tag:blogger.com,1999:blog-74005963827715306252024-03-19T05:14:42.594-07:00Biljarthulp2018Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-7400596382771530625.post-45100141173057219922018-06-12T01:50:00.001-07:002018-06-12T01:50:09.952-07:00Instructablehttp://www.instructables.com/id/D4E1-Billiard-aid/Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-25472782317128460192018-06-11T06:58:00.000-07:002018-06-11T06:58:05.194-07:00Film BiljarthulpJe kan onze film op onderstaande link terugvinden<br />
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<a href="https://vimeo.com/274493242">h</a>ttps://vimeo.com/274493242Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-52716099885575219612018-05-16T02:33:00.000-07:002018-05-16T02:33:29.864-07:00Bezoek4; filmpje gekozen prototype<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-22293899872878759152018-05-13T07:52:00.001-07:002018-05-13T07:52:55.478-07:00Assessment: Dutch-AIMS 2<span style="font-family: "arial" , "helvetica" , sans-serif;">De Dutch-AIMS2 is een assessment die afgenomen kan worden bij personen met een reumatische/artrotische aandoening. Deze test meet de gezondheidsgerelateerde kwaliteit van leven. Het meet de verandering in fysiek functioneren, psychisch functioneren en sociale aspecten/ impact van de aandoening. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">We hebben ervoor gekozen om deze test af te nemen bij P. , om een beter zicht te krijgen op de impact van zijn artrose in het dagelijks leven. Deze test kan een duidelijk beeld geven over mogelijke knelpunten en problemen in het dagelijks leven. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Uit deze test komt vooral naar voor dat P. nog niet vaak hulp nodig heeft in het dagelijks leven. Wat mij opvalt uit deze test is dat P. heel veel last heeft van reuma-pijn en hier ook graag verandering in zou zien. Ook het gedeelte van stress geeft P. vaak aan dat hij stress ervaart en moeilijk kan ontspannen. Later in de test geeft hij ook aan hier graag verandering in te zien. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">P. geeft aan enigszins ontevreden te zijn over lopen/ buigen en hand- en vingerfuncties. Maar eerder in de test geeft P. niet echt aan hierin grote problemen te ondervinden. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-41950911730507333462018-05-09T06:33:00.002-07:002018-05-09T06:33:40.763-07:00Bezoek4; testen prototypes 16 en 7<div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; margin: 0px 0px 10.66px;">
<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Prototype number: 16</span></u></b></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;"><br /></span></u></b></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Verder gebouwd op prototype: 13/14/15</span></u></b></div>
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<span style="font-family: calibri;">new feature; leder bekleding handvlak</span><br /><span style="font-family: calibri;"><br /></span><span style="font-family: calibri;">new feature; transparante stootplaat voor alle stootgaten</span></div>
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<span style="font-family: calibri;">new feature; 3dprint (PET-G) en klik/flex verbinding voor stootplaat</span></div>
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<b><u><span style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Test: score 8/10</span></u></b></div>
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<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
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<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
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ligt goed in hand</div>
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kliksysteem werkt goed</div>
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heel stabiel</div>
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<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
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<span style="font-size: 16px;">randen van plaat die tafel raakt te grof door lasercut, moet gerond/ontbraamd worden</span></div>
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<span style="font-size: 16px;">wennen aan de smalle stootplaat, minder steun in gat = minder accuraat gevoel</span></div>
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<span style="font-size: 16px;">overhang in bovenste stootgat mag meer zijn, keu schiet soms weg > zie filmpje</span></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Prototype number: 17</span></u></b></div>
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<span lang="NL-BE" style="margin: 0px;"></span><span lang="NL-BE" style="margin: 0px;"></span></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;"><br /></span></u></b><b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;"><br /></span></u></b></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Verder gebouwd op prototype: 13/14/15</span></u></b></div>
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<span style="font-family: calibri;"><u>zelfde handplaat als 16</u></span><br /><span style="font-family: calibri;"><br /></span><span style="font-family: calibri;">new feature; uitneembare transparante stootplaat voor bovenste gat</span></div>
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<span style="font-family: calibri;">new feature; 3dprint met twee onderste stootgaten en sleuf voor stootplaat</span></div>
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<u>protomorphing tijdens testen; schuim op onderzijde aangebracht</u></div>
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<b><u><span style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Test: score 9/10</span></u></b></div>
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<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
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<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
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<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
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keu inbrengen gaat heel vlot bij dit model</div>
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gevoel bij stoten is heel goed, geeft veel vertrouwen en mogelijkheden</div>
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schuimtoevoeging op onderzijde is aangenaam en zorgt voor meer grip op de tafel en tafelranden</div>
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transparante plaat wordt ingeschoven en Patrick verwijdert deze niet, speelt gewoon door en kijkt door de plaat voor andere stoten, KAN DUS SIMPELER/VASTE VERBINDING</div>
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na 1u spelen stelt Patrick vast dat hij op 85% van zijn 'kunnen' speelt, de overige 15% komt volgens hem zeker goed na gewenning aan de tool</div>
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<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
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minder gemakkelijk op te bergen, geheel wordt hoger door niet afneembare 3dprint stootblok</div>
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<span style="font-size: 16px;">overhang in bovenste stootgat mag meer zijn, keu schiet soms weg > zie filmpje</span></div>
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<b><u><span style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">CONCLUSSIE</span></u></b></div>
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<b><u><span style="font-size: 14pt; line-height: 19.9733px; margin: 0px;"><br /></span></u></b></div>
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<ul>
<li>verder met proto17</li>
<li>overhang randen in bovenste stootgat vergroten, gatdiameter verkleinen 18.5>16mm</li>
<li>vaste verbinding tussen 3d stootblok en transparante stootplaat</li>
<li>afneembare verbinding tussen 3d stootblok en swingarm/handplaat</li>
<li>schuim tegen onderzijde, hoogte gaten in 3d stootblok compenseren</li>
</ul>
</div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-68061384480296888892018-05-05T02:23:00.001-07:002018-05-16T14:27:49.668-07:00Bezoek3; videoverslag proto 12, 13, 14 en 15<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzpgIlHRfYagaHl3S5Ao-J0dww2qr8UbXbAOFsuR2OLEWzkp2rRDWGVIAhQXnXKp_UCXVPm1JD8m8OeCvLY7Q' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Prototype
number: 12</span></u></b></div>
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Verder
gebouwd op prototype: 11</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggSKcycaUuvrVeWCo50Ka9W417agaY6zN_fXGQHCD89X-sIHqMOxzDNr5MZt0JBJieM_HvfPYgQO_1shRwXX6iaqG5QSlmta9wIC5xLXTPRuhFp1u50Xua666ofNwTsyVshFjlyfKKzEg/s1600/pic1.jpg" imageanchor="1" style="margin-left: 16px; margin-right: 16px;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggSKcycaUuvrVeWCo50Ka9W417agaY6zN_fXGQHCD89X-sIHqMOxzDNr5MZt0JBJieM_HvfPYgQO_1shRwXX6iaqG5QSlmta9wIC5xLXTPRuhFp1u50Xua666ofNwTsyVshFjlyfKKzEg/s320/pic1.jpg" style="cursor: move;" width="320" /></a></div>
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<span lang="NL-BE" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span style="font-family: "calibri";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Test:</span></b></div>
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<span style="font-family: "calibri";"><u><br /></u></span>
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<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75"><div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
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<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Verwacht</span></div>
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<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Onverwacht</span></div>
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<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Positief</span></div>
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<span lang="NL-BE" style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Het
duurt even voor je de handeling gewoon wordt</span></div>
</div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">De
velcro bevestiging is comfortabel</span></div>
</div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255"><div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75"><div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Negatief</span></div>
</div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255"><div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255"><div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">De positive
van de gaten moet hoger, dicht bij de boord kan je niet hoog genoeg spelen</span></div>
</div>
</td>
</tr>
</tbody></table>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<br /></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span style="font-family: "calibri";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Score op 10: 7.5/10</span></b></div>
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<u></u><u></u><br /></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Protomorph:</span></u></b></div>
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<br /></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 48px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: -24px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="font-size: 16px; line-height: 17.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span style="font-family: &quot; font-size-adjust: none; font-size: 9.33px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"> </span></span></span><span lang="NL-BE" style="font-size: 16px; line-height: 17.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Toevoegen van nog een plaat van 6 mm</span></div>
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<br /></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Score protomorph op 10: 8/10</span></b></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<b><br /></b></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<b><u><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Prototype
number:</span></u></b><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"> 13</span></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<br /></div>
<div class="separator" style="-webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: center; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<span style="font-family: calibri; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEhaJG8CsRbcVs0YEkmdl3CSX5VCbOS1Fu0lzRQXFi5XVCVWRwUjf23-hSIFzmLsC9L04l1wXOwiObNZ6oua1bZAM2kiDl0R5hPHgK31Mww724m1ydzuuTfK6LESk-niA97Hw4v_eCYMU/s1600/pic2.jpg" imageanchor="1" style="margin-left: 16px; margin-right: 16px;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEhaJG8CsRbcVs0YEkmdl3CSX5VCbOS1Fu0lzRQXFi5XVCVWRwUjf23-hSIFzmLsC9L04l1wXOwiObNZ6oua1bZAM2kiDl0R5hPHgK31Mww724m1ydzuuTfK6LESk-niA97Hw4v_eCYMU/s320/pic2.jpg" style="cursor: move;" width="320" /></a></span></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<b><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Verder
gebouwd op prototype: 11</span></b></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<b><span style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Test:</span></b></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<span style="font-family: calibri;"><br /></span></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<table border="1" cellpadding="0" cellspacing="0" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0.66px; border-collapse: collapse; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0.66px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0.66px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0.66px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<tbody>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Positief</span></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Voelt comfortable aan</span></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
</tr>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Negatief</span></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">De
riem is niet gemakkelijk in gebruik en zit te los, het voelt niet solide aan</span></div>
</td>
</tr>
</tbody></table>
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
</div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<span lang="NL-BE" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span style="font-family: calibri;"> </span></span><b><span style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Protomorph:</span></b></div>
<div class="separator" style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjCycYTtza8ERKbctSt3GZeC3c9tSOmsLDtiLi_iouv8ZZv_VYOsap2Kin-569TSCNCWOLaxU_ZW0UtYB8Bo04Gk4EBQn75_gQJrZ-RRf6lTTywex2ts2hFdN_e_ppgcvv_mLoLfqK1Y4/s1600/pic3.jpg" imageanchor="1" style="margin-left: 16px; margin-right: 16px;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjCycYTtza8ERKbctSt3GZeC3c9tSOmsLDtiLi_iouv8ZZv_VYOsap2Kin-569TSCNCWOLaxU_ZW0UtYB8Bo04Gk4EBQn75_gQJrZ-RRf6lTTywex2ts2hFdN_e_ppgcvv_mLoLfqK1Y4/s320/pic3.jpg" style="cursor: move;" width="320" /></a></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<br /></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><u><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Prototype
number:</span></u></b><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"> 14</span></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;">
<span style="font-family: calibri; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0mOHixzBME1AfpUjQrc6s1FWhlF_z-sbTHvqT_uf-MFgx_2uSbVQNshS560ehHDs1ZIB_pepnePZcD2FGut3FfeD3mD6TDZ3jBvBg_tM0dqTFpZuSMKy8DjqKXaW9H8P-yEEqlw1srF0/s1600/pic4.jpg" imageanchor="1" style="margin-left: 16px; margin-right: 16px;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0mOHixzBME1AfpUjQrc6s1FWhlF_z-sbTHvqT_uf-MFgx_2uSbVQNshS560ehHDs1ZIB_pepnePZcD2FGut3FfeD3mD6TDZ3jBvBg_tM0dqTFpZuSMKy8DjqKXaW9H8P-yEEqlw1srF0/s320/pic4.jpg" style="cursor: move;" width="320" /></a></span></div>
