tag:blogger.com,1999:blog-14848095561530207042024-02-20T10:34:30.903-08:00ΚΥΨΕΛΟΤΕΧΝΙΚΗkipselotexnikihttp://www.blogger.com/profile/09065543244415111796noreply@blogger.comBlogger5125tag:blogger.com,1999:blog-1484809556153020704.post-74366260846780322742009-06-01T10:21:00.000-07:002009-06-01T10:23:26.572-07:00kipselotexnikihttp://www.blogger.com/profile/09065543244415111796noreply@blogger.comtag:blogger.com,1999:blog-1484809556153020704.post-5641755519404956352009-03-12T03:25:00.000-07:002009-03-12T09:44:20.995-07:00Γονοφωλιά με ανοικτό πάτοΓονοφωλιά με ανοικτό πάτο και σήτα, όπως και οι <a href="http://kipselotexniki.blogspot.com/2009/01/blog-post.html">κινητοί πάτοι</a> που διαθέτουμε.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2ul1hS1b_GjH8Q4LrG3fCFjCRCCh0tR7M36jIRZK-Iz4cSOAHasi4JX0ecfMtaE3iAw_zuoiI4XoOl8tzG8pA7C9u9puKAkISKtALB-cyiR4pnOJ_JxwOHgqkaZRJWQhV8dcrn5-qyiVj/s1600-h/gnfl3.jpg"><img id="BLOGGER_PHOTO_ID_5312247189819382050" style="DISPLAY: block; MARGIN: 0px auto 10px; WIDTH: 215px; CURSOR: pointer; HEIGHT: 320px; TEXT-ALIGN: center" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2ul1hS1b_GjH8Q4LrG3fCFjCRCCh0tR7M36jIRZK-Iz4cSOAHasi4JX0ecfMtaE3iAw_zuoiI4XoOl8tzG8pA7C9u9puKAkISKtALB-cyiR4pnOJ_JxwOHgqkaZRJWQhV8dcrn5-qyiVj/s320/gnfl3.jpg" border="0" /></a><br /><br />Ένα συρταρωτό φύλο από κόντρα πλακέ θαλάσσης, κλείνει τον πάτο τόσο όσο επιθυμούμε, ενώ το υπόλοιπο μέρος του χρησιμεύει ως σανίδα πτήσης.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBLJfBPS10yOPkK3X8TiMulImTiX4HVrRjH1_TaF04Z1a8r0MtNAmUKzTIn83CDR2vWt3XdnPpDcmazmK1w7S26E6TrXyb1ld4tORlFeM54P0_MPBTBI2shbvwVKfXhyphenhyphenHyJvq1YIs5bn7H/s1600-h/gnfl5.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 205px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBLJfBPS10yOPkK3X8TiMulImTiX4HVrRjH1_TaF04Z1a8r0MtNAmUKzTIn83CDR2vWt3XdnPpDcmazmK1w7S26E6TrXyb1ld4tORlFeM54P0_MPBTBI2shbvwVKfXhyphenhyphenHyJvq1YIs5bn7H/s320/gnfl5.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5312342969279698450" /></a><br /><br />Ο ανοικτός πάτος με σήτα βοηθά στον αερισμό της γονοφωλιάς ώστε να μήν υπάρχει πρόβλημα υγρασίας που ευνοεί την ασκοσφαίρωση. Επιπλέον συνεργεί στον έλεγχο του βαρρόα.<br /><br />Εδώ βλέπουμε την γονοφωλιά με τον τροφοδότη της.<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0pFei05g7UjOFzUnUk64gWUzBg7w9DSQ6GKKVWSnEJVNz21IjWTmRLBNHOcy80kH-58v4REDJ0ummcuHLW_FGiI7DJVZMLr-hN1SBxcT0vHjSJ86BQN1NO-BzOVqRO2CfaEXKbbytNSP-/s1600-h/gnfl4k.jpg"><img id="BLOGGER_PHOTO_ID_5312247193408436674" style="DISPLAY: block; MARGIN: 0px auto 10px; WIDTH: 320px; CURSOR: pointer; HEIGHT: 216px; TEXT-ALIGN: center" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0pFei05g7UjOFzUnUk64gWUzBg7w9DSQ6GKKVWSnEJVNz21IjWTmRLBNHOcy80kH-58v4REDJ0ummcuHLW_FGiI7DJVZMLr-hN1SBxcT0vHjSJ86BQN1NO-BzOVqRO2CfaEXKbbytNSP-/s320/gnfl4k.jpg" border="0" /></a>kipselotexnikihttp://www.blogger.com/profile/09065543244415111796noreply@blogger.comtag:blogger.com,1999:blog-1484809556153020704.post-73243152209778353522009-01-02T07:18:00.001-08:002009-01-05T10:13:23.329-08:00Κινητοί