tag:blogger.com,1999:blog-69781820511927738192024-03-13T11:08:00.489-07:00Cand eram eu la liceuMarian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-6978182051192773819.post-52466540147435366272016-05-10T04:01:00.000-07:002016-05-10T04:01:21.660-07:00curcubeu<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgotyML1TZn_cYRLnSK-yhrwLYk2nZorLTOQmFuesgCLz43pkwGf-A8jsE9o29T5blG9VcLLentD_21blwr-JfRbhlajvBdZS1COFj3T5yu9B5hPa0oXSRUlPkZ13UtQfDYyP3CvokoZ03x/s1600/Untitled-1.jpg" imageanchor="1" ><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgotyML1TZn_cYRLnSK-yhrwLYk2nZorLTOQmFuesgCLz43pkwGf-A8jsE9o29T5blG9VcLLentD_21blwr-JfRbhlajvBdZS1COFj3T5yu9B5hPa0oXSRUlPkZ13UtQfDYyP3CvokoZ03x/s1600/Untitled-1.jpg" /></a>Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-6469884405645601702016-04-05T04:08:00.002-07:002016-04-05T04:08:31.673-07:00Creatie Artistica<div class="separator" style="clear: both; text-align: center;">
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<br />Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-67588403049626145562016-02-26T00:34:00.002-08:002016-02-26T00:34:30.444-08:00tema<div class="separator" style="clear: both; text-align: center;">
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<br />Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-73380501187323769842016-01-28T23:53:00.001-08:002016-01-28T23:53:27.276-08:00How to Design a Geometric Poster in Photoshop<div class="separator" style="clear: both; text-align: center;">
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<br />Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-49073133235012957072016-01-26T03:52:00.002-08:002016-01-26T03:52:38.010-08:00De ce mi-am ales Imprimarea la cald proectul pentru atestatEu mi-am ales tema Imprimarea la cald ca proect de atestat de oarece este foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,<br />
foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,<br />
foarte ,foarte
,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte
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foarte , foarte ,foarte ,foarte
,foarte , foarte ,foarte ,foarte ,foarte , foarte ,foarte ,foarte ,foarte , foarte ,<br />
foarte ,foarte FAIN.Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-39427180981300761242016-01-12T23:00:00.000-08:002016-01-12T23:03:34.456-08:00Concursul de desen<br />
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Concursul de desen</div>
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Tema:opera lui Mihai Eminescu</div>
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A fost odata ca niciodata o prea frumoasa opera si se numea Poezi de Mihai Eminescu ,</div>
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in acea carthicica se afla numeroase poezi din care noi aveam sa alegem una singura care</div>
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sa ne deschida spiritul creator ascuns in launtrul nostru , din nefericire nu stiam ce ma asteapta</div>
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dar am luat cartea in mana si am deschis-o la intamplare , nu stiu exact ce opera era asa ca nu </div>
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dau nume , sa fiu simcher nu mam inspirat de nichaieri , insa as fi putut dar ce rost ar fi avut ? ,</div>
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dechi am deschis cartea mi-a pichat o opera tipica tema naturaa , ce sa fac ? , ce sa fac ? , m-</div>
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am gandit eu , am pus creonul pe foaie si am incheput prin a trage niste lini fine fara sens , nesigur</div>
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de ce aveam sa fac , dupa care am luat cartea si iaras am chitit poezia si iar am incheput sa fac </div>
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ceva m-am gandit la tablourile care mi lea facut cadou de ziua mea la 13 ani , niste peisaje mirifice</div>
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pline de inspiratie , insa prea departe de mine , mai exact la tara la bunichii fosta mea resedinta , </div>
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dechi am incheput cu niste lini cum am zis , dupa care a urmat o cascada copaci si tot ce mai e in</div>
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poezie , dammm cam asta e tot , sa fiu simcer nu ma pre pasioneaza desenul m-am lasat la 12-13 </div>
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ani dechii ... .</div>
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Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-16228678518227198272015-12-11T01:53:00.001-08:002015-12-11T01:56:30.457-08:00Superman<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisVv33oiiPTgB2UezVgHlPIACTIRZflRjFHQEwqQgnkUzMngOrjuMB2p6TFBS73TyA6zZc8MJ0kKFaAmx2x2IOuZ1e7TNaqQwA5OjuHeN-UU5v8GILOevqj2HtwGeTYU8m6BrWrKg0ho6E/s1600/superman+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisVv33oiiPTgB2UezVgHlPIACTIRZflRjFHQEwqQgnkUzMngOrjuMB2p6TFBS73TyA6zZc8MJ0kKFaAmx2x2IOuZ1e7TNaqQwA5OjuHeN-UU5v8GILOevqj2HtwGeTYU8m6BrWrKg0ho6E/s320/superman+copy.jpg" width="320" /></a></div>