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"></span><span lang="NL-BE" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"></span></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Verder
gebouwd op prototype: 11</span></b></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span style="font-family: calibri;"> <span style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; display: inline; float: none; font-family: Times New Roman; font-size: 18.66px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; line-height: 20px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">User test:</span></span></span></div>
<table border="1" cellpadding="0" cellspacing="0" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0.66px; border-collapse: collapse; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0.66px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0.66px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0.66px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<tbody>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Positief</span></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Aangenaam in gebruik</span></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Elastische
bevestiging gaat vlot aan</span></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
</tr>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Negatief</span></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Voelt
warm aan door het kussentje waardoor de handen gaan zweten</span></div>
</td>
</tr>
</tbody></table>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<span lang="NL-BE" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span style="font-family: calibri;"><div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><u><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Prototype
number:</span></u></b><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"> 15</span></div>
<div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkGXrsEtp8cIzesy0Mq2xEyb-jHdvnvFy1pVlpo7NHq5HHpuo4X8M-dtjYq5QI2t6ZARG8mOyLaNUeXk-YQ4ikTAZ5UOSUQZKecDHDoDBoLb34gqs1zWhTAhQ3GB_QWRCMPnB77rmGREk/s1600/pic5.jpg" imageanchor="1" style="margin-left: 16px; margin-right: 16px;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkGXrsEtp8cIzesy0Mq2xEyb-jHdvnvFy1pVlpo7NHq5HHpuo4X8M-dtjYq5QI2t6ZARG8mOyLaNUeXk-YQ4ikTAZ5UOSUQZKecDHDoDBoLb34gqs1zWhTAhQ3GB_QWRCMPnB77rmGREk/s320/pic5.jpg" style="cursor: move;" width="320" /></a></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Verder
gebouwd op prototype: 13</span></b></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: calibri; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span><b style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: calibri; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">User test:</span></b></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0.66px; border-collapse: collapse; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0.66px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0.66px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0.66px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<tbody>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: solid; border-top-width: 1.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Positief</span></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Handige
bevestiging aan de pols</span></div>
</td>
</tr>
<tr>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: solid; border-left-width: 1.33px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 75.26px;" valign="top" width="75">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Negatief</span></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.2px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="NL-BE" style="font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">De Velcro
voelt niet zo prettig aan,<span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"> </span>hier en
wordt een elastische bevestiging verkozen</span></div>
</td>
<td style="background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: solid; border-bottom-width: 1.33px; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: solid; border-right-width: 1.33px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 7.2px; padding-right: 7.2px; padding-top: 0px; width: 255.13px;" valign="top" width="255">
<div style="line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</td>
</tr>
</tbody></table>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><span style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Protomerging:</span></b></div>
<div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcdMAS3sDEcvulaIVi5ZDf0QLBB7a3vGOaPL26Er4CHRsfk1tyhiXQupsosFSaGqcWW29S-cseMK3OI9YgdsbQ53Qny_ozlatyBRq2BLLA0xzsEj4XhwrQIALonOSvRSsLWeEkaJFM26s/s1600/pic6.jpg" imageanchor="1" style="margin-left: 16px; margin-right: 16px;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcdMAS3sDEcvulaIVi5ZDf0QLBB7a3vGOaPL26Er4CHRsfk1tyhiXQupsosFSaGqcWW29S-cseMK3OI9YgdsbQ53Qny_ozlatyBRq2BLLA0xzsEj4XhwrQIALonOSvRSsLWeEkaJFM26s/s320/pic6.jpg" style="cursor: move;" width="320" /></a></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><u><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">Rangschikking:</span></u></b></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><u><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><br /></span></u></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-gvghk79yx20lMmsIt5Rertqxj9jEhx_33NJTpHD6lzd_-9Hi9usFaAEL1oYXtlCqsp8W2d4VhJf_A-tzT9of_kYyymmg_SgfAGYIIEdjspqtexTs5mtKD4LCfz-tFLDz7g0Ym5pD2Q8/s1600/pic7.jpg" imageanchor="1" style="margin-left: 16px; margin-right: 16px;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-gvghk79yx20lMmsIt5Rertqxj9jEhx_33NJTpHD6lzd_-9Hi9usFaAEL1oYXtlCqsp8W2d4VhJf_A-tzT9of_kYyymmg_SgfAGYIIEdjspqtexTs5mtKD4LCfz-tFLDz7g0Ym5pD2Q8/s320/pic7.jpg" style="cursor: move;" width="320" /></a></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><u><span lang="NL-BE" style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"></span></u></b><span style="font-size: 18.66px; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><br /></span></div>
<div style="margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
</span></span></div>
</div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><u></u>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-28619925551057081672018-04-19T07:12:00.001-07:002018-06-10T12:25:22.108-07:00Assessment: RAND-36<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDJNkSi3QPUhWSc-7gvkGomxXngJk1LzYEm0LouBjhQTk-AOILmaV6kztx832nzgd4epO9UdsaSNnISjgYJ3dgio0ifjdykn98q9j-gcLSR_Y0Tc7TNtoxzsZsZkQjPsBwFGgozcUYyD4/s1600/30768279_1734278609969192_1322328572_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDJNkSi3QPUhWSc-7gvkGomxXngJk1LzYEm0LouBjhQTk-AOILmaV6kztx832nzgd4epO9UdsaSNnISjgYJ3dgio0ifjdykn98q9j-gcLSR_Y0Tc7TNtoxzsZsZkQjPsBwFGgozcUYyD4/s640/30768279_1734278609969192_1322328572_o.jpg" width="480" /></a></div>
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<b><u><span style="font-family: Arial, Helvetica, sans-serif;">Info RAND-36</span></u></b><br />
<b><u><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></u></b>
<span style="font-family: Arial, Helvetica, sans-serif;">De RAND-36 is een assessment die men gebruikt om de quality of life te meten rond het ervaren van gezondheid of gezondheid gerelateerde aspecten. Deze test bevat verschillende schalenrond fysiek functioneren, sociaal functioneren, rolbeperkingen, mentale gezondheid, energie, pijn en de algemene gezondheidsbeleving. De resultaten van deze test worden omgezet in verschillende scores: hoe hoger een score, hoe beter de gezondheidstoestand.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">We kozen ervoor om deze test af te nemen bij P. om zijn quality of life te meten binnen de verschillende aspecten van zijn functioneren. Hierbij kunnen we meten waarbij hij het meeste rolbeperkingen ervaart en wat de oorzaken hiervan zijn. </span><br />
<span style="font-family: inherit;"></span><span style="font-family: Arial, Helvetica, sans-serif;"></span><b></b><u></u><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b></b><u></u><b></b><u></u><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>Besluit resultaten RAND-36</u></b></span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Uit de resultaten van het assessment valt op dat Patrick's rolbeperkingen als gevolg van zijn verminderde fysieke gezondheid heel hoog is. Zijn fysiek functioneren daarentegen scoort gemiddeld, wat hoger is dan de score voor fysieke gezondheid. </span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Zijn emotionele gezondheid beperkt hem veel minder in zijn rollen. Op sociaal en emotioneel vlak voelt Patrick zich tamelijk goed. De algemene gezondheid van Patrick is verminderd en hij ervaart redelijk wat pijn. Ten opzichte van vroeger is zijn gezondheid wel sterk veranderd. </span><br />
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<br />Fien Pannekouckehttp://www.blogger.com/profile/09086333461725611380noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-38448306251481913552018-04-19T07:00:00.001-07:002018-06-08T05:19:30.097-07:0022/02 (cmop-e, hulpvraag, handelingsdoelen, benchmarking)<br />
<div style="line-height: normal; margin: 0px 0px 10.66px; vertical-align: baseline;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 18pt; margin: 0px;">Omschrijving van de problematiek/activiteit volgens cliënt:<br />
</span></u></b><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Een mogelijk oplossing om de biljartkeu vast
en gefixeerd te houden en deze toch te kunnen plaatsen op een zekere hoogte en
daarbij nog te kunnen oriënteren in de gewenste richting is het ontwerpen van
een kunststof “biljartbraise”. Deze braise zou bestaan uit een
gedeelte dat vastgehecht wordt aan de onderarm (hand) en een op de biljarttafel
steunend deel dat de gewenste positie van de keu toelaat. Het geheel moet
onderling beweegbaar (uitschuifbaar) aangebracht worden op een telescopisch
onderdeel zodat de braise moduleerbaar en aanpasbaar is voor
diverse spelers en noden. Het zou belangrijk zijn om
multidisciplinair de noden via de ervarings- deskundige op het gebied
van biljart te verenigen met de technische knowhow van de ontwerper en de input
van sociaal en medisch geëngageerde specialisten. </span><b><u><span style="font-family: "arial" , sans-serif; font-size: 18pt; margin: 0px;"></span></u></b></div>
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<div style="line-height: normal; margin: 0px 0px 10.66px; vertical-align: baseline;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 18pt; margin: 0px;">1. CMOP-E:</span></u></b><b><span style="font-family: "times new roman" , serif; font-size: 13.5pt; margin: 0px;"><br />
</span></b><b><u><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Omgeving: </span></u></b><b><span style="font-family: "arial" , sans-serif; font-size: 13.5pt; margin: 0px;"><br />
</span></b><u><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Fysiek:<br />
</span></u><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Hij woont thuis.<br />
<u>Institutioneel:</u><b><br />
</b>P. Komt vaak in het OCMW de balsemboom waar er vooral gepensioneerden komen
en mensen die geïnvalideerd zijn. Hij geeft geen ondersteuning of begeleiding
thuis.<br />
<u>Cultureel:</u><br />
P. Komt uit een Vlaams gezin en neemt de actieve grootouder rol op zich. P.
ging net als zijn andere vrienden vroeger biljarten op café.<br />
<u>Sociaal: </u>Vroeger ging P. biljarten met een vaste groep vrienden. Nu
op maandag en woensdag in het OCMW de balsemboom. P. en zijn vrouw letten vaak
op de kleindochter en voeren haar ook veel naar school met de auto.<u></u></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"><span style="margin: 0px;"> </span></span><span style="margin: 0px;"><a href="https://www.blogger.com/blogger.g?blogID=7400596382771530625"><img alt="https://www.blogger.com/blogger.g?blogID=7400596382771530625" border="0" height="33" src="file:///C:/Users/Stefaan/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" v:shapes="Rechthoek_x0020_5" width="33" /></a></span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
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<b><u><span style="font-family: "arial" , sans-serif; font-size: 13.5pt; margin: 0px;">Handeling:</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<u><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Zelfzorg:</span></u><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"><br />
P. woont zelfstandig thuis en kan alles nog zelf uitvoeren, hij heeft geen
extra hulp nodig. Hij kookt nog dagelijks zelf voor hem en zijn vrouw.</span><span style="font-family: "times new roman" , serif; font-size: 22pt; margin: 0px;"></span></div>
<br />
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<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"><br />
<u>Productiviteit:</u> </span><span style="font-family: "times new roman" , serif; font-size: 22pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">P. Is op pensioen. Vroeger is P.
metaalbewerker geweest. Hij is 20 jaar kok geweest, en de laatste 16 jaar
werkte hij als programmeur. Nu is hij inmiddels al 12 jaar voorzitter van de
biljartclub in het OCMW.<br />
P. is vrijwilliger in het OCMW Balsemboom, hij is hier spelleider bij de
biljartclub, deze bestaat uit een 21-tal personen. (Hier hebben veel mensen
last van reuma en artrose) Ook geeft hij computerles.</span><span style="font-family: "times new roman" , serif; font-size: 22pt; margin: 0px;"></span></div>
<br />
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<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"><br />
<u>Ontspanning:</u></span><span style="font-family: "times new roman" , serif; font-size: 22pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Computerwerk is een grote hobby
waar hij lessen voor had gevolgd. P. houdt zich nog altijd bezig met
programmeren, hij ziet dit als hobby.<br />
In het OCMW Balsemboom biljart hij 2 keer in de week met anderen wanneer hij geen
lesgeeft, hij biljart al 40 jaar in verschillende clubs maar nu voornamelijk in
het OCMW. P. biljart voor het plezier, de vrienden, het spel en de
competitie.<br />
P. Knutselt graag in zijn vrije tijd en doet vele herstellingen/ klusjes in
zijn eigenhuis en in de huizen van de buurt. Patrick kookt ook nog altijd
graag, en ziet dit als een hobby. Toen P. jong was speelde hij bastketbal in
competitie. P. fitnest graag.</span><span style="font-family: "times new roman" , serif; font-size: 22pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"><br />
</span><b><u><span style="font-family: "arial" , sans-serif; font-size: 13.5pt; margin: 0px;">Persoon:</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<u><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Affectief: </span></u><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">P. is getrouwd en heeft 1 zoon en 1 kleindochter
die hij vaak ziet. Hij heeft nog veel contact met zijn ouders en schoonouders.
Zijn moeder woont in een WZC en hij heeft nog dagelijks contact ermee. En gaat
nog om de 2 weken eens op bezoek. Het werk in het OCMW wordt P. de laatste tijd
wat te veel, hij voelt zich overweldigt. Zijn vrouw geeft hem ook commentaar
hierop.</span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"><br />
<u>Cognitief:</u> </span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">P. heeft 4 jaar naar avondschool geweest voor
computerlessen toen hij op pensioen was, hij heeft dit nog altijd sterk onder
de knie. Tijdens het biljartspelen ondervindt P. soms problemen met de concentratie.