Πάτοι με Σήτα<div style="text-align: justify;">Όλο και περισσότεροι μελισσοκόμοι προτιμούν να εργάζονται στο σύστημα του κινητού πάτου. Ο κινητός πάτος επιτρέπει να γίνονται εύκολα και γρήγορα οι συνενώσεις μελισσιών, γιατί δεν χρειάζεται η μεταφορά πλαισίων από την γονοφωλιά που πρόκειται να συνενωθεί, προς τον όροφο που θα τοποθετηθεί επάνω στο άλλο μελίσσι. Απλά ξεκουμπώνουμε τον κινητό πάτο και τοποθετούμε τον όροφο επάνω στην γονοφωλιά του άλλου μελισσιού.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.kipselotexniki.gr/images/patos5a.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 388px; height: 500px;" src="http://www.kipselotexniki.gr/images/patos5a.jpg" alt="" border="0" /></a><br /><br />Επιπλέον διαθέτουμε τον "κινητό πάτο με σήτα" που εσείς μας ζητήσατε.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.kipselotexniki.gr/images/patos3a.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 381px; height: 500px;" src="http://www.kipselotexniki.gr/images/patos3a.jpg" alt="" border="0" /></a><br /><br /><br /><br />Βοηθά στον καλύτερο αερισμό της κυψέλης με αποτέλεσμα να ελαττωθεί η υγρασία και οι ασθένειες που αυτή επιφέρει. Η μέλισσες μέσα σε μία κυψέλη που διαθέτει κινητό πάτο με σήτα, αισθάνονται όπως μέσα στα παλιά και γνωστά "κοφίνια" Διαθέτουν όμως δυο πλεονεκτήματα:<br />- Πρώτον, η σήτα εμποδίζει να μπουν στην κυψέλη άλλα ζώα και έντομα όπως ποντίκια, σφήκες, φίδια κλπ.<br />- Δεύτερον, εμποδίζει τις μέλισσες να βγουν από κάτω, και έτσι κατά την μεταφορά μπορούμε να έχουμε την είσοδο της κυψέλης εντελώς κλειστή δίχως να φοβόμαστε την θερμοπληξία των μελισσών από αύξηση της θερμοκρασίας, αφού αερίζεται ικανοποιητικά από κάτω. Μία κυψέλη που διαθέτει κινητό πάτο με σήτα, δεν χρειάζεται το καπάκι αερισμού μεταφοράς.<br /><br />Ακόμα, ο κινητός πάτος με σήτα που διαθέτουμε, είναι εξοπλισμένος με δύο συρταρωτά φύλα κοντραπλακέ θαλάσσης, τα οποία κλείνουν τον πάτο και μας επιτρέπουν να ελέγχουμε το άνοιγμα από 100% ως και 0%. Όταν δηλαδή οι θερμοκρασίες είναι πολύ χαμηλές, μπορούμε να κλείσουμε τον πάτο όσο θέλουμε, ακόμα και εντελώς.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.kipselotexniki.gr/images/patos4a.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 297px; height: 500px;" src="http://www.kipselotexniki.gr/images/patos4a.jpg" alt="" border="0" /></a><br /><br />Είναι πολύ πρακτικό να βάψουμε τα φύλα με διαφορετικό χρώμα σε κάθε πλευρά τους. Οι μέλισσες γνωρίζουν το χρώμα που έχει η σανίδα πτήσης της κυψέλης τους, έτσι εναλλάσσοντας τα φύλα ως σανίδες πτήσεις, να ελαττώσουμε το φαινόμενο της παραπλάνησης που ευθύνεται για την μετάδοση ασθενειών. Ή και το αντίθετο, δηλαδή να έχουμε το ίδιο χρώμα σανίδας πτήσης σε όσες κυψέλες θέλουμε, σε περιπτώσεις προχωρημένων χειρισμών όπως η μέθοδος της βεντάλιας, όπου η παραπλάνηση είναι βοηθός μας.