tag:blogger.com,1999:blog-30385400085928259842012-02-13T08:40:30.071-08:00Dinanoreply@blogger.comBlogger2071100tag:blogger.com,1999:blog-3038540008592825984.post-47810698338976907882012-02-13T08:38:00.000-08:002012-02-13T08:40:30.083-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-IlizcluEAbU/Tzk8UyeieKI/AAAAAAAADL4/8Rk4PQVr-3g/s1600/ultimas_inscricoes_leiria.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" sda="true" src="http://4.bp.blogspot.com/-IlizcluEAbU/Tzk8UyeieKI/AAAAAAAADL4/8Rk4PQVr-3g/s640/ultimas_inscricoes_leiria.jpg" width="462" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4781069833897690788?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-69669561766745814472012-02-06T13:40:00.000-08:002012-02-13T08:36:09.384-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-VDHER9V9z3Q/TzBIikQGkII/AAAAAAAADLs/W9zpFt_LLFg/s1600/181959_199872873372627_100000497465109_771390_1321917_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" sda="true" src="http://1.bp.blogspot.com/-VDHER9V9z3Q/TzBIikQGkII/AAAAAAAADLs/W9zpFt_LLFg/s320/181959_199872873372627_100000497465109_771390_1321917_n.jpg" width="320" /></a></div><div style="text-align: center;"><span style="font-size: large;">É já no dia 18 de fevereiro ,em Leiria</span></div><div style="text-align: center;"><span style="font-size: large;">&nbsp;vagas limitadas</span>&nbsp; </div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6966956176674581447?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-27036444697032058442012-01-27T07:32:00.000-08:002012-01-27T07:32:59.674-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-BFHJcS6uOyc/TyLC9KuKgHI/AAAAAAAADLc/DFq_EteNelM/s1600/images1231q.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" gda="true" src="http://2.bp.blogspot.com/-BFHJcS6uOyc/TyLC9KuKgHI/AAAAAAAADLc/DFq_EteNelM/s1600/images1231q.jpg" /></a></div>NOME DO PRODUTO: Conjunto&nbsp;de&nbsp;&nbsp;tekes <br />DESCRIÇÃO: Conjunto 12&nbsp;tekes c embalagem de arrumação <br />PREÇO: 14,70€<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2703644469703205844?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-68776819065938465452012-01-25T12:39:00.000-08:002012-02-06T06:25:30.096-08:00<div style="text-align: center;"><strong><span style="font-family: Verdana, sans-serif;"><span style="font-size: large;">Já em Fevereiro</span> </span></strong></div><div style="text-align: center;"></div><div style="text-align: center;">dia&nbsp;11 em <span style="font-size: large;">Lisboa</span> limitado a<span style="color: red; font-size: large;"> esgotado</span>,&nbsp; a começar as 15hrs, <br />dia&nbsp;25 em <span style="font-size: large;">Lisboa</span> limitado a<span style="color: red; font-size: large;"> 7 vagas</span>,&nbsp; a começar as 15hrs,</div><div style="text-align: center;"><span style="color: #cc0000;">&nbsp;</span>e&nbsp;19 no <span style="font-size: large;">Cartaxo</span> limitado a<span style="color: red; font-size: large;">&nbsp;5</span> vagas&nbsp;, a começar as 15hrs</div><div style="text-align: center;">para inscrições e pagamentos na totalidade para a conta indicada na barra lateral esq. , </div><div style="text-align: center;">atravéz do mail <a href="mailto:pinheirodina@hotmail.com">pinheirodina@hotmail.com</a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><span style="font-size: large;">tudo incluido para a sua aprendizagem, </span></div><div style="text-align: center;">e ainda leva o seu bolo, para surpreender a familia&nbsp;&nbsp;lá em&nbsp;casa</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6877681906593846545?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-22953510889322474492012-01-23T10:25:00.000-08:002012-01-31T05:47:56.032-08:00<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-jtvUu5KH1Bw/Tx3duUlqGNI/AAAAAAAADLU/Vq6VPXkEmN4/s1600/untitled131231.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" nfa="true" src="http://4.bp.blogspot.com/-jtvUu5KH1Bw/Tx3duUlqGNI/AAAAAAAADLU/Vq6VPXkEmN4/s1600/untitled131231.bmp" /></a></div>Após chegarmos aos 1000 pessoas que gostam será sorteado 50€ em material Parabolos, para isso clique no botao da barra lateral esquerda para se incluir no sorteio<br /><br />ja só falta, menos de<span style="font-family: Verdana, sans-serif;">&nbsp;<span style="font-size: x-large;">75</span></span> pessoas</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2295351088932247449?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-83436420337713442782012-01-20T14:13:00.000-08:002012-01-20T14:13:09.504-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-JEMH7PaJmfM/TxnmbzSg04I/AAAAAAAADLE/q7b_8dalOMI/s1600/estecas-8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" nfa="true" src="http://4.bp.blogspot.com/-JEMH7PaJmfM/TxnmbzSg04I/AAAAAAAADLE/q7b_8dalOMI/s1600/estecas-8.jpg" /></a></div>NOME DO PRODUTO: Conjunto mini estecas<br />DESCRIÇÃO: Conjunto <br /><br />PREÇO: 3,90€<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8343642033771344278?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-21905158487172043612012-01-17T06:22:00.000-08:002012-01-17T06:22:51.257-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-RyW-ZzeotfM/TxWEHNAol3I/AAAAAAAADKM/TtwJ6UrLIEI/s1600/folheto_web.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" kba="true" src="http://1.bp.blogspot.com/-RyW-ZzeotfM/TxWEHNAol3I/AAAAAAAADKM/TtwJ6UrLIEI/s400/folheto_web.jpg" width="400" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2190515848717204361?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-40136860553269339182011-12-30T07:30:00.001-08:002011-12-30T07:34:00.403-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-N5U71SLTMUg/Tv3Y7RdKvtI/AAAAAAAADJY/ZhEynUgbJQE/s1600/trevo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://1.bp.blogspot.com/-N5U71SLTMUg/Tv3Y7RdKvtI/AAAAAAAADJY/ZhEynUgbJQE/s320/trevo.jpg" width="192" /></a></div>NOME DO PRODUTO: Cortador de Trevo - Parabolos<br />DESCRIÇÃO: Com Ejector, Conjunto de 3 Unidades<br />PREÇO: <span style="color: #990000; font-size: large;">7,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4013686055326933918?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-76194926450364518792011-12-30T07:28:00.000-08:002011-12-30T07:29:28.806-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-e88-6eYm2Yc/Tv3X4Wv2vZI/AAAAAAAADJM/XFPySyjnz9Q/s1600/estrelas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://2.bp.blogspot.com/-e88-6eYm2Yc/Tv3X4Wv2vZI/AAAAAAAADJM/XFPySyjnz9Q/s320/estrelas.jpg" width="247" /></a></div>NOME DO PRODUTO: Cortador estrelas - Parabolos<br />DESCRIÇÃO: Com Ejector, Conjunto de 3 Unidades<br />PREÇO: <span style="color: #990000; font-size: large;">6,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-7619492645036451879?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-39280985367865981272011-12-30T07:24:00.000-08:002011-12-30T07:24:58.873-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/--YWtgo-zJwc/Tv3WuWeCa4I/AAAAAAAADJA/A1PBFAjiaQ0/s1600/girasssol+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://3.bp.blogspot.com/--YWtgo-zJwc/Tv3WuWeCa4I/AAAAAAAADJA/A1PBFAjiaQ0/s320/girasssol+copy.jpg" width="214" /></a></div>NOME DO PRODUTO: Cortador de Gereberas/Girassóis - Parabolos<br />DESCRIÇÃO: Com Ejector, Conjunto de 3 Unidades<br />PREÇO:<span style="color: #990000; font-size: large;"> 9,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3928098536786598127?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-4517940910737579202011-12-30T07:14:00.000-08:002011-12-30T07:14:47.482-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-U06jF63gJd4/Tv3UwefoThI/AAAAAAAADI0/Lt-IFcUYzmc/s1600/pepitas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://4.bp.blogspot.com/-U06jF63gJd4/Tv3UwefoThI/AAAAAAAADI0/Lt-IFcUYzmc/s320/pepitas.jpg" width="240" /></a></div>NOME DO PRODUTO: Pepitas de chocolate<br />DESCRIÇÃO: Pepitas de chocolate Escamas<br />PREÇO: <span style="color: #990000; font-size: large;">3,70€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-451794091073757920?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-85495649565382459592011-12-30T07:08:00.000-08:002011-12-30T07:08:41.388-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-Q_r8MPLDRtU/Tv3TO4ESBgI/AAAAAAAADIo/-p43b2umANo/s1600/gelatina.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" rea="true" src="http://2.bp.blogspot.com/-Q_r8MPLDRtU/Tv3TO4ESBgI/AAAAAAAADIo/-p43b2umANo/s320/gelatina.jpg" width="320" /></a></div>NOME DO PRODUTO: Gelatina Neutra<br /><br />DESCRIÇÃO: Gelatina em Pó<br />PREÇO: <span style="color: #990000; font-size: large;">3,60€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8549564956538245959?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-18738928646069206752011-12-30T06:28:00.000-08:002011-12-30T06:28:43.291-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-X51vtIvkN1M/Tv3KLV2-ObI/AAAAAAAADIc/G8OgFaWZ_YM/s1600/gel_brilho.