Wel heeft hij nog een sterk geheugen om de verschillende technieken en methoden
te onthouden die belangrijk zijn bij het carambole spelen.</span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<u><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"><br />
Fysiek:</span></u><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">P. is 65 jaar en heeft last van artrose, dit heeft
een negatief effect op de handstad voor zijn biljartspel carambole. Hij wil
niet stoppen met de biljart omwille van zijn artrose. Tijdens het koken of
werken aan computers, voornamelijk fijne motorische taken ervaart hij problemen
door zijn artrose. Deze taken zijn moeilijk doordat deze houdingen heel
intensief zijn. P. is nog fysiek in staat om te fitnessen en wandelt elke
weekdag naar het OCMW.</span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">P. heeft al 25 jaar het chronisch
vermoeidheidssyndroom. Hierdoor ondervind hij problemen bij trappen/ hellingen.
Hierdoor is boven het hoofd werken ook moeilijk.</span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"><br />
<u>Spiritualiteit:</u> </span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Patrick is een actief persoon en heeft een druk
leven, hij helpt graag mensen rondom hem. Hij is een competitief persoon en
leeft voor de biljart.</span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px; vertical-align: baseline;">
<br /></div>
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<div style="line-height: normal; margin: 0px 0px 10.66px;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 18pt; margin: 0px;">2. Uitleg
spel carambole<br />
</span></u></b><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Het spel bestaat uit een biljarttafel zonder gaten
en 3 biljartballen, een witte een gele en een rode. De bedoeling van het spel
is zo veel mogelijk caramboles te maken, dat wil zeggen dat de speelbal beide
andere ballen geraakt heeft. Elke speler heeft een eigen (witte of gele)
speelbal. Als een speler een carambole maakt mag hij of zij nog een keer
stoten, anders gaat de beurt naar de tegenstander. Wie het eerst het
voorgeschreven aantal caramboles behaalt heeft gewonnen. De eenvoudigste
spelsoort is het '</span><a href="https://nl.wikipedia.org/wiki/Libre_(biljarten)"><span style="color: blue; font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">libre</span></a><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">' of 'vrijspel'. Er zijn geen restricties, de bedoeling is slechts om
met de speelbal beide andere ballen te raken. Bij het </span><a href="https://nl.wikipedia.org/wiki/Driebanden"><span style="color: blue; font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">driebandenspel</span></a><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"> moet de speelbal minstens drie banden raken vooraleer de derde bal
geraakt wordt.</span><b><u><span style="font-family: "arial" , sans-serif; font-size: 18pt; margin: 0px;"></span></u></b></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 7.5pt; margin: 0px;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span><span style="font-family: "times new roman" , serif; font-size: 12pt; margin: 0px;"></span></div>
<span style="font-family: "times new roman" , serif; font-size: 12pt; line-height: 107%; margin: 0px;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
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<div style="margin: 0px 0px 10.66px;">
<br /></div>
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<div style="line-height: normal; margin: 0px;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 18pt; margin: 0px;">3. Duidelijke hulpvraag (zie ook de 3D
tekeningen) </span></u></b></div>
<br />
<div style="line-height: normal; margin: 0px;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">P. is een man die vaak biljart, hij speelt
carambole, hij doet dit in clubverband. P. heeft artrose waardoor zijn
handpositie niet optimaal is. Dit probleem ondervindt hij bij hemzelf, en de
andere spelers van de club, daarom wil hij een hulpmiddel die bij meerdere
spelers bruikbaar is. Omdat de handpositie in dit spel heel belangrijk is
vraagt hij een hulpmiddel om de handenstand te vervangen. Dit hulpmiddel moet
de keu fixeren en voldoende beweegbaar zijn om de keu te richten. Hij heeft een
duidelijk beeld wat hij wil, een baise die bevestigd wordt aan de onderarm
(hand) en leunt op de biljarttafel. Hij heeft al 3D-tekeningen gemaakt van hoe
hij zijn braise in ogen heeft. Het ontwerp van Patrick bestaat uit een hulpstuk
voor het carambolespel en een bijkomend hulpstuk voor een snookertafel. Het
hulpstuk voor de snooker moet een telescopisch onderdeel bevatten.</span></div>
<br />
<div style="line-height: normal; margin: 0px;">
<br /></div>
<br />
<div style="line-height: normal; margin: 0px;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 13.5pt; margin: 0px;">Handelingsdoelen</span></u></b></div>
<br />
<div style="line-height: normal; margin: 0px; vertical-align: baseline;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Meer differentiatiemogelijkheden in de
handpositie om de keu te fixeren en
positioneren. </span><span style="font-family: "times new roman" , serif; font-size: 22pt; margin: 0px;"></span></div>
<br />
<div style="line-height: normal; margin: 0px; vertical-align: baseline;">
<br /></div>
<br />
<div style="line-height: normal; margin: 0px;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 13.5pt; margin: 0px;">Eisen:</span></u></b></div>
<br />
<ul style="margin-top: 0cm;" type="disc">
<li style="color: black; font-family: "Arial",sans-serif; font-size: 12pt; font-style: normal; font-weight: normal; line-height: normal; margin: 0px;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Moet
meeneem baar zijn </span></li>
<li style="color: black; font-family: "Arial",sans-serif; font-size: 12pt; font-style: normal; font-weight: normal; line-height: normal; margin: 0px;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Voor
verschillende personen bruikbaar </span></li>
<li style="color: black; font-family: "Arial",sans-serif; font-size: 12pt; font-style: normal; font-weight: normal; line-height: normal; margin: 0px;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Beweegbaar
onderling, fixeren van keu </span></li>
<li style="color: black; font-family: "Arial",sans-serif; font-size: 7.5pt; font-style: normal; font-weight: normal; line-height: normal; margin: 0px;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Vervangen
van positiehand </span><span style="font-family: "arial" , sans-serif; font-size: 7.5pt; margin: 0px;"></span></li>
</ul>
<br />
<div style="line-height: normal; margin: 0px;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 13.5pt; margin: 0px;">Wensen:</span></u></b></div>
<br />
<ul style="margin-top: 0cm;" type="disc">
<li style="color: black; font-family: "Arial",sans-serif; font-size: 12pt; font-style: normal; font-weight: normal; line-height: normal; margin: 0px;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Hulpmiddel
kunnen bevestigen aan arm/hand </span></li>
<li style="color: black; font-family: "Arial",sans-serif; font-size: 12pt; font-style: normal; font-weight: normal; line-height: normal; margin: 0px;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Verschillende
opzetstukken (snooker, carambole) </span></li>
<li style="color: black; font-family: "Arial",sans-serif; font-size: 12pt; font-style: normal; font-weight: normal; line-height: normal; margin: 0px;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Een
manier om de keu in te krijten met 1 hand </span></li>
<li style="color: black; font-family: "Arial",sans-serif; font-size: 12pt; font-style: normal; font-weight: normal; line-height: normal; margin: 0px;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Een
opbergvorm voor het hulpmiddel en toebehoren</span><span style="font-family: "times new roman" , serif; font-size: 12pt; line-height: 107%; margin: 0px;"> </span></li>
</ul>
<div style="line-height: normal; margin: 0px;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 18pt; margin: 0px;">4. Benchmarking</span></u></b></div>
<br />
<div style="line-height: normal; margin: 0px; vertical-align: baseline;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Online niet echt hulpmiddelen te
vinden. Enkel een klein onderdeel dat bruikbaar kan
zijn voor het hulpmiddel bij snooker.
Een gekruisde kneusteun (7 euro). Op de tweede foto zie je
een extended spider, om de keu in te leggen en zo aan de bollen te
raken die verder liggen dan handbereik, hierbij
zit er ook een gekruiste keusteun. Dit is dan ook voor het
spel snooker.</span></div>
<div style="line-height: normal; margin: 0px; vertical-align: baseline;">
<span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"><br /></span></div>
<div style="line-height: normal; margin: 0px; vertical-align: baseline;">
<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" class="WACImage SCXW25550535" 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" 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<br />
<br />
<div style="line-height: normal; margin: 0px;">
<b><u><span style="font-family: "arial" , sans-serif; font-size: 13.5pt; margin: 0px;">Hieronder een beschrijving van
alle materialen die men gebruikt bij het biljarten. </span></u></b></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 48px; text-indent: -17.85pt;">
<span style="font-family: "symbol"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">De
middellijn van de ballen is ongeveer 61,5 mm, het gewicht ligt tussen 205 en
220 </span><a href="https://nl.wikipedia.org/wiki/Gram_(eenheid)"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px; text-decoration: none;">gram</span></a><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"> en de ballen mogen onderling niet meer
dan 1 gram in gewicht verschillen. </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 48px; text-indent: -17.85pt;">
<span style="font-family: "symbol"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">De
biljarttafel is </span><a href="https://nl.wikipedia.org/wiki/Rechthoek"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px; text-decoration: none;">rechthoekig</span></a><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"> en het speelvlak is tweemaal
zo lang als breed. </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 96px; text-indent: -17.85pt;">
<span style="font-family: "courier new"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">o<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Het
'match-biljart' ('grote tafel' of 'wedstrijdbiljart') meet 2,845 bij 1,4225
meter. </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 96px; text-indent: -17.85pt;">
<span style="font-family: "courier new"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">o<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Er
bestaan ook kleinere versies: een met een formaat van 2,30 bij 1,15 meter (ook
wel 'kleine tafel' genoemd) </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 96px; text-indent: -17.85pt;">
<span style="font-family: "courier new"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">o<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">een tussenformaat
van 2,55 bij 1,275 meter (ook wel 'halve match' genoemd) </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 96px; text-indent: -17.85pt;">
<span style="font-family: "courier new"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">o<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Biljarttafel
maat voor het libre biljart: 2,10 X 1,15 of 2,84 X 1,42. </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 48px; text-indent: -17.85pt;">
<span style="font-family: "symbol"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Een </span><a href="https://nl.wikipedia.org/wiki/Keu_(biljart)"><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px; text-decoration: none;">keu</span></a><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;"> (stootstok)
meet gewoonlijk 140 cm en heeft aan het uiteinde een verstevigde stootdop, de
zogenaamde pomerans, meestal van leer gemaakt. </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 96px; text-indent: -17.85pt;">
<span style="font-family: "courier new"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">o<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">De lengte
van de keu is maximaal 150 cm. Het gewicht van de keu is niet
reglementair vastgelegd, evenmin als de doorsnee van de pomerans. </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 96px; text-indent: -17.85pt;">
<span style="font-family: "courier new"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">o<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Voor
driebanden verkiezen de spelers vaak een wat zwaardere keu en een iets bredere
pomerans, een typisch gewicht is 510 g met een pomeransdiameter van 12
mm. </span></div>
<br />
<div style="line-height: normal; margin: 0px 0px 0px 48px; text-indent: -17.85pt;">
<span style="font-family: "symbol"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Een
biljartkrijtje wordt gebruikt om de top van de keu mee in te wrijven
om een betere richting te geven aan de bal. De top van de keu is
dan niet meer glad maar mat. </span></div>
<div style="line-height: normal; margin: 0px 0px 0px 48px; text-indent: -17.85pt;">
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<span style="font-family: "symbol"; font-size: 10pt; margin: 0px;"><span style="margin: 0px;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt "Times New Roman"; margin: 0px;">
</span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12pt; margin: 0px;">Opbergzak
voor keu: Keuhoes economy met rits, zwart •
Kunstlederen keuhoes • Geschikt voor 1 tweedelige keu • Gevoerd met
velt </span></div>
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<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><span style="font-family: "calibri";"></span>Fien Pannekouckehttp://www.blogger.com/profile/09086333461725611380noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-28588652297454180372018-03-24T10:42:00.000-07:002018-03-24T10:42:14.777-07:00User test 2 - 22/03 - Prototype 9a, 9b, 10 en 11<div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; margin: 0px 0px 10.66px;">
<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Prototype number: 9a (op flexible basisplaat)</span></u></b></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">User test:</span></u></b><br />
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;"><br /></span></u></b>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Verder gebouwd op prototype:</span></u></b></div>
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<span style="font-family: "calibri";">7. klein plaatje</span></div>
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<span style="font-family: "calibri";">6. bolscharnier</span></div>
<div style="background-color: white; color: #222222; font-size: 13.2px; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; V geleider ipv O</span><br />
<span style="font-family: "calibri";"><br /></span>
<span style="font-family: "calibri";">new feature; fijner bolscharnier, hack van 'derdehand' onderdelen</span></div>
<div style="background-color: white; color: #222222; font-size: 13.2px; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; plastic plaat geleider met vilt op/in geleidergaten</span></div>
<div style="background-color: white; color: #222222; font-size: 13.2px; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; flexibel plaatje; 2 lagen 0.5mm pp sheet</span></div>
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<b><u><span style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Test: score 7/10</span></u></b></div>
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<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
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<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
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<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
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bol werkt goed</div>
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<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
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<span style="font-size: 16px;">rondel </span><span style="font-size: 16px;">+ schroef onderaan</span><span style="font-size: 16px;"> moet volledig verzinkt, mogelijk beschadiging van tafeltextiel</span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">niet stabiel genoeg</span><br />
