tag:blogger.com,1999:blog-91266093825501223302024-03-05T13:43:33.638+01:00recenzje-wloczekIle jest włóczek tyle jest opinii. Nie mogę mieć każdej, nie każdą da się też zdobyć. Podziel się ze mną swoim zdjęciem, a także wrażeniami ze współpracy ze swoją nitką :) Zdjęcie (najlepiej o maksymalnej szerokości 540 pikseli) podpisane Waszym pseudonimem lub adresem bloga proszę wysyłać na adres e-mail recenzje.wloczek@gmail.comrecenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.comBlogger290125tag:blogger.com,1999:blog-9126609382550122330.post-33301273119691473032013-03-04T21:28:00.001+01:002013-03-04T21:28:28.086+01:00Sznurek PR<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAzZ7J6bU6442siWImTAmSZCMEYONqsopnZv4bOU6nKKyl1Cs8VcrmYdiqsiB-Y9UQ5QhdFsy6JZU8Y_CHFIFMnEtVX1Hghh2AxgxeclbKZZ3oBkaykvYnAsLIPYRBxQ9M68-LfZpqz4iW/s1600/57f6b138a75ac42d62960caf09d10e0c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAzZ7J6bU6442siWImTAmSZCMEYONqsopnZv4bOU6nKKyl1Cs8VcrmYdiqsiB-Y9UQ5QhdFsy6JZU8Y_CHFIFMnEtVX1Hghh2AxgxeclbKZZ3oBkaykvYnAsLIPYRBxQ9M68-LfZpqz4iW/s320/57f6b138a75ac42d62960caf09d10e0c.jpg" width="320" /></a></div>
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Ozdobny sznurek metalizowany pleciony, producent PASSAN (Polska).<span style="font-size: small;"></span></div>
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<span style="font-size: small;"> </span><br />
Skład: poliamid/poliester,<br />
Długość: 10g/50m,<br />
Producent zaleca pranie ręczne w temp. 40 stopni C.<br />
Cena za motek: 3,08 zł - 5,60 zł. </div>
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Zdjęcie pobrane dzięki uprzejmości: <a href="http://zamotane.pl/pl/p/Sznurek-PR-srebrny/3745">*zamotane.pl*</a></div>
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<i>Stosunkowo wydajny, brokatowo-połyskliwy kordonek dobry na ozdoby
świąteczne, biżuterie i inne drobne akcesoria, czy wieczorowe torebki.</i><div style="text-align: left;">
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<div style="text-align: left;">
<i><span style="font-size: small;">mala-gosia100 </span></i></div>
recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com8tag:blogger.com,1999:blog-9126609382550122330.post-15920838877409494212013-03-04T21:21:00.000+01:002013-03-04T21:21:05.617+01:00Altin Basak REXOR<div style="text-align: left;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3nB6BeX2Dy7KjNXE3LA7R3vBlK6AWuQSPooFH2VC7ggfnr9yNqt7uVRLmeoCMjddI0w1HAct7fpwC6dlFUVwJPUJTFFUZ6uZx-qWlevfG8MWAKJ9C8hoqzPXJoTsyzECIy58BLY-5DbbZ/s1600/7f670080a0868be87c4d05485f016be7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3nB6BeX2Dy7KjNXE3LA7R3vBlK6AWuQSPooFH2VC7ggfnr9yNqt7uVRLmeoCMjddI0w1HAct7fpwC6dlFUVwJPUJTFFUZ6uZx-qWlevfG8MWAKJ9C8hoqzPXJoTsyzECIy58BLY-5DbbZ/s320/7f670080a0868be87c4d05485f016be7.jpg" width="320" /></a></div>
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Włóczka Alitn Basak REXOR produkcji Diktas (Turcja). Ozdobny, cienki kordonek bawełniany, skręcony z dodatkiem metalizowanej nitki. Idealny na wszelkie wykończenia i ozdoby.</div>
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<span style="font-size: small;"> </span><br />
Skład: 90% poliester, 10% nitki rexorowej metalizowanej, <br />
Długość: 20g/205m,<br />
Zalecane szydełko: 1,00 - 1,25 mm,<br />
Cena za motek: 5,50 zł - 6,95 zł. </div>
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Zdjęcie pobrane dzięki uprzejmości: <a href="http://zamotane.pl/pl/p/Altin-Basak-Rexor-kolor-zloty/727">*zamotane.pl*</a></div>
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<span style="font-size: small;"><i><span>Ładny połyskliwy kordonek dostępny również
w wersji dwukolorowej np. czerwono - złotej. Rexor nadaje się na
szydełkową biżuterie oraz inne drobne akcesoria np. ozdoby świąteczne. </span></i></span></div>
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<i><span style="font-size: small;">mala-gosia100 </span></i></div>
recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com1tag:blogger.com,1999:blog-9126609382550122330.post-64135705815542527742013-03-04T21:14:00.004+01:002013-03-04T21:15:47.257+01:00Kordonek KORAL<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7SOTwfYmO82PY9EdRiXToafGFY3rW-1kACbm2TJxgIPDdwg_eXDT9c2pyEpsDSDjcCmXsuT_IK9uP30rPopKbjFhejie55fGp_8AAFhbgByHGERChVb5cBfnlkdGoO43xuQ36mUNxjW7W/s1600/7bf5108b49239da739b71f4765a30b4c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7SOTwfYmO82PY9EdRiXToafGFY3rW-1kACbm2TJxgIPDdwg_eXDT9c2pyEpsDSDjcCmXsuT_IK9uP30rPopKbjFhejie55fGp_8AAFhbgByHGERChVb5cBfnlkdGoO43xuQ36mUNxjW7W/s320/7bf5108b49239da739b71f4765a30b4c.jpg" width="178" /></a></div>
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Nici typu kord są wykonane z najwyższej jakości włókna
poliestrowego. Dostępne w 15 atrakcyjnych kolorach. Nasz kolorowy kord
pomoże Ci wyczarować bajeczne bluzeczki, kapelusiki,torebki i wiele
innych nietuzinkowych i fantastycznych rzeczy. Niech staną się inspiracją do wykonywania serwetek,
koronek, firanek i wielu różnych damskich “wdzianek”. <br />
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Skład: 100% polyester,<br />
Długość: 250g/790m,<br />
Zalecane szydełko: 1,5 mm - 3,0 mm,<br />
Ilość nitek w splocie: 3<br />
Cena za motek: 19,90 zł - 24,00 zł. </div>
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Zdjęcie pobrane dzięki uprzejmości: <a href="http://zamotane.pl/pl/p/Koral-10-kolor-czerwony-nr-381/2546">*zamotane.pl*</a></div>
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<i>Kordonek z sztucznego tworzywa dobry na torebki, biżuterię, czy nawet
kapelusze ( w tym wypadku dobrze jest usztywnić rondo poprzez wrobienie
żyłki jubilerskiej/kapeluszniczej lub usztywnienie całości poprzez
krochmal etc. ). Gotowy wyrób jest dość sztywny i posiada ładny połysk.</i></div>
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<div style="text-align: left;">
<i><span style="font-size: small;">mala-gosia100 </span></i></div>
recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com1tag:blogger.com,1999:blog-9126609382550122330.post-47671455142970153852013-01-19T19:40:00.000+01:002013-01-19T19:40:24.300+01:00Altin Basak MAXI METALLIC<div style="text-align: center;">
<img alt="" height="320" 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q2hjeQSYI+nFNjVou8GV7tvQ80qGamDX7qFhgkr65q0s+1HlKvGaw1i/d28kT8gfKfan2Tl4WDPyDjJFCckKkz1G01mznUfmAE+pqxjkSQZRlYexryLTpJCrKzklWI4o3TtcvYrtkhYmNDht1aLK/JDh7HqVdWa07tGZCEmjJ9SOtaC1uYrhA0bAitYzUuiHFrskxzXUuK7HlViG4rsUuK6gBprqWkIpgJgV1dXUgPPb6/Pk1Vc9wzE8moZJCx5NM6148ptneopCkk9aSupRWYxMVDeXC20Jkep2IUEnyrN67diWTZnwitccNzIm6RFc37ysSAWJPAHlTLVoriZopDKhXggKc0JD3qR4G0EngjqKJ0qS5nlI2OSG4Yjlq7EjGy0IginhjhlkDD5kcDn3FWF/BDc6ZJJBGsU8RBK5wXqna5a41ci4tu7njwowByBVvqNlIJ4L63ijEQXMib+c/TP9qW1sLols1uI7EXksB2rgkKm7A9aitLcSXrz2kgEL8hWFaLSdZt4onsobWVpMYLMoGzPsc9KZp+hXVjBEI9Rs4ImVwTdEhmxjHRTjNLa7HuKu6hCXRsb2EO23KNng56EGi7HTG+HUwEzTk7RG7AE848zip7DUrW9RjcaZNeyJujXdjAA8wfTrTYJNRuL+0eC0tNPhClHCjvN+D8xyeG5HI9KW1huG6bYQnbeTWE0cbSFC4Qhc+np51aaR2fmvdW7hoO/hkn2QdcgE+YAPPtzWgt7G/ubS3ddSASZ2hu7UeA7QN2TgYAOBg564oa3+Btu5lFw/wq3HduDORLjGQuG5/wDVtxTS5E5FVBYWT3bwsDEtrK0bGMAo5HGCDyOntRbTaXY3NrcNBE9tLI8KxyOoJcD0HI68E8GirODT11GSLTbYTzu/fuqN4xHnBbxYyQDnHQ0RdW9kJSVtXvmRiY3Z1QHnzAyB58ZqkuKF2A6fIqI8UcdtERGxUlXO4gZA9ienpSafdzTWUUbQzR9yzMu62AYBuSpJ6jP/ALVYwRtE7WKxwu0jCYTlMd2pH+WTnBAPnjPHWpbAxzd8bieC4SJ1WMQyiOSKUHI+UliPsKOQBWk1D+PQNYLcPHGyNBPlFIO3nI+uR7ijINOnOmajGsEZvLd1AZbgCOIHqrD3OKH7SapdWcnxctrdSwZORDIEAYD6HI9RjND6hqLatA0VibWFpQCywszMcjPOAACKdNissLq2ij06O6J7yWYeOK0jLd2444PTJ9uetDC/0mW6itpbmzjkjt+7eNVaORznI3jzPviqvTRJ3LpquqXf5EhEqSzZ3r7kDPXPH700zkSj4Swtbm3lTwSpdpkcdOASx9sintXAuQzUNWeyKTWunzSy52xtbsUOCCG5III9uaZHqUtlaLNLbyRRAAtJczcL14JA61VS97qG4XMmp2IjYbGhbav/ACliwIH2qCXVLXfJOYbyVUIjPeozxMR6s3H3zTpJ2Pks01S7CtJHqFo8kpxHIkBDBD/KGJ5FBbp4JZ2umkW4bhVF8Bv/AN20DFAahqFxfz7ra8t5reNMrBbqJO7++OK6yi2zR3nwsiyx5PxDOG2g+W3GKFXAUPjle1v45JZJZu9+b8pSIjjrvPNP1WDD/GQtFNu/1uWx9NmB/Wqm4154r17SRbq9Xkp3aJtx6cc4FBudWnl3wv3UbrkRM3IA/mCjmlYUHSXsd23w8tpsmUeEbzyAeDwOPpSiS4tu8M6OUY/lhDvOPPI6j70DJaFLlZZFkkYDBlDleT1GOM0U0iI772KrsAAJwvHmBQ2kOhrzsUa3S5YyHnxDLKDUV1dC0twJGV14BGeD/agbjUS8j2yWxmB47zI2ke/HFJZWbCEF5UlY8qCfCPp60q9x/YKEx3j4XEzHHHO0ClWLc7PKVRv9C8CpN4DKWZO9x8qj/vNRCUMrNMQjIMsVHT296LsOjg6kBkYAdCv/AE965bdJCCCV6ZXOQK5iojYqWyo38gDbU0BEkHeM3zDdnGCoFADIGIuJgHZsICMeVOuZjcxvvk37GBG7ypN5JkkQ5yvBHHHlmmoWZ5lzuO0EDbzxSQ2T27u8AYIW8iRzyKlAPKZ3Hy5oaOZ8jAPjG7HoRSgOzjGd2AyZ5yPMUAJudGYNkNjAxXBgQCgyW5PtUke2aPftGOQRnk0wwzQ4Z5UPeDCMM4HOMN/350BQgILjLYzxSrKCromdykAgVGCEmVFXLnhif2zSNG+7e3gJJBK+fpQHIRHI0KEbxuJ4P9qfayGJmklcHJyRikht4/hw120wlI/KKp4XOfPNOu1mgliJhY7gCpI8JBpUFhcU/f3izQSOgC+EZx1q4tL6WxaOQXP+Y/yk8561RQu7xd0QquASJByFOeh9qlitZZLuN7h9pWPAPlS+w+Gek6PqUV9Dw4LjqKsMVhLB2sZIJVcI8h+XzPv9K21nOs8CyDrjkeldGOd8GM40S0lOriK1IGYrqU11MBv6V1LiuoA8dApQK7FKPSvDPROxSj2rsVx4pCANZn7q3YA4OOax88jPullbwj5QPOrjWZXlu3QnCAc/SqeEmZyoj3KPM12440jCTtk9nvdGdAAoORu5zRWh/GXGoIkM0Q5wSowBQ2lgyy7N4BLYCCtUkVppKX1vH3ltfwgHOzIbK+IE+XUVsuFZn9AZIdNXVJ7+GaT4iBcs+fAze30ozs5ebW+NurmFo5G6zAks2fKq/QYmYRPOxcTSrGIguQfrWj7UXVrmCOM26BPGxwMJg4AwPPiq67F9it18WdtqoltJZbJ0G6R++JMjk5xjyxUcN1HJGsN7c3NzJMSRJ4n3Y5OCOuP7UPHqEdzc3EUVtHdqzgySiEsVBPBJ6KM/SrW37QfBNZi6tb6Cxbf3UqjYJPJiM8AZBzjrS22uR3XRoezIj0/To75YpmtopMSF4y8QOCMncMHqOAKfHqmkpIs2l2ECiA4kuu4bucv6qePI4B8zxVRHrcN60bXSXEgjX8m0hiYK5+2MD3qWw1lpr147q27oJJt7pmBiQe6gZY/fNPbZNlzdbr3MseqXjJI4LysDHDvOQMDHnjpgUSZZkjgFtEiTnAeK3thhgOr5Lbsn7CpLM3lzEqQzvHMHUyTkDcFUnK46KCCOoJ4znmhL/VrDSbm/FleSTjbu3FyYoCOCVOBubJHr5064sPoXeppaWt7JKbOVYWjISYR8Nny65yPvVVb63oOlJJpcEk92QTLIkUBXcMckNjJHsQPpVVplr2h1Wcm9l7y1HD3EysELEnyXGeMfvV5p9lbaXdrqK3rtJbxlZGIUZUDw5LJ4QcHAByego2pBYhn7VhpTYi2ht5SO5W9RWZFx0woJAPvioNWsLhLIXmq2c93KhyI43CRkdSVPGcf8xofVdZjG+506e7a4QEtJHI+w7TnBVid3XzFAXdjqptobzWp7q4tWff3RuEWQoRwCCcjHqRRVWMs7TXdNgtbgWdnqD7TlwSHzn/cSTjrUVrNe3kTz2GptZwq2NyBbjA/0uW8PX0PFX+mWfdabJE8FtbW2wo0MV3iP/wBT48TfSsrZXz2upSwW2n6crAELcMWcDOSowfCPsCT96TQJkkV1eC57rVL+11BGJy0s/c90T5KMgEfQNmqbX3ht7nbotnHdnGH+GVk25znkA8/pVxc9nL+/b4zUXKOq7lBUeFcZ5BI2j2/apbC8gsbYW7z6dFb4ICw5Mzt6hc8D3bOT09KVeBozto638fw15GNNdcoI2ld5GyDjJJ6/Q5FOeybR7Z4ZpZbhe7ztnbdk+gy2P1orUJLjVLlbnR1urOESFJijMCGHUtj/APFPg0pZ42vIYpI0iUiW4vMDcR/oUsd2aezwOyshuTPDGbfR3gfqrTALu48h5/UVXw2WlxXkpvdRnEzNu+Fj7w9fMeWPbP2ozvbuO2kureMGxdid8cOJJG8+ScdfpipLqyhSxF3cQ91HIB4ZW/MkB+nIBpUwsh3m1i32oWGNc5EhXMnpzjw1KS0yFo1LAqAwMhPPseM/0qS1ngayYXd7BsQ4YwA92hBA2DqWPOOM+fpTbuyN3bFCkskLPtBcsSWHTH60ktw267BNTvmtYo444O9ZWO5BJyCfMAcH3oS4s1vZFa4VopSMbFQkkfXyo5NPnt5/h9OKy3AOWcqG2J589RzUgsp5icXjKQCZGVQD7HnPTHQUVXQgNQkQ+EgwQgwPANq/eumlTuB3kpDpnG48/TA8qS9ZtNiE6rJLFtLMGwFwP5jxk1JJAolhkjgSV2OS+chQehBHXrRQyCAmQZyolRSAVJwg9s/T9qRYjuSaUS7QduQ3X3NTwoZYzJI6TQBtpkXgH2Ujr0/ajLWxW8uGsVmZpGySBglPp9KErYeAORMhVRS8IcjcTksfekklh2jaxO/AA55HnUz281rKiBBmLKsypkvg43e3FDW0UhzcyzxFR4ShAxk/vnmk/cCQMu47FQFmG7AzkUVKnd3ETS7vzFyGxjzxj9qSArBK0ECFWRgAxPDEnk/QVZaxazxXWn28xKzlwsYYjY7N/pP0B+mKKHZU9w8kpJUARnOeMla6KGSQNMgKm3jMvikA2r5jk8/SrPTYxbaxdDVIU3iJ4wsshwr4IB49ODUFjGHv443kVu9ZxgAcgDp6UUwsHu0iWCO5jQorLiQkYG71FGaM1vcrNYzBRHMNis2BsYYPp6A9KW0gnngmt/iCkfe7lhwMBR5k+R5HA96Hsrm1iMM0h7vCI6t1GS+AT74OcVLAW8sJraWWJ4xJLEpKtGD41wDg0PaWXfiVVlYkgsjfLtIGcfsa1PaQSXeqfxJfihJEytcSlyY5crxz7g9PaqnUIEju5beONoJY2E0biTlwFwQf+/WqcaEnYOsM8to9uYTcpvBAJyY2HPhoqy3S3DWd0Qiov5ZPH2/anz/xFb6GaGRIrYxRsrRecgJPl9v0qLUf/wBwVry1kLu0SRkOOAck54685oQwaCO7jjkldEiyQzBeQnTNWMKzXduYYVSNg+VzySopt5HKyW1msQdHhWSVyPME8Ag+g5zUlxLBbOQIpY2jYKq46nHJ9hjafPzqUlfIXwFIzXDRFkxJACoUdSCef6VoNAuZo7x7efcCQPmGOPI1mIbhXuhdmHaCMKAxO4jr9M0dbz3ACSFn8Bwu5skKSTj96a+V2gdSRu8Vx6VDYyia1STOcjmp8V1rlHONxSEU7FdimA39K6lrqAPHcV2KUV1eGeicOtQX8hitXceQokCqrXZwiiMjIPWqgrkTJ0jOTztLIyBcSNznyAocRyGVYVk2qxx7mpbhZN5li2qHGFo/RLOO1+HvrnPdSTBWcjOPoK74xs5Wy00uwsdN0+DUJ4gpZ2wR82R0PtzTBNca3c3WoahcO8ZHjPQyDoBke2K7UE/iN0bKK4ZokJA29Dk/Nj71awQ2dp2eaxtWjknlQAMRgkBiCQKuKTe9ib4pAulX3/Awx2z/AA7RzFyf5sg8Yz1qPtLOt9Oz3DvFHdEyMAgDTv1JOOvWg9RgitYbaG0lMk5lKybzgjjy+mKs1iWM2lmLiNRKA0srqFcEnAUegq1FMls7Srywgsljj7yLThKiuiqMySeQc+ntRuoX26S2uZEhurhXaO0iVA3XzxjHAIoaYWz2N9pmpWD28UNyvcd1J3ZJXOc8c7sk56+dMuJ+40oDS51EzTBLhAuDHGR/KfsMnqc+dVd9iLE6pczaP3tvKILuVSk0/eMZM+SgfpwKn0LRLBWu5ri7mmtAFfvXmAa2XzAAxuY9OnHFQaboVxPbK895JbzqFcNEgVbaLksW6EsaYsWktqtlbWc9xGmHid5mG648JO4+nQnFVVcsX0Rd6n/CltYbW2e3i7tOA0mWcbj4mJOc+5+nQcFXjafeWtixVTbB0DRBGTvSDkhRg7sgHnIA684qquobS9kaeKSGKBYVAl2hizgcLgnO3rk9BR02pTNaWzxxPqYtSFa4DIqZOQFjJGR0YEjP71MU5Lkp0i0uLiwHfz6ZYXs8G/Lyd4fBgHwxhgATx8w/XmgZdYmv5O+aP4eOKZWiDjczA9WK5Jzn9agl1J/jtN1W7lWNJkMBjUgxpuPBOAMngc0OlrJYzNqly0NnftLm3DhJA8XJaQjJHGAACOc0dvgKpB8FhJp99GZ5e/uJJHYRyRNvVSOZDgABV6+YxknGKvZxZppL3V3NNPK2drSKrTNjPA8WFXA9KCFxpNlYr35EiXRB3KMyzf8AOFbIXqcf9aqL8NdW0hkVHlvZwpcJncFGUIB5BIH15p8LsXfQZDeRJeLJeXmWGFjgdgcptAHdoCoLepx7+tGRaNbrZyXT3JhkGS0wcjbzkBWXgt9xihY9CZEt7mSSF9WtYAJZGyscOD0weS3Toc8CjLa4AvpZ52ljnUqq2ncsba3UqPGQeOc5ycnmhRclT8DuuiLU9SgsUFhrN2bm5iQYsxEUQZXIZip5fHJGfr6VR21rK90rXfw8VrIvjaKJ2ktwD0bAwCRxiijNAyTfnyiLu8X1xZwAuyFwBtY/Kp45wMAjk5IFhez2ur20c+9rPREXKIFUTTMR05wT7nn1oiuOAf1JB3Vxp73F+pstPjQ93bqQ0k5CgbmYDPT61krqyEGqpqWoW149lEMwLHKWQnaSFLMcKueDjJ56VbwNbXWqG5v7adRYoqpHGwLd2D4RyfMnPmeSatri0e+h/iss/cW2wCygjC94ftx+uKKsLorbm3nm0sajqkXd3Dxk2lhCwyiY4JyPTnyoXS9PtYAzXl0J55Ssl1PcSh1t1K7hlmyCSCOh6kCr/TbKJFF/dhpLq7meWOLj8126nHHhHI9BjjpQ3aYadY6cY7fTEuGEoNyYGBZifIAcDGaThfQbqKfV0skt43trBDYLuCywqdzEdS33qLUbG7WGC3a4lW5uFCL3JKkDHG70OOD04FE9nbKS00S61SO/aPTXH5Y7vLiTzIB4B4560RNFLZaLLdXWozd7dt3iuJAkig8k9M85PAxScb4oadFf/A4ZZEhViUh2vdPG6tvcfKAM5J54H3qTV7dVSNmtzI1vg92JNiO46K5A/UDNGW+n3ulRFbZo7aORVjgliUNIwC4LAeuOh9qs9OszrchgkEgsYspEkr8u2BueQg8eZ4PpS2qTrwO65MxZG9lIu9bQYViPystmPByoUnHTGOf0qOCwnntBfTp3BuPBb2Y5xyOQc84BGcDzrUX1q8NuNFs7hBfOg271IPdH5f8A6efpigLnTEtLc3M11cSlB3Fuzu3LnG7GOB0A454HPFJxb5BNFLb6fZmFtk0bW9iSRJvGN5HAQjIouHRYLLS7aa1SSOSVWeR1bduPX0yvnn19qIsdHk0nUIe5ecLaATtEqgrGcY8I/wBXlnqBSNfXGoadZy28TqkrZmWZzkopIOB5A8Eng8e9Di0h3yUH/wC4mCKG5CqLm58c7LgmPPKquenQZqw1qy0e0vII1W3g3Ayth3bcAD48EnryBjj0o74JNYgmkAuolMotbIhB8oHzN19Dxn+lBrbW+mRzOzzSOyraRPI24sqjJ256AA+Xr6mls4VBuI9LMV1HY2zwSJdXrsxRh8qL056DPkPY1Jr9stlcwCKKW4MBMqoVLEKvXr0yaMnlsrfV7K2luWUFe6SY5Pdy7cqCfI4xge9MuLeAdoY+9vGW5SNVMxjwZWB6E9AOf0pqLoLA7WWWfU5ryK0kNmkUe5Am4srfMfpz19qgtYliFs7wyXEs8ksrWysDtReuOeniX6npVkXs0iudUE3BLx91keLxbFwc4YHk/SmLpqzCyGY1njiR5ij4Kgt1x1xikohY3QmupJ7+4nscWTycvJ/l26qBhmbopPofX2qBbS0m0uG6RMq9vNOHEZGFUZP6Z+1WcEtjNbz3qXEixIZWnjc+CRRwpA6f/mgY9LheNLjxq4tTKYyeuWwAR6Z5xScWqoaZcXsd3FpAittme5KyQs527iOJB6genvVbNLDOtu9lbd9KyuiDn8p+h6jBGD6+VHyXKJYXCQRloorXerFT4JDkbc+5wPuPrUYt+81LTUMkUCQqXmaJifBwNxHXkc/r6Vc406Ii7QAIbiDs/FPKwV0kjVWMmGZt2zOPUcH96S1g1C1sPgY0gmtYWxvOd8e07vvn19zXRzkW+o3DMr2yBWWAZ8D5+bnnHpT4JRBd3sN0ZUnuoW7pI1LKXIzjk+XH2qK5ZV9Buns91Y/Emy4ibacHAOc4yfLPA+pHrVZZWjQ2gEsjTTMSChOXZsbfDnr/AC8VZp8UfiEnhMNqhRweniO0gH7EEUy8ljkSX8lUWN5F71lKlgcEZ/T96UlfI0yKGa1awQqN0wk+TGA2fPI6eX61ZG7t5bKKDuYnnJIdsYKH/wDOCPpVbbbWW4tWRcJHuDDA8+T71JAPh1l37GeKVSXjO5WBHH69PanNJtii6Nb2cuFeAwjqozVvWX0K4232AzbM8bhg4NanFaY38pE1TEpMUprqskbzXU7FdTEeOClpRSgV4Z6QnSsxr9x3s5jQc9Aa0tw4jiZyOgrIXrszSyRjBHStsK8meR+CCBZJLuNXI29AoFWXaB9ypYR3IHw03K468D+lJYsqRQsVjUyebHGGFLaadFqutmaJSI2Yk7n5yfT15rtS/dRzP3DezsMVhqMCTHDT4fxH5R0yTUWpQ39nbX15cMiSR3BjTuZNwKljgjHlRV7CI5rKBMtN8OzEEjkbumftQNvc/GCaS9b/AIWIEMM4yB5Vp+Zk9II0e4lN1DfyKt3cGcK3hyVOOT9af2hsXhWLurcz3N1MZC7NwmOAP9qigLVL6EXGpSIIrfvQ4RDg4zgn2GKuGvVvbWeeOR4YiAzzswCRxZyQB5kiqXsH1Bo7aW3j+Our6K4eAb4LRnyjHoWCgeLrx68USlvfz3crfDwLKrDZvcHvZD5Y8scZ8h9arIhBd3zXdlZ3DSOh2ZyxRBznd0Hv9a12hfEOdPZogkVzGycuQ9uu0kcHpkgnn/pVxX8iGWNrpy28EltLM1xDcWRZ41OQZQfHjHUAnA+lY2/kkafuLfT3jWAb9oBAOSOSx8+f6+lGW+oSmxitILmW2utPll29Q7xsfmBH0Joq5Yi3g2Xht7dOQMHvJH4LSEZ6AZA86XMn9CukH6QY73UltbiIyqsSRzRRvlYUOSEAP8xIyT9Bx52uqavPDpksUFtttY5fhpjJKA0SEcbQf6j2qXQ9Vjv7OK3063buYGBlaaIAy/zBh5gnBz7GqTWrU6jd/wAQWFr6xRzMxVwgXx4VeR149D0NU5U9qJq+WdZme106Lw28tpHKDazTvtDs3U4OMhfM9M1e6ldWEGlyahfyLcQysBJKMbpmBDAEAkhOPIc1Cn8OJ7/UYoXSOIJI+EZYFbHgTBxk+bYyATVWVebtD/BYYLEaTdRscRMshQpnG1+cZGOQc8EHzFPhKwuySKeGe2/iunwQQwnNs80EG1gm0kMD9W69cfSrTT4ppLaxnkGZDBsETHgcBTMTkEYXp68elVGlWEtgL3TVTbpsDb1lQhzJJjwoFJHVsZPtWg0uO+na6sL7fbxRgNdSROjPKwGe7G0FRgg8DOcUlFt2PhDrKbudOuYrp4hpkZLJEgciXyLud2R1rH69Hf6nraR3LyW1l3a7ij4VwRkHPoAMYrQ376Vqdut5FEklud726gFc9MIAfQ7hz