Superman are o gamă variată de superputeri. El posedă superforţă (forţa sa este mai mare decât cea a unui buldozer,poate opri cu mâinile goale un proiectil de tun,etc. Mai mult decât atât, el poate topi obiecte doar cu privirea sa cu raze X .
Se poate deplasa cu uşurinţă prin aer, la viteze foarte mari, iar
superauzul său îl ajută adesea. Singura slăbiciune a lui Superman, este <i>kriptonita</i>, o piatră rară provenită de pe planeta sa natală.În timpul liber, Superman este reporter la cotidianul <i>Daily Planet</i>, ascuzându-şi adevărata identitate sub numele de Clark Kent.Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-75564491021285555182015-12-03T23:20:00.003-08:002015-12-04T01:41:44.467-08:00Magie crup<div class="separator" style="clear: both; text-align: center;">
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12Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-17831488446686838422015-12-02T23:01:00.001-08:002015-12-03T03:47:52.872-08:00Burnt Parchment<div class="separator" style="clear: both; text-align: center;">
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<br />Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-18411223326800189822015-11-27T02:43:00.001-08:002015-11-27T02:43:52.918-08:00lucrare in photoshop<div class="separator" style="clear: both; text-align: center;">
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<br />Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-40494602227372809212015-11-26T03:08:00.001-08:002016-01-12T23:12:46.113-08:00Toamna piaptanelor<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBdfZH5Ztf_eB542QDrLTvbIySAsfRo7PUZBitYIXYf1PWg0B58fNU4dGmNkiy_onzDjhp-UBddh4UxPDiZs-cuoISQliK7rKrqSGh__B-lfhoKSfbmJfDJz2t_F14rXktApGpxT5I6az2/s1600/IMG_20151114_161306.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBdfZH5Ztf_eB542QDrLTvbIySAsfRo7PUZBitYIXYf1PWg0B58fNU4dGmNkiy_onzDjhp-UBddh4UxPDiZs-cuoISQliK7rKrqSGh__B-lfhoKSfbmJfDJz2t_F14rXktApGpxT5I6az2/s320/IMG_20151114_161306.jpg" width="320" /><span style="color: orange;"><span style="color: #f6b26b;">Intr-o zi de toamna in care nimic nu era diferit fata de alti ani m-am gandit sa merg cu prietenii sa adunam frunze pentru vachii , cum ca fanul era scump am profitat de frunzele cazute din copaci si m-am apucat eu inpreuna cu cativa prieteni sa strangem cat de multe frunze puteam , dar mai intai de toate ne am gandit sa ne distram , asa ca d</span>upa ce le am strans cei mai rapizi dintre noi sau varat in gramada de frunze dupa care si noi am facut la fel , insa veni un vant puternic si dintr-o data , puiffffff , toate frunzele isi luara zborul , noi nu am asteptat si ne-am luat cu greblele dupa ele , insa in zadar ne chinuiam sa le strangem ca vantul nervos le sufla din nou si din nou si tot asa pana ce ne plictisisem sa ne tot chinuim sa le adunam si toti am plecat acasa , insa pe drum ne am intalnit cu un mos cu barba lunga care se hotara sa plece la donat de par fiintca avea nevoie de bani sa isi cumpere un baston nou si un shampon de calitate si ne a rugat sa ii <span style="color: #bf9000;">pieptanam barba in schimbul a o achadea per persoana , noi am apcheptat si ne am apucat noi acolo sa ii deschalchim barba cea plina cu murdarie , ne a luat o 4 cheasauri dar a meritat achadelele erau de o bunatate nespusa , mai ales ca aveam toti mainile murdare dupa ce ca ii-am pieptanat barba cea nespalata .</span></span></a></div>
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<br />Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-29458460714940115582015-11-11T23:49:00.000-08:002015-11-26T03:16:19.917-08:00Test oftalmologic , avantajele lentilelor de contact<div style="text-align: right;">
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A1QD3z1g/yUDhpGIxZcvH9q4/n4pHeYagOv7BYSmVs19X7B0JBtLGMbb3vw6GdQYNjM2mTcrMRG9sGWLFqdi8aFUOiKYihnphJFOGMlBIzFgJAaMI/5ld9AOc2WOYB7BYq5sj+CO8ySACE3Qzlx83yGoadlWYX3T+rtf+bL9ly0ZSCeM5GAsmzJW7b/y1Ue+8N/efPKLDnvB4uHUcGZwyUgyFTP22G34j3/4iZJVreoirEhRIWyuOmDpyNBwNp1ZsiR96pteMz09ppTb7+eZ68wTWrb33nPR0kWJ4Yzx1lNfK/wqyLaWVdB15pl0whhKx9LxxC5Llh7xksOPPvKVr3r5S1/5spcc+fIXv+oVL3r1K1981JEvOfpVh595xukynO0gM9vMFmhLCnPn1oPbIdhgmu533GOPPjybGMymjKGM8eJDD7r8d5cp2WDu9bs1LTpmYfSMj75/OGOkE0YyZuy3z3LHWs/UleGElpMiaL34sP0S8eGBgVg8NpDJGB/6yJvC0GFq9ftF0A0Ztlcuz0akXn/iUYyTIJvEpV5/I3Nj0WJjeMRIJIzPfebjSkygnozccTTej9CIXBDIOqhK6JvMlTDIheEYs4e6DFAlnCDu7AwrJtQIba0douK8Dgq/vuGpB+KGsXzpYCo2eOjBe9y3+i5SoQgaxNMAM71ei1lNTtRPPOHYRYuS2dRgYsC49urfMM7IcIKpo+XkgfvvmU4OLRpaFhsYXLI0lhw03vfeU8LQIqpOT5m9TvXwFx2Qig3GDeONrz9KiQnSbcQCUIGovHLFQGLASMWNsz7xvs60yzSN0CZsRXkmSpWl9JRypagQVAgqCO58a4bJRazN6iBJ5r8+TPy8CepJrb25etAk9LRofPfCr2VTg+mEMTxifPs7n+uHxVBZoaxI8IQ2JVih9Pygfu21f4zHBhYPp9LxgXPOfh/ohlY1rT2lyocctGs8YcRisUTSiCeMKNfry+d9TsppYr/nN/beZ2k8PpgZMt745tcQd5TezFwK5agQ5vJlRnJwIBWLv+UNb73xmptuvPa6K/5w2dVX/vr6a39z9+qrpKiLsELY0trZ0ifBHGIOoEho71yCgKintK7MEoQioc20+d/f+eZMYjAZM7JZo1rbhFwLVUmoGlBdaDtUFnJDw2S32z5k1X6pmBEzjKNedagUVYCqlB5T6+ADd08kjXQmnh1KLl02kkwmBweN4ZHEd757fqfT0NA+YNWy2MBgMjFw7Gv/RekJDVNC5ogt5sZQxkjHB4bTmWwikxyMxQ1j8VA6OWikE8aqAxYHfgXUBOpJRC8Kd4M2AfKIhbnu3T+aYNivHHP0EdlkbGQkccghLyCenu6ZwLV+aAayCGxpNvthvtt3ZDhx9KteNpxODKVj++4zpFWNsCVFlXHqgH13zaYzA4bxplNPOenE4waN2MqVi1LJwRUrRn7/+192Oq19912ZHYolksab33q8ps2aWsSOVEWA8vKl8ZHsQGLAiBvGkuGhlSuHo3y7bGrwsMOWMFeELCo123eci8IuiEVibdYX71wrLs4RdEi3X3/Sa7LJWDIxsGrVXkJMArd86SqoBtL05biigkIbdCPsT/zrq16Rjg+k4sa++4wEvhdlWDFvftFhLxg0BjLp5AmvO/aJx9fut9+uyYSRiA8m4saKFSO3337DbrstSqaMWNw4/oQjkaeFbgJaxA7oejZtZJJGJjGYig2m47HBASObHcxmjaG0cfAhGSkt5gqzt4DgbGxmtqO9EwnK7daD/Y77ztPekEnE44axy/KlnU6j79eQJ4R2gV0BhY6/kdnr92zUU4cetE9y0EgODhx68B4ybEpRZ2ojtF906L5D6cWDRvqE1x0zM91+4OGbXvbKAzNDRnZ4YNnSkSWLRxJxI5mIJZPGCSe8qtOzgataO0FQ1Kq+64rMUDqWSQ6c/tY33bv6trUP37HmoVsef/ym++//0+jYLcQukql0AaAKUAXtLIjNWKjLCI2dRlAQStSTWleihKOIIOPUOZ/48EgmmY4PDA8lb731mm6vgjQZKkdoE9jqizGpSkyt3Niji4cTmeTASCZ5/GtfyryZsMU8qUXroP32TMSSmdTwKSe/bnq6hjSDNHnAqpWxQcMwjKGhTCabGBgYSKUHX3PsS4GayG3mMoArRXXxyEDcGEjFjDM//iEtOt2ZCvPmbrcIUI76jqHIE1tRoiZAdTbIps3Z6NY/gKCqEdoIFmiT0CHdvOR/vp9OGOn4QNwwPvnJj07PlIVsMc/0+mXmBnMdodHvVr7+lc8MpWNxwxhKxb95wX9Fqaha1EhPHnLA3ulYKh3LHnv0UUx+r1cKQ2vdo7es3CU1kk2MpIeziaF0PJEYGHzDKUcDlJW0+n0TsYbQXLZkIJtMZJOxj37w/dLvouqgnmKeEMJlboehw9zUuhLluf5lgju6Ra2YQ4S2VrUoEhdlyfj9st+p7bvnrrstX5xJDKbTxttPO2nT6JrQbyE0iOpaO1NT4z/43ld2W5lNJQcSA8Yeuy4yC4+ArKNqBX2HYfNhB+09nBpJGMlTTnxtv1uJLK7bMa+4/JIVy4aSA4lMPJuOpVKx+GuPOVwpm6hMVCWq+313ZMjIJhNxY+C9736HCnqMnZkpj6mtZBWgKoSrdUWpMkJT6wrqOuryXAqSDaqC0EA9FUX5d6wOMimiPkIbdD0KVc4O3Yoa49T3v/3lxIAxnBpYOjK4ZGls2fLELy7+ydjGJ2zzqR9ddP6q/Vem4kYqZiweSi/Kpj7wH2/vTJVQ1wkaoB3G9mEH7ZEcjA0ls8e/9uWETeYqoA1QDvq1S3/10+WLF41kssPpTNwwTnzdy7V2mCt9f1ypMmFrxfLkUCoeNwaG06kXHrzqhYfst2q/3Q7Yb8UL9lq8+65De+y6aM/dlu6x65I990j/9tLvoa7L0GZyoxCDli7oepSzQCyR5LOfY/fcCbJG7G2PYJVhouKMf/j9716+KD2SMeKGMZQeSA4aK5ctXjxiZFPGsiXx4YwRmfDxrzkyP/pYd6bEWGes+70i08Qhq3YbSiUz8fRxxx6hZLXXK2jtMNf6PY9ZfPGzn1o8lN1lyeJMcuDVr1pF7IaiAFAWwlWyNpQ2UjEjm4wlBo2oOp6NLMQHkoNGOj4QtfaHMsaPfngeqIpWJqEd+DlCh7EOuq5lG7HDrJBmp8zuIIIKsYd6EnRdK3NLHgXXZybGMGxov/HH3/1wl+UDy5cMLBkeSBjGSCYdNwZig8bIkJGKDe6x2/B3v/Xl/kxD+HXUVa3MMMiBtkRYOvSg5SPZgcSg8brjX8LcVsqVqhSGJSWroV8P+s2zP/Gfi4djy5cmTj7ppbP5vOgBuMztobQxnIkvGUkOpQfihpFNzYazMsmBVMxIDhqpmBE3jMUjA//7P99grII2mRzQFlNZyzJCYyHB+czdHUKQqI96EnRjVgfBYrCkMFlWGNssW8Kv3n/vDccdc3g2aQyn4tlkapdlyXR8YGTIWLX/ij/89mIVTOhwsjfjMdXarXWBP87saemecNxLsilj+ZLU6acd0+0WNZiAVhCYUjrMPeFPturWK444dPnS+NtPPxag3O8XhSwqZYdB+V+PevFeeyxasTy16y5DB+y7+4EH7HrAfrsctGrFCw/d67CDX/CiQ1e9+NBDDjvo4Je8ePff/vZCEWzJ6GZyowhrRHDeincYQZLbI1hCVfD7eYaKCAuMDVIOU+Oxx2789S8v+sp555x//scuvvi8a6/7YbP5pBYNGdRC32VoBcGo1gUmx/c3MTdzY/fZ9kOu+4jnrWVqhWFJCFOpchAUI1fQmSkxT/S6VrW6jrkShhaxQ+wo5U60x2emS8wTjfrGbsfqdovdbr7bHQ/DUhCYIiwr2Qj9ppQec4WpLEWR2WVyQJtKWgDVnUSQeCFBB8FmKDEUGErMLshiVKmhdIWwAaqgppg6UlphaDHX+r0cQ4tpgrmJqiVljslhcphLyvcY6n7fZW4jVrSOLLTMXGOuaVVDrDG3paj6fUfrihAuc1ODBWgJYSM0Edpa1cOgyjzB3AAoI1YQK6DrSjZATciwzdzQ2tHK1KpEVJQyp1WJqQZQ1aq5kwhG9SBCeyFBIlOFo0weg8NciQaSwiAXBGYYlpDzSOPT048xW6CdwM+JsMTUUGpcyhyzK8S47LusG1ESIoKlpMVUE4EjhYngRtM//CAXaRBzRQlHBI7SBcASs+f7BeYIa03IgoKxUG5QuFHTJgWjSCazR1TW2gNwmcoIFpFJVGS2tLJ3HkFmhRAitFFFOaxONLbNUCCdR1VgckGUlLSYXGaPucZUDsMNzCXEnNY5BJupQeiAdgDGiUwhRplc1GUUZSJTKxO0GaXjENRAW4SeCAtMZSWLzJ5WphRF5qaW5SiyoMEiqio1Ox+I2WMuIOaQRpnHATchFpgcUB6Aq6Ub9QKUGldqlMhk9qLWDMAMU5Q/+GzXbXnuOkiMoAhbBJWF+RgMJkNBhAWCGmNHBxVCB7SpRIWxKUObuamkxeREQ/JaukwuQJG5oqSllc1sKjUejQWjroK2AIpEptZR6kGBydXKjKYsibDAXPf74wgWk6NVKWoYaFVi9qKGHkFjfnITkyvEKLMdfRyzS+ggFiJDZiojNFBPzvVJ5F8F93x0kAn1HMH5HEiXoaDEBgRXCS/wPb/rMdd8fxPTRNj3mGpB32Iqh0Ge2SN0Aj+nVUmEBSaH2dXKZC5pnQNZZ2qhLjN7fn+MyWFyfH8Ds6tkkbnS6+SZK1KYgZ9jroZBEbQlwjyzR2R2u+uZHL8/DtoE5YW+KUNbhAXmahjkmEvRqIsUBSVLiCWip4007XiCSCjnpmhuyfRhtJUsallmmp6Z9Ji6E62NzE0lHNCOkiXmCpMbBnkRFhBcEZZQV5ln/J4twzLTZqYWYRNknbEphalUnslhrnQ7m6KWB1ODsS7DMnNbCUfLaujbzFGz1PL7Y4Q2sy3CPHNFBBbTBKgaUyPoW1qWmeud6XzkoJirSpZ4LvdbSxegGhEkFDuFINURa1G+S5TFwlhUKi/C0sy0xXoa9SRTo983Q9/u93KEtt8fD4Mcs8dcDvol5kpnehxUjbHJ2Ix6/lJ6oGpKVFCXIz3q98YIHSZXClNJK/RdETgENVDRcEej1x2VoihFMeLI7IqwQOiB8mRYVqICss40oUQl6JeYWkqVg8DudceVLPn9sTAcY3KZajtPB4kVoSSqIs5Z8WwalYvSZGrdeO1lRx15RDZhLBo2XnjYiu995xzmysz0hijAqaRFaIuwhLr+3n9/46tfcdghq3Y7eNWKVfuv2HP34VX7r9h7z+Txrz1YBBZjNfAj4pVuZyNjfeNTq/faPb3v3ov232fJLkuNvfcY2nPXoVNOPsTvj0lRAB3dOY9gS2FOTxZQNd79jpOzCWPF0vRuu2R2XZ4ayRgvO+IF4+OrmZuBn4t8XeCPM1a3JrhDx+q2EKzN5aJVUZcZbeGPf/bT71m+OJ4cjL3xpOPf+Y4Tdt8ttvuugx/+0MkT7ccJHSWLUpjMHqiKDO1XvmxVJm5kE8biocH04OBw2li+OL5k2DjyFXsResyVfm8swhFdcuvNl2aTxlDSyCaNRZnYymXJRVnj6KP2VLII2gyDPJPD5DC5jFXGJqqJY44+bPGQMZw2dlmS2Hfv4ZGMsXiR8fpTXjY1Na5kidkjtEFbO5Ugs44IEiwkWGXthUHxkAN3GUoPvO1NrychWrXCY4/e+dlPvf/b3/qkWbwfdVkrO9IsrT0ZVGxz7ZOPrS6MPXruWR9IGoM//9l3nnj0no1Pra54j/R7OcYqU7nb2chcZqyDqj1w73WLhwYPO3Afu7CpbOXs4oZG2ex1x7WKvIqnVQnB0soGVUPVkEHjxONeuWQo8b1vfS3sTtW8PMney484YNddDaaWkqXIHRE6C6y4z7SjR9xZEwqiOs5N6Z3NTxYllPbhL9o7YRiHHnDA//7khxuffIBpswwqzG0lKiIsKWmB8qQoMjWYJybOrakAACAASURBVAgnCKaZe9+98GsjQ8aN1/+eyWdsMjWkKDKVtTKZPSVLWrrMm++5++pUzFgyHPvQ+9/xsQ++78yPfqDuWd3OGII1l83mRmlEBA3GSVQTp5zw6rhhvPv0t/7iZxf96uc//OJnz9p7z+GDDlzS75tMZQQ7yoQjqICey6PeCRFWogCxBuBG86Kjdi9LRwWFG6+79IiXHLByyZLhZHLF0vShB+511sffu27NXUEvShJtiMAC5RHUlCozt5kmEdrf/c7nhtIDt916Wb/ngKqA8rQyo+jTfPxOq9rDD948lDaSA0Y2YWTj8aXD6U1PrlPCYfb8/jihw+QQOkqWQFVC3w161dPfeuJQ0kgYxtLhZNIwlgwPjAwZn/7Ue5nbIiyJsMRUE2GBqQHzWcA7KUaNNa2drQiCx1gO+zXGvp0vXvG7yy/+8beOfNnBmbixKDtw8Y+/FfRcFVaZJ0RgEdQIaiDrpNtaNC74+n8tyhq//uWFTBOoq1FLE/RspYZgK+EwTdx1+5WLhwb323uXq//0q2uv+N21V/xB+R1CDyHqhLi97ihzRSubucnQCvuV417z0iVDiXef/uaLf/L9H3zvq7/43+8/+sitSlYRK8wVJUv93hizJ0N7gRXvVIIOgqulS1ADUXJK93z9K2d95Ytnm7lNncmm3/XGNt67y5LUokzsEx97F2NbBF7QLzHXRWCJwGGe6HdLIrAu/ObZK5cbf77xkqDvEHpM7uwQGpaITK1KSlqM9SfW3ZYcMN548jFhr0lqirHbn6nJ0AXtBH5ByVKU6hqdr0SFsX3C8S9OGsa3L/wMU4dgc9BvBH6FqTUxsSFKPopa6TvXk2xL0AblEVRY208+cePuK2PZxMCZH/2AZ+Y3PHnvV778iUzcSA0av/nlD/odN7IdpjKzx1TzeybTZqaJb37j7NSgccN1F2sZheqcqGoDKM52AZWNurz6jsuHU7FM3HjrqceddPyRb3njsae/9YTT/u2oQn51lF896+vJJfSkMBlabzj55SMZ4+KffYNxSgQt5hnCFnODuYbgEjpRPbuzCRKKiODccJdD6IEsCjF++R/++4jD91qUNVYuSw6nBkayA8ceffhN1/+237GZ6yIsKVmKBumVLDLVtCpJYf7oh5/eb5/sQw9cGalSFDUBKGo9BpAHyGtVYio/sub6g1YtXrXfkj13j++z19DBq1as2m/Jqv0Wrb7z9zJ0mT0mR4SF6NowyBM6Z3z81BcdtvyyS79H2NTaI6qHoUNUDUVByRKRqXWOyWGu7sRe3bYELdAWocNYZvamN+cZJxlmpto2Y5OwqcI6qhbqupYuc12EhagXTGjPOlmqETRC32RuyrA8ezeK5qXkAfJa55QsMtempsYRGjObi4yTKqzrcEIGNeGXmRqgKkqWQEe+u8hsMdXCIC9FkWmz3yuCdphafj+vtcfcCMIcc5nQJipGCZnzvbqdQZBJLrBiSyuT0NFyUxhuYKoJvwpic2+6yuyFokDQAFURgaVVSesCkdnrP85cIioyV8Igz1glqGlZFoGj5ex0mdl5CpgDGAcYVypP7CplM7VQ15WoyLAMqhb0LcZJJSoENQR7drRAF7TOSTmGYImw4PfzoK0oXMZcISorZRM7WpWUyjOXwiDHXN2JBBFmCYIVjbiTsghtxAJDKegWmCaEX2fshGE0Kac6vXmcuR74OWYLscBcCMV6rQtRhzfol/yejbrOWA99W8lS9Gxa5wDyUWqO1jmtTL+fl6HN2JRBhWkiukqEZcbJ0HcRXIC8lDkhxpkLQoxKmZvPCYjetJJWGJakdKLAT/SemC0piqDrqCcROzs8Z4GRiQihqaMcVrBIOQQVCD2CmugXSFnd3iiCpYIozuxIUYjUQcmSVqaSJREWEEtBMMpsRyHCqJHI0AJVQV0G7UT54n5/PAqIRZEuKYp+fzxyFP1eLvAL0TJJSlqz4x5cCYOc1gVmi8lhnm3rKFkK/AJznand73lRdEeEUcfO2caT7ASCvDDziJRDUGNsi57D7BKVGasaLKZJGdq93gZmD7TZmdkYNe4iIkrlmb0gGGVyCaKpPBNh39PSlaHNWO33ckxl5mpnZiNoS4SFyDkoWUKwo46zVjZTjckFbSmV16rk9/NRh5fZ6sxsiAINoE0lSxHrfs9hipJAqgh2vzca6ebC9uBOyFmghQRZWQwe6waKqgoKIBytTAQ37DoMzYha4BeYagQ1JTwtXRFYs5F6qgV+gakBstmdNkm3o/CfCDwtq6BqoW8zNVBXI6ygvF6nyFgnaHRnSoxNGZZD39ayrKUrwyhO5fR7YyIszPLFqt8rElSYGiJwtKqJsNzvm2FQjELZ0QDDgj6J2gkEYYsVzxGMwnBMtZnpTa77kOuuEcIlbEWj6aFvMtYfXXvTk4/fNjOV83smYzXqroVBvuw93O+4jM3N7UIx/2DUj2ZuF3IPrH34urUPX3fbLb+6/97LPWeN3zMZmzNTBRmW1zx0vVVaIwKLqSECi7GupUvojY/dcdlvv7Fxwy0ytIN+SQkHdfmyS7/zq0suuPinX/35/37jV7/8NnNztlfHnhQmwVaRhR1NEGjLrDATscTSY11j3VA99+47fvuSwxavXGq86pX7XPTfX+hNFWXoalllaP3u0osOO3jl/vss2u8FQ6vv/OMsJppA1fji5z70X2f/J2P3qssvOfX1r+x3bMZ2v2Ofc9a7994zuWK58YK9UvvslfnUOe/TosWwmdTU+KaHVi6Pv+0txwQ9l3GSoBH2vaDvXHjBubuuMA47ZPluuw5e+K1zmVqR2znjo6cd/aoDd1sx+OIX7fqRD791ZiYfBnklS0yOCAvRrDDUk4i9nUhwbjYES491g1XV79mHHDBy3ufft3nzpquuuujf3/U6y3wEVAVURQTeXrsnb7zu18Kv3nT9r446chVCIwy8XtclbH7j/LMXjwy85U3HXfzTC995+nG9GSvouagaMqgwtL563se/8NkPkm76XYd0u90YV2HzPe9+wyEHrjzogF3Wrb1Z+OXejMM0ffVVFy8eGbjmqp+GvnvrLb/95SXf8vvO5MS4DCrMk6gabzzlFTdcf0m/5zC3ojG/2ZEprAJUd5YvJkmsFhKMfDGrBsv6vnvES+MPsKoytJimhT/bdmNoLV9iRPOeNrcL++49LEWVaVoIV8nql7744eOO/ZfEgLHv3rsc+6+HMrW0rIrA60wXQdW+ct5HL/zmOX7XYWyDrDNOhv3aXrsNv/oVhx164F6fPve9vY6JqhH03Esu+UYqbtx7z5Ug60ztzozJ1GaeCIOy33WYJt70hiMvv/wHWldmZkZnk9GjFeCgpnVlnuAOj1EzzRKcXatHOQwV1k2S9SOP2Os/33PS4+v+/OMffuFfX33I6Ib7hF9WoqJ877CDV5579vvGNz1w3hc+8pZTj/a7nj9jMk+IwPvyeWdc+O3P33XzVQfut/INp7xMixrqOmNbCQ91/fyvffzrXz2jM1XSoqbCuhatn/34GwevWnHy6458/UlHHrTfiGWuZWiSrOXG7lu1z9C7Tjv24QevO/1tr3nPO1/X79hK1ggaqOta1N5w8svvuP33/b4ZzfCUosBUFmEhirCCbkUj7juDIGELYHaNg4ggyRqK6sYnb3nrqS9btX/mpBNeeMtNl05NFEl5ICyGykN3X3XaqUcdduDSt73xVba5FnWddY1V2e/kf3nx16783Q+FX35g9TWf+8x/KOFoWUZwQXlKWtdd89PLLr2QoBK5i3Zz02c+9d7777maoSWDyuc/+56vfOGDSnjRJHvHWvPpT77r1Ufue84Zpz3x2M2gKiTKpDwtXRVYF//oS4899ud+3wTthEExCvFH6VvbEHz2C3v/reMkWwgWWNsMFaYJ1k3GyC1WQ99kbJNuM5V1aILyQNWY2syT3WmTZD3s2sRtHdrMTeCqCDzGJqsGQSVq92jpKuFEoSctXcYqQQVUhakV9FyQdRXWQTaZm7Jvs66hrqIoK99haumgrESFqYWiKgKPualDm7HKVIuybZiiEfcSghW1EyFaQG/brI+dRlCXUddF4IFwomYwaEeGZYKGFjlmi9BW0gLhYOgw1aKsGtHPSVEgbZI2WbtRC1krszOzkdllLmtVUrIU+OMIthTFaGhQhjZzXYauEh5zk8FhcklZTK4KSqQcpjJjmZTDUGaq6NAkaZI2tSiQNImqUkY5JC5iCWA2jWTnEZwdacIWkrOAoIuqwdiONEUKk6ACqqZFjdHUugBRIJPrIrCYK6zKTGVSFrMXrbmnlcngIbjMlWjqarczRugwV6QoMldAR4k4Fa3s0Ddl6DI1ZOiSsnRYJHRYu6JfYK6EnQIoj6kcBfGZKyooMHtRBw6gLKUH2or6LVLmojGWna+DzTmCuWiJLcY6irL0i1LMtfWxjrrKaDIUmC3WruqbGFokbAQXwmKkfVrkmMukTe2XmCpRwJm5IsICc0Urk7ka+LloWbS5J59N39La42i5NGmiNKM4FSuXqRytRqNDk7XL5LK2UZRAW1Eu3azeQXE+ZvOPIpjbQlBVUZSZPNY2kyPCPOoyQU2pcVSRITtEZeYKSpv1bECUyQIoalFAVSKeTSya1URylbQic4uS7qUoMLtSFEFbSpuzufzaZHJYWQwOghv28kpaDB4pJ1JnUo6SJSkKTA5rW0oHwAVthUGOyCS0Qf+fIGiT8liXGSwZjGld0LoQ1Vmkcioc1cF4f2YMpat9S/pF1p7fGQVRYiiRNkkXGV3SJshi1PlVshQGxUg7wiAfbUQjBPOW7vsFIezAz0FYJHREWFJBiakSfRMd2qpvgnBAWKxtFRQYHBUUpLSCMB+NTDGXmF2AYhRZ2CEEect6b/NAo0k5LT1fD0arYEFF+mbYHyNdZC5Jmet2893e6Ob2Wi3GGM3u1AbWbtgrknJQ2sxevfzw5MTjzBbIPLOlwjyC5VhrNm24HdEL/AKz1249Vq+t9YOcCAt+Z7TXHwv8XCCLIKxS8R5Crzu1gZU1UX+0MHb7+Mbb+lOj2rdqlXWkPMaqV7r/7jt+M9V+CsLCRPvxdm3tzMx4vfGIViVmNwzHtC4wu0zluSzgHtPfLQNztmyzmG2kiYATCl3EEqAVzQliqDBWv/n1D0XqIAKn1Si+5ugX/csRe3/5q2e0JsZW33PFlVdf/Mi6m3/0ky8h1y751YVvf/trTnz9vwBUJZYVlgPhFkoPvvaEFx597EHf/e/P9AN7dHT1C/ZKrNzFePih63uhfcddv//zHZf2hSOo+vDa6992+jFKVs/+xLsr7lM/+u8vLRkxjnzFvrffeplrr73g/E8Q1KzSmpcevsd++2Q/eea7VFgtO0+ecNy/rL7r8l/8/AIhbASXqaxViWczM7dL8Hnp4DMRZEStYVJiOVroZDZ3CzxSzjvfcaQUhcDPMdVyY48csN+yr3/jrG7fRm5/7eufHFpkfO6LH/7+D79Qa63/1rfOfs2xB//4x1+cnMkJVe4HNnJt9b1/OPZ1h/3gR5+/4aZLOp3Caf921N13/eGBB6762Mfe0lfuFdf89JeXfdvXnuLm44/dumIXo9+13nn6cf2O3W6Mn/WJt298anUYOpXKYx//6JuY27+85Fs/vug85slT33jk5nZhcqJwwL5L3/nOY3/w/c9HOXPMdSWLQTDKXN+ZBGd1MCK4RQexGvRLb3nz4b//3QX33Hspc6Ve2Xj4i3b//a+//cTaG8NO6dvnn/E/P/rCR95/8g++cw5T7aLvfOrSS775wgMX//4332FqsiqzLhdH7/zu9z/7vvee8uY3vopF/bxPf+Brn/ngD755zg+/+2mm1o3XX/KJj5/2Pxd/vZh/ML/h3kP3Xfybi7/5kfedqvwyq8anz/p3r7hW+Z5nPXTuJ97WnxofXX/Lx97/hp9d9IX/ePuxYtoujt3/sQ+8+bwvfeTii8/r94tRtkKU2DibRx3NJ9kZBElqaCssR/M9Zgc8ZYWxcf7XP3j8cQecdeapE+0nezPe+/7jDae96chvfPmjLOvrH7317lt/b+cfePjeP4Gw7rvzdx94z+t+dtHndGhL3ww7BQavXV139pmnf/TDb8lvuld0nH4zf9EF//Wx958qOnat8mRu4z0f+dCbz/j4aU89cXvYtf989c/f/84THrjrCsYWhJX8hnsnqhuY2pPNp55Yez1jQ/vWn3530fVX/tTJP8zQ6m8uFkbv931rYmKTUjaCzVwhdKQoRCtV7FQd1DApwUOIdNAF5TFUVGD1OxuZHClzWpn+jMWqDqKkggKIkg6LOiyScvxOnqmhgoIKCsHMuAhLrG0GJ1rAVQROZ7oIYYWx5U+VSJSDTomxroQHqqKEJ4Tb75YY6tp3WFZkaAthMze6nbGgb/n9PGNVhKVudzzwC8y1zvR46JtKuVGoVYTlILC1skVYmF8cPRrt3GmeRCNJDZMKqhpMwLkkTOky1xlt0mbQ28jahrCqgzJj2e+Mg3BEv0TKifpbpBzWbmdiA5OngwKDw8qKGr2B7zJP9Dom6waJctgpsaxI32RuKuGhKIe+rXyHVRV9158uENW7MwUZ2lE7WYSlaDhFK1MIU4Ql5roSTvQOtCyHvhv1naKAAoLt98eizKM5gn+3WWHbJ0isIiuWWNZgajBnM9G1y+CRLoreJtZ5BotpAkVVktsLCp1+DtgNVKEvcoEq9GROk4fs+aootInszQSjzF4gi74oALvIFaFtABex0usVgKtdYXaFCVz1tcNcUcoOg2IYlkKwNXnA5dbUk90wJ8FCrvREMdAl4HJfF4FdCVZf5YndvsozNTozo1IUmZxoOJS5rISz8wgiaiShcFKCp8GUaEap1IQehg6TRWwxmiQLYddkrPtBDtgLVanT3cjkhLoY6iKxI6DUC8cJ7b4s9GWB2ZvpjRK7ROXp/rjSpgRLKVspW2jbV2Zfm4rL00FOsYfkiLDA7GmwJNk9kQ/JUuwAu9PBmEArBDME01fFPuQCNJUuhez1VEGTo2XUIPf8/jiTw2SJsEBUBd3YYsWoo7W8d4wOEhBLTZsVliWaiiyYXdbTJmGzKqIqkM6zzFPPYlVmclCVCG2O8px7Y6hKDJYQ4yQL0c9yyCDH5BDaAEWSBcYiqhxyEUWeRD6atCdkQUC0zFkhyn3Q3U2sSxAWmT3l5xld9ouinwO/AGGRqRx0Rmd/JgVN7OcYTZY52SuRsJlcJBvBYraYvSgDc6cSBJ5SWFZkKbIUuggug8dcY7YgGGedV8EmCi0KnDAcC4JRYkuLHMh8tMFoBr2NwBbrEkOJ2OrNPIUij1jSusBs6nAUw1x/+ilih9lFVdJgalUCKCKZoc4zlZjNzsSj4Of97iaSJRXmGR3S5uz0Pm0ze4wmirwOR8PeehluYDnGXGFtS1FQshi9b0AblAe6IdVCgsTEjDuYoERT8izBfm+MtT3RerBs39Hw7qZgI/l5d+yOafs+Dsa73oPdypqJ3Go18STNbNps3lfecBtOj262HuTOuG6vl+0nGM2wvo6DTdYT18xYd4vGowzmlPWg9dTNovkk9/Mk8hjmWBU22/dOm6sD74Gw+hBPrMfJjVPWg9ha7z7+5769puOuqT11m7n2Gpxc38zd4Tx2w+b8Hdwbxc2P99z7KuZ93dbjs2ZBltYFQJuppmCeoIrWt9vZBImq/anRB+/91Zr7fnXzdd+bqdw/6a65+fLvb7bv5an1ldFb1t32i/tv+In52LXtwl2FR66ath9Yv/qyfmXt7X/6/n3X/Fi3n9SNxwuPXAOT62750zdbpdsfuvmnMPHEwzf//MHbL+l6D2NQYLDV9Aa/vW7Tmj8U112x2bqrX77noet/NnbfH7v2g9ajN9Seuq2y6Q7ePLrujks77kNUf3ztrT8vPXKVrq/F9uOP3P6/1/3yKzdf+6P8pltA5pksVAVUBdY2SvcfT5C1S8q68/afbHzkD+3avexvsDbenHv0GpxZryYer+Zue/jm//nF986cLj+w4YHfTzn3hfV1Yw9d0Wuue+DGi//8h2+TyG+27889fl3QfPiRu37O0088eucvuvaDt//p+2Nrr2G/QOhgL8/s4sx6PbHOXX/9L7/54aB8/2OrL51yHuDeuG6v73prv/elD4T1xzfcd7lsP8H9/JP3/s5bf7OaWMfdDaXHrlx/36Xr7v9Dxbpb9jZFJsxsEbtCP41gFEz5u/w2xF8lOOdJyqpfnKjdT52nSIxyd/20t8Z88s/1sdtY5Pz62l59jV9d0zJXY3ejt/6mWu7OSeu+oLGuXbqnV3ukW1lDmzdMWPdxd4O7/vrSY1dNlu7mMF/ddEd19K4pd00wvYlFifvj3N242b2nUbx9c+F2nnxsynnArz7CvfG+u7ZRuMd58mb2i2HjiWn7ARalSeu+6vpbamN/DpoPy/rDsrU2nFyvOht1MM5sMZqIpWg2xAKCcicRlODN+2KYy0pHznO4keQmCDcwWNzPBcGoFmPMJRVsYixqMcZYlMEmGeRYl0DmEUtaFEibUX+GVI6o2Nm8jtkiPx8GeRGWpDCZK5Lcqd4mxbbSBQhzTBYE48y2H4wSO5FzQLCULqmgQFxiNAOxSYsx5jxzXulNWo9xUOD+OKsio8mqKPxRXxSYt0/w7/D7JNu4c0ScI9iWs62Z6LcVylo7ys+zzjPlWG1ksQmjzkYU/sNiNAGZsShlbvb9izzIogxyUWuGyVGyyGCiKjC7EBbC7hhzGcEF7fREsR8We0FOQInJQZH3p59gXWA0mS2pisSOkkUR5v3+WBDmAEthOMZsap1TalzrMeaC1mMo8qyKDAXWpehncggdgsocwQ7xfGvm+RJ8puw3wRgwtZAcoAJQtPqcG8oq8YTEqsQqUF1iVVI7hGagLV+ZIdhRE1eSG2hLsNsJxn1lai4DV+bPCbQl0FHoKnQ1VWZ6eQmepoovbSU8poYSnhKeDF1WVVAVEThEVaFd4GogbU2VQNoKywrLmuuBcIGr3W4+intHI84airM/JwBFJFuRJdDSXFXQkLMx6nC2NbMj5rgTAaEkFMhzBLEEaKMuk24itANVkVgVqhwoT3ErlFXFniRXoANciTb6shRoS7Er0OqpUqCtEGyBDnIFuBworxNavvaA6kD16V6+G5SYa0paRFURWFI6rMtSOogVpVytvX5oAleFdhWWmRtCu8gNCZ4vrOgcgooM7ajvrGQxypEFKDK70W8mAlcV1KVqIs0Qh/O9Osa/CvBvWpefUAK1NDn/X3tnFhvHdTXo7upaeiG1WLZly5Y3yVYCx4ptGDASA0kAJy9GgsAPSR4CjAHnIfBDBgmQQV4mkwHyOkD+f4A/tjP+PXYWB47/eJUskdp3SqLERWySva9V1Tt7re1u83C6r0qkJFPNbsnk/AcXRHWzurru1+fce+6te89xaAThaHd+0MlSK81QkrEEshaIs8BYBplRZCwyJ07tGLVjFMUZTjKcxGaEkiSBh5CQmo1lrEbYai8w2t2hbrUXGEsznCBOjNoxqxGG06gdYzRlN8PUjDIjSswF5kSdTpihGDLmGYoRK4qMRWQtUBRlNEntiNMJMxyndox14w/EEIrAVlqCE7YTIyTnItjpElxVqrB+cuTA0LiCaArTBf6cBFsp5qSpHWMoRq15bIUZTjidRWbHmRUDjsyJYzNC7RhzEhglYECGzKhjRAhNISMC4BwjwmgKnoXaxgJF3S0ijGaJmTCWrrBOlDoJ4MtwnDlRakcoimJ7keEYRVFGU4wkiRNhThR1wrQzz8xF3JqjnXmj0w0sAM85HRTDJNnrSdwE8bB0kFCGKcGshmgGkUVCIowkGUoyK87MaDV3rJYes0snjOKxeu54JXHYqV4qpg439NN17RSzwvnogVL6SG7xoB492MydVBc/LyUOVVLH8gsHlrInK6lj5fRxa+kyMcOd0oVy+jgxw8xe0OOHDX2injmZvvJZKXKoqZ6xiheq6ePawsHU7Edt/fTcub821ZOt4pkr5/9G29OV7FFmh/XEeCE5Xk0f6einUzMf5sKfWqVz8ch4c2kaZuFgA0VvHbV+rRXDuHhIBAlDrO6wjE0WCYl1CaK005pfvPyPqVNv6ov/LMQ+il9+P3rh/XruVPTSP2OXPzz80R/06PjUyT9X08fnz7+fDe8n9enFix801TN4aSozt8+qXkpf+Wz+4gdO9RJrz8WmPz7x+R/tyiRrz02f+svlE+9eOPLv5w6+qc4faOZOL6VPlONH2urZQuygWTp35KP/NXP63fnz733y99+b1fN6YsypX8os7CvGx7PhT9WFfVMn3k5Nf2ToZydO/S2fOuGYiwwn+GZGWAWMVrSDayW44jknt2JCaK1nxTGGEmChtLWQm98Xm/2gnB2rpce0yIHU3L5seL8WGaumjy9e/MAqX6ykjuGlqcjkf2TD+zuFiblzf9ciY53CRDF+mDWvtLSzc+ffL6aPGfXL+cjYhWP/NxneZ1UvtfVzevJIfuFAcurjQmRci4ylpj8pxg87S1PNwply5mgle0yNHczFDuRiBzKR/fn4wYp+opg5XMkfS89/mr7ycXrmY23h83rm+OLMvnL+nNNZYE6c4RTDCchQQ1AeOdqACd7Am6EUd60YwswwnKBOilgxZsdxe5oZs8ycZuY0bc+Q+mXWCVNngTZmqDXPzHm8NEWtedoKs/oMMcOsPUfq08xeYM4iac4ytMg6YWKGGYrg1ixuzdLOHHMWcWuWmYvEDJPmrF2fYtYCac5Sa54ZC8wIMxJFzRlqzcMHKY067VlqzVNrnlkLzAjT1hVmzJPmLGvPISNCzRiyIgyylNjR7r467CZoEeasbljcH0GCCK0QcpUgQ2nqZBjOMZa2OnOUxg0zTGmW0iyxotSOESdGrCjDSWRGYS7PboYZTmAz4rTmkRPDdpTZcWxHGU7A43BKktiOQpAUghNWZ56RQbjW1gAAHSZJREFUJHPixIpC585oyjYWGE5hK0ZJitpxZEZtJ2ZbUViSgFHc6sxDb06sKEMJbEa6Xb+ToCRJ7Xh3GQnOLiMIizCHs+qjG8y2DBFvujpIMszJM5JnOIHtKMyAMpZBThLbUeYkCE4gY5F0Fy2nCE0RJwYTfxBmheEEc+LQwGM7ykiSsTRF8W61acrqzDvmIrGiFMXBv2E01Q1U4yQo6S6dsZ0YQ0lY6AVrbropMO04PIdBRoTZCebEmRXrJs2CWB89ggwIDrwncRG0GbYpKVKSYmSB4QgBgkxvt+MWShp2nLB8x04iVmhbGeTEGU07KA6T8s3OPCZJ04lhkjStiIPiHWOB0TSEdkdOHLEsopm2GUUs23HiFkoimnFYpmMlWkaMMZWwnEPSFkobdtLGGfClEc2ZTgqxvIUzFs6YTqppxDDLm06q04lZVpIxtV4LM5KnToKRNMMpWHtHcBKTpOOkXQQ7wyXIqMOwzXCR4WsIwtNIWJRmOikbZzAtUFYiNGVaEcuOMpalLE1oirKsg+K2E0M4QVka4YRlRxFOmE4M4UTbSjCmOU7axplGO9KxEoypNs4QljOdBGZZ00l0rJiJkzZNOyyDaK5jJcxOHAgadtKhOco0C6XrrUXGVMZ020wSlGVM67SiDCUZSZvNMEYJYiYYy1AnAas+bLSS4FDiD2KGbYa7VgxR2SnJUKwTlIcsQ7YTRSzpkHS7HbWdWLszDxE/m605ytLwDqNp24pSlm40rzCWoSztoHi7M2+aMUIylhmzrDilWYzThGQ6nQglGdOIYpyGUHCUZhnLdzoR084wplOqEaZjqtkoZ6Ncq5MwURqzfK0xj1Cm2Vy0jARBWcfqBmIgNMVo2jCiCCcsFGdMdboEa8MnSCgliJIyJZmra7dwhiDNMlJa9oxjx8qVS6Xq5cX4iWJ1jtAUY5ls7rRlRwlNVaqXGcsY5mI8cbRam1qqz5TKk+nMSb1wPpM91WqHdf2iacaQk6xWpiuV6cXFw6p6HqNUszlfKU+124vl8lSzOV+sTFlmLJ0+XShcRna6qF9Op88uxo7XW4uU5ttmvFoP57SLxeKUZSQqpZls8gyx08noiVz2dGRxHOyXkEyrHcYkSWn+9hGklBKEKa5eJUiSDGUY01rN+b+98z9L2omx/f8ye/n93/+P//LW679xOmE1e+LP//7bZGwc24vxhQOUxpcqF//PG7+5OPH3o4f+FJnb97//8F/3ffIvf/q3/5ZOHP74P/6QjB5xjMiliQ9OHX33z+/+/typ94zGXCZxPDz92ZWpT08dfffi2ffHP39TTZ+anvzo44/+dXHuwJWpTzPpk7H4ETCCTPbUfPjAsaPvTE588Paffjt14Z9vv/nf5y59MnHibxcn//nZvn8zzMV2Z56xXMtYcGgC0ZyDtdtBkFLMCKPEZrRCSYaQWNebwTm7E2c0E184gMzZ6Pwn+eThIwdej4cPYnsxFT/02cd/mL/yaVE7M3P5n5XiBLYX9fyp5tLlfOZ4uXAuMr8/kzwyceavZvvK2P43tOwZRtLTkx/l06ei82NFdYLY8VzqZDJ6RM+dTcWOlvULM5c+ZjhVr0xNTnxQVCdiC+Ot5pymniM42ajP5rKndW0ilzpZ0s5Hwgfr5cvTFz9MRg5nY8earbkzZ98jFBJopTBJWChu45SFcw7uEqTE6o0gBvGcxC2UUsZMyhqMlrpxt3o5iBGOYhKDtUgIxzFLOTSGWDdRaTejMU50fREUZyjRHczwvyjBnDixryaDd5fuSmkrBplV4TSGknAAsXegQKwaiBELBxCWhwd+7i267QZPpCxNSMZGOUR0QmuMtWBbU29INlCCjDHGWpQtMVqCoD2km9kwxnCM4RhssoJkiA5NOKxbz27MatsFyI4zJ+EuXZcNJ2FxPRzwAlw4HX6C+0z4l7t0/0WShKYwSSJXkvReFu4EwgkXwQqkamIM9exvoAS7OkibkLXPlYo12d3jghOwKx+jOKyqced0dysUVytix90ncBAEJyH/JzBy7Bi8dFMD1YN98/xkt/ZxjvBO1/Hu3VI3Lj9NYZy1UQ6RAqE1wtougl8sfRA0KGswWiG4AOmAu+YJsWf4zw7ZO0kChgowkGIu1VsGjpPlV+AI+AHXNf5FvXAtV5V0ufa5ToN3ur50b71d9wSUtZGKSHd+kDJnVVODqydIXdLVQVIjuERQ/mpieSfOoKFxEnCLvWjVKep075sfQAXAbLtwr7GsJDReblIAiP/XzcX9ztUDkoRsQm5t7TEFQ7mazhfjrI00hEuUNSgz+aB4MCswlxOEiN60DqH5eTbhZdrEWTCculpQkrqMiMPtAnV9irf97sLfdHcO7v9CY9JVQ3L1IytOToDxIswT/+aBIGFNIAh1JWubo74+RMZMIIgguUE3Y0+ar6tkNgzyE4wkGXYlzb62QAST6728PkR+zHWzdwIkSEny4r6m+1vgJayUZS4dRChFiAoEMW0QSOVOKSGD00E3RMZMxjqE1hEpYJznBBnqQqROijpX3ZdlejSEcv1faOWP1GOd4pR53mQH5x2sI1yhtEmZyRhapTPYD0HKOpQ2HVQ2TJXRIiEqhDRiOMdwjiGV4RzDGUoy4J0t8y1W1ryXMXq5Dq4o3aDDkAfaVXj+ua5LeKM+xN0+wi4EhBMIpWycsVHOdgoIVxhrQV9smE3GCMYD9QcBICJNyloOKttIs5FqGEnGVEby1ElRJ9MrKfBLVrZlyzpQd8179b8+KYxSGKVWvs8o16lrCC7rmq9+F0sTmiQ0SWiK0BSiGURziKiGlUO4hHCNMYMyGxOLUjwUgow5mHTaRpGyJcJKppGBDNWUFCkpE1wiuERwgWAIWK3bSOPFclRebKTaSHWwxgu8gxwNORokb+LF/Q7BBf4mcjRkqVCwo0KYTYgJAFk6e3GzdYy0Xul+0Eaag4oOKjqobDsVxpqGUcK4aVp1y271sncO1KPu6iA2CDUo65SrKQcVESk4WGeszFiZsSqjS4xVGat236FFysq8EFZaVtz/wrSIaZHREi+UFIGXKxV23rZylpk1jYzRSXfaKcjU3W6lmo1EfSlWq0bKpfliYU5TZ9T8dC57OZOeTCUvJOIT8di5WPTszJWjk5fHzp3fd+rMx8eOfzh+6P39n7/3yad/fufdf/3LX/+IaYMxgzIT9ic6jjV4goQ5iFgzs5N7v77n0Ue3P/HEjl277n/yyV1P7Hn4iT2PusrDT3xl5xNf2bnnK4/s+cojT+x5GMrjTzz0+BMP7X585+7Hd8IxvNy1+8HHdj3w6GM7Hntsx65dD0B57LEdjz56/yOP3Pfww9v5wUMP3btz5z0PPnj3Aw9se+CBbTt2bLrvvpHt20Pbt4e2bx+9996Ru+8ObtsWuPvu4N13B++6y791q7J5szQ66hsZEUZGhGBA9CuCLHkU2etXhIBf9Cs+WfJKsvfBnffpuuo4lm2bCK02/NstE7SRhSmKRhdlxSsrnpER0Sd4ZMnr93v8fo9fEfyKoPg9SsCjBDxK0CMrXlnxSrLHXUSpW1a+ryie7qV6RVE8itK9Mi+K7JUljyx5fD6vT/T4RI8kexS/JxDqlmUX4SUUlAN+EXKqwkUk0SP6PJLs3XrXqONA8+cAwQHPzXR1kDLDtCORmCgKm7eERjf5JdkrioIgiIJXFryK4FUEr+wVRCiCT7lu8YkyL6KkiJIiyX5J9vv9wUAgFAiE+AEUSVIkSZFlv7tIkqIoiizLkiSJoujz+QRB8Hq9Ho/H6/V6vV5BEARB8LnFo/g8iuj1Sz6/IgX9ciigjASUkdHRzdu332+aNkKEr5jEq4jcc8tzM8AxnU7LsixJPknyBYN+SZIUJaAoAUUOKXJIVgLd4l9e51stAE6SlO71lYCiBNwniKIoSZIsy7IsKz2RZdnv9/v9fv4SKEuSJIlBWQop8ogsBWUpKIkBSQzIUlCSlJ07H263DdtGjDHHwYMc1a2UdDqtKIok+URR8PvlnrhqrshQhi3wK8qyuOqy8gqSJPmCweC2bdva7TYhBOOuHzP4GdZlBGVZ9vm88OMPHdUNZfXsbkJQCgaDd911V6vVIoTAypZVolg7QV/PUq5/f19+AYKBQGDbtm3NZpMQAmrIGFsNx37aQTdBURTvqAJeX27plrgObtmyhRMkg8iZeDOCmUzG7/fLsiyKot/v52359WRNPckqylrFTbDRaGDcXZ82+JmFlQQVRenp4E3sd90Q3Lx589LSEie4SiBrIuj3+78EBNdKnBPctGnT7SOYzWYDgYDf74ee5Ka/8R1HtiqdBYK1Wu326WAgEJAk6YsawXVDUJKk0dHRSqWCMUYIuebkh0nQ5/MFg0Gfz7cBCPp8vpGRkWq1SilFCLkrOxSCYMXQEYvizd3AO0PkVsXr9YZCoWq1ukpwayWYy+WCwSDYryRJN20K1wdBQRCCwWClUmE9R3pY3gxcHQhyZ9DvH1hN7pSIojgyMlIulymlqx8UD4Ag70/uNIG1iqIooVCoUCi4pxWG0g4uI6goyp0muNaZBRBFUQKBgK7rjuPwjZ1DJKiqaigU4i3guiYIHrUsy4qi5HI5hBBvB4c1s0ApzefzoINwE+vaioEg6GA2m3VPKwxrfpBSqqoqeDPw3V/C6ZnVCycYDAbT6TRXvSHOLFBKNU0Db2bDEJRlORAIJJPJWxrS9U+wUCiEQiH5i53BdSCcoN/vTyaTq5/XWivBkZER+Po7TWCt4u5J3ASH6w8Wi8XR0VF5YxGUZTkej3OCq1TGPgmWSqVNmzaBM3hn6792cROMxWJugqsB8p8Ee8+RJUmSpGg0ekuuTD8EYdgIBN2/3nqRG3kOMFUcDofZsOdmGGOO45TL5U2bNn3RvNaXUW7kOfh8vkAgMDc3x1Ztv30ShAnISqUCOgiGvN4dGlmWYZYkHA6v3n77JAiDnmq1ygne6boPRmB+ZH5+/pbw9UMQY0wIqdVqmzdv5gTXXWu4UmDZAljx7SC4tLS0ZcuW9UjwRrcKM3Wzs7O3gyCltF6vb9myhS/5WEcEryuKovh8PlEUZ2ZmuBUPazfEdQmux055mcDyzKmpKXdlh0IQrru0tATeDLhX610H5Z4aTk5OclfmthK809UfgMB05+TkJN9DMiyC8BOBFW+AyUEu8OD7duggfEGz2dy6detG8gdXElyl9NOTMMba7fa2bds2QPPHhRNczU6wARDsdDr33HPPna71IAV6kosXL4KzMcS+GAgahnHPPfe4tyHc2fqvXYDghQsX4GnnEGe3gKBpmvfee+/GsGI+RycIwoULFxzHgbH/sAiCWJYFBDeA9vEnjqIoTkxMDP1pJ4ht20BwXT9rB+E6KEnSmTNn2LDXbsF1bdvevn07J7iuzZkTFEURCNLbsJbfcRwguJGs2OfznTlzhu9pGjrB++67b4MRFATh1KlTxCVDIQjXRQjdf//9sixvgGkFTtDr9Z48efJ2EASvEAjCGtZ1rYlugidOnIApZITQKgcnfeogJ7gBnjRxgh6P5/jx47CGlW9OHDxBECC4MWa3eF/s9XqPHj0K2sf96i/0rvsnuGPHDk5wXc9R8wULgiAcPnzYtm3HcUzTRAjBMR/nDYYgX1Py4IMPyr0R8bruTNzezNGjR4GaZVmWZXU6HcuybNu+yWC5z3aQELJz506ObwMQhD2CR44cMU3TsizTNA3DaLfbhmGYpuk4DjSOKyH22RdTSh966CE+INkABGVZFgRhfHy81Wq1Wq1ms9lut5vNZqfTMU0T1JBDXBNBPn328MMPbzCCPp/v0KFDzWazXq8vLS21Wq1Go9FqtThE0MSB6SAQlCRpXXcj8rXj4iNHjjSbzaWlpVqt1mg06vV6o9EAfTQMw7Is6KMHQJAQ8sgjj4AOrmKL8ToQCPgDBKvVaqlUqtVq5XK5VqsBR4Bo23aXYC93ST/eDLhIu3btgk3ad7rutyaKdP0ii5IsSkcPHykVirqq1SrVWqVa1AvlcrFaLS8tVZvNeqfTsiwDIZvwtJSM9EMQvPbdu3cHAoFAICCvK2/mJgQln3j08JGiXihoerVcKRdLpUKxUi5WK6WlWqVRr7VbDcvsIMeCtJQQsLoffxBGPLt37/b7/UBwHVnxjQiKgk8WpSOHDhc0XVc1wFcqFMulQqVcrJSLtWq5Ua8ZnRZGNoO8ff0R5DMLu3fvVhRl3e2OvRFBySfKonR4/JCualpeLRWKRb2gq1qpqEMplwq1arndaiDHYowAQUpxnyswCSGPP/44J7gBdFAWJZ9XODQ2XtB0La+CJuqqVixoBV0t6GqxoFUrpS7BNeqgmyCw2xgERcF3aGxcy6u5TBY0UcurBV3Vtbyu5a8h2NPBfgiCX04I2b17t7wOZ7duRBCawvGDY7qqqbm8llfhL8dXKuorrbhPguCXQzsor7etdashmM/m1Fwe/mpqTtfyBV0tFfVardJuN7tW3MvZ0r8O7tq1i4d/u1FPsr7IioJv7MBB0EHAp+byhXxOzWfVfLagq9Vqud1uOl2CXel/bga8GVmWBUEAn2Z9iyiJgu/A/s8Lmg4EwZCLal7PXSXY6bQQsulaCPJ9j3v27PlCHVxHIvlEUfB9vm8/10HoTAr5HCdYq1UMo42xQynmswt9zlFTSr/61a/CnMLGGBdLPtHnFYAgaB8nqGUz+VymWNDq9ZplGZDlnTJG+9ZBkCeffFIQBFmWBUFYR6O6G4nkEwWPd/9n+8CJ0fIqECyqeS2bUfPZUlFvNusQbnlNOsj9wb1793o8HnlDE+TtoKbmKuVip9MiBHWzEPdNkK+IePrppz0eD3/MtO4NWZR8XmEZwXw2V1TzhXxO1/K1atmyDFcSurURJIQ888wzHo8HYh6te3zyVYLgxIA7DQRBB2u1im2bV3NHrpEgY+ypp54SBGHdjepuJGDF7p4E/hbyOTWT1tRcs1mHXhgMeU0EwaF58skneeTBjUGQ98VcB9VcXs9ltWymWNDa7Wa3F742j13/BL/2ta9tJB10t4NAEJRRz2UL+VylXDSMdk/7yAAIUkqfeuopr9cLvvQGIAijus/37V9GUMtmimp+qVbh3chgCLIN1w66CeazORjVAcGyrjUbSw5MyQyQ4Ia04pU6qOeytVLR6LQwdv6T4M1k5aiO98WNasW2DJ6IeFlO2TUR3PB9cT6bK+hqo15DDs9oPKC+GHoSd3aV9SI3+rH9fr/X6x0bGysWi9lsNpfL5fP5dDpd1AudVpti4ibgBtL/6re9e/fy+IO3mcIwBNawjo2NFQqFXC6naZqmaaqqFgoFwzDc1AawboYxhjHeu3cvxCa403UfjAQCAa/XOz4+XiwWgaCu67qul8vlwROE58Vf//rXYXZr3RnydQV2Q4yPj+u6Diacz+dVVa3VarZtD0UHn376aa/XuwF2Q3CRJGl8fFzTNMCXyWRUVa3X6xBk/kZ73/vfT7Jsdmu9iyRJPp8PCKqqCn9LpVK73eYPNgZDEPYIOI7z7LPPejweWDx7p6u/VuGWNDY2lsvlVFXVdT2fz9dqNd4IDmwlOuig4zjPPfccEOzPp1lLDz6MpgMuePDgwUwmwxvBer1uWdbgCUJP8uyzz3q9XnkNq4AhTxFfSg8NwspLwb/448DR0VGPx7N582afz8c/yH8PvrWhj5vxer0HDx7UdV1V1Xw+XyqVms2mO2jAwNbyw4WeeeYZ/oSkjzvmlefriG++uUeSJI/Hw8OIQ7MFsWDdsgzo6gV2he3fv19VVU4QGsGb4OuTIPzlOij3S5AfcM88EAi467/seHR0FPbNQFqZrVu3Qld2XYi3ej+yLHu93k8++YSbcLVahUbwRuzWRBCsmFdgLa3SMqMD0+bH7peQAAP6Llg+CzGxByKBQEAQhA8//BC8GV3XG42GbX9xDt47poNu9Nycebe+DCuoXigU8ng8jz766PPPP3/fffcFAgGPx8ObTrf99nE/0D784x//0HVd07RisdhqtXi6ocETpJQCwb7bwWWmKvXS54qiCFDgHX4MqSj8fv/999//gx/84JlnnhFFEcyZNwIr88WuXkKhkCiK7733XqFQAE/QMIwB53F3E1ymg32LW/tgn6N7rA0EZVn2+/28C37hhRe+973v7dix47rLnfruSUAH//KXvxQKBU3TKpWKZX1xCvJbI+huU7kOyv16dlIvFD4MSD0eD1c0WZZDoRAolCzLgUBgZGTkt7/9bSgUCoVCL7300gMPPCCKoiAImzdvDgaD0P+4dfYm3+u+W/ex3+8XBOGdd97hBFfTCPZJEOS5556DmYX+xO/3ezwesB1RFL1e7+jo6I9//OOf/OQnr7766s9+9rOf/vSnP//5z1944YXXXnvtlVde+d3vfvfaa6+9+OKLv/71r1955ZXf/OY3o6OjPHPtsl9x9a0Kb0OhqX399deBYLvdHqIOcoJrGc+BwUJ6BOhVt2zZ8u1vf/ull1569dVXf/WrX/3whz988cUXH3nkke985zvf/OY3v//977/88st79+59+eWXf/GLX/zyl7+E/UDuPkdxyRd++zKC8EMCQV3XYVPsl5qg3OtwIe06CLgUW7du3bNnD/QSHo8HsrNv374djH3Lli333nvvY489tmXLlpWLnvomCG3xG2+8oet6sViETYhfaoKgd6BHsLMHWqJQKOT1eiEh46ZNm0ZHR4PBoN/vHxkZ4efA+GRkZCQYDPZnxdfVQZ/P98c//rFQKJRKpdUHL7tjBAVBAOXiG0RHRkZEUYSWEa4My5qgcxAEAWh6vd6tW7fCOSvHxX0ThEi2r7/+eqlUqlQqq8R3JwmCZsFIDiwITAnWQUCMd1mWobsHFwfsHQ5EUYSQ4oOyYujc33jjjWq12mg02FAj2Q6EIPcB3W4z6KN7y6jUi0YE0Ln/CIYsr1C3tbSDgiC8+eabsJuYDSM/iRsfIcRNsL8xidSLDwHU+NACXGs+ByP1tk/zgQoMimGK4bom3Ic3I8uyIAhvvfUW7MSmvViVgydomiYcP//889DkyysiekurEFA9QRCgZ+DjWcWVQtCtibxBlHqzYfyldO24GER0ycpvl68dVoLT7vF43n77bYQQ9wSH0pMwxgghpml+61vfgn0QXq93ZGTkRqTcSgfi7nzhX/zlMgrLCPLr8KvJLvV3G6Z0PQ+RD3L4CZJrYk1RlFAo9NZbb8FsAl11zrV+CFqW1Wg0vvGNbyiKEgwG+ZhsJbUb1YfPTvORr7s+cm9EDB0udNncqN1kORe3uNtKaYU58ylIDpTrYCAQeO+99zqdDmMM0mgPhSC0soyx7373u2DCmzZtWnaX7l9+ecPjOkfumb8bq1sf3T8DcITOx9eTm5iqeANxX4fPBgFZj8cDsd94dJmhEITjZrP5ox/9aNu2bYqijI6OjrgktDqBGQGQ4PUEOHKXG96ED7rPWSkrWwO38M/y2wiFQqOjo6Iobtu27ezZs+6YZUNpB23bhngXqqouLCykUqnZ2dn5ayXskitXrly5cmVubm5ubm7Z+zMzM7OzszMzM3AwPT0945Jpl8zMzFy+fHlqampqaurSpUvwd3KFXLx48cKFC+fPn5+YmDh3Azlz5szpnpw6derkyZMnT548ffr0uXPnJicnHceBysKgeFhjEtZ7amzbNoRgYa6dOvAbcoHIXyDu9+GafPDkjrK27FL8S931Ia5Yn24fCy4Ordh1xV0Rfj6lFD7CZ/bhhKHMsMJFgQh/aRiGG8GyO74lIStkWbXhNP7SHcxpNQLUlv1UzLWSgPV2AK/yhvtfP8hvgt3UfV9lxZZddqXc0r31J8z1DGP1QPrfFeau8/BqdUuVWf3V3C/ptSG8b+kbWd+7Y1fe+kCuw1ZYa3+fvdWPw0e+0J6uK/3v0GbX+jdfEun7B+i7LgPQwS8bxNssfeZxv8nL/9+kTyu+zTLYdvZGl72TPclQZbCt7cDb7v8HG+7TXP/bs8QAAAAASUVORK5CYII=" 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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIvqYix5Rf5In2iq77mTr6Uhz_B_Q-Y_c1hKLQDyRlb0LMzr1g-dfBszTdQwh6jaRV_DpHK_yPpLPBbeOZZ6zvkSRBw1UBU009yD6YDO2dyh2SyegY-z7otVNbhL7pBJjeglGolpwbN6bO/s1600/text-1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIvqYix5Rf5In2iq77mTr6Uhz_B_Q-Y_c1hKLQDyRlb0LMzr1g-dfBszTdQwh6jaRV_DpHK_yPpLPBbeOZZ6zvkSRBw1UBU009yD6YDO2dyh2SyegY-z7otVNbhL7pBJjeglGolpwbN6bO/s1600/text-1.jpg" /></a></div>
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<span style="color: #cccccc;"><span style="font-size: xx-small;">In acest articol voi discuta despre lentilele de contact si avantajele acestora :</span></span></div>
