire, vous pourrez voyager avec nous &agrave; travers notre page facebook, sur laquelle nous publierons quotidiennement photos, vid&eacute;os courtes et articles durant l&rsquo;int&eacute;gralit&eacute; du voyage&nbsp;! Vous pouvez d&rsquo;ores et d&eacute;j&agrave; nous soutenir en suivant <strong>notre page Facebook</strong> !</p><p>&nbsp;</p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/472277/cliff-1512643654.jpg" /></p><p>&nbsp;</p><p>&nbsp;</p><p><img src="data:image/png;base64,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" /></p><p>&nbsp;</p><p>&nbsp;</p><p>Nous atterrirons le 21 janvier 2018 &agrave; Salvador de Bahia, au Br&eacute;sil, point de d&eacute;part du p&eacute;riple. Nous traverserons plusieurs villes du pays avant d&rsquo;arriver &agrave; Sao Paulo, o&ugrave; nous avons pr&eacute;vu d&rsquo;acqu&eacute;rir <strong>un 4x4 d&rsquo;occasion </strong>qui nous offrira la mobilit&eacute; n&eacute;cessaire pour la suite du voyage.</p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/472078/Screen_Shot_2017-12-05_at_6.44.29_PM-1512567576.jpg" /></p><p>&nbsp;</p><p>Apr&egrave;s ce premier checkpoint, nous traverserons l&rsquo;Uruguay, l&rsquo;Argentine, le Chili, la Bolivie, le P&eacute;rou, l&rsquo;Equateur et enfin la Colombie, ligne d&rsquo;arriv&eacute;e de ce voyage qui durera entre 5 et 6 mois. Gr&acirc;ce &agrave; la voiture nous serons en mesure d&#39;atteindre les coins les plus recul&eacute;s de chaque pays, et de transporter notre mat&eacute;riel avec bien plus de facilit&eacute; !</p><p>&nbsp;</p><p>Notre calendrier se d&eacute;compose ainsi :</p><p>Janvier : France - Br&eacute;sil</p><p>F&eacute;vrier : Br&eacute;sil - Uruguay</p><p>Mars : Argentine - Chili</p><p>Avril : Chili - Bolivie - P&eacute;rou</p><p>Mai : P&eacute;rou</p><p>Juin : Equateur - Colombie</p><p>Juillet : Colombie - France</p><p>&nbsp;</p><p>&nbsp;</p><p><img src="data:image/png;base64,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" /></p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/472649/budget-1512743521.jpg" /></p><p>&nbsp;</p><p>Notre budget se d&eacute;compose comme tel &agrave; raison de 31.000 euros au total, dont nous avons d&eacute;j&agrave; r&eacute;unis 70% ! Nous ne comptons pas ici la valeur de revente de la voiture car elle ne sera lib&eacute;r&eacute;e qu&#39;&agrave; la fin du projet.