6Dp0oua1vpLeytLNVXVHh2M2SBBFjnI4BOBj9aq1fAvuEaRJp+o2B0y1kjfTbSJhcuSVeUrgef3xxVbONNTXLGDSljjV1ZrhpgEEYClVRR/OxUZ8unnVcb7T7LXLfs/Z2bSW8cLRXV267nklOeCRwDn/vOauNZhRIILO1tFnu2QrNcRASDCgeAeh5GTQ1XAJjr7+K3eqiC3SC00yxYFmdXPeAjrgAgEj3qbSbO5udTF1fXnewi3HdOQES3CnqFxwTjyqdHa7i/h0UssIhiVJGB/NlZhhx1IOOgx7dDwKy2tJ7e6k0+FGeztGWWWKORoo0xnCMx3bj5gbep59aTS6GF3tim1tRa4ltxKhgtx/MUOcsWGMdT5VX29vBLaSW8NpLJbzt3RKSqgcggh1J6eYOR5U6CZ9Q0nUbnUS+YGCyRjEYCLggjwnGefI0daXzyW7x28Vxll7sMsDhY0zgAZH83qOORzQl+6gfuOsVeS1mhuImisrMBo2jQIioOCCckkt4ueftQFrBPrU8lrq0VzLCjrOt3lVKJuJ2noBxgADFQ6p3mo6NJoAmgs5gdnErSNITnzA8vCNvTrycirjTNR+EsLXTL/AL2OWBFM6SAM90/AQAISAuOcHB4PHFFVwmBHeXdzKxt44ESW4YpFIRgRRbvCmMfMR5+wqawsEaye2mwyQsZZMZwRjp9eSP7V1wztunlVEvmdWUtk7UJBG0eR4x96Zrnx8dzaERmNpZ0aSNFOI8gqSwHXwk+VKUaVME/JVG21CS7e9hhLTXi/D2jLIzShRtyc44G1cfSiLKFUkjvbp/io9KCx92rlVyoJDAEnkk9fPFEx391dXIgt7W3EjF4UcNmOJAMleuSx45xjrVX2hvLi3sG03TO4jeJFupwG3Gc7vEir1AUevNKMU+mNuuxmmaheW+rW0N6ZppLqBz3qKMy4IJUgcAjnHTr9KfM80L3ms3UsSoymCxgDDhATlsE9cYz6VaR3OmXdw7WDBry5URqCc92nnz0BPP8A8tSPbWV9qTQXZgmNpDseVYwGAbrj1GVz7UOO52JOlRUdm3LaC2oaVcqsJDrMrqSNxyoZcHg4rrvQ5dSmttNmnaNIUCmR9xJbAJVcDGcDJzjIHXyqwjhfS57O2tbeOTT7VnubxHBXcdxwA5z5AEYHOf0EsTqllpMk0uoTy29whk71jmSGUjBG3zJx09z7VPDtlcoTSFvG1C6doFuYEk71ZJ2DEsi7Vb7AAY9MVKulSmES3lrbncJbppVXnczBgnXGMsePQ1YaiZktUhW2YvcHZNJGwG1SCwbHvwOnH6VXzq/8Ps9Ne9lsUe7i3PIwKlQGyCQCevd8D3prz/ICCaGePTo7NreKO7ecpAGUZHIJz+lQG3ig1O71a9u4mVSRNICARsVVUYHl0H29aNvDEmqi5u5ppdRtLdkiEK+AeF/zG3HG7Ljy5464oZ5I30cyOSZEVYJSgCi4yBwRjk+f3oa7AGudkuhvdxSzW5ij2zQqCO93MCMnrgjy881HqZuVvbq9e3iilaOBHMYbKlWDqF5xn18qPuZrWYafNbR3Hwt1drM6rkuQF2lCOmPPnoa6S+S6uIBBC7SSzS3Tlk4CK+3BPQn2/wCtS4pyoafBJe3FounSasrCFO6JmgK4xIxAAoWI2Y1qwgjkdQITI0nUYOWKsfoelTmzWKW51CFw9hfSQq0bHKvIHz9sYHT2oQw3Cdob+2gSL4TudsxkiVt2BgDkenHPlVz7ZMeh00dolndXRCbXZGm7zOYykm4EAeRHHPkTT9PluJrzVzGiXUUSyTQPjYR4SVHPQkfqQa5I7yXSbG1fTxJvukgkdSMBFBYZ9cgHH0qRO4invNQkmKW08bsysMBSpCgEHoazrl0V4QLGjxxXNmLhGjWKOS4R1zkHkMCehyBRmozyLO8UUxt5Y5RvTaDvjaPrn0ORx6E0G8tts1FbcTuZEhbLEAhRtJB45GQwHngijJrKOGB4xDOtuzogkjI3Kdp5JNQ1wNPkhtbWKeWea6ARo1ZwVGFJIyTge9NtlhnlZFwzqmfD03CitPLjVJYUuDIeJVcJt428rj9vegtPea11X4drQbJ1dJQy8gjIz9f+lVxx9gLCNlF2n5mzCg5HPTyI8ua2tse8gR85yKxblFETcd4csSRy3StP2euDPZBSCCvGCOaWPh8hMsCvpSY8yaeRSYrYzG/aup22uoA8dHpS1wFKBXhnog2pMq2rbvSssrhLoRkg7xkDHnWh1xvyAucZrOvcJbmLIWQs2AfSuvAuDDI+QQXD3ELmXMbRynaijqMVcC4h0O30mZpHEM1wVdQMEcf15oW3jR9RadIllw27YOgq01wwKTaXtvGYopxLEhTkMV8j6HNdKfF+WYfQguZTHKsEDOVYkhz8xGeOadAiJaJaJF37SSMsxzjuwPEGPtzQttEJJFllk2qwKqOnIHQemKutKlgttKmm2I5lBUtnk7lyGrSNJci5K3Sb+4vZblTOZQSI4kC/PtPGB9astct7aPS47DU5gszSCW5yfDux0B8+aE0C0jsVluyBEFX8p85Mp2nJA9sCo5I5L6YfGvFNJiMpGV3cqPL19T9Krr7iDdJuYbK3kJikFrBjvoy20DPKjny8/era7vp4bG/ntgWu5JYLqBCPlQjkfQAVzXNhq3ZLVwI0dLYq7M4wJHPXOOvp9qru7XU7G11G5iIgsbVe+X/+RgflHnjywPeql7IS92S2feGN51WFrydS07ooRYI8c8YwCT5D1q9t2tJdMh1G4VLx0zC7x8iJRgvGPIE+fn5VVwzQCxubvUbIR20cgkKqSpmcYZV6ghc9QKtJZbaw0DVUt4oxEyre7Nw8AceLA88bSTjnFUvkVoT+Zld/HRYqbOESh5dpj7sZKqvmQOnh4+1XtlDb6jp1kHguIYwhaKIyHZ7yvt5wM8D19ayujW+1H0+J7m0tWYfFz7AZJB1CAHkZ+v2rVaZocZka2NwWE6zPsTd+UfCUjz54GTQvcH7FJfabFFew2um2l3d201u6RndyxzkuQenJ9OB6VYhZ4tIsLO2yt8krW0uxgxGzJY5HGOCc9OaHN/Pptjc2bGS1csU78uGZx7Z4Xk/1qXslJZWcQsu8LszH4neSJHYH5BnqPXinJ7uAXAfoV+0zW622xMxlo2ncGOAchpMkjLZBI/rVZrCPoV//ABNL+/njEYWAQSgnvGBJkPPC8n3x64q8uLOD/iI764lndlSWS3QAIiZCKo9VHHlxWUsbttZm1TTprcd5HcJHGoAGYkDEnJxwBkf061T+XoXbNa8S3EiTQlvg1JeB4/nMjY4AwRj5ieQRmgJrG00+/RHupb66ll3Xjsz/AJUbevPJGOvvVlpNvqMTW9/IbeztIPBBFE24spxufk5GD6gZ8vdmp2ZlsZrC3uO9ngnb4lpOAYz4xvPXzH1NJfKqH2Vsunrp1rc3ihVtIxmyWFyrSyZ5Z2IPh6g45PH0q70Vdtm1yi3Npf3m3LqNkSkqMYzzyMEHoc1X6bcJek318YmsbaMDuTkxMwJxgY48vpzQula4t7dX7CEjS/ykSNY8lAh4CjPAJx5+RproQfBdXragl89rbxTlvg4GmkCOQG+c9Ack53H1ojU47m/hgt7MPAkEgmk+QGXaNzZbPJzxjPPvRZZxH/EpLVX1GVdibQsgt4h6Dkg+p4qK3FvPaTWkKyx966taluGlJALEnJxz/Wht9tBw+DnltJ7lNQuJ0hs44iZkZ0QMxHKnP0+woez1h7lWntt8dzc+GBm3J4CCdyHGGx0oa2gtZNQ/hgaO6trUEusrJ4nJUFRnqBxxz6+tFWd9Le6k9vfBLea1mWQTRqoWKPBBU9AMDP60baVjsruzqDTL4aldRSXF08jQWcbR5AY4LuxBwOoPrjHFX19d2HesbZtxQCUFMHv5FZQxYjnaAxA6+X1p+owacoj1BUZmPihjQ7H29N59SR05OPtWcl17QrftBHBO0iXssMsUm3KiLABCk4GTxnP1prlXQrV0i6vL9I9R3C332FtD8QtyRw8jZAXp5EdM9KZFLplvIzpK732qIJZ+8yRbwqp3t6D5T7+tM061t9Tuf4CsLDTLJMz3CjOX4IbcM5B5wfOpbu1tVjcN3EHxbkW8Ii6jG0s3+pmxjJz1qPoyhbe/ij194LrurOyjjRLMSYJlJwRgccdCeOnJ4FVbaPFqmpx3fxU0V4Ns3xKkJ3Qyc7CD0AXzxVhqcCztH2bN64ufhzMc8AbeAADzwG/eoIrOS27PW1jdne7t3SIkhRmUuGJbB5GfI5GOafXQl9QXStZRnuJtIgSa1imForTPxGAMs5GcsxLH7nPrRlpcjSb6P4yVGdY3eUxQks6clVwOpYke3XoM1B2hNpo+jvYWEakW8HewhU3RySP5kgjJ5z584ovSxElpaW+sMHuTb95O2wDZCOpJ69SRRTS4DzyTahfST2Mj2yJe742uS6uAGAJCxgDnIxk9P71UW96j6dYWN/cfD3d1tlZyp2tNJ/KPXHT6+9WOi67Zahq9zZxp8PFAQysqBQqDg9cYFVt1pEt/qZ1mymjWC0WQjYvMLEYTAIwWGc48jS6H2Wc8KW9/Bp0cks08KrGZJWwZXGSc+nQCgtYvLW67RWJgRJ7O2WdtwztaeP5VOPLeevPSibCC2uYDaXMztNpyq8swbBIx8pPXOagEllHpqyvBMtzqUwzGvD92zkbwvkCc/p7UnH2BP3B/4nI+mxzNApvr2eQB4kyh7ph4WY9CS4xmoNduL64tLa6Wwa3XaZZoGjDKSxHjI6joePfNCXSWFh2ps+zunTSRrbgSTzI2WPi8WcA5zgjjnj7Vf297De3MeribZaSKwdJBgJEASSwPQ9KEBCZ5ZbiTUMwi3gtgE7tgBK0gUsVHljLAD/bVHq6RdnLeS3iu7iOHugZp5MtgyMGfC5HoOmKO1K5jhjiDIZLrUrgLDboc/lqevtnOKC1mxTVI77SLszkXsslxZtLIDghzlAfpgY+hpRXPI2+OC5sEstMXSrFNQ7zS8u6yumdu5w0bDBySBkEe/wCgGlzX/wDCbmG5kVbm6jR9+zI5cB+fLPOKsBHYx3LWMO0iwiW1hLcDvTkEDPU/9KGv7pLbs+bYoWusySJGFAYrEflJHU7mHPvSSYrQ+GzHwdra3MzQzyzNIcP4tq8EA+lQaa9xJDfoxVrKcuCXAJ5I4+9SzWBvlh1GYtBcrYbLiF3JyjBumMbW8Q/QUyG3t7jSI4oJWiknaOKaPJbAXcDg+THCn9fap7TY7qkR2upqbrU7OK1RLmG7RGikQh3ReOB9QOvvReofEyz3pSHJ70NHDGP5guWx78VXrOmmZv4rKV5579YVwviKpt5z9GH1qy+DknWae5hBAuZZYGLEuvByp8iB4R9qUr6GiHTjGdTlglV2VUKJzsJO3DYNdpIkN7sbum2LmN2bIJ5Hix05plncXHx1wrIrzrEe67x8ZITG3J/Sn6JJbJP3eV7yJC7nPABJJoq2h+CaeW5mUtthjieTcsZ6RkjkA9cZ8qvey8mJJIixOAMHNZ03Ci3dGG7Y+4OvKuhGR9CMVcdmZle5RkQJ3iDIHn71mu7G+jU12KUdK41uZja6urqAPHgMUoFcKWvDPRKfXvEyqDjFZ1zFNcvCiALEevvV32i2jfIx8KjPFU2mxtcRCVgfzGzyPKu7GvlSOab5LGzhgtY45mBKXDNG5Q4YHFN1CX464VTK0jKFQEnOSOlDwXKXNrc27xd3Jb3GUcHk+HBzUDlrO3mnUFiSGwDyXJGMVuuX9jPwWkzRROLO4j4t5QXYjOW2ipZS15dpGkRj3OqBE8yOMnHlTpIreayvr2Scrdzsjhc5A9q7QZIorndPdLHPNG/cysnhZudq5+ox7Vd80+ifBWsuoX+q7HZRHblok2tgZ9f1rZ9jrKygia5cIxi37ZZZDhXZSMk+WQMfSszaW8rPG08qQW8hBc5wwPn04rT6JD3erXUdnOW0yOCKSJcHbKNwPiz6HdzVxbq0S/YqrWaXS9RNhcwwFbqNleABsDbkAgg9c468fUVJoySrfLE0id+q+EopMYb159P7UztHLOvam8uLcbCJghmcDbgDxbT6g/1ozToDMTZxQRouoh4YWDHcihSWkJHQlun3pQVvcNulRcR2FjaaXeaff7rmERRSpNKcNKW8+P8Acf0xVRolzB8TDNdItzNE2yA92GJHO3OeMDnHHrTXnF3Jp1ss6p8JD8NcNKd20q378AVNBYyz3UUVnCYIZD3dokLHvGVdzO7sflU88nzOKu239CeEJd2stqJryN5Lh4T4Z1xvmmduiqOdq5XLe/6abQAkdhZX5ndpjbbpUcEF5FOX3D1GSPUZrP3ZvF0qw1j4SVJGLQRxxrn4cAnkjzJxnp6VXafNqN+8uki5+EhRmc3DeIIWHiPOMnjp0yaqVUJFzZWT3t/Fqd5byTzsFMEGSYkkXkuBnOAeec1aC0hspXvRtgjtn8Nw4DPcTPy5wcYAIUZx0+lVltZbLwLFPKytukVBJz8Ou0b29MselH6/dtNp0pWzijdNrWcGeJEztyffPP0q4KlyKT9gPVtRvFt5JpWuV3vNbkZGI1Mm7GR5bT555x5UTa3NtHK0FpZyS3F0yvevHAQkUfPBf04NDaKGOlXjdoIIpbSImaUJkqzgDwdeRxz9KLkll1nQtQ060aWzRFVrtwNrMGGdoH8uBUJc2x+KJNX1OVL6DvrTFtcwNAyQH51YDaI8An0PSj4J52t2tLeCUmS5VJzKn5rnGePMAChtPvlj7P20xj76W1AgsyQcRMFI3k8DIC/tUuiy3l7Zy39xFDbrPD3UFyT1YDG7APh58z18qr8y5Dor0vLPSu0EfZrToZLqSRG78yrgAEcHn5VBom00e3W4/h+iutrYRlpL2dMM8smScL1yASfb2pO0unI1i90dPM+q6jFFCRHLuKHON5xjHHRcVZW9hcw6W2nW1wIWGEkjIH5OcknI88efHWqpX2A6aSFbA3cUKmzngeQ7B8rhvlA8uPbHSqq/jTSrma5jumtpruY7O/2yd3b4HjD54646Dmg9OhvI9fcXrubUoI4lEQXKAKcn/TuIzgknAq/liWS2fVzZzy6k0bRW9uvK4xzwOoxz06DNCTcvoF0gTWr3TtGsRHbxxSm4KiExxNvmnJGOR1xyctxxRF3pbSd8dUuIDLOi3F1tjjAhCg8KcZ3HOOvPHnzVd2dGqaniS8VEW3kdviDIvEpHRSeCM+fvVrFE9gg/iUheaWTbMkkucu/K4GPL0JPlVL2TF1yN0ue0e9RxdF5ZYAFDqu9SmMEgYxxtGcVmNAtXmtpe0PaK1gl1RJJVs1GFIGSN7L5/Wj7SxA7dh4hGzXdrKtzHHtEURLcSKwOOemBx4R7Vc20enW9zFczb7qOzYxyM68v1IXKge558hUNW2PwQ238Y1DTzaxLLp8jktcENxKhCgSFduVAwRyec+VDpHDf95qdvcyrDpsnLEhhkLgY3AjOc8dOvFS3GtfCj4rUosLfTYkDRY2IchDuznGfUVPBshijs4LWOS3Ds0oXLEhlzuOccAnGRwc5zVbWwbK6z083nd6nEksN3bSmFwzF5D03Ek4GG8R9KPIe6ubftRcXtr8JaGXbFCCwHIUR5IGflJyBk59aZqGpWOnbdOa8SF7w/CpJAAyW6BQeoHiJyelRaasFlHa9m7yyAsIoDyeWY5+Zj6HPTy5o58j6LbT9PtLrTIYLGMFHQyxsygiLA2ng/bFUer2lvpK3WuXTy6hc3yxxwq7htscZGGxjrxgdOMDmjdLuWWaazSxlhNxMwV1xtCqeNmTzwMknjxdaj1C3v7llnaUXTZZFSMFIl25AXac4wOmT16kdahpXbYc0V2vkWen3Ou28RMt93YjhYYC4IO448t3l0q4sry2m09NPuSi3Eybp5YHUKr8gcr0PhJx6Y9ar9Hmu5O0txb3DiWzux8Pbx7eIRHyZBjy8WPrUxe3k1behtW0qRu5gVTt27c5fOeAM/r6U6EVes2U+ladb6d2dLwzaheK/eBcvN0O4tnhfmPTyq9v479tVCW8wt7e3T/iZwFyyKSwTp0DNxzxU9wyzyjWLcYKQ7LcSLtCKQCjEAHqPLz9RVTdTxWdgtrqdy7Q3d0IneMAmVSp8IOOBuIJIxwMCpr3ZS+g/SrG3RZ2NhGXjUC1kByGDkkLg+YOTmutYrSKK9lDItugFuD1DyMPGxH7U5tJubaKK3Sf8A4iFpJbZVc7WAwADnzwDj0yardTTWJTp3wdptjluVmmtGACxKWZ3dj5k8DHlUuqBWEd5baGzRXE73stqneq7sMiSRgoCr75HTyB9KrdEvJNfurXSblxaXNpOLiIkZYoDk49zVnfw57PXd+kLyXkhfdMzkl0DlskdODx/ShezjW2o6FF2j0xoLW5FqYWJUkJtIBYA5OSARzxk+Qp8RTYPlhHaJxBpUt7IC575pIlbDOzRg7SpPI54+mam1IXl8mlsIX3SyK8w/ljDYyT6ZxzQuu6mzanA8mm/EWiFFQL4sq45c4z/McAe1Hac923au6geaRrBbcyPFIQRFwo2j/wCUfrUKkuA5YLqM15dG9aPvLT4hliG6PlFVmBXB6NwpwfKprswW/wAJYwqJ++Elw3VQECkckcg5yODUKTm87uyWK4ikleS4ZiCAMsQvP0U/tUWvfF2OlNp1g7yXEdvnazjI3sAcAn2A4op0PyEabJLFa6aLlSgBYSMyMQoXIUkDPJ4GcVFC91JpkSXUUg3iRpk3beSwZSrDrzwRj19eGaeNRxb6rqLfDiKwCSoD1LN4CwHU+IfpRN1cSqBZx20k0kKR5bcFDDYX8OeuWAXjzqJVXsCA9MWG2F/HOXkCEvG0jbmBPhHPGTUul2mdUa5CbZRFhxFkbjt4/tXWkES6feXM6ydVDgeLcMhlx7g/0qTR7prW6vIPh3ctE8feqf8ALIPhPp6U3V/ZB4F3mO2xHGcK4V2x8hA/Y8H9DVho+1dQhmV/yygUDGMYPNV2tysEBJLy3MjPKRwfdv15qe0ule8tlQYVUByOhyahqrLXJuwOBikIrozlAfalNakDcV1OxXUCPHRxSnpXVDe3MVrA0kjACvDPRMt2mmxP3YPzttxTYZVtnSSZiyIQAvriq7VLg3erIisMKd/0onvo3Tay75NvGfI+tehDhWcsmSXbGa4luIl7oTvvCADj0o+3h2W7mWNXeQLtIPCsDkj24xQOlRE3a96y4OMgnGMdMVYC3TfdxyTBOXAYdd2OMVqkZiXgtrm/T4c7LQwhZmJwVbJyRS6kYbe7t4oYVaJVTuQg5UPnxHFRWMSW2nC8u5GUyDuY4gcgn1qTRZjL4IcO3MZc8hAOpbz4q1zx7iC75GXSt52I0yCK3RufFnJb61aPqMlnpNgkCtsuLEwmQqcMQeQD5sMHijNfgsV7L25aLvWhnJiIGSuRkE/rWatYpmsxlBM28Yj3YEK5OW9M4Y/rVy9kSixWCS/kt1Rj3c0f5ELLyduWZmI6Z96s9eeBLTR9YhVY5odrbI8gOQQNuPPOSKis4buHSJfhzJ8TsPfOTsCpyB9uOnnigNJme+tWt5pYzYWjGcSsPlXdllX/AJuB7cVfS4F2xYo4bSS+UW7vdajL38xz4bVMk8jjHpnrge9aEX0mk2tjcd2scMrK8k2OCgxgAenOarOzslv3rNcMfhpCpY43rKpAKqPUcjrWm1uMXGmyWt9JFJJFMx2DAyuCwGPQADpTjS5EwMazaJb6hZPKQhnaSyAQkSKdwwCOgynU9CQKzsHxcE8amFQ7RrJLatjeuWIBbngHGcUVa3NtPBZOY9/w4ZFIAxuJJGfQdKOma1W1e9v2hlijlSSRh/50ufAD6oDzjpUxTfJTdGg0BkkcR+GWS7QxTlYvLGEUe2RjFYy8ttVN/wDDhEW7nPdw7mJKxgnxHrjj6k1qtHke67FpLFEDcmBomx//ADDLKfv5VSaLbalLaQT21n3TlUs4nnXcW2oAzrnqBnGT51bbuiUuLCtJFrpV+lxJuvJ4EVBtyoZhje4HIAFW6RbNae2tSmy4DG4mkbqrDOeSBxzj6/SgL3TdLgsRbJc3qQwNiWRJDmUsSWXI9ST7Y8qlS1uNO0qLULmM31xKyp8PK5RUQgqD65x5+1VXgVkNnB3+vDT7NYLfSkUovdgKZNwGeckMWIyTzng0PY3HaHWO0c6iwRbWyJgjJ2iNFB8Gehck4GBUuqaeNIs7GHvu7luJo+9uGlyAFxsQeQJzn3JNT3lxJfR6adPuGtbOOdpHZiQZZBwWYZ4o4XYB2jSi/wBblmNsXm2iIs2VTvdhIA98c4HrVFJcaxBrMqQSJLbGaJd6Q8MwIYklhnBGR5ef31Ek3xU0OmdwvwBR41lxndKPmwDz6/vVZrYhl05L0pO8saiKCBHIaSUfzcHJHA46Hzob/dGvcIv4JLm6isYL1raO2xc30mFbfgHCg8ZxngZoaB4buz+OtoZTHLJJAkBclgx4XLMeMj1PpzRQt7oWjQRXY+JRV+KTbtMO7IGeefD9MGq/Q9Q03SxdRW91IZJZO6iZwCBIerkk4DZNHig5CjdXdtFExtFh0+wUlmlcNGsmMnfg9cegNVeuLBqVm+p/xKI2vw4nIBYvASQRIMjqdrDg45HuKuNbUXsMVo/e/wANgcx3UbYyWZSNx++DVTo8V1Z6lNoKW7XlpGiw7jty0Ywf0wR9vKq6XAu2HaRLfroC3z2bxSSosaEDDMjbss2ORyQevkfWrOee0iKxTySXTxxI99KsXiIHhVcdMAkDPvSdxNcvdXtzIWs0wiw94RuYZCBcEHjJOeh8xiodTksdHa0tJ7D4u4uyFljEoUspHChhkgedJJdDvyNtoL5ta1DUNYuYHsR3bwWxTCu2PAMAeXX7UWHKQ3em3V33F1KomlkVgPypAGxnPA2/fmmywCwSCxleWdFVZZ7eWQBSyg7QBkFuuOOcZ6DNUfZ+zvLrSZ9Y1iJBJck7bJFUBIQ4Kk8ZU8DGMVXyiLiybQ7qRZxZ95Bp2JIAELqFwFXI45LHGT5024W210PbXEqRzW0veXndZbEQUvyV5GMDpT9UW20TThqBZra8lC+NQcxg4wiknoRSR2OnW0txe2lqxutWmQopcHaFGC2OucGp49hoc+si6a7fT7cG77nureJV2qiDC5PUjOcj1APpTdH1W37iSO2Z5Lhpe4lZUzHE+SGIP/pHvUmoR9wNls3d28DhIxuIMjN8xPn08+KZdzwaZsS2gRbGSNkMi8jvW/myPc+9JLgLBruyltzJNbiWJYh3DhV3M+4klVJ8zySfIVJBNZHTZ9XWKciyMsdsWkBIG7gFgB0IonVroppndvG0qxhe9kRwxZmxkjnjjjP19Kq9Ft79Lix7PLGIrFYmkk3N1XblpGBHDEnp6DNDVKn5AtLa6t20u3t7iRfiI0E1ynIIXg9SNowCDz5Gorq80+aW2WICSOR+5gXGSyA+KQY4IbyOecimR2cza/Lduoi0u3td6KviE+cYyR6bc8+1TKFksrnV/h5Jp7ON1hbAPDclvb0pVxwgKfXTe6xq9hewztbQ29xvuYz85jUeFcepB6UVDqdnc3U2rx3M0kdwy2sluyqht+H3efJyEHTzP3i0Y2a2s+sMsuxY12b1w28jxAj2xx161zyWdldQ6emnstuoe4lYptJkJ38bupwOvTpQ+XwNFRrmoXum6npyKks1vDatFcLs8MYJJ7w8kZOR6eVWdgNKSKHSbImUahIJplA2hIQCSWPkDhqksJLTXI3kmil7yO570wsuGceSt9wKnv8AT4oEvreFJiEjCTuhwzsekfHljHHpn1qZXQIGnufgO0DXVw0qRJHJLJGqbgyDHdhf93l9+agvbO4uNL1jdvVWcstxC21pDuBEfOcjjnGOtG2LfHaRJdlQ80Aa3jdQfFngt+n96bcXN1caZaaRprJJd2bRy3JceFtxPhz6gYJHoaJLwCY02bwoLO1keSW1Matk5Lcc/wBcVDq3wtjBPekk3d1ebpCzFiqKRkL7DyHsKO0uBLV5b+FkDBbmaJZpT+YRlgmecnJPJoV7u1t7mA6qyzrFFJcROxPhXduAxnGc+gyc/SpbXFADXFndXsuoX8s/dLKVtrUIWUOpYgEg8ghSAR65o/UIrO3tnaMoRCCPfwjA/cmq6Ealc/CSxSBXS8e4hfPQYGSRjJx5D6+tSzW0TwNGIIjESr4yc8FiBknp4mP35zUv7D5EtLqP+BmOQ7GjkYu+7AYYwB9vPnzojQVtYYjcXZeS3uXVSsbYdSdx/Tiu1a1tVgjiRIggUzcNnls/94pmnQG2sHd26u2AD1Uf+5pvt0HhAWqrcwaIWmy9w42o+Djk5wP0JqXSYvg4LNXbpEu/PqasNTzM3dgslu5QLExztZVwTn3JNRSQLDfOEJOAuc+uMYqJdFRNzYndaRt/tqbFC6OS2nxH2ouqXRLG4rqdj2rqYHjuKzvbeCd9PEsYJRDlsVpAKf3STWs0UihlZcEV42NXI758I8bsJnlv3k4x8tWduXjEiSSBmPRh6UbqPZia0uWksWDxs2Sh6igb20nSdFGVBGMHzrti01RzO7DrVRMjI8pDbegHXGMGjBcNcSLapGd4A2MV8z61Xw2skmoQLCSHERQqeAzA5z9KJsL2WPdeSrsES7mb/UwPTFbVyZ2WV7dwXcEuiy2sbLFLHIHPDiQKQQp9DnpV72Ut4Y4xcqAIZGMTrgZfKnLY+tZvFnc3skxbBupO9EfkreWK1NtpSw2cs1xLtSS0yrdAAj8kfWtI+WSyKPVDqHZ4wbyjuiwwYXAwh5Zhxk+58qF0e2i1F5IDh4GH55HgeQLkYH1x5etN1p9ur3ncSMEM2UdSPGpHix9/P3qy01bew1LSpJpV+IkuCWAXGxGXaFPqfeljVuxy4VFlHctddlNQa/Ox7y3lREXPhwcInuQD/WqDS4G09rayaUx2/cBZrY8l28hn6Yojuby21XULS5DGG0upJ0RlIAy2Nn/N1OKns7WKzLXlxK+BK08yP4gzsCFjUdByQSevFaLl2T0gkRJc2Oo6XZzrDej/AIiVlOQrYACADhVC+X0p13dLc3NlfLLHdSpEIpE2lW3MrLyeh49P9Ro3VWtLLUG1ZEkjS4TNz3cY5Vl6r6kELxVD8A1o+oXkLB45mK2VuSQxJC4YsflAwf15pz54QR45C7HSrMQQWVjGsDQsyuVwxuZCpXxn/SvlijbrsxbappNube9Zxp0pSdi2FmdFzkgeWecdKrPirvR5LK6w57y+7qJMZM0AIy3sOo9T7Va6jLa27Xthc82t9MDG1tIVCneVZicckY+Xjp9jV7VbF2+Ch0mea9uY4ZHaG2ziVckKxGQfCPtx7VrfgbjUVmmtL0IGhMNlD3YBXGC0mevHkPfk1RaTpTWMSx27TzSXhVO63EiKINkvk/zeeepA4rWQxzW8nxouu/gtoFMKxgBihLbhx1/l69PvQnXIP2MvbWdxNrIgV/ybZWNxPLJgRqAeQPNvak0UXqXt9qc8s4sml3RTSnkOSBHGAepxnPpiotTlvjqkGlyxLbpeRLcNEP8ANGeQh9/b2/Szhij1+GHRkgezt7R9xmDFTjHJ8+etMC30KO3dnvdQuo2vZd4h3MG7pcHcx44OOAaH07SymnXFzE8M12EkNtHMQFRNwJfp9OfqKh1K1k/iFvYaXBDPZRJExlefJEeBuLnk5C5OOpJFN7ZxMukW+rWbKizBF7u4y2UDDKj0JA3Y8qrpisbphuRo8ug2b/FanaTiXvJH2Dc5JbLdFAyfsastJuLa5vJmguvjTEo+GGAgjO3O3OOec/Xg8VWLezSGFtPEVpDqJM81y5KgRfQjz9T1FaNpodPhVQqRpZIr2xj4DKeDgeZJNJe7AqdLSWw1m4innWd78F7pnOBGM4Uf82M/qPuXqE8EUDX0eFmERisUkUv3YAJzk4AJ/vST2MV9Nl4lF3cgyd4yj8iLOT18yP6CnRCxutJU2pf+Hw3BinRnMjMFJVTkknPI8+hpqu2D9iU3EM9vcT3SJHBNZd3KD4Ssq8ZP28/WgNK7lNHGn2kpmurgqxkDfmSf6QOflGeT7UTYQ2kus99cmMp3XdMhXBdiR9+SATiotZ1C8f4nULXTR8XKy2qSkgl5dxDkc5JB/XP1o75QB0tqIolmm1YR29ixcgwg7myDjaSQScEHORVdZ2668sep+CzkskaMMFDEA5K4J49AfqabcyXtssFjf/DLbzLtABJ2y4yVfIBzyPLAOecc0sWox6IdJ0Nk7iNnc3MPeKzcjhiQSOfb16+lcoBbG4Or3bQ2t7G+o6Q7RsrnBkDAknOCMDnknr0qG/j1u87RWWn6e5ksUzLcySqQO7GdqZHl0PAGTmptKnttJv7qe0tJ3fULoJNKUKqyfKMZHiHAyQcdatbeA/w+7htp+7Sd3xJ3xDBQx3D2H/Wh34ApryOXWopdBkVmbv1ng7wMQyKeDk8keHrRtkJdSmuy1sVij3QWzNK4y38wUdceWTx1454pLG5uez2lRXSjvL/VbgwW579cQpgcbc7vl+g61bdsNbbQ9KsrgwTl4pMkBxhDvwxOOp9MevWm7sOiDR447tpxLNds2lSokYjkwDIFOcHr/NjPlij7HT/irb4PUfzoIWW6ZFBOG5Ij4PTJFBj41GTUI4hbW/eNcTIzA793OcAZBOehPl5ZoTthLc6LZQaoJTCr3QumVywbax+XHTjy9AOtTV+QLTs9qWm3trvcx2PcSdzJFtweCdgA9eeBUV3d3ostRvXWSFpJwoacZ3ptwFU+vQn7ih5haWfe6jDE8smuSxhod3gjAAyxx0HGc8dKI7TC3vhpcNtIr2dtIm5UDHeu04YYGcZwOB61P1QwKCx1ttDgj3f8VNb7/hSowq4PJPXoMY6YJ96PsLJtP+GW8nHxEEDTdyvAVTt3KPXgA8+1Rzyy32oW+ovbTQNDMU2lvBIu3I5Pp/amX8mnya1bX73j/F3qrvQuzhEUYfAUEkE46ZPsaa+4BGo21vJqNvGrOtsVeZo2AwsfXnjPQAdT9smg9NH8SgvNTjhAeF+7s08i3r7YFS69JPPpdxetGGjEYkMcZ8e5MMU3eYG375qrijuov4WturrcLvuYombGIycmRucZw3HHp18pq+GNsM0+UzXdteW9tPFeso+KOQBGFThufPp+1A3upSaaLW3tnuJSbhbq5nbJ753z4VPngAkn7eVXcUsK3ciQAvcarKF/LKtsUKoJIzkZY8cYPi9KFguLGTWbrTLbu0trJO7LEHBIGWwQOTjPmKPIvBMUEN3Yi0mKCZmkSLoGWQqDnz/f9OaGv7yKDX7mO3lytjCtrDHIzbWZjyc48skmjbK9j1S8nMDGKO2VXjkI8USDcFJyOpABAI4oOC3totEkFyVli72QC4A8bxr1JbzywHP3qKGEWVvOljdQXEaqJJO5tmJ+YbQXK/tQF9Ki/GXVyhjmssxxiM4TY+FA6Anw5yD5+tFxDZDYX2pd3GIIzOwyMpHjwr7k4HHngUL3AuLi0uHbvLe9n70b1wQgUhuOvr+lEuXyC4GXl/3momaHeESzHcxBcEhyu8nng8tgew45pmsvILmG2dALaWXYvdvlsFioU+hChT9zVva3kNyLi8NmY4w7yFwvWKPnOcdBlf1oSJVm1xCjBmTEsZ6gsDk/v/Skru7Diht+FtJPgIgRHAYxG7HJYeIMp++D9qKe2Eq24ddkpTYcv4cZ64/WgdUmRZIwWBidDKZN2erEAD6EH9qLlVpNVSU4ESEFACQMBec/rSXQ2N1JYZri3MckqlXIZSfCWBIBH29aZHLIb+ZJxuYOeh4A6Ypt3PGt/ACctGcvtOQ/AYY9+SDUgkUu8h4JBI9TxnBqZP6jibHs