<br /><br />Τα σχέδια των πάτων που παραθέτουμε μιλάνε από μόνα τους.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHC7__p-1eHtYAyFOvsjhGfFv_hwnb7TOeyo6AZVD67KE4Z4beBF42EAwZPHwhht7PXrV9eE8fnECXD1yU-UiUow3LGAGWneNpGbvZ0nDd1ghuv_M2ZrwwBRQARNQam30RLPHUo7npP76w/s1600-h/patosita3.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 206px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHC7__p-1eHtYAyFOvsjhGfFv_hwnb7TOeyo6AZVD67KE4Z4beBF42EAwZPHwhht7PXrV9eE8fnECXD1yU-UiUow3LGAGWneNpGbvZ0nDd1ghuv_M2ZrwwBRQARNQam30RLPHUo7npP76w/s320/patosita3.jpg" alt="" id="BLOGGER_PHOTO_ID_5286716789239422658" border="0" /></a><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0v2xcaEvTT1SRLlKUIZP87pBoYpUBIjvZQIEk-g-v5ybjjBWWgIdc2IBwVF5JOJ5no-nR4kMSJI7bH9EQwuCX2ynqhkDH2_q1I_SFvnw65OsCUvLXmQp8IcnktgnSCpyO0tP4PSnRGQ17/s1600-h/patosita2.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 290px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0v2xcaEvTT1SRLlKUIZP87pBoYpUBIjvZQIEk-g-v5ybjjBWWgIdc2IBwVF5JOJ5no-nR4kMSJI7bH9EQwuCX2ynqhkDH2_q1I_SFvnw65OsCUvLXmQp8IcnktgnSCpyO0tP4PSnRGQ17/s320/patosita2.jpg" alt="" id="BLOGGER_PHOTO_ID_5286716925307466914" border="0" /></a><br /><span style="font-size:85%;"><span style="font-style: italic;">Βάφουμε τις επάνω πλευρές με χρώματα που μπορεί να διακρίνει εύκολα η μέλισσα, πχ κίτρινο και πράσινο όπως βλέπουμε στο επάνω σχέδιο, ενώ τα κάτω με πχ. τυρκουάζ (πρασινο - μπλέ) και μώβ (ανοικτό ιώδες - μπλέ) έτσι ώστε εναλλάσσοντάς τα να έχουμε τέσσερα χρώματα σανίδας πτήσης στην διάθεσή μας. </span></span><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4xGG9bPIq6jzZ8LnsZUJPb3hsGxdaR9PnKvFtgmFlptTlMntBVoMAS1dj1h1YVGVwkUd0XQjtBirNBv_snmGP1G7NlVefJhoMjnq-qytHS_NiOab-ef5OPLbGc0TnYehzZ36dDlAYNbkf/s1600-h/patosita1.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 188px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4xGG9bPIq6jzZ8LnsZUJPb3hsGxdaR9PnKvFtgmFlptTlMntBVoMAS1dj1h1YVGVwkUd0XQjtBirNBv_snmGP1G7NlVefJhoMjnq-qytHS_NiOab-ef5OPLbGc0TnYehzZ36dDlAYNbkf/s320/patosita1.jpg" alt="" id="BLOGGER_PHOTO_ID_5286717045449411410" border="0" /></a></div>kipselotexnikihttp://www.blogger.com/profile/09065543244415111796noreply@blogger.comtag:blogger.com,1999:blog-1484809556153020704.post-47843342743148147822008-12-12T06:21:00.000-08:002008-12-16T09:50:20.875-08:00Συνδετήρας.<meta name="Originator" content="Microsoft Word 11"><link rel="File-List" href="file:///C:%5CDOCUME%7E1%5CPAKADO%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml"><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><style> <!