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="222" rea="true" src="http://1.bp.blogspot.com/-X51vtIvkN1M/Tv3KLV2-ObI/AAAAAAAADIc/G8OgFaWZ_YM/s320/gel_brilho.jpg" width="320" /></a></div>NOME DO PRODUTO: Gel Brilho<br /><br />DESCRIÇÃO: 150ml<br />PREÇO:<span style="color: #990000; font-size: large;"> 3,80€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1873892864606920675?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-56861546238559070482011-12-30T06:26:00.000-08:002011-12-30T06:26:21.441-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-SYmFfR9_FC8/Tv3JamIPoxI/AAAAAAAADIQ/TQEaxHGIm7A/s1600/frutose.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="207" rea="true" src="http://1.bp.blogspot.com/-SYmFfR9_FC8/Tv3JamIPoxI/AAAAAAAADIQ/TQEaxHGIm7A/s320/frutose.jpg" width="320" /></a></div>NOME DO PRODUTO: Frutose<br /><br />DESCRIÇÃO: 200g ( açucar de fruta )<br />PREÇO:<span style="color: #990000; font-size: large;">2,90 €</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-5686154623855907048?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-16455979720920225172011-12-30T06:23:00.000-08:002011-12-30T06:23:15.592-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-8yCKcg2L1cE/Tv3IvYHAt7I/AAAAAAAADIE/Tzh-WuCE-3M/s1600/creme_pasteleiro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="249" rea="true" src="http://4.bp.blogspot.com/-8yCKcg2L1cE/Tv3IvYHAt7I/AAAAAAAADIE/Tzh-WuCE-3M/s320/creme_pasteleiro.jpg" width="320" /></a></div>NOME DO PRODUTO: Creme Pasteleiro<br /><br />DESCRIÇÃO: 320g (semelhante ao das bolas de berlim)<br />PREÇO: <span style="color: #990000; font-size: large;">3,70€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1645597972092022517?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-38959927559855469182011-12-30T06:20:00.000-08:002011-12-30T06:20:27.476-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-SZiX8uxNJ6I/Tv3IEJguHVI/AAAAAAAADH4/HsuDO8gFUk8/s1600/cmc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="232" rea="true" src="http://1.bp.blogspot.com/-SZiX8uxNJ6I/Tv3IEJguHVI/AAAAAAAADH4/HsuDO8gFUk8/s320/cmc.jpg" width="320" /></a></div>NOME DO PRODUTO: CMC<br /><br />DESCRIÇÃO: carboximeticeluloso ( espessante alimentar )<br />PREÇO: <span style="color: #990000; font-size: large;">4,85€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3895992755985546918?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-24619829935431818442011-12-30T06:16:00.000-08:002011-12-30T06:17:32.177-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-034Yp-xlZlI/Tv3E-nz_DVI/AAAAAAAADHs/ZIBvRPMyGo8/s1600/acucar_vitreo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://3.bp.blogspot.com/-034Yp-xlZlI/Tv3E-nz_DVI/AAAAAAAADHs/ZIBvRPMyGo8/s320/acucar_vitreo.jpg" width="270" /></a></div>NOME DO PRODUTO: Açúcar Vitreo<br />DESCRIÇÃO: Açucar Vitreo<br />PREÇO: <span style="color: #990000; font-size: large;">6,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2461982993543181844?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-62618686034502438232011-12-30T05:46:00.000-08:002011-12-30T05:46:08.130-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-JP9w45ZSiWY/Tv3AJDTKc5I/AAAAAAAADHg/W_CLcbxxFt0/s1600/miosotis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://3.bp.blogspot.com/-JP9w45ZSiWY/Tv3AJDTKc5I/AAAAAAAADHg/W_CLcbxxFt0/s320/miosotis.jpg" width="214" /></a></div>NOME DO PRODUTO: Cortador de Miosotis - Parabolos<br /><br />DESCRIÇÃO: Com Ejector, Conjunto de&nbsp;4 Unidades<br />PREÇO: <span style="color: #990000; font-size: large;">11,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6261868603450243823?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-49428309223941700062011-12-30T05:27:00.000-08:002011-12-30T05:27:16.677-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-6sb8ZFC4PKM/Tv27wIKfodI/AAAAAAAADG8/zzZg6vDVM8A/s1600/girassol.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://1.bp.blogspot.com/-6sb8ZFC4PKM/Tv27wIKfodI/AAAAAAAADG8/zzZg6vDVM8A/s320/girassol.jpg" width="178" /></a></div>NOME DO PRODUTO: Cortador de Margaridas - Parabolos<br />DESCRIÇÃO: Com Ejector, Conjunto de&nbsp;4 Unidades<br />PREÇO: <span style="color: #990000; font-size: large;">9,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4942830922394170006?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-15440372967487521772011-12-30T05:23:00.000-08:002011-12-30T05:24:55.597-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-ZShEda4C-Vo/Tv266lNbhgI/AAAAAAAADGw/y0kd38NsuOk/s1600/folha_rosa+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://4.bp.blogspot.com/-ZShEda4C-Vo/Tv266lNbhgI/AAAAAAAADGw/y0kd38NsuOk/s320/folha_rosa+copy.jpg" width="214" /></a></div>NOME DO PRODUTO: Cortador Folhas de Rosa - Parabolos<br />DESCRIÇÃO: Com Ejector, Conjunto de 3 Unidades<br />PREÇO:<span style="font-size: large;"><span style="color: #990000;"> 7</span><span style="color: #990000;">,90€</span></span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1544037296748752177?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-15116758394486890632011-12-30T05:07:00.000-08:002011-12-30T05:24:08.604-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-NaiQ3SfHYBE/Tv23Ck8acJI/AAAAAAAADGk/8kgBEDvKYlQ/s1600/borboletas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://4.bp.blogspot.com/-NaiQ3SfHYBE/Tv23Ck8acJI/AAAAAAAADGk/8kgBEDvKYlQ/s320/borboletas.jpg" width="214" /></a></div>NOME DO PRODUTO: Cortador de Borboletas - Parabolos<br /><br />DESCRIÇÃO: Com Ejector, Conjunto de 3 Unidades<br />PREÇO: <span style="color: #990000; font-size: large;">9,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1511675839448689063?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-46229366350514720382011-12-30T05:03:00.000-08:002011-12-30T05:04:16.854-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-MtMhEMuDZVU/Tv22N6C8raI/AAAAAAAADGY/ahKOHQ7fqTg/s1600/hortensia+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://2.bp.blogspot.com/-MtMhEMuDZVU/Tv22N6C8raI/AAAAAAAADGY/ahKOHQ7fqTg/s320/hortensia+copy.jpg" width="214" /></a></div>NOME DO PRODUTO: Cortador de Hortências - Parabolos<br />DESCRIÇÃO: Com Ejector, Conjunto de&nbsp;4 Unidades<br />PREÇO: <span style="color: #990000; font-size: large;">9,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4622936635051472038?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-2829470151479451802011-12-30T05:00:00.000-08:002011-12-30T05:00:01.875-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-gNC4F6j75Lw/Tv21fyhsvfI/AAAAAAAADGM/PFSrkgiaLKA/s1600/pomba.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://4.bp.blogspot.com/-gNC4F6j75Lw/Tv21fyhsvfI/AAAAAAAADGM/PFSrkgiaLKA/s320/pomba.jpg" width="214" /></a></div>NOME DO PRODUTO: Cortador ejector Pombas - Parabolos<br /><br />DESCRIÇÃO: Com Ejector, Conjunto de 3 Unidades<br />PREÇO: <span style="color: #990000; font-size: large;">7,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-282947015147945180?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-23483109400177973832011-12-30T04:56:00.000-08:002011-12-30T05:00:57.291-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-lsrYf6NopRY/Tv20mszeKuI/AAAAAAAADGA/o3mF0uI7HP8/s1600/hera.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://2.bp.blogspot.com/-lsrYf6NopRY/Tv20mszeKuI/AAAAAAAADGA/o3mF0uI7HP8/s320/hera.jpg" width="214" /></a></div>NOME DO PRODUTO:Folha de hera- Parabolos<br />DESCRIÇÃO: Com Ejector, Conjunto de 3 Unidades<br />PREÇO: <span style="color: #990000; font-size: large;">7,90€</span><br />REFERÊNCIA:<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2348310940017797383?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-40588295010341907922011-12-28T06:03:00.000-08:002011-12-28T06:03:14.844-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-1EPvzX8mg_8/TvshaBifeQI/AAAAAAAADFo/_KikJWF4PmE/s1600/promocao_pack3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://1.bp.blogspot.com/-1EPvzX8mg_8/TvshaBifeQI/AAAAAAAADFo/_KikJWF4PmE/s320/promocao_pack3.jpg" width="240" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4058829501034190792?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-84164037198093083172011-12-20T05:26:00.000-08:002011-12-30T05:34:09.817-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-W-x7PyFdITs/TvnV6OqbuTI/AAAAAAAADFc/W8rwFtbyTkY/s1600/promocao_lisboa_leiria.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" rea="true" src="http://1.bp.blogspot.com/-W-x7PyFdITs/TvnV6OqbuTI/AAAAAAAADFc/W8rwFtbyTkY/s320/promocao_lisboa_leiria.