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;"><br /></span>
<span style="font-size: 16px;">hoogste geleider niet hoog genoeg</span></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Prototype number: 9b (op harde basisplaat)</span></u></b></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">User test:</span></u></b></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Verder gebouwd op prototype:</span></u></b></div>
<div style="color: black; font-family: "Times New Roman"; font-size: medium;">
<br style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;" /></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">2. dunne stijve bodemplaat op handgrootte</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">6. bolscharnier</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; V geleider ipv O</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; plastic plaat geleider met vilt op/in geleidergaten</span><br />
<span style="font-family: "calibri";"><br /></span>
<span style="font-family: "calibri";">new feature; fijner bolscharnier, hack van 'derdehand' onderdelen</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; plexiglas bodemplaat</span></div>
<div style="color: black; font-family: "Times New Roman"; font-size: medium;">
<br style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;" /></div>
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<b><u><span style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Test: score 7/10</span></u></b></div>
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<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
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<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
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<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
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veel stabieler geheel</div>
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<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
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<span style="font-size: 16px;">keu geleidergat niet groot genoeg</span></div>
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V geleider niet ideaal, bij kanteling ongelijk aan 90° 'loopt de keu weg' tijdens stoten</div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Prototype number: 10</span></u></b></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-QqXFS7AIJWY/WrZ_MVueNRI/AAAAAAAAF6w/3FAgjC274gYEqTgEhepHXBUcsHyR3giCACEwYBhgL/s1600/IMG_20180322_102033.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://2.bp.blogspot.com/-QqXFS7AIJWY/WrZ_MVueNRI/AAAAAAAAF6w/3FAgjC274gYEqTgEhepHXBUcsHyR3giCACEwYBhgL/s320/IMG_20180322_102033.jpg" width="320" /></a></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">User test:</span></u></b></div>
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxClfE7HN6vxuFqQVFotUyeN-SHRDsQtbfDk-f4-MFQPD-efHYuIQ6cbz6XAdLfqKmsUSMuEw3YDLapSltu-w' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<span id="goog_1957745996"></span><span id="goog_1957745997"></span><br />
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<div style="margin: 0px 0px 10.66px;">
<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Verder gebouwd op prototype:</span></u></b></div>
<div style="color: black; font-family: "Times New Roman"; font-size: medium;">
<br style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;" /></div>
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<span style="font-family: "calibri";">2. dunne stijve bodemplaat op handgrootte</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">4. keu geleiderblok (multiplex 9mm/lasercut) met gaten op verschillende hoogtes</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">6. bolscharnier</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; V geleider bovenop</span><br />
<span style="font-family: "calibri";"><br /></span>
<span style="font-family: "calibri";">new feature; fijner bolscharnier, hack van 'derdehand' onderdelen</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; plexiglas bodemplaat 3mm</span></div>
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<br style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;" /></div>
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<b><u><span style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Test: score 8/10</span></u></b></div>
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<tr><td style="background-color: transparent; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75"><div style="line-height: normal; margin: 0px;">
<br /></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: none; border-image-width: initial; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: none; border-image-width: initial; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td></tr>
<tr><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: none; border-image-width: initial; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75"><div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
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<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
heel stabiel</div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
instelbaar maar goede voorspanning </div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
bol is mss toch niet nodig</div>
</td></tr>
<tr><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: none; border-image-width: initial; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75"><div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
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<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
keu geleidergaten te klein (14.5mm)</div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
stoothoogte hoge geleider te laag (82mm center)</div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;"><br /></span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
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</tbody></table>
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<div style="margin: 0px 0px 10.66px;">
<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Prototype number: 11</span></u></b></div>
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<span lang="NL-BE" style="margin: 0px;"></span><span lang="NL-BE" style="margin: 0px;"></span></div>
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<br style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;" />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-45JV6we7Dik/WrZ_DCsNrCI/AAAAAAAAF6w/hMOUbxp3yo0i9fscO0m9WSQmWRSbwaH5QCEwYBhgL/s1600/IMG_20180322_101642.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://3.bp.blogspot.com/-45JV6we7Dik/WrZ_DCsNrCI/AAAAAAAAF6w/hMOUbxp3yo0i9fscO0m9WSQmWRSbwaH5QCEwYBhgL/s320/IMG_20180322_101642.jpg" width="320" /></a></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-2YB9gvTC1sw/WrZ_DYYCvSI/AAAAAAAAF6o/OjNQraQxDSQTqZFJg3f6VYmgP-e2dqfowCEwYBhgL/s1600/IMG_20180322_101702.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://2.bp.blogspot.com/-2YB9gvTC1sw/WrZ_DYYCvSI/AAAAAAAAF6o/OjNQraQxDSQTqZFJg3f6VYmgP-e2dqfowCEwYBhgL/s320/IMG_20180322_101702.jpg" width="320" /></a></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">User test:</span></u></b><br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwKqaUaLK-0SVjDD1exfqsdWtZVsgRb5oFm9exNmbjc4x6gRbVE7aGZxXcVEIUH8xbUW6GLiC6yIskUBtjiCQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<b><u><span lang="NL-BE" style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Verder gebouwd op prototype:</span></u></b></div>
<div style="color: black; font-family: "Times New Roman"; font-size: medium;">
<br style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;" /></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">2. dunne stijve bodemplaat op handgrootte</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">4. keu geleiderblok met gaten op verschillende hoogtes, as scharnier</span><br />
<span style="font-family: "calibri";"><br /></span>
<span style="font-family: "calibri";">new feature; beter vormgegeven geleiderblok met meerdere gaten + open bovengeleider</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; instelbare spanning op asscharnier</span></div>
<div style="font-family: "Times New Roman"; margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">new feature; plexiglas bodemplaat 3mm</span></div>
<div style="color: black; font-family: "Times New Roman"; font-size: medium;">
<br style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;" /></div>
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<b><u><span style="font-size: 14pt; line-height: 19.9733px; margin: 0px;">Test: score 9/10</span></u></b></div>
<div style="color: black; font-family: "Times New Roman"; font-size: medium;">
<br /></div>
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<tr><td style="background-color: transparent; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75"><div style="line-height: normal; margin: 0px;">
<br /></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: none; border-image-width: initial; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: none; border-image-width: initial; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td></tr>
<tr><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: none; border-image-width: initial; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75"><div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
heel stabiel</div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
instelbaar maar goede voorspanning </div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
bolscharnier is mss toch niet nodig</div>
</td></tr>
<tr><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: none; border-image-width: initial; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75"><div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
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<br /></div>
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<br /></div>
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</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
keu geleidergaten te klein (14.5mm)</div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td><td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255"><div style="line-height: normal; margin: 0px;">
stoothoogte hoge geleider te laag (82mm center)</div>
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<span lang="NL-BE" style="font-size: 12pt; margin: 0px;"><br /></span></div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-16963297148068066172018-03-22T10:26:00.002-07:002018-05-17T03:03:50.125-07:00Observaties bezoek 2 volgens PEO model<b></b><b><span style="font-family: calibri;"></span></b><br />
<div style="margin: 0px 0px 10.66px;">
<u><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Prototype
9:</b></span></u><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b></b><br /></span>
<a href="https://3.bp.blogspot.com/-bdYZbi5E_uw/WrZ_RVhyDjI/AAAAAAAAF6U/n90fNEUwzNwNDEf4KDw365L-qJNKWeWCwCEwYBhgL/s1600/IMG_20180322_102117.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://3.bp.blogspot.com/-bdYZbi5E_uw/WrZ_RVhyDjI/AAAAAAAAF6U/n90fNEUwzNwNDEf4KDw365L-qJNKWeWCwCEwYBhgL/s320/IMG_20180322_102117.jpg" width="320" /></span></a><br />
<a href="https://3.bp.blogspot.com/-ThR8NE2rjsk/WrZ_Rn5F0tI/AAAAAAAAF6Y/fKp-T5wvBu8WOG-LDzch8ijdWRlt3CibACEwYBhgL/s1600/IMG_20180322_102133.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://3.bp.blogspot.com/-ThR8NE2rjsk/WrZ_Rn5F0tI/AAAAAAAAF6Y/fKp-T5wvBu8WOG-LDzch8ijdWRlt3CibACEwYBhgL/s320/IMG_20180322_102133.jpg" width="320" /></span></a><br />
<a href="https://1.bp.blogspot.com/-bL1NVZF_yvI/WrZ_WlzPA7I/AAAAAAAAF6c/LSyAB_k-U1s13N6wfd5JEhwb-2XNV_ffACEwYBhgL/s1600/IMG_20180322_144330.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://1.bp.blogspot.com/-bL1NVZF_yvI/WrZ_WlzPA7I/AAAAAAAAF6c/LSyAB_k-U1s13N6wfd5JEhwb-2XNV_ffACEwYBhgL/s320/IMG_20180322_144330.jpg" width="320" /></span></a></div>
<div>
<span style="color: #004000; font-family: "arial";"></span><br /></div>
<div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-size: 16px; font-style: normal; font-variant: normal; letter-spacing: normal; margin: 0px 0px 10.66px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 16px; line-height: 17.33px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><b>P. gaf voor
de ervaring van dit prototype een 7. Dit voornamelijk omdat het prototype te
onstabiel was en omdat de gaten niet voldoende ondersteunend waren voor de keu.</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo_7Uo9VUNAwhVT-n63288Joou3uMP5Xr021ZFaBsjwZoSHLJL9RgyRDTa9VTlEQa130shoZVIvSRi5NgfXoxq6wXMmLMJiQlFs8Mw_fiZYUajV3Y7Xsl653b22rzKqu6x9NfZyEoMFW0/s1600/7.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo_7Uo9VUNAwhVT-n63288Joou3uMP5Xr021ZFaBsjwZoSHLJL9RgyRDTa9VTlEQa130shoZVIvSRi5NgfXoxq6wXMmLMJiQlFs8Mw_fiZYUajV3Y7Xsl653b22rzKqu6x9NfZyEoMFW0/s320/7.png" width="320" /></a></div>
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<div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><b></b><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Persoon:</b> P.
was niet zo enthousiast, hij had zijn opmerkingen. Hij vind het te klein, te
broos en de hoeken waren voor hem te recht. Bij het plastic ondergrondje vond
P. dat de vijs onderaan niet mocht uitsteken. In het plexiglas zat de vijs wel
verzonken en dit vond hij beter. Hij vond het principe van de draaibol goed. P.
zou een dikkere ondergrond verkiezen die toch nog flexibel is bij de pols. De
stof rond het opzetstuk vond P. goed, dit vormde geen problemen.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Omgeving:</b> Marcel
vond het bolsysteem heel interessant omwille van de vele
richtingsmogelijkheden. Hij zou dit systeem verkiezen.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Handeling:</b>
Dit prototype hebben we met 2 ondergronden getest waarvan de eerste ondergrond
te flexibel was, hierdoor was het prototype te onstabiel. Daarna werd er getest
met een dikker plexiglas, de grootte van dit plexiglas was groter dus veel
stabieler en bood meer steun. De Hoogste stand was te laag om te mikken. De
gaten waren te klein waardoor hij niet optimaal kon stoten met de keu. Hij kwam
hierbij vaak vast te zitten.</span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br /></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<div style="margin: 0px 0px 10.66px;">
<u><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Prototype
10:</b></span></u><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b></b><br /></span>
<a href="https://3.bp.blogspot.com/-tiVBSedMdng/WrZ_DY1y4rI/AAAAAAAAF6s/uhE_bv5fXd4mMF6yBUJa6pIgRQt8WFaAQCEwYBhgL/s1600/IMG_20180322_102010.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://3.bp.blogspot.com/-tiVBSedMdng/WrZ_DY1y4rI/AAAAAAAAF6s/uhE_bv5fXd4mMF6yBUJa6pIgRQt8WFaAQCEwYBhgL/s320/IMG_20180322_102010.jpg" width="320" /></span></a><br />
<a href="https://2.bp.blogspot.com/-QqXFS7AIJWY/WrZ_MVueNRI/AAAAAAAAF6w/3FAgjC274gYEqTgEhepHXBUcsHyR3giCACEwYBhgL/s1600/IMG_20180322_102033.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://2.bp.blogspot.com/-QqXFS7AIJWY/WrZ_MVueNRI/AAAAAAAAF6w/3FAgjC274gYEqTgEhepHXBUcsHyR3giCACEwYBhgL/s320/IMG_20180322_102033.jpg" width="320" /></span></a><b></b></div>
<span style="background-color: transparent; color: black; display: inline; float: none; font-size: 16px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: 17.33px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">P. gaf voor
de ervaring van dit prototype een 8. Dit omdat de gaten nog te klein waren van
het opzetstuk maar het geheel wel al stabieler was.</span></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGA9yLKZT3w-cisMIq3loQVTq5yrLKMK-ZE3w2vt2-CNi0ai4UGJMvtpN5qMtrZsjSkWivBOkdpVzPMq8U2zKahUfX5TIwDt-yKibd6YfQgGg_ZOwZrGmdqnj6gBE_g6Gi00oVHJEu-EY/s1600/8.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGA9yLKZT3w-cisMIq3loQVTq5yrLKMK-ZE3w2vt2-CNi0ai4UGJMvtpN5qMtrZsjSkWivBOkdpVzPMq8U2zKahUfX5TIwDt-yKibd6YfQgGg_ZOwZrGmdqnj6gBE_g6Gi00oVHJEu-EY/s320/8.png" width="320" /></a></div>
<br />
<span style="background-color: transparent; color: black; display: inline; float: none; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 17.33px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><b></b><span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Persoon:</b> P.