-- /* Font Definitions */ @font-face {font-family:Verdana; panose-1:2 11 6 4 3 5 4 4 2 4; mso-font-charset:161; mso-generic-font-family:swiss; mso-font-pitch:variable; mso-font-signature:536871559 0 0 0 415 0;} /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman";} @page Section1 {size:595.3pt 841.9pt; margin:72.0pt 90.0pt 72.0pt 90.0pt; mso-header-margin:35.4pt; mso-footer-margin:35.4pt; mso-paper-source:0;} div.Section1 {page:Section1;} --> </style><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Κανονικός πίνακας"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <p class="MsoNormal"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz92x_fxm1QazF1dvAY0z9eigUqgmab3hRRXlBvekO99_0pk5if3QaA1m1Lj0qySygkBCZjee1VL8rF9y1C6_dKL72Zj6eJOvbqatF3Pfo1uKA1qizijEfI-dlKfprb97MXjjWAQhT6N1h/s1600-h/syndetira.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 93px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz92x_fxm1QazF1dvAY0z9eigUqgmab3hRRXlBvekO99_0pk5if3QaA1m1Lj0qySygkBCZjee1VL8rF9y1C6_dKL72Zj6eJOvbqatF3Pfo1uKA1qizijEfI-dlKfprb97MXjjWAQhT6N1h/s320/syndetira.jpg" alt="" id="BLOGGER_PHOTO_ID_5280445128991401378" border="0" /></a></p>Συνδετήρας κατασκευής μας από ανοξείδωτο μέταλλο.
<br /><link style="font-family: verdana;" rel="File-List" href="file:///C:%5CDOCUME%7E1%5CPAKADO%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml"><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><style> <!-- /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman";} @page Section1 {size:612.0pt 792.0pt; margin:72.0pt 90.0pt 72.0pt 90.0pt; mso-header-margin:36.0pt; mso-footer-margin:36.0pt; mso-paper-source:0;} div.Section1 {page:Section1;} --</style>
<br /><span style=";font-family:";font-size:100%;" >
<br /></span><meta equiv="Content-Type" content="text/html; charset=utf-8"><meta name="ProgId" content="Word.Document"><meta name="Generator" content="Microsoft Word 11"><meta name="Originator" content="Microsoft Word 11"><link style="font-family: verdana;" rel="File-List" href="file:///C:%5CDOCUME%7E1%5CPAKADO%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C01%5Cclip_filelist.xml"><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><style> <!-- /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-fareast-font-family:"Times New Roman";} @page Section1 {size:612.0pt 792.0pt; margin:72.0pt 90.0pt 72.0pt 90.0pt; mso-header-margin:36.0pt; mso-footer-margin:36.0pt; mso-paper-source:0;} div.Section1 {page:Section1;} --></style><span style="font-size:100%;">
<br /><a style="font-family: verdana;" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQoHtp90JcmITxpWmL25aH9LO3y7Mzx1kx-8TX3FcfxyApSq-ReVmdTB3Ct-2gJk-5LS6M5fwLf1hgLQRO86KL6cV3ZQAtNEo4s9k0pb2nej4ofQNcR2YadASYsP3PKSUxfnZkcunpaJZQ/s1600-h/sndtr1.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQoHtp90JcmITxpWmL25aH9LO3y7Mzx1kx-8TX3FcfxyApSq-ReVmdTB3Ct-2gJk-5LS6M5fwLf1hgLQRO86KL6cV3ZQAtNEo4s9k0pb2nej4ofQNcR2YadASYsP3PKSUxfnZkcunpaJZQ/s320/sndtr1.jpg" alt="" id="BLOGGER_PHOTO_ID_5278911783153499010" border="0" /></a>Είναι ο μεγαλύτερος της αγοράς. Συνδέει είτε τους ορόφους μεταξύ τους, είτε τον κινητό πάτο με τον όροφο.