+xbTYyevnR5qs7MuJNNVgcjyq0NEehMbXUuK6qCzx8CpYv8AJk+lRgVKnEElePj/ADHfP8pS3R8dRRQwzyqssavj1HSn3R/MNLZ/5orS6Zj4HXfZ+3uVBileFxyD1oAdmb+JJY9sNxC6EDacMD681p4TwKOhNaxySRm0YDTdJurXVrWOWCREkkUOzjwrngH61Zatfsmh2mnncwW4mhdn6GLdj+vFbaLBxxmul0zTrgHvbSJiepAwf2rX1+KI282YPR0gvtUhYwESRgtlRuCKPL6mn9vHNnfP3RR1SYPHMG3LICAMqw8sVrZuy9g8Tx2zyWpkYFyvOQPL6UmqdmnlNgbZonSzjKrHJwGOcg1ssqqhVzZnobW7t5ra2lnEUMY72Zcbu9OeBj35/XNWWtaYbLs7YaiGUSpndEzEr3rEDHPUgZ/U0E+h9prS2a6a3je6BZyYm3Dk8DHmavO081xZdkbq2tou8uE23EUchO7aVJfnGMg5J+taRlFKyXbKm1e91Ts/JZSXFxPcRXkapA8iqRHsXw5J4AwT9c+tdHK1xeSWUcvxEMETyK+7aojQ+IEjp96z+lX8tjpkbzAd9ejb3+/BJ3YIGPPPFaS1tRf6Fd6fbK0DwhZJ1AALgMfD7AY/enBWwbLnUGeIpBNbGea3cyKqA/5GVBKH154Hn1qraeK50jT7IRrJJBcublgQojj5bcfcfucUXouqxXk0ep9/IUj04Ws4YYUMxfBDA8/Jg/aqvszCZFh0xHZo7pI5JJ3wTOrcgA9eev6VTe50FUrDvjJJtGlmgl2i5j2pdE5OA21gM9MYP9ql7P6qlxbWx7+R7W2VkEqjKvgjr7A0Tczs9hqNrN3UVyHCWoIyI1HhGB7YJ9KqNCtoWuH0LSSsWlRQ7b2eKUbpZiAC2enhAAHlnNU66JXuXF9NcW+gSa3NClzfn8m3kGMozEnOMZHt04ofTXn03SY0mdVvpVLsI3OEXAxuOeWJ3H2FXM0aXepWsNlDi1kjDuRhkjdMKNxzyTnHnnBqnl0c6rrVx/EFneKJyZ+6bau3kbBgcZ6Z6+mKALjRFiXQryKFWWWMB5w3AK9cep8qC02+g1Xulu2hm01HW4iVlwSduSg++R71Dca0l3qRhtjkXCskiqCWO7g8noQB+9Og0o2ep2ujafJuRW7+5uJwWWFcKNi4wcBRkD/V51X0Be5Zz2dxqpNzcxzxzyROtvbkbYljyPm9TxgfehI2e/t/h71JLCSwTbdXPG8qvO0K2R9ODyelWtzeDSdStSzsSh3KGThlI65PXywKAkguYbtIC7wxzu800QB27S3h3HHhz6c9RTdrgEGaVbzWUF7dpOiISJI16yMpIAzkcZ5wB6UNbLJb6jcNaxhdMuHCoiTAtJJnO4ceEYAB4pDqmoS3Jhjkja+t4X3yRPmFoi4ClfMgA8Ek5AI4onVNNl7671M3e22RSlr3agKzkDOeM4HJJGDwKG+doJeQLXtNs7K6t7Q3k4dGElxP3hLTEepxkgDPQeXnirbSNTtWhF8AWhRu5s4XUuGZvCGPpyaC759T04W0TW8mqSjuMopLJHkMxPuaHmnsLG9OiWW/4ZhtFwzl2+JUg7dv8o6cDoCaFTFyMtxb2OvXd5rMjRW1rIHjilAYvKF5Ixjqc49B1zipNT0zTO0Wt2NyYoY1WP4iS57zBwT8hJ4Hy5+9F9qbK0ER7/T2uZAA1xLGiq4cjwqWI3bARnH19aj0/QVj0yMJqUsV1LEXitnGQAMbmYAZOfIZ4BPWm35AlTUNL15VFptt0jutsOWwGiH830yDz70+HUV1HU57OCMwvaNGts642zRkeJvTHB/SoY7LStPgGqygRiBBDBAjOgmJ8JZyOudxwDxUI0yytw8qoJhdP3NnGrlS5zlmOCOMZGCCPviil7jLFLHTNTv49RVEktNOBFsRhlV+jOfI4HnVF2T1WDXO0V98VHGmlxz93bvKuWlIwSQvQ5K586t109NNSPTrO3ZpVQBUkO4MMndny4B9PKoo7O30azENrZzs9wd0WUDFMfzFjyvXyPQdDSSXQfUnuNWFxqd7ppWO4dpEcrNlAjYB2nGcdBzjpzVBf3UfaWS70m8hzcR3EbRxIOI8EHAJPI2g8+9XF/rGez19fadHG+oug37kBKIR1JPTIH7UNY32lfxB9Xtfy7vULRF3mPbArhRu5xgcEcDnkU2voAToDXVxeatLc3LNZ2M6fBtgRt4flxg8decenWmaHdmXSvj7hFSeX8mNEfae5D8kDzAyftVb2k+PC6fY27Lby3U2824XaQ2T4iQclcYIBx51ZXlsLa8sb20n7427m2WJejlsbj0wBwT9vel55GwiK2S2gbT4blJZZ5BHCZZCcxk5ZmH/AFx0xUOn2sVvp+oJZzRbs9xaSSBcqVB3EeeOT0p+sLOj3rafOxu7ZAkYB3IobPhXPHGfL3plpZQWN7FBdhH+Ci3ySttQBzyE9+STzU8AB6dfWwmi0m5mW3W1jPicn85T8zeLAGc+3UV2o30qGSU7Bd6oDDZFgd0K7RtyMYOepwT0/WJdMtLqd+0Eq3EzxRMqRjAVJN7M7nrkAAHk8Yz9JL2Ka8ntbiKHdNZxyiLd0QMwCsfpg+9DdcgWcFrBYWkts+4xWdsTJK2QWkbhgMdCf2xVVoNpBJpkN28McCWqyvcRLHtDtjCMT58eXnxUtxLcXsL2thtSCVnnnJkLsVTPh+X0wcjNddQ2EujWDu0kTXyrnc53ZMewkgYU+R6eRpUkALFdxWGnXEkDmaS8fMrc4SMY2g+WWycfQ1Bq9zHp+oQR3Mc8qXAjgEIAyB12gAf7snOTVnJp+naRZWekSTFhZwrM7MwBkZeSeSM5HAH2FBWur2c8tzql1EDLpzSTLHkAksoCgZxSSoGTxQz3Op39/qMohg3rbwxYyFU+vGCQD19ahltCdQmMtz/w+mQiRFHrt/m4/wBW4/TihrW+l1K10q+vX+DsEYz3G8+Er1Dnn2IAx0+tTaxOlzp4+HkliN9ed04Az3nDADGegyD9RU8MdhkFu7WMErsG8G9IyMqm8L5f+nP1FQWMKk3U0JMEoUxxovKjcQc9fTNTaw9/Balbco2JGSJdwVghCp4ugO3y48zVfodvcwxTiKQxzzXe+I45CpjcR7ZqFXLXY+Sw0u3jmv47TYpSEgNuwAPP6danivBci4NoXNnPb7GMiAHxg5Hn5/0qv0EvPrF9cRoW70l1VPNyx6D606G577vE0/a+LjEquPCqqP386r2EMksydWBVW7u0i3HzHI45H0pbaSSS1M2zKhiN2OlM0j4u1gu2s7krAyCJlJ5bnPU1DfaxdHTfgSERWUoEjXDHkdfuKhtVbRSu6LXsJ2gL69NozAbQMrjyNb/Fec/hnoU0GrS6teDEsgwqnyFekEVOJtocuxmK6nYrq0IPHwKkAxbyUwU9v/hn968fF+Y759FHcjxmlsvnpLn5qWz4OavyZPouIKNhPTNAQeVHQ1RmGQ4opM0LFRUQ461SEwiOplNQpUyVQiZDU64IwQCDxg1AmKmSmIY2m6bLIjyWFsXThG7sZX6GoYezWkxG5a3ikgN0hSXZIeQfr0NWCVOhq1KSEZqz7EWltHPBFfz/AA0zKWhdFI8OcDjHrUeo9kb43JutOu7eOWSeJnLhsLHHnaqjnnPU+la9aetWsskxNWYY9krybWDql7bAxlCJbS3lBWYnIzl+nXP1x5cVkdW7Ma9Y6OLO1069Wea6yrwRlgsYwSzkcZJzj2Fe2Kfenr7VSzPyFHnunWkukaJao4lt3CGbDE5MikAKfsc0PqE11ZaRBc3McQurxmdgrFkQZJUE+ZwRkV6cDnrTJ7S0uk7u5toJkI5WSMMP3q4568EtWeIQzT29te6zA8qyLIqRSsnhkdgThfIdMn61r9DMsugxtPdDvLuPvJgzMsvd8YJHoScev61uZ9C0e5hihmsIWjhOY0Awq/QCuPZ7SjJcyCF1e5h7mQiQ/J6D0+1Ws6XNBRgjPE1s8HwoeSzkkundie5jzjapOcgkt0qS9Y6t2W1W3hmHxUSiS43rjfwcAc9P/atjpnZLS9OsksrYym3U5MchDBz5FuMn1psnZbvdfl1X+IPGbhdlxGkY/MHQnOeCfWrjliDRkbOUWXZjTNqzPdoBYSeAl3DHjgcnnn70RJjU1Fh8cLSG0OyXuyeQDliSOp4FaiDssbe6urm3ucPMTsJJzGDwce+KBg7K67DB8OL+0khZSsilcFh9cf8AeaFkj2DRQ6MtvYT3GtBWtba4uBBbAuxkdQCMkkk4+U5OScnPSoH0BNIubq5t5sQwbpZZW8ecjhUGR4icc8+Wc1caz2R1y/uopS8CRW8RSO3RxsZs8MfCMe4walu+y+tXmiR6Y35AhJk3mUOJX5xkcYwQKv1I32ICtLq81NLGaAM0zxN8XA8igFkGdxOfLB+uaqdXk15O1dtbRvFPfXIbhMgRx4IAP+kfUZ61ptA7P6zp2ltFdo1zfXjnv59y/lADjzxjoMAeVdZabrNmZpYtLdL24XY8ylWCg5ywJOSfQdB+1V6kWFFdq630jrp05hvLof8AwcaA7OmCw4yB15oG3lu5bu6lgWAvpEZiVkjZowxALbOBv9MnGcfarO1s+0dvpxjGk3LThGgt3Khtqk9W6nOP/wA1HcWes2U+lpp2lXZtLdm+K/4ZwzkgeLkcgc9OtJSVgQaDcXF9pltbmB3vu87xMAB9hzljk8ceWatjbyTS25lvzLeMndp3Q2BfJnwCTwOB1oLTob/TLeeZrK7urueXjvLV/wAqHPCjjHA4xRTWOqRXM9zYSNCGIEa9ywYjGSoOfDznnB4PlTuwAL3U4Ie0zdn++e4ha1WOFXzkBS2c56ctkU+2g0q11G30a2RVgtApdi24O59/PyFVNnppude1btHe2Vwls8RDrhkbvMAYTGDjPJ9fpVnqTz2ul2V9DaquoXIEbZ8IWMHeQw4HO0dfQedJ032NDY4768vr65OEK4aGWFtrIxHEYBHHoenTg1H2faHTr97S0YuIrgLJJ3oZY5GGSeTkjJxxnnr61Brmpa9DCJJbCS1UsJkMThjNMxBXhSQBg/UeeOlT6yqaX2XT4W1nefvlkkMYyGldsMTjkgZp8dCHafqoa9v7MRTrLDK7I04J+VSPEMjw7hz7UJ2pcQ6eTcNv+NLPG20bgNhXcvGQCSent6VaPczz2KFLWQ3OoNHE3eJgBMf6ugzg/wBzVXdaZJqPaex1TUo7uOGzhUi0ijLgg5wMjPIPB8vPpS3eUHigOxsZjpGm6ZdxdzcyIEJeUqQWHJbJxnnoOTn1q40Wd7bRv4Xdyobh5SHj70/kRFjgZ/uT5VWaxYanqOqJHb208cr3iSCUxMVSMbhjJHqOfXP0o250rUD2jlvEguPgbOExBFtyxuJWOCx45UA+lQ5LyNckOtjTbeRLpGCrI4tbJQx4THjbA6+dIkz6xq1vZFPh3sWEkashYKigj06ZzxjqKsP4NIFTUW0m5ln02OUW0OwDcxOVYZ6nk1TditL7Ywabd319pKpfXFwF7qRwGEOSeOcevU+dJySAKvXsLLTrnWLlJUMJ2R98OS7N18vIggdOag7nT9OnE6CIzapcLFCvlswN59Mc1P2u7G6vq9sthHHB8Od8oYlVKtkFVOOT8q+eP7mW/Yt3/h818tt8RaQhcqzYLAk5+uT19qTnEZTtLNqK6rqSq8NjboltZwsNu5sYyQOOh6VLpMtnHfxadewMLvSYRdRCRx+c5QscDz69OuRVhN2N1K802ystQ1wlYJzLMI0OJxngHkdBkZ96Oteydrb61eao9zJLNcqqAFRiJQMYX6+dQ8i7QUU/aXULcxRI0hYNgxELguoAYnH1JpJZntbKU3dxtleMywjYCqB2HhPII8PI9xV/qXZ/TL7UI767iMk8S7FIO0Y56hcZ69TzUsljZ48VvG3T5hnp061DyWgMbosUMmjtblAB3uVkTO8Fc8ceRyf29KtLSAAW8UVo8USxHvc8EsSM4+1XbKiDCKqj0AxUDfNSeR3Yyht9FuVtZrae9PdSTtJ+WMNg+RNWFnp1pbKCkQL/AOpuTRbdK4dKztydsa4Ljs8Myk+1XtUvZ0csfaro1tDoGJiupa6rFZ4/ilkyLVvrSium4tW+tePi7O7J0UV150tn1pLrqadZ1fkyLSDpR8HIoC36CrCAcVSIYXFRMWaHj8qJiqkSwlKlWo46lQVSESoKmSokqZaoRKlTpUCVMtAiZetSrUSVKpzTAkWpFqNelSCmIetSLUa1ItMRIvFSCmLmnigBw5pwpop4pgSDpTwaYtOHXNUhCjrS55xXUmOaAFFLSUopgcKUcVwFdQI40h9KWkPrQM6mmlNNNACUhPNcc00mgDmNNNKaaaQCGmMeKcaYaAGseKiY1IajagBn1qN/WpDUTmgZC/Wo3NSSHrULGkBHIaGl6Gp5DQ8nSgYNL50Mx5oiU0HdTx28TyzOERBkknypMa5Y9ulcOlV2gaqmsWLXcKFYu8KoT/MB51Yipi75RUouLpl92dHhY1cYqr7PD8ljVoa6IdEiV1LgV1VYjyHFJOR8MfrT8VDdtiPb6mvIxdndPoprqutKS760tr5VfkyZa23OKsYBgVXWvlVjBVEMLiouPy4oSLrRcVUiSeP61MlRJUyCqEyValSol+tSrTETJUq1ElTLTETL6VIpqJKmSmBItPFMWpFpiHrUi9ajWpVHtQIlXpTxTFqQVQxQKeKaKovxA7Qnsx2XudVSNJZkKpEjHgsxxz+5+1DdcsrFjllmoR7fBoVp4496+YdT/EbthqchB1eW2U9EtgIwPuOf1Nd2L1vVpu2elC41O9kLXkYbfOzZBYZzk1itRFuke/8A+N54wc5ySpX7n1APc0tItOFdB84IOtLS11MDsV1dSedAHGkpaSgBrU09acaaaAEamGnmmNSAQ00mlqJ5okkWNpEV2GVUsAT9qBisfammsb25/EfROzW+2V/jr8D/ACIm4U/7m8vpya8a7RfiX2r1aViuoPYQk+GO1OwD/wBXzH9aynljDs9bRfBdTqluSqPuz6UPNMasT+Cj39x2KW81C/mvJLid2VpZC5VRhcZPuCfvW2NXCW5WefqMPoZZY27p0VfaHWtN0PT2vtTuVgiHAzyWPoB5mvOk/GPS5NVSA6XcJaM23vi43D324/vWQ/H3Ubufts1lK7C3toU7pfLxDJP18vtXn1qVN7CGOAZFBPoM1zZs7i6R9NoPgmGenWXLy2r+x9clgyhgeCMiomPBp4ACKB0AwKhkPJrpPlGRvUExwKmbmvOPxe7bLoVodM0+QNqEy8kf+Uvr9fSk2krZrgwTzzUIds1MOqWN1fXNlbzpJNbAGVVPy5rw7t52hv8AU+097ax3cgs4pDEkathTjg/XnNHfhPez2drr+rTMzRx2xZmY9X6j+9Y/QUe+1lFPieWUE+5JrmyZHKB7+j0McGWbfO1L+Z7/ANibX4TsvYxEYJjDH781djrUVrEIbeKFeAihf0FPZtpHmT0reCpJHz85b5OXuafQRi2NWNAaCD8EM9TVhXTHozExXV3PtXVVjPJcUHfsqLuJ4FG4qp19Wa2wp5JwK8jF2d0uUA3ByNw6GltRQgulZ3gf5o1G4+VFWTK4DKwYeoNX5M2qLe1qxh6VXW3lRN1eQWNm91cOFjQZNUZVbpFnEKKiqn0X4idPjLolDIMpF/oX396uIx71SFJU6CFFToOBUMYyKH1DWdL0x447++gt3k+UO2CaoSi5OkizWpU6UNazwzxrLBKksbdGRgQf0olKZNPyTLUqVEn1qVfWgCVKmXrUKYqZKaESLUq9KiWpVpiHrUqVEoqVaYiVaeKYtPFNDHCvJ/8AEhfbNJ0vTQf82ZpmH/KMD/7jXrAr5/8A8QF6bntqlqGytrbIuPRmyx/Yis8zqDPY+AYfU1sX7WzzqIlWBx5Yq47IyCPtXpcp4AvIj/8AWKpwPai9OkMN9bzDgpIrD7GuKPaP0HLHdBr6H2GKcKZC4kiR16MoIp4r1D8kY4V1JS0wENd5UtJQAhpDSmsp+InbKz7J6buIWa/mBFvBnr/ub0UfvSbS5ZphwzzTWOCts0V3dW1oge6uIYEPAMjhRn71IjLIgdGDKwyCpyCK+Tu0Ot6nruoPeandSTyseAT4UHoo8hXtv4AXlzc9i5IZ3Z0t7pkiJPRdqnH6k1jDMpypHta/4HLR6dZpSt+UehmmGntTGrY8IY3HNeCf4hmsj2mtLi1vUluO4Mc8SPkxlTkZ9Cdx49q0n4zdv5dOd+z+izlLoj/iZ0PMYP8AKp8m9T5f08OkdnYlmLMx5J5Jrlz5VW1H13wD4VkjJaqbpeF7kTklick59aYfrXu34W/hnp8WlJqfaOzW5ubhd0dvKPDEp6ZHmx/asf8AjR2KtuzV9DqGlxlNPuyVMeSRFIOcDPkRyPoaweKW3cezh+MafLqXp49+/hmX7Idr9b7L3BbTrn8hmzJbyeKN/t5H3HNe+/h720su19jI8UTW93Bjv4Sc4z5g+Yr5jr27/Dlbouj6pdbBvedY92OcBc4/eqwTkpKJwfiDR4PQeeqlxz/kpf8AEbpTRarYawieCaIwSH/cpyP1BP6V5ASQ+R1HSvqT8VtE/jvYu9tkTdPCvfw+u5ecD6jI+9fLZ4J9qeojUr9yvgOoWXS7H3Hj/B9UditQGq9kdMvs5aS3UOf9wGD+4NWMg5rzv/D/AKp8T2YutNdsvaT5Uf7W5/qDXob10Y5boJnyGuw+jqJw9mRMccV4F+Oq6SnaGK00+2AvSC91IGJLFugP/fpXtfabUotH0a51GY+CCMtjPU+Q/WvB+wenXHa7t0b69zIiyG4nJ6deB/QVOaVKvLO/4TDY5aiTqMV/MtO0NiezP4Tw2rDbc6jKpl9cdcfoP3rO/hVZm67V2mVyFfeftzWn/wAQV4GvNO09TwiNIR9eB/Q0z8DbPfqVzdEcRR4H1NYzj8yid8cjWhlll3K3/Y9dHWmllWVc0+oX5nU4ziutHzBsNF/+BU460bQ2lDFilE1uuhHc11J966mM8oqs1bHgX3zVtiqbtIkiwiSIZODmvJxdnezHatL3GkX90PnkbatUPZ2XVNK1vTraW4MkNyM936A1b6qy3MdpYIc7pNz1DpKLe9t5Jj/k2Me0egNV5OiLSg7X++D0S3J2cYzismsOodq9dudPubvutPsmBzB5v5DJ9KP1jW1s+zdxfKrK3KQ5/mJ4Bqt0zWrbsh2dt4poZJtRvB320D5mPqabryZYITSbivm6Rc6Hq17pvbT/AMNXd219FJFvjkcAOhxnBx9K3sXlzXnPYDQtSm12btPra93cSgiKI/yg/wDtWt17tPpOgovx0+JW+WJBuY/aqi6VsjUY1LIo41brmvc0SdKqmtYYu0c1zdW3ex3cKRo5TcFKk5U+gOR+lVFl+IHZ6SVIrmSexdxlfiIioI9c1rreWOaFJonV43G5WByCPWq4kYuGTD+ZVZUT9lrJZTPpU9xpU5Oc2rYQn3Q+E/pSrcdqtMGLi0t9ZgH/AJlue6mx7qfCfsRUGg6zf612juGtFVNGtA0RkI5mk9R7CtWhppJq0VOc4Pbkp/77lPp/avR55hbzzPYXJ/8AIvEMTfbPB+xrRRsrAFSCD0IoK8sbK/hMN5aw3EZ6rIgYfvVQOycdoS+hapfaU3URo/eQ/dGyP0xRbIrFLp1/X/f5GqWplrJC87XaYP8AitOtdYhH/mWb91Lj1KNwfsayvar8V07oWOg28sF4zbJJbtAogOcEYyeR78Cm5pdmmLQZs0qxq/r/AJPXEqRRXjF9b/AWcd7F24v9U7SSspt4LO4EiMxPylRnw9euB7V7HZGY2sRuABMUXvAOgbHP704ysjUab0UmpXf0a6+/gJWpFFRrUq9Ks5B61ItMH1p4qhjhXy1+JF58f241e4zuHxLIp9l8I/Za+obiRYbeSZjhUQsfsK+QruVp7mWZj4pHLE+5Oa5tS+Ej6r8LY7yZJ+yS/n/6I1qWM4IPmKjUZ5qReK5T7Q+suxd2L7sppd3nJktY8n3CgH96uOK8/wDwI1IXvYhLUtmSzlaMjPO0+If1P6V6AK9SDtJn5TrcTw6icPZsWupAfKlqjlFpCa40HrOpWek6bNqF/MIreFdzMf6D1JoHGLk6XZX9te0ll2Y0WTULohn+WGLPMj+Q+nqa+Ze0OsXut6tNqN/KZJpTn2UeQHoBVp2+7T3fajWnvJspAnht4c8Iv/U9SazZ69K4c2Xc6XR+g/Bvha0ePfP87/p9BjnP0r6M/BCz+E/D+1crg3Mkkx/XA/ZRXzqF3MMck8V9X9lbL+HdmtOscYMNsiN9cDP75o0y+azl/E+Xbp4Y/d/p/wCyxNZ/t7r0fZzsxd6mxHequyBT/NIeAP7n2Bq/NeE/4hNd+K1q30OF/wAu0XvJQD1kYcfouP1NdWSW2NnzPwrR/tepjjfXb+yPLru4lurqW4nkaSWVi7sx5Yk5Jrbfgv2WGv8AaQXt1HusLAiR8jh3/lX+5+nvWHjjeWURIpZnO1QB1NfUX4d9n07N9lbWw2ATsveXB9ZD1/Tp9q4sUN8uT7L47rv2TTbIcSlwvt5NARWL/GbT1v8A8PtQyuXt9s6e208/sTW1NUnbeMS9j9Zjbo1jMP8A6DXe1ao+D0mR488Jrw1+p8mV75/h8i2dip5Mf5l6/wCyrXgfPPpX0T+Bsfd/h7bt/rmkb98f2rgwfnR9r+I5Vo692jbSDIIr5c/FLQv4B2yvbaNNtvKe/g9Nrc4+xyPtX1G5ry78f9C+O7PRaxCmZrFsPjzjbg/ocfvXVmjuifOfA9V6GpUX1Lj/AAYL8CtT+C7YfBs2I72Jo/8A1Dkf0I+9e8ua+U9Dv30zWrO/jJDQTK/6GvpPtFr9ppXZuTWXcGLug8Yz85I8IH1zWOnlw0dXx/TN6iMor83H8TzX8eO0Jkkh7OWr55Elxg+f8q/3/StH+F3Z3+BdnkeVMXV0BJJ6geQrAfhzpNx2s7YTaxqIMkMUnfSk9GbyX/vyFe3OAOKqHzz3+Dn+ISWmxR0kPvL7nz3+L87XPb24jJOIlRF+mM/3r0D8F7QQ9nZbnHM0uM+w/wDzWQ/Gzuv/ABjEUUBxbAuR5nJxXpv4f2nwfZGwixgmPefvzU1eU11mX/4ONLzReimRoXnBGODUlMg3C58TAKTXSjwjZ6eMWcf0qamWg/4ZPpUhrZdEiV1JXVVjPLMZoLUwDHtPTFH4oHU1+U+1eRi8nbMyd/p1talr1RtMak1S9j4GGj3l63z3MhOfar/tYSNFuNvUriotNte40FIFHIiz9+tV5LUns58sqe1J/iHaPSdAj/y1IkkA9P8AvNXH4p6akvZgXcagS2bBkI6gdDUmh6JC+vDtAJzJ3keAh/lOMU/8U76O17JTQlhvuCEUffNN9M1xz/5ccYeP9ZL2b7Von4fjV71t0lupjPPLsOn68VQ/hnYTdpe0lz2j1Yd7HC2VDfLu8h9AK89a+vP4JHpx3La98ZOnDNgD9v71u9I7WadpP4amxspMalJuQqByCT82fpRdu34PQnpJYoy9NcydfZEGss3bP8SVtLf/AOGRxEpHQRr8x/rW+/ETtIvZ/Rf4Zpin4juwhKDiBOgJ9CegrJ/hZGul6TNq6RifUbx/h7OLPJPmT6D1PtV3+I2kSWH4fzyM/fXUtxHLdzHqxzj9BkAClyosjJseohif5Y0l9X5ZuexZtT2W05rNFWFoFIA9cc/fOai7V9r9I7Nqq3sjPO4ykMYyxHr7Cs32D1mPSfwqTUrs+G2EgUZ+Y7jgfcnFYrsRpt1227ZyX+qEywI3ez+h/wBKD2/sK0c+kjmx6GMsmTJlfyRb/ib6z/FDT/h1ur3R9UtrVm2rP3YZCfTPFa3sv2n0btEsp0q4aUxAGRWjKlc9Oo9q8q/G3WkkvLbs5ZBVitsPKqjjcRhV+wP71v8A8O9Ig7KdjBLebYpWQ3N05/l4zj7D+9EZNyoNTpcMdNHKk1KXSuwr8SO1SdmdDLRENf3GUtkPkfNj7D+uKrvwr7HQW+iPqOuWsV1faie9cTxh9qnkA58z1Ned293q/bbt8NSg0tr+CBwUgd9saRj5QzdBzyfXmjO3Xavt7pWui0vrxbFgokjjtcbCpJxz1PQjn0qd6b3M7IaDJHGtPjklN8y55+i9z3LTtK0uwbdY6daWzHqYoVU/sKskqm7JXl3f9m9Pvb6Lu7maBXkXGOSOuPfrVyvQV0I+cybt7UnbRKtSLUaVKtUQPWnimL9aeKYFP25ufg+xur3GcFbOQD6lSB+5r5UbrX0j+NV18N+Hl+AcNM0cQ+7gn9ga+bv5q5NQ+Uj7j8L46085+7/REtvBLKwWKNnYgnCjJ4GT+1KBivSf8Puipfa7eajPGHhtYDGARwWfj/7Q361le3mgS9nO1F1pzK3cht9ux/mjPy/9PqDWbg1HcexDXQlqpabykn/v9DUfgVry6V2obT7iQLBfqIwSeBIPl/XkfevoIV8eQu8UiyISrKcqwPINfQf4Z/iDZa3YxWGqXEcGqRgL4ztE/uD6+1dOnyKtrPm/xH8Ok5/tONX7/wCT0Glpo+1UvabtVofZ6Bn1G9RZMZWBDukb6L/c8V03R8pjxzyS2wVstb+6trG0lu7uZIYIlLO7nAAr55/EztncdqtREFsJI9NhbEMXm5/1EevoPKm9uO2mrdsL1bWJHhs94ENrHyWPkWx8xr0H8Lvw6TS+71jXI1e+4aGA8iH3Pq39PrXPKbyPbE+o0ulxfCcf7RqeZ+F/v+ow8/Yk6L2Au+0GtoVvJQiWtueO73MPE3+7GePL+nn7fUV7p/iIvO77O6fZA8z3Jcj2VT/dhXhXU1hmiouke78Hz5NTgebJ+83/AAXRc9htO/iva/TLHblZLhS4/wBoOW/YGvqfyrwr/D7poue091qLLlbSAhT6M5x/QNXupFb6eNRs+a/EuffqVjX7q/X/AFAmq3kOnadcX1w22G3iaRz7AZr5N17UJtV1e61Gc5kuJWkYHyyele2/j/r62WhxaHBJ+feEPKAeRGp/ucfoa8Gb6VGpnyonq/hnSbMUs8u5dfZf9m8/A3s9/F+1gvp491rpwEpz0Mh+Qf1P2r6Hrzf8Kb3sx2c7G28dzrmmRXdz+fOpuU3AnopGc8DHHrmtJN267Ix53a/ZH/lfd/StMKUY8nh/GMmbV6qTjFtLhcGhaqDt/L3XYnWpM8ixlH6qRQE34k9i4851pGP+2GQ//wBayvb/APEfszqPZTUdN0+5nmuLiIon5LAdR5nFaOcUuzk0ug1Dyx+R1a8P3PC/vX0r+EEXc/h3pY/1K7fq7V81HNfS34TfxEdhNPj1C0S32JiHDZLxnkMR5ZzXHp/zn0/4mb/Zo/f+zNQ/pVfq1pDf6fcWVwoaKeNo3HqCMUe9DyV2nxKbTtHyPr+ny6VrF1p0w/Mt5WjJ9cHg/cc1Y6z2j1HW9J0rRHz3douwAHmRs4BP0GBWj/HiC1i7aCWBl72W3VplHkwJAP6AfpVT+E9pb3nbeyjuSNqbpFB82AyB+1cE04yaR98s8MmljqZrlK/40ey9hNCTs/2ct7PaBMw3zn1Y9R9ulXT8A1M1QT8A/Su2MVFUj4TLklkm5y7Z4H+KDfF/iFJCvPMceP3/AL17bYQiCxghAwI41X9BXhbSfxT8VWzypvyPsDj+1e9gcVjDmcmer8S+THix+yEPFC2Kma9Z2JwjYAop/lNR6SuJwf8AUSf3rY8lG4txiBB7Cn02P/LUe1Ka3EJz611dXUwPL6C1P5QKPxQGp+VeTi8nbMz2vQmbTZkA525obR76G5MUEZDHu8v/ALfaraUZUg0LYWsEEjNFEqFzliB1qvJO5baZTX1zrXZueV7KzN7YyksqjrGfP7VRRab2i7b6xHLfRPbWiHzGAo9vU16fbqCMEZ+tWFuoAwBj6VW02x6v01ait3uUGqdhtJ1DRbbTVDW4tzlHQc++fXNUfan8Nk/hNtFoMatcRMe8MjYMgPv7V6PFRKCm4Jk4tbmxtNS6PO9J7M3nZHsdf6ihEuriElCviEI89vv51V6v2vXVfwyNnezrLqksojKKPEwDA7iK9M7RalFo+h3WpSxmVIUzsH83liq7sVZ6DqmnQa/b6NbW08+SfACQQcHFJx8I6ceqtetljb3d/wBvseUdq7rVYezWj6XJZTWWnrGXQScGV/5mPtzxWk/DftXonZ3sXe97IBqJlZli2nMnA28+nWvSO0vZzTe0VitpqEbEK25HU4ZD7VRXn4aaIvZ25sdPixdyKClxMdzBgcj6D6Utsou0dK1+mzYViyJrm3X3MH+GemS9p+2jX9/+akL/ABM5P8zZ8I/X+lar8ZO03fCPstpj95NKw+J2fXwp9c8n7VU6H2H7SaHp+o38mpyWCLCxaO0O+SXAJA9v60B+DeiS6p2wF9dI7R2X5rl88uflz755+1JXW33OzJ6U8j1LknHGuF9Tb313c/hr2StIbLR0ue8UfEXJkwBKf9QAzjyHNWHY/QNL7TfD9rNWvBq95IowhAWKAjnYE9ifP61qe0OmRaxoV5pswBWeIqCfI+R+xwa8p/AO+ntO017ospZUljLFD5Oh/wChNadSSfR52JvNpsmWDqa7fun+n8D3KPAAAAH0qVKhX2qdK3PDJVqRajWpVpiHinrTB708UwPMv8RN13fZewtQeZrvcfcKh/uwrwn0r1z/ABHXW6+0izz8kUkpH1IA/wDtNeUWkL3F1FbxKWeVwij1JOBXFm5mfofwGHp6GLfm3/U+ifwL0r+H9hYZ2XEt7I07euOi/sM/erD8TOx8PazRwsZWLULfJt5D5+qn2P7VotHtE0/S7WxjGEt4UjGPYAUYK7FBbaZ8Rk1uT9qeog6d2fI2o2F3pt9LZX1vJBcRNh0cYI/6j3qJTjoTmvqbtL2X0TtHCI9VsklZRhJR4ZF+jDn7dKxj/g1oJkJj1PUVT/SShI++2uaWnknwfWaf8SaecP8AmTT/AJo8di1nV4oBCmqXqRYxsWdgP0zRfZ/s/rPaS97nTraSck+OVvkT3Zj/APmva9J/CrsnYyCSaC4vmHI+Il4/RcD9a2tna21nbrb2kEUEKfKkaBVH2FXHBJ/mZy6n8RYMaf7NDn3fBkuwHYDTuzKLczFbzUiOZmHhj9kHl9ev0rZmupDXTGKiqR8tn1GTUTc8jtnh3+Ii8EnaDT7ENkQ2xcj0LMf/APUV5WetbL8ZLv4z8QNR5ysJSEe2FGf3zWRtonuLmOCNdzyMEUDqSTgVw5nc2fo3wrH6Wjxp+1/z5PZPw1kPZX8J9Q7RmINNMzSRhuhwdiZ9t2T96wd5+JnbO4dj/GDECeFjhRQPvjNe5aj2Xju+wH/hiOQRAWqRK+MgMuDkj6ivDO2P4fav2W0z4/UbvT2iaQRosUjFmJyeAVHkD51rNTjFKJ4nwzNotTmySzJOcpcX7eKMvq2o32qXbXeo3ct1Ow5eRyTj058qAPJqV885r278FOxVlHoia9qlpFPc3XMCyoGEaDoQD5nrn0xXPGLnKj3tdrcWgwb2vokjyDSOz2uasQNN0q8uVJ+ZIztH1boK2Gk/g/2nu8NeyWlivmHk3t+i5H719BKAowAAB0AHSkNdK068s+Tz/iXUT4xxUf6nk9h+CmmIoN/rF3O3pCixj991B9vPw27NaB2Ov9TtjePcQIpjaSYEZLAdAB617E3SsN+OEvd/h3fLn53iX/6wf7VTxQUW6ObS/FNZm1MIyyOm1+p83Y5HHWvrLQI+60GwixjZaxr+iivk+Ebp41PmwFfXUCCO2jQdFQD9BWOm/Mz1PxTLjGvv/YR6qO0Wp2+kaVcahdPtihQsff0H1NWshxXh349dpviL