was enthousiaster over dit prototype omwille van de stevigheid en was meer
tevreden over de ronde vorm van de gaten. Voor de grondplaat verkiest hij een
ovalen plaat boven de rechthoekige. P. vond het bolsysteem handig om
verschillende richtingen te geven, maar vond het kunnen kantelen niet
belangrijk maar overbodig.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><b></b><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Omgeving:</b>
Tijdens het uittesten van het prototype kwam een IPO student op het idee om
verschillende gaten op het grondstuk te maken om zo het opzetstuk op
verschillende plaatsen te kunnen bevestigen.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Handeling:</b>
De gaten van het opzetstuk waren te klein waardoor de keu vaak vast zat. Het
mikken met dit prototype verliep al beter. Dit prototype was stevig genoeg
waardoor P. voldoende kracht kon zetten. De hoge handenstand stond te laag. Het
tweede gat zat een beetje te laag en het onderste gat zat goed.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br /></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br /></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><b></b><br />
<div style="margin: 0px 0px 10.66px;">
<u><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Prototype
11:</b></span></u><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b></b><br /></span>
<a href="https://3.bp.blogspot.com/-45JV6we7Dik/WrZ_DCsNrCI/AAAAAAAAF6w/hMOUbxp3yo0i9fscO0m9WSQmWRSbwaH5QCEwYBhgL/s1600/IMG_20180322_101642.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://3.bp.blogspot.com/-45JV6we7Dik/WrZ_DCsNrCI/AAAAAAAAF6w/hMOUbxp3yo0i9fscO0m9WSQmWRSbwaH5QCEwYBhgL/s320/IMG_20180322_101642.jpg" width="320" /></span></a><br />
<a href="https://2.bp.blogspot.com/-2YB9gvTC1sw/WrZ_DYYCvSI/AAAAAAAAF6o/OjNQraQxDSQTqZFJg3f6VYmgP-e2dqfowCEwYBhgL/s1600/IMG_20180322_101702.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://2.bp.blogspot.com/-2YB9gvTC1sw/WrZ_DYYCvSI/AAAAAAAAF6o/OjNQraQxDSQTqZFJg3f6VYmgP-e2dqfowCEwYBhgL/s320/IMG_20180322_101702.jpg" width="320" /></span></a><b></b></div>
<span style="background-color: transparent; color: black; display: inline; float: none; font-size: 16px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: 17.33px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">P. gaf voor
de ervaring van dit prototype een 9. Dit punt gaf hij als er een aanpassing
werd gedaan, namelijk een flexibel stuk aan de pols. Hij gaf zoveel punten
omdat er geen kantelsysteem was en dit prototype dus het meest stabiel was. De
IPO-studenten werken dan ook verder op dit prototype.</span></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOIDqqgFedWuA0v-6n-287VQOKUL38J9sd1S_WvRX9ONuk6No-UOAenfykXNTQUjHx4b8qXV4BpX5Du-1mydTnnGp1ckANTqGG9Rmng86d1Ya6F048F14wCrlfp3WFG95b6V7lSW4uYk4/s1600/9.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOIDqqgFedWuA0v-6n-287VQOKUL38J9sd1S_WvRX9ONuk6No-UOAenfykXNTQUjHx4b8qXV4BpX5Du-1mydTnnGp1ckANTqGG9Rmng86d1Ya6F048F14wCrlfp3WFG95b6V7lSW4uYk4/s320/9.png" width="320" /></a></div>
<span style="background-color: transparent; color: black; display: inline; float: none; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 17.33px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><b></b><span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b><br /></b></span>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Persoon:</b> P.
was het meest enthousiast rond dit prototype. Hij vond het nieuwe systeem dat
niet kantelde het makkelijkst. Patrick vond het derde gat niet nodig, hij zou
het nooit gebruiken.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Omgeving:</b> /</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><b></b><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: 12pt; line-height: 107%; margin: 0px;"><b>Handeling:</b>
Dit prototype kon niet kantelen zoals het bolsysteem maar enkel draaien rond
zijn as. Het tweede gat zat te laag. De gaten waren ook te klein waardoor de
stok direct vast kwam te zitten. Het mikken lukte het best met dit prototype.
Het prototype was het stabielste van de 3 onder andere doordat het enkel rond
zijn as draait en niet kantelt. De hoogste handenstand stond weer een beetje te
laag. Het derde gat was te hoog en ook niet bruikbaar. </span></div>
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<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Fien Pannekouckehttp://www.blogger.com/profile/09086333461725611380noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-73577080136415208622018-03-12T05:17:00.000-07:002018-05-17T03:01:43.781-07:00Observaties bezoek 1 volgens PEO model<h2>
</h2>
<h1 style="margin: 16px 0px 0px;">
<span style="color: black; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><u>Prototype 1</u></span></h1>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8xZAIeWzzJkmwIzXBZ6wBZ1Ts9vB2azfGPM5OFOB9680Xl0lJ7OY4nq2KlCiC8sRipwoQUbbgyarUrIapl65LzAwNmGfZg-M2nI5I8xXTa2XVsuNeQ-AksC461gmDX46timgL1zuPwig/s1600/Prototype+1blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1472" data-original-width="1600" height="294" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8xZAIeWzzJkmwIzXBZ6wBZ1Ts9vB2azfGPM5OFOB9680Xl0lJ7OY4nq2KlCiC8sRipwoQUbbgyarUrIapl65LzAwNmGfZg-M2nI5I8xXTa2XVsuNeQ-AksC461gmDX46timgL1zuPwig/s320/Prototype+1blog.jpg" width="320" /></a></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">De ervaring van Patrick bij dit prototype</span><span style="background-color: transparent; color: black; font-family: "quot"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">geeft die een
6 op 10. Dit omdat het wel bruikbaar is, maar niet voor iedereen hanteerbaar. </span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVofIavVwpJ2Vdc1w3UprO0wMMPmey_TEZfdMoR0ojYo_lWKfTgshEZ_16ihFn1q3lSGnbVw-l3G4GBZLnGlfyDqw_VNyMvxXvCMw1ssb0mUSoh2HdZbfwzSF4YK6_ClOGme0CDYMhcsY/s1600/6.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br />
<div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVofIavVwpJ2Vdc1w3UprO0wMMPmey_TEZfdMoR0ojYo_lWKfTgshEZ_16ihFn1q3lSGnbVw-l3G4GBZLnGlfyDqw_VNyMvxXvCMw1ssb0mUSoh2HdZbfwzSF4YK6_ClOGme0CDYMhcsY/s1600/6.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVofIavVwpJ2Vdc1w3UprO0wMMPmey_TEZfdMoR0ojYo_lWKfTgshEZ_16ihFn1q3lSGnbVw-l3G4GBZLnGlfyDqw_VNyMvxXvCMw1ssb0mUSoh2HdZbfwzSF4YK6_ClOGme0CDYMhcsY/s320/6.png" width="320" /></a></div>
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<div style="margin: 0px 0px 10.66px;">
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<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Persoon: </b>Hij zou
het persoonlijk niet gebruiken, omwille van te weinig stevig, te grote afstand
met de ondergrond, en niet bruikbaar voor mensen met verkrampte vingers. Hij
vond het ‘mousse’ materiaal wel fijn aanvoelen, maar zou het persoonlijk niet
gebruiken vanwege de onstabiliteit. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Omgeving:</b> Wij als
studenten vonden het een leuk en aangenaam materiaal om vast te houden. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Handeling:</b> Het
biljarten met dit prototype verliep stroef. Hij kon niet precies zijn keu
richten op de bal, omdat het prototype te beweeglijk was en er een te grote
afstand was tussen de keu en de ondergrond. Dit prototype kan bruikbaar zijn bij
een hoge handenstand, maar niet bij een lage omwille van de hoogte van het prototype.
</span></div>
<br />
<br />
<div style="margin: 16px 0px 0px;">
<span style="color: black; font-family: "arial" , "helvetica" , sans-serif; font-size: medium;"><u><b>Prototype 2</b></u></span></div>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNaNA2OfY1LJJp4Lv1NxN_mHPFzWiNz2IEZKoVmArm_JGvmofgiUwSObz13FKqz4UAyxGuEhCayUS8WeY8fgbhFFm_5As1DcH4A_qVUurM9-KaGp3HxpymYV_u6o2vT6Rd8dztoaM3dXY/s1600/Prototype+2blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1150" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNaNA2OfY1LJJp4Lv1NxN_mHPFzWiNz2IEZKoVmArm_JGvmofgiUwSObz13FKqz4UAyxGuEhCayUS8WeY8fgbhFFm_5As1DcH4A_qVUurM9-KaGp3HxpymYV_u6o2vT6Rd8dztoaM3dXY/s200/Prototype+2blog.jpg" width="143" /></a></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
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<span style="font-family: "calibri";"></span><br />
<div style="background-color: transparent; color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<span style="font-family: "calibri";"><br /></span></div>
<span style="font-family: "calibri";">
</span>
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<div style="background-color: transparent; color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10.66px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri";">De ervaring van Patrick bij dit prototype<span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"> </span>geeft die een
7.5 op 10. Omdat dit prototype in de buurt kwam van zijn eigen ontwerp.</span></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwG1N1vqExBaE3Og3cOOiS2o2mAZNukOEzTOgE4S7xi07yE9do5PaYQJmVS7kVrNbM8QbeleObWWvc7nAC2xWgo3L_BE1HVP23ztEeTCQjddNVNMpj50g09bXdpVjI8jL3ksYqc99n388/s1600/7.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwG1N1vqExBaE3Og3cOOiS2o2mAZNukOEzTOgE4S7xi07yE9do5PaYQJmVS7kVrNbM8QbeleObWWvc7nAC2xWgo3L_BE1HVP23ztEeTCQjddNVNMpj50g09bXdpVjI8jL3ksYqc99n388/s320/7.png" width="320" /></a></div>
<br /></div>
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"><br /></span></b></span></div>
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"></span></b></span></div>
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"></span></b></span></div>
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</span></b></span><div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">
</span><span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Persoon:</b> De
ringetjes waren voor Patrick te beweeglijk om te stoten. Het vlak was te groot,
het ligt in de weg en te lomp om op te nemen. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Omgeving:</b> De
ringetjes waren tijdens het testen te beweeglijk, deze hebben de ipo-studenten dan beter bevestigd om het prototype optimaal te kunnen testen. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Handeling:</b> Het
prototype was de hoog waardoor niet bruikbaar als vervanging voor alle
verschillende handenstanden. De ringetjes om de keu te fixeren waren te klein
waardoor het prototype niet optimaal getest kon worden. Het vlak van het
prototype was te groot waardoor het spel belemmerde op het spelvlak. </span></div>
<br />
<br />
<h1 style="margin: 16px 0px 0px;">
<span style="color: black; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><u>Prototype 3:</u></span></h1>
<h1 style="margin: 16px 0px 0px;">
<span style="color: #2f5496; font-family: "calibri light"; font-size: large;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwluBUm2VDnYKY4CRCZOY5-wZlZC1bvjY5zEc8WeomuRf5ksUVkcdThV7R9v6GkUDBqzKyTOYxhErEabouxXL3H-9FPvjeCIkxAc2tOocLVkFyD18Fzw7C_5qbF9ooZMzjefN4YUHOrBE/s1600/Prototype+3blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1090" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwluBUm2VDnYKY4CRCZOY5-wZlZC1bvjY5zEc8WeomuRf5ksUVkcdThV7R9v6GkUDBqzKyTOYxhErEabouxXL3H-9FPvjeCIkxAc2tOocLVkFyD18Fzw7C_5qbF9ooZMzjefN4YUHOrBE/s320/Prototype+3blog.jpg" width="218" /></a></span></h1>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">De ervaring van Patrick bij dit prototype</span><span style="background-color: transparent; color: black; font-family: "quot"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">geeft die een
7 op 10. Het nadeel bij dit prototype vind hij dat het niet bruikbaar is voor
alle soorten biljart. </span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLSUjvtWzhjPOHBK2qLE-Msm5zP8ST2TkwpTlvUgV3DnTix-FqRpVhcdk8iHsoYY1HaDYjG7SBhMab6F5kEW-htkp_oXmcFrpPpOjJTApO5vh8iM3B6M4X_HKFaZNtwr5RRuHq-_onlTA/s1600/7.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLSUjvtWzhjPOHBK2qLE-Msm5zP8ST2TkwpTlvUgV3DnTix-FqRpVhcdk8iHsoYY1HaDYjG7SBhMab6F5kEW-htkp_oXmcFrpPpOjJTApO5vh8iM3B6M4X_HKFaZNtwr5RRuHq-_onlTA/s320/7.png" width="320" /></a></div>
<b><span style="font-family: calibri;"><br /></span></b>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Persoon:</b> Patrick
vond bij dit prototype het te omslachtig om de hoogte steeds zelf te moeten
instellen. Hij vind het belangrijk dat de hoogte/ standaard van het hulpmiddel
zeker stabiel is. En dat er een mogelijkheid is om verschillende hoogtes te
kunne gebruiken om de keu te fixeren.<span style="margin: 0px;">
</span>Het systeem bij dit prototype om het over de hand te schuiven vond Patrick ok. Maar niet ideaal voor personen met ernstige artrose. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Omgeving:</b> Bij dit