</p><p>Aujourd&#39;hui il nous reste encore &agrave; r&eacute;unir les fonds pour une partie du mat&eacute;riel et surtout pour <strong>l&#39;achat de la voiture</strong>, nous comptons donc sur votre g&eacute;n&eacute;rosit&eacute; !!</p><p>On ne manquera pas de vous la montrer sous tous ses angles d&egrave;s qu&#39;on l&#39;aura, via un post agr&eacute;ment&eacute; d&#39;une pluie de remerciements !</p><p>&nbsp;</p><p>&nbsp;</p><p><img src="data:image/png;base64,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" /></p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/471639/Photo_19-11-2017_21_59_18-1512474478.jpg" /></p><p>&nbsp;</p><p>Nous sommes donc 3 amis ayant soif d&rsquo;aventure, et depuis le temps que nous voulions faire un projet de ce type, l&rsquo;occasion &eacute;tait id&eacute;ale.</p><p>&nbsp;</p><p>Massi (&agrave; gauche)&nbsp;: En &eacute;tudes &agrave; Bordeaux, c&rsquo;est l&rsquo;aventurier du groupe, et notre community manager par la m&ecirc;me occasion. On compte sur lui pour encadrer le projet.</p><p>&nbsp;</p><p>Louis (au centre)&nbsp;: De Bordeaux &eacute;galement, il bouillonne de cr&eacute;ativit&eacute; et voit Kolibr&eacute; comme son exutoire, avant m&ecirc;me d&rsquo;&ecirc;tre parti il nous a d&eacute;j&agrave; propos&eacute; pl&eacute;thores d&rsquo;id&eacute;es &agrave; d&eacute;velopper au cours du projet.</p><p>&nbsp;</p><p>L&eacute;o (&agrave; droite)&nbsp;: R&eacute;cemment dipl&ocirc;m&eacute; &agrave; Paris, il est tomb&eacute; dans la spirale infernale des drones et en sera donc le pilote.</p><p>&nbsp;</p><p>Koli (dans la main gauche de L&eacute;o)&nbsp;: Fabriqu&eacute; &agrave; l&#39;atelier (aka la chambre de L&eacute;o), c&rsquo;est notre mascotte, mais il repr&eacute;sente en r&eacute;alit&eacute; une flotte de plusieurs drones, taill&eacute;s pour vous offrir un rendu de qualit&eacute;&nbsp;!</p><p>&nbsp;</p><p>Dans nos sacs &agrave; dos, il y a d&eacute;j&agrave; :</p><p>-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 2 Ordinateurs portables</p><p><!--[if !supportLists]-->-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <!--[endif]-->2 Reflex APS-C</p><p><!--[if !supportLists]-->-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <!--[endif]-->2 GoPro</p><p><!--[if !supportLists]-->-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <!--[endif]-->1 Drone DJI Mavic</p><p><!