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="color: black; font-size: large;">conjuntos desde</span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #990000; font-size: large;"><span style="color: black;">ex:</span>&nbsp;<span style="font-size: x-large;"><strong>3,20€</strong></span> minimo,&nbsp;</span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #990000; font-size: large;">&nbsp;<span style="color: black;">até</span> <span style="font-size: x-large;"><strong>9,40€</strong></span> maximo</span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: black;">Não acumulável com outras promoções, em vigor até dia 6/01/2012</span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: black; font-size: x-small;">Não e válido para ejectores da marca Parabolos</span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8416403719809308317?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-88246744104273964372011-12-15T05:24:00.000-08:002011-12-15T05:33:58.802-08:00<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-fyYN0KSw0Ik/Tun23AjlbsI/AAAAAAAADEo/owkp9iSvBgQ/s1600/An%25C3%25BAncio_voucher_final.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="255" oda="true" src="http://4.bp.blogspot.com/-fyYN0KSw0Ik/Tun23AjlbsI/AAAAAAAADEo/owkp9iSvBgQ/s400/An%25C3%25BAncio_voucher_final.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8824674410427396437?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-23840754447211959902011-12-10T01:21:00.000-08:002011-12-10T01:21:32.341-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-7rBAOuhtyiY/TuMkiUtIeOI/AAAAAAAADDw/N539zmKJW6U/s1600/images1111.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" mda="true" src="http://3.bp.blogspot.com/-7rBAOuhtyiY/TuMkiUtIeOI/AAAAAAAADDw/N539zmKJW6U/s1600/images1111.jpg" /></a></div><div style="text-align: center;"><span style="font-size: large;">Loja Paraboloslos em Leiria,</span></div><div style="text-align: center;"><span style="font-size: large;">&nbsp;no C.C.Maringá ,&nbsp; Loja 78-A , no 1º piso </span></div><div style="text-align: center;"><span style="font-size: large;">venha nos visitar</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2384075444721195990?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-47111872904377544312011-12-05T13:44:00.000-08:002011-12-05T13:44:44.640-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-rysf-bz5ees/Tt06zsku0DI/AAAAAAAADDo/SY-b1Fi-ig4/s1600/imagesCAT6XCJ7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" dda="true" src="http://4.bp.blogspot.com/-rysf-bz5ees/Tt06zsku0DI/AAAAAAAADDo/SY-b1Fi-ig4/s1600/imagesCAT6XCJ7.jpg" /></a></div><div style="text-align: center;">Inauguração da nova loja <span style="color: #660000;"><span style="font-size: large;">PARABOLOS</span> </span></div><div style="text-align: center;"><span style="font-size: large;"><span style="font-size: small;">em</span>&nbsp;<span style="color: #660000;">LEIRIA</span></span><span style="color: #660000;"> </span></div><div style="text-align: center;">dia 8/12/2011 pelas 14hrs</div><div style="text-align: center;">Desconto de 20% em todos os materiais, na&nbsp;loja de Leiria neste dia</div><div style="text-align: center;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4711187290437754431?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-67144320579504855812011-11-28T09:48:00.000-08:002011-11-28T09:50:14.312-08:00<div style="color: red; text-align: center;"><b><span style="font-size: x-large;">-20%</span></b></div><div style="text-align: center;"><span style="font-size: large;">de desconto em todos os artigos</span></div><div style="text-align: center;">Campanha válida apenas na <b>Loja de Lisboa</b>&nbsp; dia <span style="color: red;">29, e 30</span> /11/2011</div><div style="text-align: center;">não acumulável com outras promoções ou descontos</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6714432057950485581?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-60712272435255679682011-11-27T09:50:00.000-08:002011-12-26T05:45:22.440-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Jf6gIvYG9wQ/TtJ39zR3bmI/AAAAAAAADDY/4n-0B2LhNf0/s1600/fotos+orangeparty+061.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" hda="true" height="240" src="http://1.bp.blogspot.com/-Jf6gIvYG9wQ/TtJ39zR3bmI/AAAAAAAADDY/4n-0B2LhNf0/s320/fotos+orangeparty+061.jpg" width="320" /></a></div><div style="text-align: center;"><span style="font-size: large;">Alisador com <span style="color: #cc0000;">-50%</span> desconto </span></div><div style="text-align: center;"><span style="font-size: large;">ficando a 3,95€</span></div><div style="text-align: center;">Apenas no Entroncamento até dia 30/12/2011, não acumulável com outras promoções em vigor</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6071227243525567968?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-24340612565121708622011-11-26T02:07:00.000-08:002011-11-28T09:52:09.472-08:00<div style="text-align: center;"><br /><br /><img alt="" height="241" 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" width="320" /></div><div style="text-align: center;">Estaremos abertos no horário normal nos<br />&nbsp;<span style="font-size: large;">FERIADOS de 1 e 8 de DEZEMBRO</span><br /><br /><span style="font-size: large;">em Lisboa e Santarém</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2434061256512170862?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-62407212599826131102011-11-23T14:32:00.000-08:002011-11-23T14:34:12.330-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-cT63bL_wbME/Ts1zvAjw4NI/AAAAAAAADDQ/kmfIK0nUQiM/s1600/fotos+orangeparty+007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" hda="true" height="240" src="http://4.bp.blogspot.com/-cT63bL_wbME/Ts1zvAjw4NI/AAAAAAAADDQ/kmfIK0nUQiM/s320/fotos+orangeparty+007.jpg" width="320" /></a></div><div style="text-align: center;">Roling pins 23cm, &nbsp;da Parabolos com</div><div style="text-align: center;"><span style="color: red; font-size: x-large;">-50%</span> de desconto,</div><div style="text-align: center;">&nbsp;nao acumulável com outras promoções</div><div style="text-align: center;">promoção valida ate´ dia 30/11/2011<br />Apenas na Loja de Lisboa e Santarém</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6240721259982613110?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-86594064280154564862011-11-07T08:34:00.000-08:002011-11-15T03:13:33.843-08:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-AjAgqnRc9_o/TrgH0-YbTjI/AAAAAAAADCg/6IEtGgWajfY/s1600/imagesCAMBF547.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" ida="true" src="http://1.bp.blogspot.com/-AjAgqnRc9_o/TrgH0-YbTjI/AAAAAAAADCg/6IEtGgWajfY/s1600/imagesCAMBF547.jpg" /></a></div><div style="text-align: center;">Alisador Parabolos a</div><div style="text-align: center;"><span style="font-size: x-large;"><span style="font-family: Verdana,sans-serif;"><b><span style="color: #cc0000;">&nbsp;2,90€</span> </b></span></span></div><div style="text-align: center;">na compra de qualquer outro artigo</div><div style="text-align: center;">apenas na loja de Lisboa até dia 19/11/2011</div><div style="text-align: center;">não acumulável com outras promoções</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8659406428015456486?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-32925219607019602002011-10-23T02:32:00.000-07:002011-11-10T00:46:58.452-08:00<div style="text-align: center;"><span style="font-size: large;">Workshop Nivel 1 em Évora</span></div><div style="text-align: center;">dia<strong> <span style="font-size: large;"><span style="color: #cc0000;">04</span><span style="color: #cc0000;">/12/2011</span></span></strong> pelas 15hrs</div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-kxrOV6FAUIQ/TqPe6NSwkqI/AAAAAAAADBY/3iQCWH60fGY/s1600/imagesCA4II1HH.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" rda="true" src="http://2.bp.blogspot.com/-kxrOV6FAUIQ/TqPe6NSwkqI/AAAAAAAADBY/3iQCWH60fGY/s1600/imagesCA4II1HH.jpg" /></a></div><div style="text-align: center;">Formadores&nbsp; "Bolos da Dina"</div><div style="text-align: center;">Vagas limitadas</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3292521960701960200?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-1930334971228627142011-10-18T13:21:00.000-07:002011-10-18T13:21:06.926-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-VYObINRhWTo/Tp3fGcjY6LI/AAAAAAAADBQ/G5d8UdAMcK4/s1600/DSC05549.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" oda="true" src="http://4.bp.blogspot.com/-VYObINRhWTo/Tp3fGcjY6LI/AAAAAAAADBQ/G5d8UdAMcK4/s320/DSC05549.JPG" width="320" /></a></div>NOME DO PRODUTO: Rolinhos marcadores<br /><br />DESCRIÇÃO: Rolinhos marcadores&nbsp; varios motivos<br />PREÇO: 3,90€<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-193033497122862714?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-52810876526754171492011-10-18T13:15:00.000-07:002011-10-18T13:15:44.424-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-u2xto9hHQIk/Tp3eGT62u5I/AAAAAAAADBI/14M7HwqBK0c/s1600/DSC05576.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" oda="true" src="http://2.bp.blogspot.com/-u2xto9hHQIk/Tp3eGT62u5I/AAAAAAAADBI/14M7HwqBK0c/s320/DSC05576.JPG" width="320" /></a></div>NOME DO PRODUTO: conjunto de tekes<br /><br />DESCRIÇÃO: conjunto de 5 tekes <br />PREÇO: 9,80€<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-5281087652675417149?