prototype is er duidelijk uitgelegd geweest met welke gedachte het gemaakt is,
en welke reden elk onderdeel heeft. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Handeling: </b>Het
biljarten met dit prototype verliep redelijk goed. Enkel de hoogte was te hoog,
waardoor het te moeilijk was om te gebruiken voor de verschillende
handenstanden. Ook was dit prototype te onstabiel waardoor die niet gericht
genoeg kon stoten. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<h1 style="margin: 16px 0px 0px;">
<span style="color: black; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><u>Prototype 4: </u></span></h1>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgof2WTbPWb7dNEeG29lc39RNEGj9m2B3bE6mb8BMXA9zAvWww_8CSFjyuWFvufsktKzaAyUyIjit8PsZV0S3sPyHf8WHzY3OR0u5OAtEKHnQypztD46uDn2u32tgkdhilA6BQ8sId_Vok/s1600/Prototype+4blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1420" data-original-width="1600" height="284" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgof2WTbPWb7dNEeG29lc39RNEGj9m2B3bE6mb8BMXA9zAvWww_8CSFjyuWFvufsktKzaAyUyIjit8PsZV0S3sPyHf8WHzY3OR0u5OAtEKHnQypztD46uDn2u32tgkdhilA6BQ8sId_Vok/s320/Prototype+4blog.jpg" width="320" /></a><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<div style="margin: 0px 0px 10.66px;">
<span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">De ervaring van Patrick bij dit prototype</span><span style="background-color: transparent; color: black; font-family: "quot"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">geeft die een 8
op 10. Omdat het weer meer aansluit bij zijn eigen ontwerp. </span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikGFgpOdObq2DhrJ34LCciLUKlrJCrjJift8zqrBaBLR8_2jyc7_X7aKIfHVjLkkGK2QNtX9mcbgqM_oAZlhPLGKiIbp4fgDHa_OsyWnPvXQcoxg5HAd7O-Ffa5vNzh2YmD5F_X0Q9cGk/s1600/8.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikGFgpOdObq2DhrJ34LCciLUKlrJCrjJift8zqrBaBLR8_2jyc7_X7aKIfHVjLkkGK2QNtX9mcbgqM_oAZlhPLGKiIbp4fgDHa_OsyWnPvXQcoxg5HAd7O-Ffa5vNzh2YmD5F_X0Q9cGk/s320/8.png" width="320" /></a></div>
<span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span><span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Persoon:</b> Het
prototype is moeilijk te kantelen en moeilijk vastte houden voor Patrick. Maar
vond het principe van het prototype wel goed. Patrick vond dat de aanspanning
van het opzetstukje nog iets strakker mocht. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Omgeving:</b> Door de
ipo student is er specifiek gevraagd geweest naar de aanspanning van het
opzetstukje op de plank, hoe beweeglijk het was. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Handeling:</b> Dit
prototype is niet optimaal getest geweest omdat de gaten voor de keu te fixeren
te klein waren. De hoogte van de gaten was opnieuw te hoog, waardoor het niet
bruikbaar is als vervanging voor alle verschillende prototypes. </span><br />
<span style="font-family: "calibri";"><br /></span>
<b><span style="font-family: "calibri";"></span></b></div>
<br />
<h1 style="margin: 16px 0px 0px;">
<span style="color: black; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><u>Prototype 5</u></span></h1>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTmWArR9E1-aHhsi8AD0DWS68W7XG-W0pL-S9jBEaCiuOgJ_uSg7Zsun5Sdk77kcIX3No9zUUHFSwrPuu0hb6d9U3L4fyleDjWmPtgMt_9JeV4v8rtzUPPdl7dNtw7L78Ufcao7FS0844/s1600/Prototype+5ablog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1477" data-original-width="1600" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTmWArR9E1-aHhsi8AD0DWS68W7XG-W0pL-S9jBEaCiuOgJ_uSg7Zsun5Sdk77kcIX3No9zUUHFSwrPuu0hb6d9U3L4fyleDjWmPtgMt_9JeV4v8rtzUPPdl7dNtw7L78Ufcao7FS0844/s200/Prototype+5ablog.jpg" width="200" /></a></div>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiETVKl-YTA5EqdplWJV5b6bZuRsbK2nwYjtDPII9EOnWQfl3XLOSQyLQoc0rPla8c_Q1HhaHZyWb-bCg32EHrFZDAcJ3grQsEQrLy30UEx2PRayR2im5zNR74RI0YCYiiLOKujlBjQ4SY/s1600/Prototype+5b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiETVKl-YTA5EqdplWJV5b6bZuRsbK2nwYjtDPII9EOnWQfl3XLOSQyLQoc0rPla8c_Q1HhaHZyWb-bCg32EHrFZDAcJ3grQsEQrLy30UEx2PRayR2im5zNR74RI0YCYiiLOKujlBjQ4SY/s200/Prototype+5b.jpg" width="200" /></a></div>
<div style="margin: 16px 0px 0px;">
<b><br /></b></div>
<span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">De ervaring van Patrick bij dit prototype</span><span style="background-color: transparent; color: black; font-family: "quot"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">geeft die een 5
op 10. Hij vond het geen slecht idee, maar een ongemakkelijke houding moeten
aannemen om het prototype te kunnen gebruiken.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8GGtgWQPnIJjWAb9IB9ZgRjq2ihsOQ5ARYuWyHq2FFo10VD5hyQ-gTCd5gvpy13ce-JpRoTpekfkwMgpiSWYKC6u6C17UMLe5bbbFwcUBU9vpLjKGG9C2My2c1EA4HhWAIyDLvLAaroc/s1600/5.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8GGtgWQPnIJjWAb9IB9ZgRjq2ihsOQ5ARYuWyHq2FFo10VD5hyQ-gTCd5gvpy13ce-JpRoTpekfkwMgpiSWYKC6u6C17UMLe5bbbFwcUBU9vpLjKGG9C2My2c1EA4HhWAIyDLvLAaroc/s320/5.png" width="320" /></a></div>
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<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Persoon:</b> Hij vond
het idee achter dit prototype niet slecht. Hij merkte wel op dat je nog enkele
functies in je hand moet beschikken om dit prototype te kunnen vasthouden. Hij
vind het iets schaamtelijk om dit te gebruiken, hiermee had hij geen problemen. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Omgeving:</b> Vanuit
enkele studenten kwam de vraag of P. het niet schaamtelijk vind om zo een groot
en zichtbaar hulpmiddel te gebruiken. Hij vond dit niet het geval bij dit
prototype. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Handeling:</b> Dit
prototype is niet geschikt voor personen met ergere artrose. Dit omdat men
minder kracht heeft in de vingers om het hulpmiddel vastte houden rond de stok.
Bij het uittesten van dit prototype viel op dat P. in een onhandige houding
moest staan om dit hulpmiddel te kunnen gebruiken. Dit prototype is minder
bruikbaar bij mensen die veel zweten. </span></div>
<br />
<br />
<h1 style="margin: 16px 0px 0px;">
<span style="color: black; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><u>Prototype 6</u></span></h1>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDRX9UQZ9_Ik15Qiib4L2rpOd7UEnUBGhqJHgDTrPy7kMd6uGO2i_8LE9Gf32w8jextjs0sjmGghHvc2IfhRNMZxQ6-50ddd8-JXB406NljFoDz3QkG2DhcodCpQzY4snlooV-HS3uloY/s1600/Prototype+6a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDRX9UQZ9_Ik15Qiib4L2rpOd7UEnUBGhqJHgDTrPy7kMd6uGO2i_8LE9Gf32w8jextjs0sjmGghHvc2IfhRNMZxQ6-50ddd8-JXB406NljFoDz3QkG2DhcodCpQzY4snlooV-HS3uloY/s200/Prototype+6a.jpg" width="200" /></a></div>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVE9PHXA_B_lnI-eqmWgePrKgUVCPtq3C5XdyKMZ1ILm0-sIuoUJHQr2kSosGh2h060ukzEZ5hpjL1RuEllh20mwW2r_0qSVpHmd6igLs6oeD0m74ewECVRcr3ohjL7oapej0Aj5mYZUA/s1600/Prototype+6b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVE9PHXA_B_lnI-eqmWgePrKgUVCPtq3C5XdyKMZ1ILm0-sIuoUJHQr2kSosGh2h060ukzEZ5hpjL1RuEllh20mwW2r_0qSVpHmd6igLs6oeD0m74ewECVRcr3ohjL7oapej0Aj5mYZUA/s200/Prototype+6b.jpg" width="200" /></a></div>
<b></b><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span>
<span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">De ervaring van Patrick bij dit prototype</span><span style="background-color: transparent; color: black; font-family: "quot"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">geeft die een 8
op 10. Dit prototype kwam in de goede richting. Het sprak P. vooral aan door
de grote bewegingsmogelijkheden door gebruik te maken van een bol. </span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGA9yLKZT3w-cisMIq3loQVTq5yrLKMK-ZE3w2vt2-CNi0ai4UGJMvtpN5qMtrZsjSkWivBOkdpVzPMq8U2zKahUfX5TIwDt-yKibd6YfQgGg_ZOwZrGmdqnj6gBE_g6Gi00oVHJEu-EY/s1600/8.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGA9yLKZT3w-cisMIq3loQVTq5yrLKMK-ZE3w2vt2-CNi0ai4UGJMvtpN5qMtrZsjSkWivBOkdpVzPMq8U2zKahUfX5TIwDt-yKibd6YfQgGg_ZOwZrGmdqnj6gBE_g6Gi00oVHJEu-EY/s320/8.png" width="320" /></a></div>
<br />
<div>
<span style="background-color: transparent; color: black; display: inline; float: none; font-family: "calibri"; font-size: 16px; font-style: normal; font-variant: normal; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "times new roman";"></span></span><i></i><u></u><sub></sub><sup></sup><strike></strike><b></b><b><br /></b></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Persoon:</b> Het
principe zelf van het bolmechanisme vindt hij niet slecht, hij vind het goed dat
het naar alle kanten beweeglijk is en kan kantelen. Het was een goede spanning,
maar de hoogte zou waarschijnlijk een probleem zijn. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Omgeving:</b> Doordat
het niet mogelijk was om dit prototype te testen. Hebben de ipo studenten het
idee achter het prototype uitgelegd en dit samen met P. beoordeelt. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Handeling:</b> Dit
prototype was niet volledig af, waardoor het niet getest is kunnen zijn. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<h1 style="margin: 16px 0px 0px;">
<span style="color: black; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><u>Prototype 7 </u></span></h1>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNIubY-FkdIhtasn4UE4tO0BYIlC29aDnJaIqwxMAsqAjNrLHoI_OCztyq201r0RYdy3NRUXqL5JWDN-PGnad8IPw1c2iwXIrJbAXlcmqY4S_HGlNGMVkA7sZ3VJ6FfWzZZdNqynNnVYY/s1600/Prototype+7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNIubY-FkdIhtasn4UE4tO0BYIlC29aDnJaIqwxMAsqAjNrLHoI_OCztyq201r0RYdy3NRUXqL5JWDN-PGnad8IPw1c2iwXIrJbAXlcmqY4S_HGlNGMVkA7sZ3VJ6FfWzZZdNqynNnVYY/s320/Prototype+7.jpg" width="320" /></a><b></b></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"></span><br />
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<span style="font-family: "calibri";"><br /></span></div>
<span style="font-family: "calibri";">
</span>
<br />
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri";">De ervaring van Patrick bij dit prototype<span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"> </span>geeft die een 7
op 10. Hij heeft een goed gevoel bij dit prototype. Mits aanpassingen geeft die
het een 9 op 10. </span></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo_7Uo9VUNAwhVT-n63288Joou3uMP5Xr021ZFaBsjwZoSHLJL9RgyRDTa9VTlEQa130shoZVIvSRi5NgfXoxq6wXMmLMJiQlFs8Mw_fiZYUajV3Y7Xsl653b22rzKqu6x9NfZyEoMFW0/s1600/7.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo_7Uo9VUNAwhVT-n63288Joou3uMP5Xr021ZFaBsjwZoSHLJL9RgyRDTa9VTlEQa130shoZVIvSRi5NgfXoxq6wXMmLMJiQlFs8Mw_fiZYUajV3Y7Xsl653b22rzKqu6x9NfZyEoMFW0/s320/7.png" width="320" /></a></div>
<b><span style="font-family: calibri;"><br /></span></b></div>
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"><br /></span></b></span></div>
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"></span></b></span></div>
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"></span></b></span></div>
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<br /></div>
</span></b></span><div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";">
</span><span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Persoon: </b>P. was
enthousiast over dit prototype. Dit voornamelijk omdat het klein was en
makkelijk in gebruik. De handzetting met dit hulpmiddel vond hij een prima
manier. Alleen enkele dinge die nog aangepast zouden moete worden. Te veel
speling bij de opening om de keu te fixen, 1 opening te weinig waardoor te
weinig mogelijkheden in hoogtes en iets te weinig interessant/ bruikbaar naar
de toekomst toe. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Omgeving: </b>Marcel
(vriend die aanwezig was) vond dit prototype klein en handig in gebruik. </span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Handeling: </b>De
opening om de keu te fixeren was te laag, hierdoor was de richting geven voor
het stoten niet optimaal. </span></div>
<br />
<br />
<h1 style="margin: 16px 0px 0px;">
<span style="color: black; font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><u>Prototype 8</u></span></h1>
<div style="margin: 16px 0px 0px;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyUnT6wYReWJQuy49KCFzQsD3clvPQ-ksHEevhJGDewNmMMIM-jt86Xt0fHIvrodd_kjTzyu_0XjWMq0afgeoC3U6Lq5r0pvEB20joCT6EN1a35W06J4357l8KWDSUyNHu279BcshS-j4/s1600/Prototype+8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyUnT6wYReWJQuy49KCFzQsD3clvPQ-ksHEevhJGDewNmMMIM-jt86Xt0fHIvrodd_kjTzyu_0XjWMq0afgeoC3U6Lq5r0pvEB20joCT6EN1a35W06J4357l8KWDSUyNHu279BcshS-j4/s320/Prototype+8.jpg" width="320" /></a></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"></span><br />