--[if !supportLists]-->-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <!--[endif]-->2 Drones faits maison</p><p><!--[if !supportLists]-->-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <!--[endif]-->Une bonne dose de cartes m&eacute;moires</p><p>-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <!--[endif]-->Des pi&egrave;ces de rechange &agrave; foison</p><p>&nbsp;</p><p>Le mat&eacute;riel restant &agrave; acqu&eacute;rir&nbsp;:</p><p><!--[if !supportLists]-->-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <!--[endif]-->1 cam&eacute;ra 360&deg;</p><p>-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Un micro &agrave; condensateur</p><p>-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Une bonne assurance !</p>

À quoi servira la collecte

<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWsAAAAfCAYAAAAhguwbAAAAAXNSR0IArs4c6QAAAAlwSFlzAAALEwAACxMBAJqcGAAAAm1pVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuNC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iPgogICAgICAgICA8dGlmZjpYUmVzb2x1dGlvbj43MjwvdGlmZjpYUmVzb2x1dGlvbj4KICAgICAgICAgPHRpZmY6WVJlc29sdXRpb24+NzI8L3RpZmY6WVJlc29sdXRpb24+CiAgICAgICAgIDx0aWZmOlJlc29sdXRpb25Vbml0PjI8L3RpZmY6UmVzb2x1dGlvblVuaXQ+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K0ULlwgAAFiNJREFUeAHtXAmYXUWVPnXf0ksWIYEEOt39HkiCAQRBQHQUgw4zgkRcaMnS6dc6yMAnyyjosAlhcZ1xlPGbGf002t1ZEKPwwWRgBD4mbOMoi0AWAgTo191JCEsSknR30u+9W/Ofqlv33fv6LbcbO6NO1fe9e+tWnTr31F+nTp06dbuJbLIIWAQsAhYBi4BFwCJgEbAIWATePgKxt8/CcrAIWAQsAv8PETjkE1No2slH0+7kTqJt7kQj4Ez0Cyx/i4BFwCLwZ4dAc8fxNHnaForFe2jmMckD0T9rrA8EyvYdFgGLwJ8XAo74Ekn5a8qNnEnblw8eiM6JMb2kZclxlNu3nV5d/XqNdoJSHe8h4Wyj3q5Xq9KmOw8jNzeN+lZuLEPngM8JtHv4Zdq5+q1ifVuMUvVzyHVmk8hvpr6R54lWF4r1yLGsg24f7Vi5m5o7ZpEjDgvVBx/coVdoYPUO1cYV22hLz5vBaprVMYfi7h7KrtimypsXv5uceMlqmttJfateDrVjGYRTFyozD8NDz9Prq/eax7J3lruQj9O2VVlVz8+SJkG+F0bRB/trKnn1jwlgJAq0f+T3Pp+m+Y0UnzbXkI26S9pF/d0vlcXNzY/QwKZNRE/m/HYsF7kNNLBis1/GmcPaDqVk4wzq696gylsWNJGTqKPs8ldCdMGHWYubgW2dej+XVxu7/P7XaOvP+xVNLVzqd+cj9TkoC+cZ1yg6wXSV5ka1PvA7jP4xXXC8WzPHQm+3YA7tYrIySUC+Y0nu26r0lwnGo3Oj9LmMLo+Xt2lXCRtTb+YqP5fKIwqSRPzlUThE6Ws57Et1OOp8SC2ZS9JpZBFHpT1Dm8M2ahTF2y6IR+aQWnI2idh/kNP4dbS5rmq7dOZbROKrWHmeAN0pVWmlfBATeC61ZI7yJ6hpkM58D3wuoymNl9NO+mcUC2rt6IAB/AZyTaQi7gmiVPwlKnQsooGe36mmRtbJzg20g26iuPNfKJ9t2I66i8brKJV5GkZtDTl0Pepv9mnY4MTFJvT9fpT9NeT8BAzgXX69n4HtTnWuomzXYlXUumQ+ObG7/erSTH3DAhTdXlpcfJ4Xx3s3UizRh7J3E3nPJKZSuvNEKO7TPq2RaapzE/p7A+rTwP429Oc0nyaZdCmduY56u79JienXAr9r/LrRmWeI2k4Fbs+hakqo2mG8j+ulwrEfBN5bfLlkzJMzQF3XeDtkOIMObjsI47eXnLpn8TwdY3gm9fU8EKDU2XTnAsi9AjRbUdAKGZJlZTANE/V34P3nK5xq4SKnx2v3md5jWKt7KvNxyFJbJ4y+VZobUfSP5n07NN6t7WfCUN8HOfppJozEKO+NHZZGxgqYTfon0F1B49G5VMenMJ+AYzCxLmfeICm+TH1dy1XNeHhzw1rYmHozV40uB8UhNlNyhFrbz6G+FTwPoR1R5lfbnWX1p1SHo8yHlvZLYQMehg6VT1Mbvggd/9fylX+Y0ujGWjonK0EFaS+p0vubFrTApl6uqgUdhwkHk1ri9YbaCvay4OVJ0NJLftXhi1LIX4TJ+wYND/1UlaczPwTvC1G2jVz6PhR1Bwl5Du4wLOIBalp4JG29DUrmyerQi6qdlGtwN0bnPNAfBA8VPKWLPrkk83diwfisoqVCuH/JxuNBL/BOzcuRJ/Oageff4Nav2wj2ns/F8yIYymthSHvRRi9SUj6Gchi1QJIiT477cKBkdDbVgsUFhpm89/rPIJWSF8vz/EYOnaryLmhnLpkEgofw3AK6X+LOixB4SSwi4kZqbvsRXLkNmIg/0e3FSZDvJNCuxfNmVSbRvgU7F40Z+oi+FtM88EtjUQM/+g61po5WcpbXCxg/+ZryOJraj0a76YqN40Cpz8ICdO9+ny0bDSmXgyaGu9YDXwbJC8H/+LQm49JKioqLwFjX6rPha+5mDGvphNG38hgAggj65/fDG28Re58nRgvVOzcif6URC3dB6UnLcOcFH8nVeBl5x6RzmCs6PQJBt6msFEdhHFgveqilYzf199yF5/Hpc01sSuaqmV9ERXmI0ujyqTCWPEfvVzJGkcfXH56nVXQ4ynyIxQxOj4NXeGcoYUMKeS2XEm5iLtGNtSPYmBIV3HVVRUnUsWdaBwXNY4DroVSzqZc2VWwj5TOgOxve6jGgKXqsyQQMkkhCYb6uwgWtnZei/kL8fk1DQ+cVQwht36DUpLtBdzYlkheh/hZ4JGFZs91fRjknhGcy7L29Stnuv9FF3jWVYaOM/hXC/XMEjAqSlF65x9vNX079KzFwSM2LZsMD/gvk6mn3EE6GOXl0JC+l3p7f67IxXGUMIRSml+tVK/9ZPX2aeItswguCPW8kHps65wK8G16pezNle3gsdEpnTkTmeKKGBpSvQp5/8FAyP0O/2Vh/Dd7uo6qML+nMQpWX8nZg9RWVT3fW4/4L/LBrEGxACXcPH/dZ9WwuvP0U4mAsig+qorij6XT9bErPvBp6sVQ9ag+WdxmePnpYx7w2rlwF2a7WTUuurZ1tGidVXhmXLSuwW6jR5xLWwCSaTpTqWymfKPrn98MbbzOmmtflNKt9Oek+wFCz00IZ/zWumZPj0DnBThIUzZUX+/rEjFs7/p4c51sUc67AE+blOHgzn1rYjKo38ysgT2tHO/jwQp5gljpFkCedmadoa+lwlPmQ6lym9Mx1rym7K/SkmsibE5m5VJ5vjvo3Pl+xTXP7UajrxI9p2KuDEniGRD2UvejtvCQ21jq1ZN6JTCd+Werd/m+4C3jQHNAfpLcGzy8aatSw1y7dn3EOhm2GvlWQtXXRERjwyfiFDbJqBDklDdHAKu2l6DKwNPILbTQFlEStpLs3UKr9cBi771E8uQ48D0GTpX7cStFhwcq+vtGwGtPdUX3A+x0tq3kmegvvAh50rc+PZeTFccubmzDB3q/KpfOiX88ZV9yCCflNGujbHio3RsFxdP9MpfQmgxQwwu9N4OzgAgjD4zof73qMegdXK1IXBo2Tv5ipJ5hdz9AK8uR39AKKAfMorlJnAbzdF+JXaD+C372qzvTZyOA4bGjLp6i4BFtX6nOQRuej6USUucH8qumf6Uew71JCt+kO4IOQWIwNNJ/h3IrpwLvLJ/HTHl4srjEej84p/Qb2fdnwvO4bRgiSk5ypbuPhrZpXmIuKKbMvqef3cMiD5WE7kMrcBp1eDhxeBjXCq16KIo/Rn1o6bHjyvZJuqEUN9fty5WxHkMOE5T1Pphb/s+pAga00PRc6WCptFostVYolJRuSd6lq4bJHZSZoaQuifOEZSioxEArxUkx8Dbk4jAs8Q2yVm5e8D3yPwMD+yjeGhlbdhbfoODlsr7WsUsKbDxyCMZ2Me16gZ0AMDxU6ICwQmAC8vASTGby9+XUIITRAaZhuByWnQZlFBoPL70OR/Ed4oN9VeZ8O1KkZCKsUnSDUbwLdOYqu2oUVjT1rx5PVPBMWLRI/xe98GLulNDK8FVRpPGNsgJXMDAArPFIXPLAL0BucM4i7EZrhMSgZBw5RYZGUcgAy7UK+mIzHJdwPIUaNMwLR7FW+SNmhj6hFkgsEe+tITiysxGwEWH5jxHlSslz53M0UTyRRcy4lnF8gNDEHKBVQdw5o/5ZZ+X02MjC2qcwtqo4vQmDbKc9SZxxRcfEbV+mzT4NMVJ0w+lZrbjDvSvqn6oLjjVg9yTno52YaLlyMMMgZyJ8GDB7F/f3A6Wna555NDeqcoB9ju6uom2PQuUPbJuPVaQCKBXltnsXw08x648XuGxdvxaiW3SiZq8V5s41S6R8BA5xPYaFSSd5Bg0MDKlukqz6/jP7U0mH9Alwr6gbCoJgnrM8NyccwDn4LZHiX/sFgwUTlo3nWs6a/S4EmS4xcUCrelpNYCEXaDJBTqPqcrva2yUHaYH7rihcBxBDasrEWytuSsh181mNbtkKROjHPe6PwVtvwcVQIBU9yIxlZqYysZstlvD3TPoHYOnurSmlNobo7kA39QsyUvyqJ1c2FhA5o4UXDu2FPU8qfey2m+y2LdDHQvjP0Ixrx6apllKLJffBgtYesn0eoNwsvAx4oy5FwrqFJk7Tswts+53Zcj/p/AWsYX3E6DPW3kX8Oh59QMuwEgmlWA8vWgKKwoWUa45UI5wt4moTdyz9wMdJhMNRYFL2kF7M9MBhZU6TvapFGaMYLaWi6nPqSJJe7BDR78DsB/cBEcM9F+7WQ93jILmlwUHv5vgyCQypFHCVNpxF8ncMpKi6KGJdqfTY0fI+qE0bfqs0Nw7eS/nF9cLybG/R8I+j79uWvYTC+qliwoeaxysu/pDqXd3IIN3pjNx6dq2uAAYLey5IQFr8sIaD3SBJnVOPhzW1rYWPqjf4V34Pxps+DA9sSnvN7IOeV1Nj4HWYbWR5ff2rosGKKSyXdSC1J4/28sGGcAnqo83lVfgAu0Yx1HPFTTuUG1QgpxE3KgAiBwwnnu6pTuk63NXSj7zjkg6ER1IjDuRS2zzegLR8yXQ1S7eUKl7169ri04VIPgYvkQz+kfOEJbBf1+0oNMtcLb+FwTfyZC5FiXnlpm+b2I5VcZkJw3FindTBCMDDd+DxRYFuKxHFfkwydK2+g3t5E6Jft/owhq3hXngNwlLyTQZjHPLNXzh5QQS5VbSUODV0YOk5Gxq17RrDSX0LZwcNRNx81twLLN9CPD6Cj1ypac4lX6Lc+pDwCZHvA4yoa3JlCnJsNRj9+U7Cg6vFIdx6Ejrd675aGrb6DNxvenNyAca0HDXYkLD92O1tWDqAOOwT5AuLsn9QxQPay4E2SeEWFuYoyrAvhx3hmuw5VRmwsuBjhKvXZ1Jt7VJ0w+lZtbhielfTP9MOMd4wP5pHMmGZ7lgEvDhWtpX2DH1WflsqY3iUanR2Pzpn3kBdqM3LyPe4YfX6KxsNb8ahhNwx2pX2Q8lHM5dOgx3Mxx07ABwAf06IJdgKBi8e32vwq6k91HdaM9bWSbkhvPHgulc7n3q4zgiwmMu9tMWq8wmxhRYmRM81S7RhY+SlMNNzkLihZF8D+ISXi/42yI4m/Y9z67/CeKyR9yHgq2p4H+gWgegQTeI1PzV9PgDXCIlP9MpNpXQSDKv4KL35WHcC0dizAM9OW8RZV/NnFd60bTXN99zxz88WHqYw5p6uslI+ruwmJuO5NOCG/W5XlB5+hWCOvrscqo9TbtQ+y6onE/SrdXqpGNS7Gwyj1OKQXN+dPFFMZeNfiLHC6UnHj/qbw+aJwViLc/zl4ql3UR4zhGhwWrQHt/cCWvehiqmQ8ki48rhgP5r0YB/bMdeI4qRAt8Oh5Ir+AxRs7Daz3omQRbVp4COjwTSp2OvzJWarjRNBhAQ548NnuZeDBP51KvSwjg2TPqmSLbtoYnGrhYuj5XqnPQRqVj6gTteZGkK8+/xitf6YfZrxNCMkYMQwEDBfmRiD5B7ueno9L57xzCbcAjINpHtuFz+OtLuX2306JustU7Vj1uRY2pt7MVdMHF5/ODiz/bUCifd77sctAMnTV5DH6U0uHFUPvUkk3HO+8RS3IFXQxyGeC8tE8axX0hwS5SsH1GLxqWEjX/TsqDDUhfPEl2rriec9jdig2VW+pKnXCHKoQvonm7b3MXxUm5XgskoOTaf6jCZPUx/PJe2AU4vA2r1fFvqyIMYeS57kJhGkGVg+HqgRx7BZJfhgXXhZwGMRhHedm8C7AZV+uyshbYQuBcAzzEpCPY2t5V4drDJ2jtnBe0zHcjOdgjJB5Lk5e/vLjRsXRxPQE+iuM5yHDeDviC4rWlXeFpNDGQ39FEqyIxcOeXbHuSZWV8r367uHGz9MW64W0ddHBlExyGAaesujWdBU8eFXpXcyXHybGXZShxJAEGkXFJdAEBkgvpLW+aoqqE76+VZob5uVV9M/0w4y34emOVO67QMiIUyFvaPSYjUXnzHsoIPuMhTMplboNnE+Bx7NM/dHRePXZ8K9kN/x6f656fQh+kcXx+9jFqq84lPHutfta1J8SO0BhHfYYqlsl3TDhFDcoV7DhgclH86zNYCXq18KjK253BQ6GXHEJzNvHYejugxd2a0hsjncJQtxUbdkeD9UFH4S7nmMcMDbs+d2FvxSERx5IfYOr8AngFSg5geJxxF8zvwXtVBhS/uQMr8Z33f3dxhBhIOVu/6/1DBvjuUnCu0pSAYdwMboM3t9XwHsRauEdC962gxVdEvjLRHwJIoexDd2s6szFhcfJnk5csBH7HX5amSj2QAgvpuc/+OjtOl3Hj2P8DTa2+d06lMH1nFT8EmuGMc7m2RgypmHPI5X5T/D7GGQahIyvgOdD2L8idIQ/Zkh3noJyhD/EyaBOIb+W+rP3cFM/sYeiviLZrxdDU8HKidfDrzKGwKvhA1iuIG2s8zufosS0V/GO42hqYoCmdPajmnHjTzcfoOz676uGvvylHpyq1RdzUKlO7lFkZHDwxx6pzIUBSs7iL9pEGzx74Ax5auESbFypz0Eazo9FJ5i+3NzIyQ+okAXXV9M/g48Zb9YfKfeqMeW25ZKUOMAV+gxA19fWuVI+xrN16h4GxgxlAsi2gC8fqN1D2Q1f9JqMnXdQpkrYqHkSmqvmPY8oeTSP6ZAHfxeBL5D61t8ZWR6jP7V02GOobpV0w3jyscRqyBWOUQsxhPlsnLQgtz94Popn7QCs6V5nOOQQOOgRkzHAn8Rs4c+uSrxh1eIxdZXmRLeC/HrlzYHHTpIFjlWXJMRt9+74EOp/gor9kOGjuM/B71541CdRX9cPvAZaVkn3ec/Fm+Ok1YNAPKw09Xffh13BRSjmmHgTfjPxewhlZ2L7yV4iktoaIkar/jhDx9JVOV/EgyoruS3ohHiHehYUxouxY8PKScRToDsCk2J0eEiKQ0HxOuKTnheAZynfpOGRJ1Rbcym4S5HN4cf9xVYZi5zE96l8Qk30YfD/DO74c36JsBSHmEJbOOxgJO9SwHP1CO6B5OL9ONx0808FCoH88BNosxd8m1Q5h7byBV4sgKlM4Hc08ptVnDs7hAXcfI2D+DvzG87r/oSYeg+8K1C7mBFNI+QhukbMwPuKOqcWUbx/aP82GPRouBTfV6XPRSKVi6QT8DCqzY0tPTt8rtX0LzTe7IHjHECI36Bt0THyGXEGn1LyX/ASYXwY44g6F+LBHitNVUUGX6KD8N6HMQ7tOBfwxm88vBXXWtjsVNj5cxXv4fdzMvLosR7CovwD/P3CGOWJqMPqhepSWTeknOaR8Zwt0UU4bzZVQWBWh148qpD80Vep7WZmD7UuPmZCZOU/SuH/xaG2LBPyBsvUImAROIAIqD1tzfelMj/GijK/Jp0lGCMCEviLCt7TGFlZcouAReD/DgHXvSD0UcQESBLNWB/c9g582VE/Ae+3LC0CFgGLwJ8+Aq/t2qX+KO1Pvye2BxYBi4BFwCJgEbAIWAQsAhYBi4BFwCJgEbAIWAQsAhYBi4BFwCJgEbAIWAQsAhYBi4BFwCJgEbAIWAQsAhYBi4BFwCJgEbAIWAQsAhYBi4BFwCJgEbAIWAQsAhYBi4BFwCJgEbAIWAQsAhYBi4BFwCLwx4XA/wKf5edCCYJvegAAAABJRU5ErkJgggA=" /></p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/471683/Sequence_022-1512481976.jpg" /></p><p>&nbsp;</p><p>Si Koli se d&eacute;place en volant, il n&rsquo;en va pas de m&ecirc;me pour nous&nbsp;! Et c&rsquo;est l&agrave; que nous sollicitons votre aide&nbsp;!</p><p>Nous planifions l&rsquo;achat d&rsquo;une voiture d&rsquo;occasion &agrave; bord de laquelle nous ferons la majorit&eacute; de nos d&eacute;placements, elle nous assurera flexibilit&eacute; et libert&eacute; afin de trouver les meilleurs spots &agrave; partager avec vous, aussi recul&eacute;s soient-ils. Le type de voiture reste &agrave; d&eacute;finir selon les opportunit&eacute;s que nous rencontrerons sur place, du 4x4 &agrave; la camionnette am&eacute;nag&eacute;e, mais ayant navigu&eacute; &agrave; travers de nombreux r&eacute;seaux d&rsquo;occasion, nous avons budg&eacute;t&eacute; <strong>10.000 dollars, essence comprise</strong>, pour trouver le bolide qui nous fera traverser <strong>20.000 km</strong>.