<br /></span><span style=";font-family:Verdana;font-size:10;" ><o:p></o:p></span> <p class="MsoNormal"><span style=";font-family:Verdana;font-size:10;" ><o:p> </o:p></span></p> <span style="font-size:100%;">
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<br /><a style="font-family: verdana;" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmteqjTVrsJxiv2DDAhWDlcJnfUMlsHOmjYHO_TXULGuX0lRWj36x9ifmKCDUrKkVp0Tf96wQiRgKA4mDbwAxsgZfX4a1w4der3Tvprw7W0YvJXMq-ndSOIatAAd2qdd8FPZUtO1jzBsbe/s1600-h/sndtr3.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmteqjTVrsJxiv2DDAhWDlcJnfUMlsHOmjYHO_TXULGuX0lRWj36x9ifmKCDUrKkVp0Tf96wQiRgKA4mDbwAxsgZfX4a1w4der3Tvprw7W0YvJXMq-ndSOIatAAd2qdd8FPZUtO1jzBsbe/s320/sndtr3.jpg" alt="" id="BLOGGER_PHOTO_ID_5278911991455040098" border="0" /></a>Συνεργάζεται τέλεια με τους συνδετήρες τύπου Σωτηρόπουλου όπως βλέπετε στις παρακάτω φωτογραφίες.
<br />Εδώ βλέπετε τον συνδετήρα εφαρμοσμένο σε κυψέλη ενός πελάτη μας. Φαίνεται καθαρά πως ο συνδετήρας δεν ενοχλεί καθόλου την ξύλινη πόρτα της εισόδου, που τοποθετούμε τον χειμώνα ή κατά την μεταφορά
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<br /><a style="font-family: verdana;" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIorglnhXLqzlxU5j_yAftQfUtjkNc0QwXk9cHRq5DgW2bQfEkZjhBFOHONqMhvuCmcEuL3s3Zn8QPu9EfMVS22RqKdpOH1-ERboF5QKOmbwuXycAPblDQad4HimmECNCL6YdZqNqC1VTy/s1600-h/sndtr5.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIorglnhXLqzlxU5j_yAftQfUtjkNc0QwXk9cHRq5DgW2bQfEkZjhBFOHONqMhvuCmcEuL3s3Zn8QPu9EfMVS22RqKdpOH1-ERboF5QKOmbwuXycAPblDQad4HimmECNCL6YdZqNqC1VTy/s320/sndtr5.jpg" alt="" id="BLOGGER_PHOTO_ID_5278912186025467298" border="0" /></a></span>
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<br /><span style="font-size:100%;"><a style="font-family: verdana;" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOB7UwM8epUmDTnqj2WkhHIsr1vKvcVRlJWuRmwmBsm1Hm60xhm6CDbFqMTk-khjkSrnQathAY-Jf63YX3kfzx518tRCRPz6BwwvRjyqzqi_gxtayGsugSpFt28MMTk-AH01uj2msEG68k/s1600-h/sndtr4.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOB7UwM8epUmDTnqj2WkhHIsr1vKvcVRlJWuRmwmBsm1Hm60xhm6CDbFqMTk-khjkSrnQathAY-Jf63YX3kfzx518tRCRPz6BwwvRjyqzqi_gxtayGsugSpFt28MMTk-AH01uj2msEG68k/s320/sndtr4.jpg" alt="" id="BLOGGER_PHOTO_ID_5278912394313147074" border="0" /></a>
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<br /></span>kipselotexnikihttp://www.blogger.com/profile/09065543244415111796noreply@blogger.comtag:blogger.com,1999:blog-1484809556153020704.post-68379664111847680912008-11-21T09:32:00.002-08:002012-04-23T15:02:32.102-07:00Επικοινωνία<div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihnilstYOnfYSuUclauHQnSnrWsuvC8Il3a8yiNXOeiwIMrN6De4_WBSnIxULKxzG8Pk8gWH2lw-RGpDbsjnqYz9ePs03__OFHIzCVN89m2VKGTI-yAsPIaJztaaQssL4gRms1lSdmmiFC/s1600-h/epik.jpg"><img 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" alt="" /></a></div><br /><br /><br /><span style="font-family:arial;">Αποστέλλονται παραγγελίες σε όλη την Ελλάδα. </span>kipselotexnikihttp://www.blogger.com/profile/09065543244415111796noreply@blogger.com