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-64725962347830888862011-10-18T13:12:00.000-07:002011-10-18T13:12:19.982-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-ZyoN4efDRBY/Tp3dKtcNsTI/AAAAAAAADBA/U8bo185EoZU/s1600/DSC05580.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" oda="true" src="http://4.bp.blogspot.com/-ZyoN4efDRBY/Tp3dKtcNsTI/AAAAAAAADBA/U8bo185EoZU/s320/DSC05580.JPG" width="320" /></a></div>espatulas para barrar <br />3,20<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6472596234783088886?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-64085930239154308362011-10-17T12:26:00.000-07:002011-10-17T12:26:55.627-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-EiYl1QQ25n8/TpyA9SYNYjI/AAAAAAAADA4/QM3FQm0p4KM/s1600/imagesCAPPVVBU.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" oda="true" src="http://2.bp.blogspot.com/-EiYl1QQ25n8/TpyA9SYNYjI/AAAAAAAADA4/QM3FQm0p4KM/s1600/imagesCAPPVVBU.jpg" /></a></div>NOME DO PRODUTO: Spray colorante<br /><br />DESCRIÇÃO: Sray prata, ouro , ou perolado<br />PREÇO: 12,90€<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6408593023915430836?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-49571382640631567712011-10-17T12:22:00.000-07:002011-10-17T12:22:43.760-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-cujk9zYdySE/Tpx_4vOn2BI/AAAAAAAADAw/8wZKibWUr0g/s1600/imagesCAL2XZA2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="color: #660000;"><img border="0" oda="true" src="http://4.bp.blogspot.com/-cujk9zYdySE/Tpx_4vOn2BI/AAAAAAAADAw/8wZKibWUr0g/s1600/imagesCAL2XZA2.jpg" /></span></a></div><span style="color: #cc0000;">NOME DO PRODUTO:</span> conjunto de tekes<br /><span style="color: #cc0000;">DESCRIÇÃO</span>: conjunto de 5 tekes wilton<br /><span style="color: #cc0000;">PREÇO:</span> 9,80€<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4957138264063156771?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-74563818261448886532011-10-17T12:17:00.000-07:002011-10-17T12:17:55.197-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-YFNM6HbhQbM/Tpx-Z33aEtI/AAAAAAAADAo/a93EYW2SwC0/s1600/a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" oda="true" src="http://2.bp.blogspot.com/-YFNM6HbhQbM/Tpx-Z33aEtI/AAAAAAAADAo/a93EYW2SwC0/s1600/a.jpg" /></a></div>NOME DO PRODUTO:<br /><br />DESCRIÇÃO: Base para apoio de sacos<br />PREÇO: 16,90€<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-7456381826144888653?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-36765495170735102652011-10-16T06:54:00.000-07:002011-10-16T06:54:23.126-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Wlss0lK7zLQ/TprhW_1doOI/AAAAAAAADAY/LwYbTyR_UwE/s1600/SAM_2032.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" oda="true" src="http://1.bp.blogspot.com/-Wlss0lK7zLQ/TprhW_1doOI/AAAAAAAADAY/LwYbTyR_UwE/s320/SAM_2032.JPG" width="320" /></a></div>NOME DO PRODUTO: CMC<br />DESCRIÇÃO:&nbsp;cmc ,espessante alimentar,&nbsp;em boião de boca larga para mais facilmente utilizar&nbsp;100g<br />PREÇO: 7,15€<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3676549517073510265?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-91586809615701737882011-10-16T06:28:00.000-07:002011-10-16T06:28:06.815-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-Gn8Kg2R9Mr8/Tpra6qlA2iI/AAAAAAAADAQ/tFDggriLoIY/s1600/SAM_2029.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" oda="true" src="http://4.bp.blogspot.com/-Gn8Kg2R9Mr8/Tpra6qlA2iI/AAAAAAAADAQ/tFDggriLoIY/s320/SAM_2029.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Recheio frutos silvestres</div><div style="text-align: left;"><b style="color: #b0033d;">DESCRIÇÃO: </b>Em gel com pedaços, 200g</div><div style="text-align: left;"><b style="color: #b0033d;"></b></div><div style="text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 3,20€</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-9158680961570173788?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-53016683224891203822011-10-13T01:25:00.000-07:002011-10-13T02:23:12.010-07:00<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Ys__mGif_Ic/Tpat3yRlEgI/AAAAAAAAC_4/PIAstuGIjsQ/s1600/qq.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" oda="true" src="http://1.bp.blogspot.com/-Ys__mGif_Ic/Tpat3yRlEgI/AAAAAAAAC_4/PIAstuGIjsQ/s1600/qq.bmp" /></a></div>Esta semana roling pin 23cm&nbsp; <span style="font-size: large;">-40%</span> ficando a 7,50€ , </div><div style="text-align: center;">não acumulável com outras promoções , valida ate 15/10/2011</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-5301668322489120382?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-63803411177893701012011-10-12T00:56:00.000-07:002011-10-12T00:56:36.246-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-haKD6jvIhvs/TpVIKmGH33I/AAAAAAAAC_o/Q-cbc3AtORc/s1600/181959_199872873372627_100000497465109_771390_1321917_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" oda="true" src="http://1.bp.blogspot.com/-haKD6jvIhvs/TpVIKmGH33I/AAAAAAAAC_o/Q-cbc3AtORc/s320/181959_199872873372627_100000497465109_771390_1321917_n.jpg" width="320" /></a></div><div style="text-align: center;"><span style="color: #cc0000;">ultima hora</span> , workshop bolos decorados nivel 1</div><div style="text-align: center;">&nbsp;para o dia 12/11,&nbsp;a <span style="color: #cc0000; font-size: large;"><strong>55€</strong></span></div><div style="text-align: center;">&nbsp;para inscrições reaizadas até dia 22/10 pagas na totalidade,</div><div style="text-align: center;">apenas 6&nbsp;vagas disponiveis&nbsp;</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6380341117789370101?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-62815262531562329832011-10-11T09:07:00.000-07:002011-10-11T09:07:59.179-07:00<div style="text-align: center;"><span style="font-family: Verdana, sans-serif;">Estamos a oferecer por sorteio , <span style="font-size: large;">50€</span> em material , a um dos nossos seguidores do facebook, para isso basta carregar na tecla&nbsp; "gosto"&nbsp; para ser seguidor, o sorteio realiza-se assim que se chegar aos 2000 seguidores</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6281526253156232983?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-7232995004073154212011-10-03T13:49:00.000-07:002011-10-03T13:49:42.178-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-YLNAx5urOKs/Tooemc7yVUI/AAAAAAAAC_k/YAdMnErCoHw/s1600/imagesCAAWEJYX.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" kca="true" src="http://2.bp.blogspot.com/-YLNAx5urOKs/Tooemc7yVUI/AAAAAAAAC_k/YAdMnErCoHw/s1600/imagesCAAWEJYX.jpg" /></a></div><div style="text-align: center;"><span style="font-family: Verdana, sans-serif; font-size: large;">Tapete graceful vignes esta semana a <span style="font-size: x-large;">20€</span> </span></div><div style="text-align: center;"><span style="font-family: Verdana; font-size: large;">até dia 08/10</span></div><div style="text-align: center;"><span style="font-family: Verdana;">não acumulável com outras promoções</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-723299500407315421?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-38063784932698824252011-09-27T03:07:00.000-07:002011-09-28T14:51:26.182-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-ojRWy-RFgYE/ToGgAZXMPeI/AAAAAAAAC_Q/SzTipBzAmsQ/s1600/entronc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-ojRWy-RFgYE/ToGgAZXMPeI/AAAAAAAAC_Q/SzTipBzAmsQ/s1600/entronc.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif;">A <span style="font-family: Verdana, sans-serif;">Parabolos</span> irá estar num novo espaço </span><br /><span style="font-family: Arial, Helvetica, sans-serif;">no entroncamento, para o poder servir melhor</span><br /><br /><span style="color: #cc0000; font-family: Verdana, sans-serif;">Largo José Duarte Coelho,23,24</span><br /><span style="color: #cc0000; font-family: Verdana, sans-serif;">segunda a sexta das 13,00hrs-19,30hrs</span><br /><span style="color: black; font-family: Arial, Helvetica, sans-serif;">Espaço Akademia+</span><br /><span style="color: black; font-family: Arial, Helvetica, sans-serif;">junto a camara municipal</span><br /><br /><span style="font-family: Verdana, sans-serif;">"<span style="font-size: large;">Porque os seus bolos merecem"</span></span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3806378493269882425?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-60305941612814795242011-09-21T04:15:00.000-07:002011-09-27T03:09:13.811-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-JTqO-MTakD8/TnnGtntSCeI/AAAAAAAAC_I/oKEZl_rtt5o/s1600/1936___Rolo_Marc_4e67a14fa9097.