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<span style="font-family: "calibri";"><br /></span></div>
<span style="font-family: "calibri";">
</span>
<br />
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 10.66px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri";">De ervaring van Patrick bij dit prototype<span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"> </span>geeft die een 3
op 10. Hij ervaart te weinig ondersteuning bij het gebruik van dit prototype. </span></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXY6g6Qkgh8UY8ZTGQ70T-RSFKvmD379fHYb3Es2ECMoOdN9HFeL80xhFeDs1a0c6WrefWsHaM9AMaHBATwmG62itdgUAbC9SXHgerV8Pwf77Ojk8KchCSeZywY_pttKNgxzhtCdJDFPk/s1600/3.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="588" data-original-width="970" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXY6g6Qkgh8UY8ZTGQ70T-RSFKvmD379fHYb3Es2ECMoOdN9HFeL80xhFeDs1a0c6WrefWsHaM9AMaHBATwmG62itdgUAbC9SXHgerV8Pwf77Ojk8KchCSeZywY_pttKNgxzhtCdJDFPk/s320/3.png" width="320" /></a></div>
<br /></div>
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "calibri";"><b><span style="font-family: "calibri";"><br /></span></b></span></div>
</div>
<span style="font-family: "calibri";">
</span><span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span><br />
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;"><br /></b></span>
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Persoon: </b>P. vond
het idee niet slecht, maar onvoldoende ondersteunend. Naar de toekomst toe is
niet prototype niet vervangend genoeg voor de handpositie, te weinig bruikbaar.
Hij vond het niet stabiel genoeg.<b style="mso-bidi-font-weight: normal;"> </b></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Omgeving: </b>Bij het
uittesten van het prototype merkte de omgeving zelf dat dit prototype te weinig
ondersteund was. </span><b style="mso-bidi-font-weight: normal;"></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span style="font-family: "calibri";"><b style="mso-bidi-font-weight: normal;">Handeling: </b>Dit
prototype vervangt onvoldoende de handpositie.<b style="mso-bidi-font-weight: normal;"> </b>Je moet je hand nog teveel in een bepaalde positie plaatsen om te
kunnen zichten. Dit prototype is minder bruikbaar voor de hulpvraag die we
kregen. </span></div>
<br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><span style="font-family: "calibri";"></span>Fien Pannekouckehttp://www.blogger.com/profile/09086333461725611380noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-62364863053707523292018-03-11T13:40:00.000-07:002018-03-11T13:40:02.097-07:00User test 1 - Prototype 8
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Prototype
number: 8</span></u></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyUnT6wYReWJQuy49KCFzQsD3clvPQ-ksHEevhJGDewNmMMIM-jt86Xt0fHIvrodd_kjTzyu_0XjWMq0afgeoC3U6Lq5r0pvEB20joCT6EN1a35W06J4357l8KWDSUyNHu279BcshS-j4/s1600/Prototype+8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyUnT6wYReWJQuy49KCFzQsD3clvPQ-ksHEevhJGDewNmMMIM-jt86Xt0fHIvrodd_kjTzyu_0XjWMq0afgeoC3U6Lq5r0pvEB20joCT6EN1a35W06J4357l8KWDSUyNHu279BcshS-j4/s320/Prototype+8.jpg" width="320" /></a></div>
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"></span></u></b><span lang="NL-BE" style="margin: 0px;"><br /></span></div>
<br />
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<span lang="NL-BE" style="margin: 0px;"></span><span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">User test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxSmbhYtBN2EUojwZDlO0hxZitCcphYfir5J-0e6qvhppVYuXvRsAKvFtE_F_JutKvf8XBw7cykMI4EuJqySg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Verder
gebouwd op prototype:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">nvt</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: medium; margin: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Vingers
moeten gestrekt worden</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Hand
teveel nodig</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Niet
stabiel</span></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Score op 10</span></u></b><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"><span style="margin: 0px;"> </span>3/10</span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-71592162170052836782018-03-11T13:37:00.003-07:002018-03-11T13:37:55.577-07:00User test 1 - Prototype 7
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Prototype
number: 7</span></u></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNIubY-FkdIhtasn4UE4tO0BYIlC29aDnJaIqwxMAsqAjNrLHoI_OCztyq201r0RYdy3NRUXqL5JWDN-PGnad8IPw1c2iwXIrJbAXlcmqY4S_HGlNGMVkA7sZ3VJ6FfWzZZdNqynNnVYY/s1600/Prototype+7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNIubY-FkdIhtasn4UE4tO0BYIlC29aDnJaIqwxMAsqAjNrLHoI_OCztyq201r0RYdy3NRUXqL5JWDN-PGnad8IPw1c2iwXIrJbAXlcmqY4S_HGlNGMVkA7sZ3VJ6FfWzZZdNqynNnVYY/s320/Prototype+7.jpg" width="320" /></a></div>
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"></span></u></b><span lang="NL-BE" style="margin: 0px;"><br /></span></div>
<br />
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<span lang="NL-BE" style="margin: 0px;"></span><span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">User test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyxSrJCgUHaTo3riwkQqWfGdCRHEw39nKl8_YwJJ_sQmtNw7HyfFRC0US7s4Qc4WqGPM_7apf_euk4XZ_bOWw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Verder
gebouwd op prototype:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">nvt</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: medium; margin: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Eenvoudig
</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Klein
maar handig</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Je
moet je vingers kunnen strekken</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Genoeg
mobiliteit is nodig</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Geen
connectie met de pols nodig</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Teveel
speling</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Positie
dicht bij de band werkt niet</span></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Score op 10</span></u></b><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"><span style="margin: 0px;"> </span>7/10 indien verstelbaar in hoogte 9/10</span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-81838299578759833642018-03-11T13:36:00.000-07:002018-03-11T13:36:19.660-07:00User test 1 - Prototype 6
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Prototype
number: 6</span></u></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDRX9UQZ9_Ik15Qiib4L2rpOd7UEnUBGhqJHgDTrPy7kMd6uGO2i_8LE9Gf32w8jextjs0sjmGghHvc2IfhRNMZxQ6-50ddd8-JXB406NljFoDz3QkG2DhcodCpQzY4snlooV-HS3uloY/s1600/Prototype+6a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDRX9UQZ9_Ik15Qiib4L2rpOd7UEnUBGhqJHgDTrPy7kMd6uGO2i_8LE9Gf32w8jextjs0sjmGghHvc2IfhRNMZxQ6-50ddd8-JXB406NljFoDz3QkG2DhcodCpQzY4snlooV-HS3uloY/s200/Prototype+6a.jpg" width="200" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVE9PHXA_B_lnI-eqmWgePrKgUVCPtq3C5XdyKMZ1ILm0-sIuoUJHQr2kSosGh2h060ukzEZ5hpjL1RuEllh20mwW2r_0qSVpHmd6igLs6oeD0m74ewECVRcr3ohjL7oapej0Aj5mYZUA/s1600/Prototype+6b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVE9PHXA_B_lnI-eqmWgePrKgUVCPtq3C5XdyKMZ1ILm0-sIuoUJHQr2kSosGh2h060ukzEZ5hpjL1RuEllh20mwW2r_0qSVpHmd6igLs6oeD0m74ewECVRcr3ohjL7oapej0Aj5mYZUA/s200/Prototype+6b.jpg" width="200" /></a></div>
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"></span></u></b><span lang="NL-BE" style="margin: 0px;"><br /></span></div>
<br />
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<span lang="NL-BE" style="margin: 0px;"></span><span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">User test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dz24BgFgQNwQV6fK3LXgxGT5T5g_j9V2fIRBciIF-ZTNsCJ90UxaVYCYchIEeRk7SOz85LK1L0DG3OzYrJE3g' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Verder
gebouwd op prototype:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">nvt</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: medium; margin: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Eens
in positie stabiel</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Veel
posities zijn mogelijk</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Positie
gaten (als je lager bij de tafel moet spelen)</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Stokpositie</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">Misschien
iets meer keu (hefboom)</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">Vinger-versmalling
benepen</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Score op 10</span></u></b><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"><span style="margin: 0px;"> </span>5/10</span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-16703524551563029062018-03-11T13:33:00.000-07:002018-03-11T13:33:41.583-07:00User test 1 - Prototype 5
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Prototype
number: 5</span></u></b><span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTmWArR9E1-aHhsi8AD0DWS68W7XG-W0pL-S9jBEaCiuOgJ_uSg7Zsun5Sdk77kcIX3No9zUUHFSwrPuu0hb6d9U3L4fyleDjWmPtgMt_9JeV4v8rtzUPPdl7dNtw7L78Ufcao7FS0844/s1600/Prototype+5ablog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1477" data-original-width="1600" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTmWArR9E1-aHhsi8AD0DWS68W7XG-W0pL-S9jBEaCiuOgJ_uSg7Zsun5Sdk77kcIX3No9zUUHFSwrPuu0hb6d9U3L4fyleDjWmPtgMt_9JeV4v8rtzUPPdl7dNtw7L78Ufcao7FS0844/s200/Prototype+5ablog.jpg" width="200" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiETVKl-YTA5EqdplWJV5b6bZuRsbK2nwYjtDPII9EOnWQfl3XLOSQyLQoc0rPla8c_Q1HhaHZyWb-bCg32EHrFZDAcJ3grQsEQrLy30UEx2PRayR2im5zNR74RI0YCYiiLOKujlBjQ4SY/s1600/Prototype+5b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiETVKl-YTA5EqdplWJV5b6bZuRsbK2nwYjtDPII9EOnWQfl3XLOSQyLQoc0rPla8c_Q1HhaHZyWb-bCg32EHrFZDAcJ3grQsEQrLy30UEx2PRayR2im5zNR74RI0YCYiiLOKujlBjQ4SY/s200/Prototype+5b.jpg" width="200" /></a></div>
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;"><span style="margin: 0px;"> </span></span></span><span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">User test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyXRfwcixy5d5qygyueZ7hCMJIyMh71oqWj6y3bpU2PUiPlu3TH_5mbXNzAfJgaY_KMEhDmSTHbBgEIprb-xg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Verder
gebouwd op prototype:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">nvt</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: medium; margin: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Stabiel
bij rechte stand</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Onstabiel
bij het kantelen</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">In
een later stadium kan je het niet meer gebruiken</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Je
arm zit lager dus is je rug gekromd</span></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">Misschien
iets meer keu (hefboom)</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">Vinger-versmalling
benepen</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Score op 10</span></u></b><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"><span style="margin: 0px;"> </span>5/10</span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-57790215426944324602018-03-11T13:29:00.000-07:002018-03-11T13:29:46.803-07:00User test 1 - Prototype 4
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Prototype
number: 4</span></u></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgof2WTbPWb7dNEeG29lc39RNEGj9m2B3bE6mb8BMXA9zAvWww_8CSFjyuWFvufsktKzaAyUyIjit8PsZV0S3sPyHf8WHzY3OR0u5OAtEKHnQypztD46uDn2u32tgkdhilA6BQ8sId_Vok/s1600/Prototype+4blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1420" data-original-width="1600" height="284" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgof2WTbPWb7dNEeG29lc39RNEGj9m2B3bE6mb8BMXA9zAvWww_8CSFjyuWFvufsktKzaAyUyIjit8PsZV0S3sPyHf8WHzY3OR0u5OAtEKHnQypztD46uDn2u32tgkdhilA6BQ8sId_Vok/s320/Prototype+4blog.jpg" width="320" /></a></div>
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"></span></u></b><span lang="NL-BE" style="margin: 0px;"><br /></span></div>
<br />
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<span lang="NL-BE" style="margin: 0px;"></span><span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">User test:</span></u></b></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyeeDjjdTDk3yCNZYkaEpbS4SEOTjzQMTpU1Ioua6bhwEghSgYDHlYJJ6UW4p-6I5UCCTA6HJ51QNasO9s5Ng' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Verder