</p><p>&nbsp;</p><p>Nous vous proposons donc de partager ce budget avec nous, soit&nbsp;:</p><p>5.000 dollars pour la voiture = <strong>4.220 euros</strong></p><p>Frais KissKissBankBank = <strong>368 euros</strong></p><p>On arrive donc &agrave; 4.600 euros sur cette cagnotte, et pour vous motiver, il y a <strong>plein de cadeaux</strong> &agrave; la cl&eacute;, et &agrave; tout niveau de participation&nbsp;!</p><p>L&#39;int&eacute;gralit&eacute; des fonds sera per&ccedil;ue sur le compte de L&eacute;o, que nous avons r&eacute;serv&eacute; &agrave; cet usage.</p><p>&nbsp;</p><p>&nbsp;</p><p><img 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/></p><p>&nbsp;</p><p><img alt="" width="167" height="163" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/472283/360-1512645618.jpg" /></p><p>&nbsp;</p><p>&Agrave; partir de 110%, nous pourrons acqu&eacute;rir une <strong>cam&eacute;ra 360&deg;</strong> gr&acirc;ce &agrave; laquelle nos r&eacute;alisations prendront une nouvelle dimension ! Au del&agrave; de pouvoir partager des photos et vid&eacute;os plut&ocirc;t styl&eacute;es, nous sommes tr&egrave;s curieux &agrave; l&#39;id&eacute;e de trouver des transitions permettant d&#39;int&eacute;grer des plans 360 dans nos r&eacute;alisations !</p><p>&nbsp;</p><p><img alt="" width="100%" src="https://d3v4jsc54141g1.cloudfront.net/uploads/project_image/image/472271/mercifinal-1512642075.jpg" /></p><p>&nbsp;</p><p><u><strong>Un grand merci pour votre soutien !</strong></u></p><p>&nbsp;</p><p>La Kolibise</p><p>&nbsp;</p><p>PS : Nous serions ravi de discuter avec vous sur le projet, alors si vous avez des questions ou des requ&ecirc;tes, <strong>contactez-nous via notre page facebook !</strong></p><p><!--[if gte vml 1]><v:shape id="Picture_x0020_1" o:spid="_x0000_i1025" type="#_x0000_t75" style='width:452pt;height:204pt; visibility:visible;mso-wrap-style:square'> <v:imagedata src="file:////Users/skawn/Library/Group%20Containers/UBF8T346G9.Office/msoclip1/01/clip_image007.jpg" o:title="" cropleft="-1f" cropright="1412f"/> </v:shape><![endif]--><!--[if !vml]--></p>

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