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-JTqO-MTakD8/TnnGtntSCeI/AAAAAAAAC_I/oKEZl_rtt5o/s320/1936___Rolo_Marc_4e67a14fa9097.jpg" width="276" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Um desconto de cerca de <span style="color: #e69138; font-size: x-large;">-60%</span> do preço original</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: center;">Rolo efeito cesta "parabolos" promoção até dia 29/09</div><div style="text-align: center;">ficando a<span style="font-size: x-large;"> <span style="color: #cc0000;">8,90€</span></span><br /><span style="color: black;">os descontos nao sao acumulaveis com outros em vigor </span><br /><span style="color: black;">e apenas no novo espaço no Entroncamento</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6030594161281479524?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-46599611421746955702011-09-20T04:37:00.000-07:002011-09-20T04:37:52.104-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-TSvz7t2Q70w/Tnh5AiBL-QI/AAAAAAAAC_E/d2cB8hgM7gA/s1600/graceful+vines.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-TSvz7t2Q70w/Tnh5AiBL-QI/AAAAAAAAC_E/d2cB8hgM7gA/s1600/graceful+vines.png" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Tapete Marcador</div><div style="text-align: left;"><b style="color: #b0033d;">DESCRIÇÃO:</b> </div><div style="text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 24,90€</div><div style="text-align: left;"><b style="color: #b0033d;">REFERÊNCIA:</b> graceful vines</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4659961142174695570?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-36406538136439414212011-09-20T04:02:00.000-07:002011-09-20T04:02:25.259-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-C30ui3RBRss/TnhxX2DkilI/AAAAAAAAC_A/OGNASw0M9_Y/s1600/imagesCAXD52AO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-C30ui3RBRss/TnhxX2DkilI/AAAAAAAAC_A/OGNASw0M9_Y/s1600/imagesCAXD52AO.jpg" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortadores de fitas</div><div style="text-align: left;"><b style="color: #b0033d;"></b>&nbsp;</div><div style="text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 24,70€</div><div style="text-align: left;"><b style="color: #b0033d;">REFERÊNCIA:</b> ORA-34</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3640653813643941421?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-91207798779649574712011-09-20T03:00:00.000-07:002011-09-27T03:47:35.339-07:00<div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-large;">Conjunto de 8 Tekes</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-large;"><strong><span style="color: #cc0000; font-family: Verdana, sans-serif;">14,90€</span></strong></span>&nbsp;</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-9KW4jY2grhY/TnhiV6j3mtI/AAAAAAAAC-8/LWC125Syal8/s1600/sbk123.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-9KW4jY2grhY/TnhiV6j3mtI/AAAAAAAAC-8/LWC125Syal8/s1600/sbk123.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: center;">Na compra de&nbsp; um conjunto de ejectores, </div><div style="text-align: center;"><span style="color: #cc0000;">Promoção apenas na loja do Saldanha&nbsp; ate dia 29/09</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-9120779877964957471?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-65385596007689082222011-09-16T07:23:00.000-07:002011-09-16T07:23:14.051-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-VLabpZI9F-I/TnNbUWtdw5I/AAAAAAAAC-4/XL0ZKjeGIhg/s1600/imagesCA7IV258.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-VLabpZI9F-I/TnNbUWtdw5I/AAAAAAAAC-4/XL0ZKjeGIhg/s1600/imagesCA7IV258.jpg" /></a></div><div style="text-align: center;"><span style="font-family: Verdana, sans-serif;">Rolo marcador</span> </div><div style="text-align: center;"><span style="font-size: large;">PROMOÇÃO&nbsp; 16,20€</span></div><div style="text-align: center;"><span style="font-family: Verdana, sans-serif;">até dia&nbsp;20/09</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6538559600768908222?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-79009571693786136252011-09-16T05:40:00.000-07:002011-09-16T05:40:30.921-07:00<div style="text-align: center;">Veja no link&nbsp;workshops,</div><div style="text-align: center;"><span style="color: #660000; font-size: x-large;"><span style="font-family: Verdana, sans-serif;">Workshops a <strong><span style="color: #cc0000;">50€</span></strong></span></span></div><div style="text-align: center;">em todos os workshops do mês de Novembro</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-7900957169378613625?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-40766533456135738182011-09-13T08:56:00.000-07:002011-09-13T08:56:33.959-07:00<div style="text-align: center;"><span style="font-size: large;">Todas as semanas um desconto para si ,</span></div><div style="text-align: center;"><span style="font-size: large;">&nbsp;visite-nos aqui , e siga-nos no facebook</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4076653345613573818?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-8893000102679781992011-08-31T10:28:00.000-07:002011-09-03T05:58:17.976-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-e-3g0bvdKIk/Tl5vJUKtegI/AAAAAAAAC-A/Gyj-qlu0D6s/s1600/1000572.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="138" src="http://4.bp.blogspot.com/-e-3g0bvdKIk/Tl5vJUKtegI/AAAAAAAAC-A/Gyj-qlu0D6s/s200/1000572.jpg" width="200" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><span style="font-size: large;">Para estarmos mais perto de si,</span><br />Vamos Abrir a Loja/kiosque</div><div style="text-align: center;">&nbsp;Parabolos Lisboa Saldanha </div><div style="text-align: center;"><span style="color: #cc0000; font-size: large;">dia 2 de Setembro</span>&nbsp;</div><div style="text-align: center;">&nbsp;aproveite as nossas promoções</div><div style="text-align: center;">visite-nos no piso 1<br /><span style="font-size: large;">Porque os seus bolos merecem!</span></div><div style="text-align: center;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-889300010267978199?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-44666906839063378132011-08-18T09:30:00.000-07:002011-09-28T07:47:01.165-07:00<div style="text-align: center;"><span style="font-size: large;">&nbsp;A Parabolos Lisboa, Lumiar</span></div><div style="text-align: center;"><span style="font-size: large;">&nbsp;vai estar <span style="color: #cc0000;">aberta no sábado</span> </span></div><div style="text-align: center;"><span style="font-size: large;">&nbsp;das 10,30hrs ás 13,30hrs</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4466690683906337813?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-79909169662616734352011-08-10T04:48:00.000-07:002011-08-17T10:15:07.830-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-_oEzgPQq8Bg/TkJvaf0YdMI/AAAAAAAAC90/8QqAHxbZYPY/s1600/ROLO_M%257E1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-_oEzgPQq8Bg/TkJvaf0YdMI/AAAAAAAAC90/8QqAHxbZYPY/s1600/ROLO_M%257E1.JPG" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Rolo Alisador Parabolos</div><strong>PREÇO: </strong><span style="color: black;">10cm - 3,80€</span><br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;15cm - 4,30€<br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;20cm - 7,90€<br /><br /><div style="text-align: left;"><b style="color: #b0033d;">REFERÊNCIA:</b> </div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-7990916966261673435?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-74103314228039571302011-07-11T05:41:00.000-07:002011-07-11T05:42:24.109-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-icF2ToY9clk/ThrvAlzYx-I/AAAAAAAAC9Y/UYa6qyi2kYg/s1600/269966_248408448519069_100000497465109_1082676_2155871_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="220" src="http://4.bp.blogspot.com/-icF2ToY9clk/ThrvAlzYx-I/AAAAAAAAC9Y/UYa6qyi2kYg/s400/269966_248408448519069_100000497465109_1082676_2155871_n.jpg" width="400" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Canetas de tinta Alimentar de duas pontas ( fina e grossa )</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 4,50€/uni</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-7410331422803957130?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-85484106415551207152011-07-05T08:31:00.000-07:002011-08-17T10:37:49.685-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-QPc_2rRKUTw/ThMp5P1yPsI/AAAAAAAAC9A/8dnito95hlM/s1600/imagesCAEAL6P4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-QPc_2rRKUTw/ThMp5P1yPsI/AAAAAAAAC9A/8dnito95hlM/s1600/imagesCAEAL6P4.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-OWO6k3ktl3g/ThMqMchWfBI/AAAAAAAAC9E/6G4Icd-yESw/s1600/HERA%255B1%255D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-OWO6k3ktl3g/ThMqMchWfBI/AAAAAAAAC9E/6G4Icd-yESw/s1600/HERA%255B1%255D.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-dpffqPCrg-Q/ThMqdQTC00I/AAAAAAAAC9I/XPqP5X8uIO0/s1600/FOLHAS+DE+ROSA%255B1%255D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-dpffqPCrg-Q/ThMqdQTC00I/AAAAAAAAC9I/XPqP5X8uIO0/s1600/FOLHAS+DE+ROSA%255B1%255D.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-VU9VeCRDFaA/ThMqiecxJsI/AAAAAAAAC9M/LZkjBdrY8CY/s1600/sem+nome.