gebouwd op prototype:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">nvt</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: medium; margin: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">De
spanning is redelijk</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">De
gaten zijn te klein voor de ceu</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">De
opening bovenin moet een V zijn</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">Misschien iets
meer keu (hefboom)</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">Vinger-versmalling
benepen</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Score op 10</span></u></b><span style="font-size: 14pt; line-height: 107%; margin: 0px;"><span style="margin: 0px;">
</span>8/10</span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-22638310666419087972018-03-11T13:26:00.000-07:002018-03-11T13:26:32.611-07:00User test 1 - prototype 3
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Prototype
number: 3</span></u></b><span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwluBUm2VDnYKY4CRCZOY5-wZlZC1bvjY5zEc8WeomuRf5ksUVkcdThV7R9v6GkUDBqzKyTOYxhErEabouxXL3H-9FPvjeCIkxAc2tOocLVkFyD18Fzw7C_5qbF9ooZMzjefN4YUHOrBE/s1600/Prototype+3blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1090" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwluBUm2VDnYKY4CRCZOY5-wZlZC1bvjY5zEc8WeomuRf5ksUVkcdThV7R9v6GkUDBqzKyTOYxhErEabouxXL3H-9FPvjeCIkxAc2tOocLVkFyD18Fzw7C_5qbF9ooZMzjefN4YUHOrBE/s320/Prototype+3blog.jpg" width="218" /></a></div>
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">User test:</span></u></b></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dy3gnBDJsTgNk1d7AckrAc86ALoNKwRWPrrUbxD0XhvCtalveVUjkquxPzhKrCSx2WTIrtEtr60Igt_TAf54w' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Verder
gebouwd op prototype:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">nvt</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: medium; margin: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Is
ok</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Handriem
is wel goed</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Indien
reuma slechter wordt zal dit niet meer handig zijn omdat je hand dan
dichtplooit</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Te
hoge stand, enkel voor hoge bal</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Hoogste
instelling </span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Teveel
‘gedoe’ om telkens opnieuw te moeten instellen</span></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Score op 10:<span style="margin: 0px;"> </span></span></u></b><span style="font-size: 14pt; line-height: 107%; margin: 0px;">7/10</span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-55517895140300249642018-03-11T13:19:00.002-07:002018-03-11T13:19:59.385-07:00User test 1 - prototype 2
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Prototype
number: 2</span></u></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNaNA2OfY1LJJp4Lv1NxN_mHPFzWiNz2IEZKoVmArm_JGvmofgiUwSObz13FKqz4UAyxGuEhCayUS8WeY8fgbhFFm_5As1DcH4A_qVUurM9-KaGp3HxpymYV_u6o2vT6Rd8dztoaM3dXY/s1600/Prototype+2blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1150" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNaNA2OfY1LJJp4Lv1NxN_mHPFzWiNz2IEZKoVmArm_JGvmofgiUwSObz13FKqz4UAyxGuEhCayUS8WeY8fgbhFFm_5As1DcH4A_qVUurM9-KaGp3HxpymYV_u6o2vT6Rd8dztoaM3dXY/s200/Prototype+2blog.jpg" width="143" /></a></div>
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;"></span></u></b><span lang="NL-BE" style="margin: 0px;"><br /></span></div>
<br />
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<span lang="NL-BE" style="margin: 0px;"></span><span lang="NL-BE" style="margin: 0px;"></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">User test:</span></u></b></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dz0EMQvIoLzVmjLkTwoTN4GB5_vsTOA2NApNqUpUrp2UKRGu9yZ7EpXHVqTMkysuDigDYn2ssdm_LwxdYKL' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;"> </span></span><span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;"> </span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Verder
gebouwd op prototype:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">nvt</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: medium; margin: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Het
idee is zoals voorgesteld</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Verschillende
gaten</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Niet
stevig genoeg</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Te
breed</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Te
hoog</span></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Score op 10:<span style="margin: 0px;"> </span></span></u></b><span style="font-size: 14pt; line-height: 107%; margin: 0px;">7.5/10</span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-43354538576272038332018-03-11T13:14:00.003-07:002018-03-11T13:14:43.115-07:00User test 1 - prototype 1<br />
<div style="margin: 0px 0px 10.66px;">
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Prototype
number: 1</span></u></b></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8xZAIeWzzJkmwIzXBZ6wBZ1Ts9vB2azfGPM5OFOB9680Xl0lJ7OY4nq2KlCiC8sRipwoQUbbgyarUrIapl65LzAwNmGfZg-M2nI5I8xXTa2XVsuNeQ-AksC461gmDX46timgL1zuPwig/s1600/Prototype+1blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1472" data-original-width="1600" height="294" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8xZAIeWzzJkmwIzXBZ6wBZ1Ts9vB2azfGPM5OFOB9680Xl0lJ7OY4nq2KlCiC8sRipwoQUbbgyarUrIapl65LzAwNmGfZg-M2nI5I8xXTa2XVsuNeQ-AksC461gmDX46timgL1zuPwig/s320/Prototype+1blog.jpg" width="320" /></a></div>
<div align="center" style="margin: 0px 0px 10.66px; text-align: center;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">User test:</span></u></b></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzfxW95gUsGIUNfzCZZ3RJSGSV5T5KLrpAbLLxCK2rIyR3xKuMMusXOKAFvQpVcWJYAnbNYvT8ag6YZoBKmiQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="margin: 0px 0px 10.66px;">
<span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;"> </span></span><span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;"> </span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="NL-BE" style="font-size: 14pt; line-height: 107%; margin: 0px;">Verder
gebouwd op prototype: </span></u></b><span lang="NL-BE" style="margin: 0px;"><span style="font-family: Calibri;">nvt</span></span></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Test:</span></u></b></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: medium; margin: 0px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1.33px solid rgb(0, 0, 0); margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Verwacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1.33px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Onverwacht</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Positief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Leuk en aangenaam zacht</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Handsteun is aangenaam</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-image: none; border-style: none solid solid; border-width: 0px 1.33px 1.33px; margin: 0px; padding: 0cm 5.4pt; width: 56.45pt;" valign="top" width="75">
<div style="line-height: normal; margin: 0px;">
<span style="font-size: 12pt; margin: 0px;">Negatief</span></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
<div style="line-height: normal; margin: 0px;">
<br /></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.4pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Niet
stevig genoeg</span></div>
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Stabiliteit
is niet goed</span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1.33px 1.33px 0px; margin: 0px; padding: 0cm 5.4pt; width: 191.35pt;" valign="top" width="255">
<div style="line-height: normal; margin: 0px;">
<span lang="NL-BE" style="font-size: 12pt; margin: 0px;">Niet
bij verdere evolutie van de ziekte</span></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<br />
<div style="margin: 0px 0px 10.66px;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 14pt; line-height: 107%; margin: 0px;">Score op 10:<span style="margin: 0px;"> </span></span></u></b><span style="font-size: 14pt; line-height: 107%; margin: 0px;">6/10</span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike></div>
Biljarthulp2018http://www.blogger.com/profile/17017483848411094443noreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-13224594426265767472018-03-04T11:11:00.000-08:002018-03-04T11:11:12.679-08:00Morphomatrix1<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-vF3IJn4ajHA/WpxEsYpLmPI/AAAAAAAAFsA/SOHNiBvwqUcdf-Nlml2LD6v0qTxDcosOwCLcBGAs/s1600/New%2BDoc%2B2018-03-04.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1135" data-original-width="1600" height="226" src="https://3.bp.blogspot.com/-vF3IJn4ajHA/WpxEsYpLmPI/AAAAAAAAFsA/SOHNiBvwqUcdf-Nlml2LD6v0qTxDcosOwCLcBGAs/s320/New%2BDoc%2B2018-03-04.jpg" width="320" /></a></div>
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-39999216210604503462018-03-04T07:18:00.000-08:002018-03-04T07:20:25.450-08:00PVE uitbreiding en vragen<br />
<br />
<div class="MsoNormal">
<span style="font-size: 16.0pt; line-height: 107%;">EISEN<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
</div>
<ul>
<li><div style="text-indent: -24px;">
·<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span><span style="text-indent: -18pt;">meeneembaar:</span>‘licht gewicht’ <b style="text-indent: -18pt;">max 1,5kg</b><span style="text-indent: -18pt;">?</span>past in gemiddelde schoudertas / rugzak</div>
</li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
</div>
<ul>
<li><span style="text-indent: -18pt;">bruikbaar verschillende personen</span><b style="text-indent: -18pt;">links/rechtshandig?</b><b style="text-indent: -18pt;">- verschillende maten van handen?</b></li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
</div>
<ul>
<li><span style="text-indent: -18pt;">beweegbaar onderling / fixeren van stootrichting
keu</span><b style="text-indent: -18pt;">bereik/hoek beweegbaarheid/instelbaarheid? </b><b style="text-indent: -18pt;">moet een vaste positie van hulpmiddel blokkeren of moet er gewoon bepaalde
(uit te testen of zelf instelbare) frictie zijn?</b><b style="text-indent: -18pt;">wat voor beweging/impulsen/druk kan zonder al te veel belasting voor de hand
worden uitgevoerd om de stootrichting te fixeren?</b></li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
</div>
<ul>
<li><span style="text-indent: -18pt;">vervangen positiehand</span><b style="text-indent: -18pt;">- enkelhandig spelen moet ook mogelijk zijn
door een vrijstaand hulpmiddel op de tafel of wordt de tool wel steeds vastgehouden met 1 hand?</b></li>
</ul>
<b style="mso-bidi-font-weight: normal;">
<!--[endif]--><o:p></o:p></b>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
</div>
<ul>
<li><b style="text-indent: -18pt;">hulpmiddel
moet gemakkelijk schuiven over tafel maar ook kunnen 'gripperen op tafel' om met ontspannen positie-arm te stoten vanuit een gefixeerde positie?</b></li>
</ul>
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;">
<br style="mso-special-character: line-break;" />
<!--[if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;" />
<!--[endif]--><o:p></o:p></b><br />
<div class="MsoNormal">
<span style="font-size: 16.0pt; line-height: 107%;">WENSEN<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
</div>
<ul>
<li><span style="text-indent: -18pt;">hulpmiddel bevestigen op hand of arm</span></li>
</ul>
<!--[endif]--><o:p></o:p><br />
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
</div>
<ul>
<li><span style="text-indent: -18pt;">verschillende opzetstukken voor snooker of
carambool</span></li>
</ul>
<!--[endif]--><o:p></o:p><br />
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
</div>
<ul>
<li><span style="text-indent: -18pt;">keu inkrijten voorzien op het hulpmiddel zodat
dit met 1 hand kan</span></li>
</ul>
<!--[endif]--><o:p></o:p><br />
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
</div>
<ul>
<li><span style="text-indent: -18pt;">opberging voor hulpmiddel</span></li>
</ul>
<!--[if !supportLists]--><o:p></o:p><br />
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-2864886744878732032018-03-01T12:58:00.000-08:002018-03-01T12:58:26.418-08:00Foto en filmmateriaal na eerste bezoek<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-7400596382771530625.post-14971921501639452652018-03-01T09:05:00.001-08:002018-03-01T09:05:06.888-08:00Benchmark<div class="separator" style="clear: both; text-align: center;">
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