<div style="text-align: justify;">
<span style="color: #cccccc;"><span style="font-size: xx-small;"><span style="color: #999999;">ochi superbi ascunsi de ochelari, machiajul care nu prea poate fi scos in
evidenta din pricina acelorasi ochelari sau dorinta de a purta ochelari
de soare care nu poate fi implinita tot din pricina lor. Solutia la
toate acestea? Lentilele de contact.
<br /><br />
Lentilele de contact sunt cele care te pot scuti de toate aceste
probleme. Asa cum se intampla cu mai toate solutiile salvatoare, si
in cazul lor putem vorbi de avantaje si dezavantaje. Doctorita Rancea
Claudia, medic oftalmolog la Optinova ne-a vorbit despre lentilele de
contact.</span></span></span><br />
<span style="color: #cccccc;"><span style="font-size: xx-small;"><span style="color: #cccccc;">- primul si cel mai important avantaj este cel esteti</span><span style="color: #cccccc;">c;
</span></span></span><br />
<span style="color: #cccccc;"><span style="font-size: xx-small;"><span style="color: #cccccc;">- lentilele de contact sunt o alternativa foarte buna pentru purtatorii
cu dioptrie </span><span style="color: #cccccc;">mare, asigura vedera buna,</span></span> <span style="font-size: xx-small;"><span style="color: #cccccc;">camp vizual bun;
</span></span></span><br />
<span style="color: #cccccc;"><span style="color: #cccccc;"><span style="font-size: xx-small;">- pot fi purtati ochelarii de soare;
<br />- pot fi combinate lentilele medicale cu cele estetice;
<br />- machiajul va fi mai usor de aplicat si va iesi mult mai bine in
evidenta</span>. </span></span></div>
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Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-4675611083759404902015-11-10T22:21:00.001-08:002015-11-10T22:23:02.725-08:00ISBN <br />
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ISBN</div>
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Utilizare raţională a resurselor sunt probleme
delicate atât din punct de vedere economic, cât şi din punct de vedere
educaţional, al atitudinii omului faţă de lumea care îl înconjoară.
Omul este obligat practic să evolueze spiritual, să depăşească
orizontul îngust al profitului cu orice preţ, spre a-şi apleca atenţia
asupra nevoilor tuturor celorlalţi de a trăi într-un mediu de calitatea
căruia suntem răspunzători fiecare din noi. <br />
Cum natura trebuie
protejată, iar resursele nu sunt inepuizabile, este evident faptul că
pentru protecţia mediului trebuie să fie cunoscute şi aplicate
principiile care stau la baza unei dezvoltări durabile, armonioase, a
societăţii, în strânsă interdependenţă cu păstrarea armoniei naturii şi
cu grija de a păstra pentru generaţiile viitoare resursele naturale pe
care le utilizează generaţia actuală. <br />
<br />
Termenul de
„sustainable development a fost consacrat în anul 1987, la un an de la
catastrofa de la Cernobâl, fiind definit în aşa-numitul Raport
Brundtland, al WCED, cu titlul „Viitorul nostru comun, în care se arată
că „dezvoltarea durabilă este aceea care urmăreşte nevoile prezentului
fără a compromite posibilitatea generaţiilor viitoare de a-şi satisface
nevoile lor.
Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-12646611058781053782015-11-10T04:07:00.000-08:002015-11-10T04:08:45.914-08:00LUCRARE NEFINALIZATA IN PHOTOSHOP<div class="separator" style="clear: both; text-align: center;">
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<br />Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0tag:blogger.com,1999:blog-6978182051192773819.post-46289715352426806122015-11-05T22:53:00.000-08:002015-11-11T23:02:32.148-08:00Lebedele zburda in zare<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnJNinfWUU97-VGg0N_mVtD5e6nPVB2W_PIrLIac5tF7sZBSmfxHazVMS26-sfSyS2taCHNnQwwJZAR9F28hjl0XqwF-xYHXNuTAarFHaggAiGDi3cBrEuc0ICxNdnNKLQzzyzJkc8m__F/s1600/IMG_20151106_080108%25282%2529.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnJNinfWUU97-VGg0N_mVtD5e6nPVB2W_PIrLIac5tF7sZBSmfxHazVMS26-sfSyS2taCHNnQwwJZAR9F28hjl0XqwF-xYHXNuTAarFHaggAiGDi3cBrEuc0ICxNdnNKLQzzyzJkc8m__F/s320/IMG_20151106_080108%25282%2529.jpg" width="223" /></a></div>
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Lebedele zburda in zare<br />
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Lebedele zburda in zarea de toamna , in sir el se deplasiaza pe Crisu Repede gata sa isi inceapa o noua zi , ca o luntre aluneca gratios firavele lebede pe apa cristalina , aerul rece de toamna face ca peisajul sa fie cu atat mai frumos . Un trecator trece pe langa gratioasele lebede si le arunca bucati de paine , acestea se infructa din delicatesia trecatorului , amurgul face ca crisul sa para o imensa oglinda pe care se odihnesc umbrele copacilor care sunt gata sa isi lepede frunzele multicolore , iar cerul da o usoara stare de relaxare care ii face pe trecatori sa uite pentru o clipa de toate grijile , nevoile si ii cheama pentru o clipa la meditare , soarele incet rasare iar lebedele sunt gata sa isi reieie drumul spre noi taramuri de vis , incet ele de pe apa se inalta tot mai sus in vadzuh pana ce se pierd in zare. Marian Lavrencsikhttp://www.blogger.com/profile/16635893427089885142noreply@blogger.com0