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-VU9VeCRDFaA/ThMqiecxJsI/AAAAAAAAC9M/LZkjBdrY8CY/s1600/sem+nome.png" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-fnvfEGBkGzE/ThMq8TyepjI/AAAAAAAAC9Q/obdOsjuNFfA/s1600/imagessssss.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-fnvfEGBkGzE/ThMq8TyepjI/AAAAAAAAC9Q/obdOsjuNFfA/s1600/imagessssss.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;">Conjunto promocional com um desconto de cerca de&nbsp;&nbsp;<span style="color: #660000;"> <strong><span style="font-size: x-large;">- 40%</span></strong></span>&nbsp; de desconto ficando em<span style="font-size: x-large;"><strong>&nbsp;<span style="color: #990000;"> 55€</span> </strong></span><span style="font-size: small;">quatro conjuntos de ejectores e um alisador </span></div><div class="separator" style="clear: both; text-align: center;">promoção vaálida na net e lojas</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8548410641555120715?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-9657749292306500522011-07-04T03:14:00.000-07:002011-07-04T03:14:23.691-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-0M4e9E4ZDcs/ThGRkse9h_I/AAAAAAAAC88/4vRy3W-CXfM/s1600/DSC05505.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-0M4e9E4ZDcs/ThGRkse9h_I/AAAAAAAAC88/4vRy3W-CXfM/s320/DSC05505.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas formas varias formas com corte para colocaçao no topo da chavena.</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 12,90€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-965774929230650052?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-9390945620038025952011-06-29T10:10:00.000-07:002011-06-29T10:10:33.328-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/--A7AKM2pIm0/TgtcHAZ2yAI/AAAAAAAAC84/5ym-Tq74u8o/s1600/DSC05508.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/--A7AKM2pIm0/TgtcHAZ2yAI/AAAAAAAAC84/5ym-Tq74u8o/s320/DSC05508.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Forma em forma de carro</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 18,90€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-939094562003802595?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-18712394333876504212011-06-28T10:31:00.000-07:002011-06-28T10:31:14.044-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-P43-Ug-acr8/TgoPQy5T8VI/AAAAAAAAC80/VLZOVYWYfMY/s1600/DSC05511.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://3.bp.blogspot.com/-P43-Ug-acr8/TgoPQy5T8VI/AAAAAAAAC80/VLZOVYWYfMY/s320/DSC05511.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador nivelador bolos todo o tipo de massas </div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 38,70€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1871239433387650421?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-31557443059980704732011-06-27T07:58:00.000-07:002011-06-27T07:58:32.177-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-AtH2VuFmZZI/TgiZ_vHOhSI/AAAAAAAAC8o/bKLW9XozNuk/s1600/DSC05501.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-AtH2VuFmZZI/TgiZ_vHOhSI/AAAAAAAAC8o/bKLW9XozNuk/s320/DSC05501.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto Cortador de Massas com ejector </div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 11,50€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3155744305998070473?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-61407159069400500342011-06-24T07:10:00.000-07:002011-06-24T07:10:12.196-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-n3Z3Ix-I0S0/TgSaMjvRBgI/AAAAAAAAC8k/kQnp6DIq5eA/s1600/DSC05495.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-n3Z3Ix-I0S0/TgSaMjvRBgI/AAAAAAAAC8k/kQnp6DIq5eA/s320/DSC05495.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas formas varias festa do mickey.</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 9,80€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6140715906940050034?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-34359869176014915392011-06-24T06:43:00.000-07:002011-06-24T06:43:00.452-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-cWRNZoTJ0zk/TgSUIpScbXI/AAAAAAAAC8g/Qpy1pPTzARM/s1600/DSC05494.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://3.bp.blogspot.com/-cWRNZoTJ0zk/TgSUIpScbXI/AAAAAAAAC8g/Qpy1pPTzARM/s320/DSC05494.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas forma de carrinho de bebe</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 5,50€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3435986917601491539?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-27808294397750362172011-06-24T05:29:00.000-07:002011-06-24T05:29:44.306-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-LejL-Vz9P84/TgSC74sjYHI/AAAAAAAAC8c/qVY0_GwG1ZI/s1600/DSC05493.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://2.bp.blogspot.com/-LejL-Vz9P84/TgSC74sjYHI/AAAAAAAAC8c/qVY0_GwG1ZI/s320/DSC05493.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas, formato Roca</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 5,50€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2780829439775036217?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-48393507878271461872011-06-24T05:22:00.000-07:002011-06-24T05:22:33.216-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-Cu1aY8mOfnA/TgSAuffIA8I/AAAAAAAAC8Y/Vw4B8-YHpxw/s1600/DSC05496.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://3.bp.blogspot.com/-Cu1aY8mOfnA/TgSAuffIA8I/AAAAAAAAC8Y/Vw4B8-YHpxw/s320/DSC05496.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de massas ou bolachas, adereços de bebe</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 8,90€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4839350787827146187?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-35236644992505361562011-06-24T04:55:00.000-07:002011-06-24T05:03:02.872-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-ePRFi_Uso-4/TgR6ezlzN_I/AAAAAAAAC8U/uvUEDJ6u9B0/s1600/DSC05497.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://2.bp.blogspot.com/-ePRFi_Uso-4/TgR6ezlzN_I/AAAAAAAAC8U/uvUEDJ6u9B0/s320/DSC05497.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas , simbolo Batman</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 8,30€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3523664499250536156?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-51157540072935687272011-06-21T08:40:00.000-07:002011-06-21T08:40:33.098-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-qdj9LHu4aH4/TgC7A1ZsL0I/AAAAAAAAC8Q/VUH7-rk-Qjo/s1600/DSC05491.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-qdj9LHu4aH4/TgC7A1ZsL0I/AAAAAAAAC8Q/VUH7-rk-Qjo/s320/DSC05491.JPG" width="214" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Forma de aluminio efeito girasol</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 19,90€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-5115754007293568727?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-60822057220900786982011-06-21T08:36:00.001-07:002011-06-21T08:36:52.005-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-5momMIdtLHQ/TgC6anjL94I/AAAAAAAAC8M/O9WfcSVX9N4/s1600/DSC05487.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-5momMIdtLHQ/TgC6anjL94I/AAAAAAAAC8M/O9WfcSVX9N4/s320/DSC05487.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Pastilhas de chocolate&nbsp;negro 1kg</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 4,90€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6082205722090078698?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-9578264794436870122011-06-21T08:35:00.000-07:002011-06-21T08:35:12.498-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-ZETcPCFrI-I/TgC5yx36gSI/AAAAAAAAC8I/4eSKnBXJ6IQ/s1600/DSC05488.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-ZETcPCFrI-I/TgC5yx36gSI/AAAAAAAAC8I/4eSKnBXJ6IQ/s320/DSC05488.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Pastilhas de chocolate branco 1kg</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 4,90€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-957826479443687012?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-21594105776781981762011-06-21T08:32:00.000-07:002011-06-21T08:32:33.469-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-otWSbSOEXRA/TgC4_90vcvI/AAAAAAAAC8E/dNDWdR4Qlig/s1600/DSC05486.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/-otWSbSOEXRA/TgC4_90vcvI/AAAAAAAAC8E/dNDWdR4Qlig/s320/DSC05486.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Pinças para efeitos de pastelaria (varios efeitos)</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 6,90€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2159410577678198176?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-19518483502663743582011-06-21T06:14:00.000-07:002011-06-27T04:34:01.395-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-oswYTATOStY/TgCYx9j1iDI/AAAAAAAAC8A/FHj8PvQXFvI/s1600/DSC05476.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-oswYTATOStY/TgCYx9j1iDI/AAAAAAAAC8A/FHj8PvQXFvI/s320/DSC05476.JPG" width="320" /></a></div><div style="text-align: left;"><strong>NOME DO PRODUTO:</strong><span style="color: black;"> Aérografo para</span> pintura em bolos com motor pistola e mala</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> <span style="color: black;">169,90€</span></div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1951848350266374358?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-45307175809472410662011-06-21T06:07:00.000-07:002011-06-21T06:07:48.593-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-IgzTbBlYAvM/TgCXROFU5EI/AAAAAAAAC78/k3kka4PaLIY/s1600/DSC05485.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/-IgzTbBlYAvM/TgCXROFU5EI/AAAAAAAAC78/k3kka4PaLIY/s320/DSC05485.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Conjunto de 24 bicos&nbsp; de Pasteleiro em policarbonato</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> <span style="color: black;">14,90€ </span>&nbsp;(grande)</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4530717580947241066?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-81395419268777559352011-06-21T06:05:00.000-07:002011-06-21T06:05:11.760-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-eClfxOgB8s8/TgCWaovRecI/AAAAAAAAC74/FQu6wqc0e4Y/s1600/DSC05489.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-eClfxOgB8s8/TgCWaovRecI/AAAAAAAAC74/FQu6wqc0e4Y/s320/DSC05489.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Bases para bolos </div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 0,50€ dim 24 dourado&nbsp;ou prateado, 1,00€ dim 30 dourado ou preto</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8139541926877755935?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-85675641822532492832011-06-21T06:01:00.000-07:002011-06-21T06:01:40.230-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-3wYg8226Uyk/TgCV3H64GTI/AAAAAAAAC70/s3oJufL60xI/s1600/DSC05482.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/-3wYg8226Uyk/TgCV3H64GTI/AAAAAAAAC70/s3oJufL60xI/s320/DSC05482.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Rolo em fibra Multon</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 29,90€ (420x50)</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8567564182253249283?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-63364345280216317582011-06-21T05:59:00.000-07:002011-06-21T05:59:30.152-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-n0xWXuIt8qM/TgCVNawjXWI/AAAAAAAAC7w/H136j2Ma7rQ/s1600/DSC05483.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/-n0xWXuIt8qM/TgCVNawjXWI/AAAAAAAAC7w/H136j2Ma7rQ/s320/DSC05483.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Conjunto de bicos de pasteleiro com adaptador</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> <span style="color: black;">17,80€</span></div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6336434528021631758?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-91908631076027360102011-06-21T05:55:00.001-07:002011-06-21T05:55:49.169-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-e2za8ZwI4jY/TgCUkUNGYoI/AAAAAAAAC7s/HwsHF6wuK3I/s1600/DSC05481.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-e2za8ZwI4jY/TgCUkUNGYoI/AAAAAAAAC7s/HwsHF6wuK3I/s320/DSC05481.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Rolo em silicone</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> <span style="color: black;">15,50€&nbsp; ( 22cm )</span></div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-9190863107602736010?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-50596187810301230282011-06-21T05:53:00.001-07:002011-06-21T05:53:52.992-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-srVW31c0A3E/TgCUJMX2OsI/AAAAAAAAC7o/co9JzC1KiNk/s1600/DSC05480.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://2.bp.blogspot.com/-srVW31c0A3E/TgCUJMX2OsI/AAAAAAAAC7o/co9JzC1KiNk/s320/DSC05480.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Rolo anti aderente leve </div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> <span style="color: black;">10,90€ ( 25cm)</span></div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-5059618781030123028?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-65376547601705380442011-06-21T05:51:00.000-07:002011-06-21T05:52:08.249-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-fhIobjOmQ0Y/TgCThusM2BI/AAAAAAAAC7k/7jzUFwTFjsU/s1600/DSC05479.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-fhIobjOmQ0Y/TgCThusM2BI/AAAAAAAAC7k/7jzUFwTFjsU/s320/DSC05479.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Rolo em Aço anti-aderente</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 49,90€ (&nbsp;25cm)</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6537654760170538044?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-78378165247703564192011-06-21T05:43:00.000-07:002011-06-21T05:43:06.572-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-mPWTNyJDj5s/TgCPwDaR3_I/AAAAAAAAC7g/QGalYBCFLVE/s1600/DSC05478.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://3.bp.blogspot.com/-mPWTNyJDj5s/TgCPwDaR3_I/AAAAAAAAC7g/QGalYBCFLVE/s320/DSC05478.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b>&nbsp; Rolos em aluminio com rolamentos</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 57,<span style="color: black;">90</span> € (33cm, pequeno) , 59,90€ (38cm, medio),&nbsp;62,90€ (46cm grande)</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-7837816524770356419?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-58788087687010371212011-06-17T09:50:00.000-07:002012-01-23T13:16:05.514-08:00Está interessado em colaborar conosco?<br />Precisamos de Colaboradores para Lojas.<br />Precisamos de formadores de cake design.<br /><br />Envie o seu Curriculum Vitae com fotografia para <a href="mailto:parabolosrecrutamento@gmail.com">parabolosrecrutamento@gmail.com</a><br /><br />Para Franshising&nbsp; <a href="mailto:pinheirodina@hotmail.com">pinheirodina@hotmail.com</a><br />Estamos abertos a propostas , mas damos preferencia&nbsp; para já a Évora, Portalegre, Beja, e Albufeira<br /><br /><br /><span style="color: #990000; font-size: large;">Proximas Lojas</span><br />Barcelona&nbsp;- 13 de janeiro<br />Lisboa<br />Évora<br />Coimbra -&nbsp;Março<br />Berlim<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-5878808768701037121?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-388175186423212672011-06-16T06:00:00.000-07:002011-06-16T07:05:13.799-07:00<div style="text-align: center;"><b>-</b><span style="font-size: large;"><b> 10 %</b> na pasta de açúcar suprema,</span></div><div style="text-align: center;"><span style="font-size: large;">&nbsp;apenas&nbsp;na Loja de Lisboa até dia 20/06</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-38817518642321267?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-751358825985644712011-06-09T05:41:00.000-07:002011-06-14T09:17:10.192-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-23RKPH1-LdI/TfC_NxTPe8I/AAAAAAAAC7E/yHftt3K5ABw/s1600/DSC05355.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://3.bp.blogspot.com/-23RKPH1-LdI/TfC_NxTPe8I/AAAAAAAAC7E/yHftt3K5ABw/s320/DSC05355.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Essências </div><div style="text-align: left;"><b style="color: #b0033d;">DESCRIÇÃO:</b> Essências Alimentares de 30mL, disponíveis com os sabores: Rum da Jamaica, Guaraná, Limão, Maçã, Café, Banana, Erva Doce, Cereja, Groselha, Champanhe, Uva, Panetone, Caramelo, Chocolate, Amêndoa, Baunilha, Menta, Manteiga, Canela, Laranja, Anis, Ameixa, Morango, Nozes, Queijo, Pêssego, Abacaxi, Côco, Tangerina, Tutti-Frutti, Acerola, Amarula, Avelã, Leite.</div><div style="text-align: left;"></div><div style="text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 3€</div><div style="text-align: left;"><b style="color: #b0033d;">REFERÊNCIA:</b></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-75135882598564471?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-16390154772915159172011-06-09T04:58:00.000-07:002011-06-14T09:18:05.956-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-O7MinldqebA/TfC0o70XmlI/AAAAAAAAC7A/mWl0reMRLyM/s1600/DSC05409.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-O7MinldqebA/TfC0o70XmlI/AAAAAAAAC7A/mWl0reMRLyM/s320/DSC05409.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Forma de Alumínio com a cara da Kitty</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> <span style="color: black;">13,90</span> € (pequena) , 17,90€ (grande)</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1639015477291515917?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-15553967101877518802011-06-09T04:52:00.000-07:002011-06-14T11:47:04.616-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-cJEPoqYe5B4/TfCzowAWPFI/AAAAAAAAC68/V0v9Shcw-9M/s1600/DSC05442.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://4.bp.blogspot.com/-cJEPoqYe5B4/TfCzowAWPFI/AAAAAAAAC68/V0v9Shcw-9M/s320/DSC05442.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de cortadores&nbsp;com ejector, formato corações, 3 Unidades</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> 8<span style="color: black;">,90</span> €</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1555396710187751880?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-45638689280387581482011-06-09T02:55:00.000-07:002011-06-14T09:20:34.411-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-tsweMi5WqSU/TfCYXCgBxHI/AAAAAAAAC64/Ij5AToHFwpo/s1600/DSC05430.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-tsweMi5WqSU/TfCYXCgBxHI/AAAAAAAAC64/Ij5AToHFwpo/s320/DSC05430.JPG" width="214" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de&nbsp;Marcadores de Letras réguas<br /><b style="color: #b0033d;">PREÇO:</b>&nbsp; </div><b style="color: #b0033d;">REFERÊNCIA:</b>&nbsp;<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4563868928038758148?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-84025620392907937962011-06-08T10:14:00.000-07:002011-06-14T09:20:56.772-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-k8nEKWm1WkQ/Te-tXQBMDwI/AAAAAAAAC60/nHfGIEANl58/s1600/DSC05459.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/-k8nEKWm1WkQ/Te-tXQBMDwI/AAAAAAAAC60/nHfGIEANl58/s320/DSC05459.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de cortadores de bolachas e de massas, animais da quinta, 7 unidades</div><div class="separator" style="clear: both; text-align: left;"><b><span style="color: #990000;">PREÇO:</span></b> <span style="color: black;">13,90</span> €</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8402562039290793796?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-24808324391856900372011-06-08T05:32:00.000-07:002011-06-14T11:48:23.302-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-fJvNQVYKg1U/Te9rJ0TT8II/AAAAAAAAC6w/AJC7N05MhxA/s1600/DSC05447.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://2.bp.blogspot.com/-fJvNQVYKg1U/Te9rJ0TT8II/AAAAAAAAC6w/AJC7N05MhxA/s320/DSC05447.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de cortadores com ejector, em forma de estrelas.</div><b style="color: #b0033d;">PREÇO:</b> <span style="color: black;">15,90</span>&nbsp;€<b style="color: #b0033d;">&nbsp;</b><br /><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2480832439185690037?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-5154492295945408952011-06-08T03:08:00.000-07:002011-06-14T09:25:44.973-07:00<div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-TZPau4fmDIE/Te9KHkqZ2-I/AAAAAAAAC6o/pt3g6isCUOA/s1600/mosaic7335d459f0a27018716ff4fee892cd259ccfbe6a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-TZPau4fmDIE/Te9KHkqZ2-I/AAAAAAAAC6o/pt3g6isCUOA/s320/mosaic7335d459f0a27018716ff4fee892cd259ccfbe6a.jpg" width="320" /></a></div><span style="font-size: large;">Últimas 2 vagas ainda disponíveis</span><span style="font-size: large;"><br /></span></div><div style="text-align: center;"><span style="font-size: large;">para o workshop de bolos nivel 1 dia 18/06</span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-515449229594540895?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-26152252940363905612011-06-07T08:46:00.000-07:002011-06-14T09:26:10.365-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-vVtx3gJHkmE/Te5HLqMRUjI/AAAAAAAAC6g/dSiUPWhHjE8/s1600/DSC05444.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://3.bp.blogspot.com/-vVtx3gJHkmE/Te5HLqMRUjI/AAAAAAAAC6g/dSiUPWhHjE8/s320/DSC05444.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de 2 cortadores de massas, em&nbsp;forma de Patos.</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 8,60€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-2615225294036390561?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-89035466810442866252011-06-07T08:42:00.000-07:002011-06-14T09:26:30.016-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Od-tDr2JpWo/Te5GlEsBLPI/AAAAAAAAC6c/pyyYIaE9exs/s1600/DSC05474.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/-Od-tDr2JpWo/Te5GlEsBLPI/AAAAAAAAC6c/pyyYIaE9exs/s320/DSC05474.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas forma de morcego.</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 5,70€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-8903546681044286625?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-47287865540916391922011-06-07T08:39:00.000-07:002011-06-14T09:26:42.591-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-vGi6BNvHMtU/Te5FlAvTkVI/AAAAAAAAC6Y/whJ2kD0QJKk/s1600/DSC05468.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://3.bp.blogspot.com/-vGi6BNvHMtU/Te5FlAvTkVI/AAAAAAAAC6Y/whJ2kD0QJKk/s320/DSC05468.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas forma de Mickey</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 5,50€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-4728786554091639192?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-4927988500382822402011-06-07T08:27:00.000-07:002011-06-14T09:27:19.892-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-lVeG5wjX3ko/Te5DD9042BI/AAAAAAAAC6U/xY8DQYykj7w/s1600/DSC05463.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://2.bp.blogspot.com/-lVeG5wjX3ko/Te5DD9042BI/AAAAAAAAC6U/xY8DQYykj7w/s320/DSC05463.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de cortadores de bolachas e massas, formato vírgula, 4 unidades</div><b style="color: #b0033d;">PREÇO:</b> 7,70€<br /><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-492798850038282240?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-12533176146526623672011-06-07T07:38:00.000-07:002011-06-14T11:47:49.066-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-vjyouTJium4/Te43AdbcOcI/AAAAAAAAC6A/jepD7GHJ448/s1600/DSC05461.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-vjyouTJium4/Te43AdbcOcI/AAAAAAAAC6A/jepD7GHJ448/s320/DSC05461.JPG" width="214" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de cortadores de bolachas e massas, em plástico, com formatos vários </div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 4,30€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-1253317614652662367?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-90440916565529752512011-06-07T07:33:00.000-07:002011-06-14T09:28:13.760-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-QJ7hblwOh8Y/Te42Jp3LY0I/AAAAAAAAC58/za4heiXcx7k/s1600/DSC05462.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-QJ7hblwOh8Y/Te42Jp3LY0I/AAAAAAAAC58/za4heiXcx7k/s320/DSC05462.JPG" width="214" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de cortadores de bolachas e massas, em plástico, com&nbsp;formatos vários </div><b style="color: #b0033d;">PREÇO:</b> 2,90€<br /><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-9044091656552975251?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-76520741692790656392011-06-07T07:29:00.000-07:002011-06-14T11:47:22.244-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-wa2tuaiE98U/Te41RuLfw9I/AAAAAAAAC54/xBF_tTWvTFg/s1600/DSC05438.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/-wa2tuaiE98U/Te41RuLfw9I/AAAAAAAAC54/xBF_tTWvTFg/s320/DSC05438.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Conjunto de cortadores de bolachas e massas, formato corações de&nbsp;comprido, 5 Unidades&nbsp;</div><b style="color: #b0033d;">PREÇO:</b> 12,50€<br /><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-7652074169279065639?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-38401264158309561022011-06-07T07:26:00.000-07:002011-06-14T11:46:48.867-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-zJYew5R60dk/Te40bNIgB8I/AAAAAAAAC50/Z0-63TBvpfc/s1600/DSC05437.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://2.bp.blogspot.com/-zJYew5R60dk/Te40bNIgB8I/AAAAAAAAC50/Z0-63TBvpfc/s320/DSC05437.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas, formas de naipe grande</div><div class="separator" style="clear: both; text-align: left;"><b style="color: #b0033d;">PREÇO:</b> 10,80€</div><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-3840126415830956102?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.comtag:blogger.com,1999:blog-3038540008592825984.post-67225521194604962522011-06-07T06:29:00.000-07:002011-06-14T09:30:11.007-07:00<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-tHNAFEm8-rc/Te4nHggA8dI/AAAAAAAAC5w/3BWct8D3ges/s1600/DSC05465.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="http://1.bp.blogspot.com/-tHNAFEm8-rc/Te4nHggA8dI/AAAAAAAAC5w/3BWct8D3ges/s320/DSC05465.JPG" width="320" /></a></div><div style="text-align: left;"><b style="color: #b0033d;">NOME DO PRODUTO:</b> Cortador de bolachas e massas, formato Kitty </div><b style="color: #b0033d;">PREÇO:</b> 5,50€<br /><b style="color: #b0033d;">REFERÊNCIA:</b><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3038540008592825984-6722552119460496252?l=parabolos.blogspot.com' alt='' /></div>Dinanoreply@blogger.com