2Ps7ayZjhIkuSD1byX7dfuK6Zy2qz53QaV6rMsa68/Y8/u21PtZ2mlkjjae8u5CVQHoPIfQChrCe87P9oIp2Rormzn8SHyIPINewfgl2XFjpp127ixcXIxCCOVT1+9ZT8dtD+D7Qx6tEmIb1cOQOki8fuMfoa4tjcN7Pqoa/FPUvSJfLVf8AR7Fp15DqOnQXsB3RTxh1+9Mv37u1lfptUn9q89/AzXviNNm0Od8yW53w5PVT1H2P9a23auXuOz1/N02W7n9jXXjnuimfK6jTPDneJ+54X+GyfF/iBDMwyTM0h/c177Xh/wCC8PedrQ5HCRsf2r3HFZYPLOz4w/8AnS9kiOY4jJ9q7R8PLE3vTLskQOQM8UvZiORp0L8KDwK3PKNwvyilpPIUhrcQvFdSZrqQHmflVfqfUfSjzQGpfMK8vH5O2ZWuODTIB46mPNMjXx1Zmw+2HSrCHyoG3GasIfeqIYTFREYwOtQRjmiEB4qkQzrq1gvLaS2uYllhkGGRhwRU1jbwWdvHbW0SxQxjCoowAKVfpUiHjmqoNzqvBLGc81MtRJ0FSr70xDwB6U+KNEJKooLdSB1pq1IgoAlWvD55P/Cf4ztcSjZbvdFyccd3KOT9BuP6V7igrAfjJ2Rm1uwi1XToy99aKQyKPFJH1wPcHn7moyJ9rwel8KzQhlePJ+Wao3mo6lDp8MbtG8zyHEcceMtgZJySAAAMkk4qbR9Sh1BG2JJDKmN8b4yAehypIIODyCehryrsR2pj1nSbbStQlCanZo8GyRwhuImXaQrHgOOOvXHvxu7CSDSBPqupE6fapGURbiUNI2XZyTgnJycAZJq4yvkyz6N4W4SXzfqa1KlWqzs/dXF7pkV5cQNA0xZ1jYYZUJO3PvjBP1qzWrRwSjtbTHinD3popwqkI+fvx8uu+7d9yDxb2saEe5y3/wDaqj8JrD+I9v8AS4mXKxy983/oBb+oFP8Axgk7z8RtWOejIP0jWr//AA7W4l7XXdwwz3NmcfUso/pmuNfNlP0Hd6Hwm1/+f1X/AGe+r1p4pgp4xXcfno4UtNHSlpiFFLSDpXCgBaa5wCT0FO8qqu1l38B2Z1K8zgxWsjL9dpx+9BUI75KK8ny/2ku/jtfv73P+fcSSA+xYmtD+DWk/xbt1aO65hswbl/Tw/L/9RFY5ySxOK9z/AMPmj/C9nbnV5ExJeybUJ/0Jx/XP6VwQW+Z+i/Fc60uhkl7Uv9+x6dXhP+IjWPiNetNHjclLSPvJAD/O/wD/AMgfrXuc0iRRPLIwVEUsxPkB1r5N7Vam+sdob7Unz/xEzOoPkueB9hgV0Z5VGj5v8Nab1NS8r6iv6v8A1g2h6fNq+s2emwjx3Eyxg+mTya+srK3is7OG0gXbFDGsaD0AGBXhv+H7Rvi+0txq0iZjsotqHH878f0z+te7mp08aTZX4l1O/PHEuor+r/6EpDSmmmug+bONec/4gJNnYVU//ku41/Zj/avRjXl/+IiTHZqwhz893u/RG/61GTiDPQ+FRvWY19TxXs1bfGdpdNtQue9uo1P3YV9XPwK+cfwisfjO39hlfDAWmJ9NoOP3xX0WzbiTXPpl2z1fxNk3Z4Q9l+pQduddi7PdnrnUZCDIq7YUP8znoK8A7EaJddru2A+JZ3jLme6kPpnJ+5PFaD8Z+0Da32hXTLNy9rZtsG3kPJ5n7dP1r0b8MezK9nezqCVMXtyBJOfMei/ajJ/yT2LpCxf/AF2i3v8APPr6I0scaQwpFEoVEUKqjoAKz/bvQI+0fZ+ewbCy/PC5/lcdP+laNqiauhrij5/HklCanF8o+Zuz9xe9le18UlxG8UkEuyZD5r0P7V7V27mWbsPfzwNuSS1LKR5girHtD2Y0TW3WTUbJJJF6OOG+mRQ+t6OD2TudIsUODA0cSs2fLgZrGEHBv2PU1Otx6mePJVSXfseY/gfEP41dPjkQ8fqK9gNZL8POyTdn4XuLpgbqUYIB4UVrGowpqPJz/EM0cudyj0MYZo3RlHxKgDAoI1YaKM3IrZHEaTNNrs0hNbCFrqTNdSsdHmhoHUFOd3WjieKhlAZSDXkp0dzVlRinRr4qS9kht5Qsjhdx4zUsQBwRzmtUYsKthR0IoWBaOiWrRDJoh51m5O1iW93q6M0TGymigSI+Hl8YJY8Yyf2rTxqar9V7NaRqtvcQ3VouLkqZmTwsxU5GSPSqIE7SdqNK7N2lrc6vKYY7hwisqlgGxny8qubO7trmzivIZlaCVA6Pngg9DXlX+IS2E2j6Dp6ZAe9Ea/8Ay4qs7S6lcSfgho+m27sLuecWvBwfy2Yn/wC0VokqJZ7rGQeRUimvPfwDuLi4/Dm2lup5JX76QbnYk4B963lrdW1wWFvcRSlThtjg4PvihqgsLXmpVqvv9SsNNjifULyC1SVxGjSuFDMfLJ8+DVgmDyDxQBLHUq8mol4qVaAM92g7C9m9dmNxeWIjuG6zQNsY/XHB+4qTs92E7PaPOtxHby3UyHwPdP3hT6DoPritElTLSUI3Zv8AtefZs3uiZKlFRR1KtWcw8dKcKYKcKYHzF+J8nedv9Zb/APyCP0AH9q9D/wAN9g4h1XU2XCuUhQ+uMlv6io+0P4T6vq/am91H+JWUVtdXDSfzF1Un0xjP3r1Dstotn2e0WDS7IHuohyx6ux6sfesMWN722fV/EfieF6COnxu20k/pRbDpTh1pg604V0nyY6lpopwpgLSikFdTAWsV+NN58L+H96oOGuGSIfdgT+wNbWvKv8RN0V0fTLEH/NmaU/8ApXH/APaoyOotnf8ACsfqazHH6/pyeL2FtLfX0FnApeWaQRoB5knAr6t0LT4tJ0a002AAJbxLGMeeByfuea8b/A/spdXGuJr95bslpbqe4ZxjvJDxkeoHPPrivcKx08aVs9b8SaxZcscMHxHv7mT/ABa1M6X2D1GRTiSdBbp9X4P7Zr5kY5IHrX0f+NWj32s9jGjsInmlt51nMSDLOoBBwPM+LP2ryn8L+xN7rXaCOa+tJodOtXDzGRCu8jogz19/aoz25JI7vgOfDptFPLJ83z/Y9b/CTQv4F2MtkkTbcXX/ABE3qC3QfYY/etbSgAAADikNdMVtSR8jqM0s+WWSXbY000mnGmVRkKK81/xA2jTdmbO6UZ7i6w3sGU/3Ar0nzoe/tLW+tXt7y3juIW5aORcg45HFTJbotHTo9R+z545e6Z5N+BugSQRXOszRlWnHdQ5/05yT+uP0rVfifr//AIf7MSGB9t3c/lQ+oJ6t9h++K1NvAkEQVUVB5KowAPSvOu3eg3/ajt3Z2RSVNOtoA0kuPDyckA+vAFZU8WOl2dsc0dbrHmzcR7/gvBm/wf7JNf3o1/UYybeFvyVb/wAx/X6CvYZRg11nbQWVpFa20axwxKFRR5AUswygP2p48exfU5tdrJavK5vrx9gdqjPSpGqNhWhxkT1C4qd6hkpDRA1RNUr1C9IBh61Z6IPzwaras9GOJc0LsZe5pDTc126tgHZ+ldTNwrqAPOCaic1I1QyGvIO8ou1OntqNoYlJDDkEVXaXqc1skdvKN+0YOetafeiSq0uSmfF9Kymo9ye08otY2W36pu6mu3DFSxnNkbUjU6dqFrcKpEgUt0DcGrmICvO9W7kwpErATcFQOtW+manfRFljbeqpkBuefSm8T8EbjbRiplrMWPaiIM0eoW727LjJHIOelaG2u7abHdzIxPlnmpcWuxXZ5/8AjVGZL7ssoUkHU1zx9Kxdsss/bC/0GRCINIkv7seniXw/9+9e+SW8M+BNEkgU5XcoOD61WzdldGkvb+/S1EV3fwNBPMh5ZSMfTPFNOhNHl+g39xpX+HG5urV2jlJdFZTgjdIFz+9ZPTNT0LsvDousaBqGpRauskY1C1uEYJMjDxY4xivak7C2cX4d3HZCO4keGRW2SuOVYtuBOPQ4rJabF27kOn9mr/sjplxDassUl9coHjeIcAj3xVqXImhv+JIanJp2hzQTxNYyXSAQlfEZcEqc+mMivRdQ7TDs32Kj1vtPCLaZEUSwQHf4ycBV9axf+IZVi0ns8WwkEeppubyUBTVx+M/aK20zsbaSQ6fY6t8fcJHbi4UPFyCd/v7fWjwAf2N/E3s/2j1GPTVjvNPvZV3QxXcWzvB/tOcGovxn7Xat2StNHm0kwGS6vO6kEqbgVx/1xXnPas9sR287Er2nj0qAi9UWy2Ocgbkzuz9v3rTf4jwZJ+ycHXfqJ4/+Uf3ppK0I9B/ETtYnY3sydams2u1EqRmNX2E7vPODVoO0FlD2RTtLeB4LP4NbuQY3MilQ3l1IzXnn+Jxtv4bRpn57+Ifsx/tWh7SXraN+CrXaQW85t9KhHdTxh428KjDKeooXQGu7L63pvaLSIdW0mcz2c2djlCucHB4IB6g1bCsV+Dd+l9+G+l6gbKz09ZVkcw2sfdxJiRhkDy6Z+9ZXVPx87P2uqXFtZ6RqN/a27bXuotoU+4B8vc4qq5EexCnCqPsb2m0ntZocWsaPMZLdyVZWGHjYdVYeRrH6J/Hz+MussnaCa90VbVme2y3c2kvgCoc+HdwzcfehL3A9OFPFecfghqHaq/s9ZXtNq1vqptbsQ29zbhTE4CgttZVG4AkDPqDXowp9APFOFMFOFAh1LTRSimA4UtNzSigBaEv9O0+/MRvrK3ue6O6PvYw20+ozRVcaOxxbi7Q1VVVCqAoA4AHAriaU00mgRxphpxppoAaaQ0pppoAQ000ppPOkAuKjlJwEHViFp5NRjm5iHuT+1AEcp8RqJqkk4Y/WomoAY1Mk/wAk+xFPamjlHH+3NAArUxqeaY1IZE1QyVM/SonFIYO9Qt1qeSh5WVeWIFIZ2MnAFXWkwFE3sMZ6UNpVukiiZufSrYEAAU4ryA8nzpM0wtSE1oA/NdUea6gdHnrdKgkOKnehpTxXlI7QaYiq3tHa9w1nfBQFfKZB86PmNDXduLuxcu5Yw+JFJ4Brs0r5cfcwzLyUV9Hv1K2cr0GSat7H5WZQNoP61XiYPdxxumCEzmp7+WW1sDcxMFVeq+ddMezF9CkmS58S5E0gUADoooieRWzGysrwSb94HIA5oaxDP3a72UhC276ikW7kOZV3F2AhI9xnk1SEWVlq2qwwGeKW4ZZn8HeJlF8wM/2q8s+0zv4Xtu82kK7RnoT7GsvJdXMd1HbSzyfCQKtwI1PBYZAJH3IoloVTU0lKhYGCSgj/AFH1/Sn6cWK2bCx7S6Rc3bWYuhHcLyUcFSKuoJIpVDRyK6+qnNeXXZto9SutTiRXxF3b+7g8Yo+zX4XT7iG3Z4biRWeNwxUF+uKh4PYNxvNX0rT9YsWsdTtIrq3fkxyDI+v1qq7Vdi9I7Q9l4uz8yPb28G02zRHxQlRgEZ9uKptL1rWEuktDdJMYow83eLkkHocirdO1Mlrqsmn6jY93IoDK0b5yCeOCPTnrWbxS7HuRlo/wjng1fSNXHaa8vrvTp1kPxmWVkUghV58PQ+vWrP8AGDsxrHaDWOy9xplsJ4bG87y5O8AqpZOcE89D0rU2/afR5L9rBrkxXKqHKOpHB889KubW4trhQ0M8co8irA1NSXYcHmP+JyC5uOwtjHbwSzY1FGfYhbaAj8nHlyKufxh/4f8ABC/ToRaQJ/8AWgrfgZ6802+sbPUrJ7LULWG6tpMB4pUDK2DkZB96LYjz3sbFcL/hyWO03fEHR7gx7eu4hyMfrVf/AIX4tM//AE2vhIsLO13ILvcB8uxcBvbGf3r1fT7G0sLGOxs7eOC2iXbHEgwqj0ArzPW/wS0y51C6uNE13UNEhuyfiLaDmNgeoAyOPY5FVa8gaX8J9J7G6VY33/gzURd2k8weVVuO8WN8eXmMj19BW2KqVKkAg9QR1rP9hOyml9jtBj0nSlcoGLySPy8jnqxrQAUAdaww20KwwRRwxKMKiKFUD2AqcVGM9DTxTEOpwpopRTEOpabS0AO5paaKUelMBaQmuzXGgBKQ11IaAENNpxpppAIelNNKTSGgBppKU000DENMhwbvk8ImT96cxAFQ2hDXMrEZG0CgR03zk+9RGpp/mqE0AMakj+cj1U0rU1CBKpJxzSAHIqNhTr+5trcM8kyKo681Xvqls0TPESwU4PGKahJ9ILQS9DXMscMZeRwoHUk1WwaqbzUrm0NxDaiCEyDvON5wSFB9TjFU2pMjzpZS3ILSnL5bnHlWscDfYt3sWT6zFMzLbKzherY4pmoCV5LdGUr3g3D3GaE0iN1762WP8o8gAUbYxd5e5d2bu+Bk9PaqUYxTodts0tjiO3RB5Cig2aAicAAUQj1iywjdSZpm6kzzQUSZNdUea6ixmHukKMc0FMeDV3qEOQSBVFcZU4rzpRpnUnaArhutQ28+x2UDduGMU65brQPe7Zgc+dXje2SZE1aBe5mTVSJsABeB7URrcnfaYlmIl8T7mbzAFWGvwWgisb6G5Z5m8MkeOFHrVbfIxMb59AR7V6D4ZyrlBemDuu+cKDsQIqt06UHEshv4kjT5mMpI9RwBThOI7ciQYeSUhQPSp13pJNPC4VokAU/vTQMm0iYdzLqk1qkyxNiWFujqrcrUGpXIezlESiFrjcYoFJwiZJCj2HSrK0a1gsHjk7xJpUPdYXIdj1B+xzVc8Nq13BGXlF1bKoAIGx4iDuJPrkCrJHR28k1nBaTBN8nMzKefb71zX739zNYyRsBaSFl3H5sLS6NH3OrXNy9wixXDhIVJzj0NPmtZFuZpIJlL3E2JDj5RjnFHgPJLaJEJGnmieO4vI+6G08DA4zSak97J399dwuJYLfuipGGWQedHXOpX9tpUmld6p0++7tPCBvZkywIOPI4zimMBHbC3753aVBDPCOTk8lqtezEAWEd82ly6qihLxArEA5DovUc8+tSSzNpUCzCM99PIoJIPQnJA+1D/APFx9p5rcO6WiwbHLHA5Pl9qsoJpby9ezMSTwxvHJDIecKOo+vFMCygv9V0/SJNRW9uHiiZe8VnD7FJ44P8AWjbrtjqkEV3NZwwXa28LShCCGcAeRH3qstNTt5BcxJZRKFJVpOQXU8bTk9FPt/NVfazKkk2lIjRNAQJJWOQcjn9jUuC6aC2a7Re3k9xpttdXuj9087ACNJssBjOSCOKvE7V6a0c0hWYLAMykKDtGM+Rrz62jC393qx2mOaJYIIcdQM859Tk/tQtvk3jWqz91EIt14QucE8gD16Gl6MQs9Wh7SaM0cbtepGJWCoJAVJJ6Dmj4tU02SUxJf2zSDqnejcPt1ryxAll2icS9y2n30ayRyMBlHK/y56Hp0qLU1vItO1DU7WMtPGpXwrywx1U9KXoINx7HHJHIMo6sPUHNPFeC6fs07TpNCYSx6hdWpnWTJyGJ6A59atbBLiHQ5NAfXrsai0ZlWRJipjIxgEjml6F9MGz2bOOtODA15Fo+o6va6VJHqOqXAlkRjbsZ3LeEdTk+uKIutd1qw0KRItVf46Ix73lw/DEDz+uftR6L9ws9XpRXmLdqtXsbeU3OpBri32GT8lTuB8goHXmptG7fapdWkt/NawrBErNjZ4nA6HGeOKXoyCz0mlFeZaX2+1eaOW6vIrBLcZEYVWDOfIDLfvVwnavVF0s3ctpbbmt2ljAzhiATt6/95o9KQrNrXGvNr/8AEbUNO7NfxK80iNrnardxGzdCeOTRWkdvb670+2ubnSFjM4LFY5C2xR1JOOMUvSkM3ppDWLh7byvLc95YxJBCcd4Zev2x71E3bm4bXotMi0+Mq8PetMXO1B78dKPSkFm4NNNYk9sr9dRnims4I7WBQXmBLZzyMUzT+1up6hqMtvDbQxQIQwmZSQU8/PqMUejIW425ptefX3arWY7nUrlJ4Dp0EQaB1jBBOB1Pmec8VRv2w7QQaZp6XN3I9/fzEJH3aq2wfzgD+XyyafoyDceuYprEKMk4Fec6nJqdtpgVtVupWlmAkLTYdQxJVVHX6n6VNDayx9zBdzS3ALLcXXeOfEB8qjnjmq9B1di3Gvv9RtYI2Z5lIXghTk5qph7V6fbTlJopwzv3QCgHxfrWav7y5Vrixt7QRXEL7gZV8LN7/Sn6bpUd5qwu7VXMEaBSQC4lnPUjPTPSqWGNBuNpc6vZpGjZdneQIqKuScgknjjAxz9aztz2tZ7mW2s7MtIgUKzZ2sxPy5HoOaB1G8MVm4toJVlG5FWM5xk+I48s1Xxtczafcahp4i3xHbBluTK3Q486axQFbL3Vtcuba0uJGkRTEuwFFyGkPkPYVSaxe3dkrX91dm7giVIg8ZITe4yNw8j1H1BqS4WG3mtWnLGS2ixMN+RJOfTihL2ytbqa1s5Z/lnE92yeL16j2q1FLpBY7S7eW00zayi7Cs105xlkDHwg+2cVc6JeW0EcMtzp7XEXzzxO+3k5yBjy+XmhdKtbe4k74lgXG6Yqeka+3pUt+US4EFhdw3JnldNyqQQFxhufXP7U68CIrOO3t4pJ5rctJP8AMzHlR5GodI0NnSTWrkRstxJ3EbbuVIGelWWutqLx2yXQDySRrFEyqAHC59PPrQsGmy2/5UiSDuyS4boH/tSfQBkNzJol4LiARSPEcc8rkHr71DYBgWkYDLHPFD3ndiKKIM+ee8yOPaprc7VAzWWR+C0vJaRScUSj8VWxPRSPx1rFmiDVf3p26hkepA1SWiXPvXVHurqVhRTyjchBqh1WErlgKvnPFAXyh0INYShuNVKjH3j4zzVRdSgHrVpramJz6VmLuYljURjQ2zYaAU1Cykt2AZyPD9aAn3RX6QSDDqCCPSqns5qL294FDFQTV/rFv3N5b3Ckt3w5PvXZF3E52qYHIqtNaoRuYMWJHlUsSb9m0kqzkn1JzTCn/ERFW4RGz70+17z+IQhsCNI9xHpTQMKjdviTbO29Y3EqOeoHpRNjC99De3kUMbrbxlmLsFO3PPX69KrrmV4obmeHLSudqZHFEQqFt4LaQgMRvZx9ckVdknPawrpotdw+KjG+LjrlqLsIZXvZJDMHjVCka7fPzqB5kurmSVk29wCkbg/MD0ov4tdKtIYFiyJFbu2/39RzVLliANMl1V7h9M1BZBBpxZody7djsORg/aitKkt5ZJNUnMjLLtVgowAcY4P96H1x9SWwjv5TJPdyygyLnJdjxz7YoySK4th8PEYvhp4SqDHyEEZ/rVX7ggW+budGd54jKH2w5UZbHrUmkWt/b6VbLbITdq++Tz/KHJJA9hREoWa+SLuimyQK6EZ3LjIf9aE1wT6ZrllBb3Ehubhw6N0Vo8DKf1poTCNZhig1e41Fd0tn3a7EXGA56n7kZplzbzTKkVm675Xjkd3TB2j5s49elPeOJ5TZJE21CJXkzwGDZxjzGMiidCthcCUzv3LTzER72wAnpQ3bBcBusd2dClW2CBwhMBXg7uhXPvis/aCWwsIbB50uL92Ej5A4X0J+9WUVvGuryRrdt/D1nVoBMQG3YAKenXP61F27ji03SZtUsYdl46qJAG4TaQGI+ua0XP8AAlg9wF1S7s9MlYSSWrGTaP5sD5aNiv4tRMUoL2sMYaKdGbw4Dcffj96Ftd2kWe9YA99chWMmP6UVKyQssWI5HumUzoGKgHouPTnk0k/Iwa8s4bbtHea5dqy21vZgAKwwgX5Rj1Pt7VK80Gp3lnqMdsyKYAbt+jIByB+/7UXqCx22lS2rwM88W14gW/zOo+4z/SoYbs2bLboiTyTR5nUpjazdB/35U0Ii1S6s44ItXnaS5tYkUbUj5DEnAIPTjGaI06CC6upNanDy21yyBUA8I5wD6CopYYGQ6OqSFpwJZJR0ODjj7UdC2n2Fg3ZyHbCHgbu1Y8g9Nx96OxkettDa65Fb6bb5nnkaWR2GcjGME+gBH3xSai91CItOtFUyOrFsAD5jz9AKboIvJo57/UCpjEe1Mr42wOooZQ91ZOYnls5pZO6tsjLFOOQTTb8iS8BlxYj+IQTPCgt7G3BYqeGfJyceXSn6dqL61O204syVZJN3OCOVqtZraW0k0OCSS2eMZVyMtM4PQnyA5p0ix2OmHSY1Es0e1y6rgRyZBVRj6Z+9HXQdkuqaYLntEtyJP+BWARqozlQpPGPPk5+tWdzMlqTp4VY49m2JEODIPQ46dcmpbF4IZJIp5XW5uI95IGVTHQVV379zok2o3MzWhyI4ZMAlQTySP7/SmvcQusrAdEntY5leeADviq4Lbj5DzIyPriodTt5T2eudNgvGS9nt1/NXjwt5H08+Kquz0d/bWc2o6pFFNPDN3WUc/nDPDfsTV/tt7e7l1qeeZ4xJvVWPLt5L/wAopfYYlvJZ6fpUFmR/ErhlVZtpDHap4X9eT9KdI1xa6alrOUF5cyklUyVVG8j6nr+1DaNCHebtBPk4QCNNmEAzzt9eck0YbiaON9TXEzSSMsRzwAMeXrg0fRCRHqVoGEenMhis7IGWVUbPe4/tQujGXtH2jk1GC1MsVvCFtWReYwRwvucjy9auI5rcW5sywku5xl4zncsZJGAaijubfRbEaTptpIZivHh4J9fr6Ud8AyLTZJL6RtSvLhoobLIaN0JMh6MR78AVZWmy2jjmvWMRc72jYgneThAf2qDT1uILiO0uUZYFCs0IwS0vJwT6dDTu0cyROtgXElw6lyx6l8jH0APApXfIUDaxcvOF1GYyxyRzhIVIGZwc72POetXelmOC1WOV44I0AcRnIbcRksfp0oDQoBc3C3134pV4t42Gdp6ZH7mitbt42jWJJCjyDa7kkeHOWP1J4FNu2HSKbULhzrffxXTJFLD3cKLwFA/mPueaJtZoBayrp6o6abgSbxjdK3HTzx7V1qLe1nk1B41MiSYtYx0DeXHoKQMksU7JLHHHaxmXcEP/ABExOMfUUnwA2GGG2sgt/slFtuurlz/OTzsyPT+9C6FagQv4pDPqEhO4DG1OtQyJdT6rBosswMEsRlvG9CfI/atGEhmCBHkUQIILUAcAA8n6daQxsqR90jxxFnYCNG287FGOfWhdLNtNqE8qllaFVWLwcMCefv1P2qbVNQuZSyocpAu2NVGPEQAf2AoyCWKy0gxAB96HdsXx7vIfrigXgr7+0uLvUEMTzrDaMJMj+U0ZZx30940d1eOr3L75DKeCfImg1jv7C2K97MrXbZkVuOAQcEfXFE3s1xII5bkfMoVGI8hxRYUV80v5rhgDzgU+F6BupVM52ngedTW781jI0RZRNRUbUDCc4omM1iykFq1SK1DoalU1JaJcmuqPNdSGVznigLtiAaNNB3i+E1CKM3rMayqwxzWH1OFoZTxxW91FDzWf1C2WYEedaOFoz3UzLRSmOQOMgjmt7pGo/wAV0T4BY1MoIKueorCX1u0Eh44qfQNVfTb1HB8OeaUHtY2rRqcNGSjDBUEH60oBjNxIHAbYBz0Bom72Tst7bAtFIMsfQ0JdgPBKAuQ2AfpWr4ZKdoKjUNZQxEeM4Yn1PtUTzASTzPIuz5EGPM8YpqM63aIgPdRR9D5Go5YRcQxwoW3SuJC2OmKYghbQH4UuTGIm7xwp4x6GpZZ1u9RbTCm6KN0uY5McYPVaK0x7SK4nuZzKYCdrbeeBUSRW62chhkYF1zGGGWyOcfrVJcCZPZ3R1COaVIJVNqr94NuQAp6/pUFrHgTxz3Y2XLbYNx5UnzqKSS7W5tVt0YGfd34B4weoNEXdpbT6hbxK6K8HzL1Jz0I/SqEFw28txYd6m8u0GJ5ByY1UYLY9BUFxaRNcR3LT/GiwVltJj4RJxkHH3oe/Zpr6Oey1B47m1kWNrPbgOjfze46VLCqvcx2MUTr8LIJXPRTkHIph2Jp5kjigt7xm+NnJeQIcjaW8/tRGrxTd3bz2UhliMndhSPkdWyD+gP60HqM1za6de63bW2ZhyAQSdgFWPZ2eK502C9VZIY3HeOrc+Mnk+w5FNOhPkLh0mDVEiSaUqsD9/wB+q7gJR0BGRxnFCR51WXfqEJQRflTxEZG/1+hGCKDTUr/Su1NzojLuhnhPdMo/zMnOf2opzeNNFDZyg5fddM3zHAxj3p9cB9Rk8b/xdru6mxDbk/Dxr0OB1J9Km7PxQy3CXdy4MUr4ibGV69efekv1tNQh/hUXeflYdpFY+JDncKCzFOLewsYtlrEwjyvUEHkkeVNgH6eLi/vJ7uZR3sBaGAOeGAJIP3pLi5Xa2usixd3DtSIDG+QjGTTpHS7UWNq6x3Vu6kEHgpnxZP0rgLfUbuM2t2BZgFJQeMMDjg+eadiofokl7F2eFxqUyvdxxE4A5AJ6fb+1AatE2s32l3dpk4Ym4wQANvTnrzk0TrbzW9xMZAkrgju41Phkj4yG9DjPPtSXOpW2lRWknw/cfHyuDHj5c+npT5XAcMsXnsrpxFZ3OVtyyuu7jAHP7ihGm2KmoyRGdiuLRHHgT0P1rltodNt5LLaqxlO9uJBywU+XHrUt2RPNbabaxtNbTIrRhBjYAeQTST/kANpdqEEuqPECXZzsYnJYkkYPkBxXaahuXOoxlBbLIx7rb4XckgHNF3gm+On0uMs8boASeAmfT2xQ2sXEdqkGmWe4u22N9q/KfIheeTz+1MRLBK2oaqhTHcxRFZyF8O4E45qOWCHV750juW3Jutbi1PyBMZB/rz70Nc3x0Gf4CSFBbPxxkvIx8/pmrWJPgrV4Y0AnuAGZz1II/txQMChSW/eCzCJa20edoz8q9M/U486iRrPWb06UFcvbONp34JCZzketCaxqb288fZu2aaTULtRKbrZgHPGB5YAomVoNNkh03TVRtQupQLqUjDcj19aGIJgu7bWnudKW3xb2WN4Vicj1/WiUZLyNrp4ngstPJ+HAwDJxgcefNDi1KkabpiJb7jvuZ/MkHkH/AL8qfcJDe3ccsMpgs7XAkmOfGR/KB7mlYC2BlghOqak7S3CsXhjUcqCc+X8oou3kndVuYEWe43LGjOeNxydx9R1oO5njv9Uka3Ui3hBaRlHCpj5R658/tVwivLBGQht4wv5CA7WCj5icdM8Ch8AieGzng06VnuZWeJWPfgeJpCPEfp5VSX0DapEkVsCs80iN3i8kgHnd6YomPWJL+HEUZj7tiO7Jyscfm7H19KJ0W0uWsxcKwUykkFl2lV8sD34FHQlz2WIso47eMBtkkabWfPz4+Y/2qoaymW+EQkJe4DbyTnbzx+gqTVrq6tVWKUAEpvZUHp/KKEv7e6fTYorW4nTUriTIJ8IWEeZ9M0cJDItQjgF8buaTure1/ItlBP5r55c/9PQVM93b2li2LeRrewYNLg8PIeldHb25uFvGxKY1EcCFsqWHVsfX+lExst5crp8USmz27rm4znc/mT9KQEEVsqWc113Rlv8AUZAYTnlV8/2q0uLZbezlMbyd94VgO7H/ADcfX+lBWMs7k3UcGYy2xGfjYg6kf9+dO1C+t30yaaMyxzBNlsQMh3zzx9M0xDbB5/49Ayoqw2UWJJCN3esWJ59T5fap9dhuZtat57C4BjRhczFI8BGyTtx6f9aSzs5NP0GOU3AeTuhJIjHB3E4x7nzqZL+eDS1tBEPiJz+bIBztI6fSl2hE+oas2pTXN5ewIZ5tojZRgKBgdPoAKF1L4YaIbg3ZM6MESI85B6/SmXd5lQqIoCKUBA5INZ+7ubi61qPT1wIwm7kc5waGxpDASTmirdiMZoVo2jkKOOQeaIirJlos7dqMjOar7c9OaOirJloJSpAaiSpBUFofn3rqTIrqVAVuaZKoYYp2a6oLKfUIM54rPXkJRjgVtJ4g4NU99Z7s8VpCREkY6+tFnUgjmszqNlJAScHFbm8tmQnAqsu4FlQqwrRxUuTNOgfsTr0UR/hl4+IpeAx/lq+1SH4W6MEcgmiIBDjp64rz/VNNlgkMkQOM54rU9htYj1CH+CXpVJmOIpHPSqjytrBvyWVwxSO4ZzgMoHHlUttIitt5AhiB+ual1mwbT76XTpnSZkABdeh4zUTKB3hVRuYKp9hSaaY7vkfI1zb/AA0duhMMhImOM/MKPaGTu4ERCsGdneuMAEehocS95diI5HdDOAeoxTFursWTwy3EkkLSkwoTwpYc/wBKrwImtV+FnvZ7kosXeFCyNkEg43A+lE6PFFDMxaZSzSMI2bnI8hQl9E6WMFoniZiquueCD1o3UZI4NOGnypCO8O6CZR41dQeKpCAJhAupXWqspZSwRQvJDDy/WutI5IUWLfIZ55mkDqcFBnODTo+7VjbE7FiO6Y4HLHnNdlVW8ubmYRLcELAQcY9P1o7YwySV0vIo7eRLm0uFeGWM9EI86ZrDPpVjDlcWfd91I6DnH+ofQ03s098dPU60U2xrsVlGG2Z6n1PPWpZ4CUm0F276FHE0Lbsnuyeh/pVKuySR4knuo75WM80cRW1LcMwHT9aXS7h4LKNbrDXbJvIPUg9agjkZ7+SzmhaGCyxtO7BH/tXLZLd6g95dkrHbgxgLwAqn186EAuj28WhBBMJpPiHfMzdIyeQv78URqk3dxiTuu7a6bYe5XBXjAP7Uz+IQXtkbpBti5B38hnB8OKTs+t9cqJNSt0jkRjlkbO8Y4IFPoOyv0ayudI7Ox20xWS9mY723Z4Pr71Zy2UdjosUUuxbeTKzSL8ynrxXLAP4hNO0o+ERTsZ26sf8ApVR2e/iE2mtpV/P3r3Lkrk5ZQGz1+gFOqA0Udsk14zpNFPsAWJyfmB6Z96qdOmuEjivtZjVpZJWECbcqpzgAZqW7t5Li7itCslqlk6yLKjfPkEeVPvO4Nq2oXNtKYbAMyRf6iD83HWkBJc38CLdafIwOoNEXCyHAc9QMelR6fCunaWdPuZ5I55bfImU5ZSaD0iyh1/Uxrt3DvaJWSJlyBIoJI4o5r6KeBtUljaGO3jbcNo+YcKB60xAF8ssWnsbq6m+LlUBAsmDtHn75qSwh1CwsZb+6w+omANHEzePaPP8AeqfTWGt351+8OfhY/BbmTaGNW9zJFf38uvQ3Qkt7e3yY0OTnH9OlNAC2cN3No66tq0oN93TtZoz7R6ipNJv5Y5zbX98l1fNbs6wiQEgHrQ9lFZaiF1nUHYJBxHGWww54AHvxQ9tp+m3XaabV/wDIjdix2cdBgAfWlyBbNAUvQ8EmJoIP+HRz4kGAePeqmdrvR7iPZcG51m9jJiDc4zwD7df2q3tpoL3XpLybBjgUbUPBBwAF96H16Ce21aLW1tmkv7yRUgVjwigLx7AUAKtheaZp8FlFdT/xBkLXEqyeFc4x9+f2ojUtWhjtotL09w9yYxvbb8j55Y+Xnx9KTWSun9m5hdXD3erXTKdqnHOR09hUdnp9qtlFNbt8Rf7N1y4PEa9SDR0HYZpOkRrZyW9nNcDu03PcscLJIcYUZ5Izii4r+4msbjT7yZkuIeJ5OASo9PYEGjJtWgt9KEiGBWQDCZwVU/zHPniszoK3t7qM9xGsY00xmVpMZeQEngmgCx7NRs0PxLPLMkTiNolbaJScYJq2aa/nS5u7wyQxRSd2FWQKBj+w/rQvZG9tFs2RSqzRtlIWPKggeI1XxakdRv59Nki8ZUlyz9F8+PXrQhDJZ7mDVPiZpjcWEa7wN+7c2PX15HHvRd29/farFCkkkEl1FjB/ljwecfrQ8F3YXV5aPaWvd2VuxXaRgOw6E+tFql3JrlvNcNtmkUtJhvljw2PpxTDodqdjbaXYC7ju52WEd2FZsmTPzH/2qO1uDaaXHY2QcJPhpGb5gpOQKG1N8h7q6Z5UZhHbxge9W9xEiaJbSqOQVMwK8tkDz9BgD70vsARPbwPthk1V7eSRNgZmG2MeZIHlVT2Lln1mGS5lSNksp+6jAPzdcN79DTLq0t5bv4VIYiXBadi/yJjOOvXFWulW8Vugt7OzNopAIJz4h/qpiJoroS3puJow9vCxGxujH/pVXZm4upppDcOkRbOFbn6e1WcBgeTvIyGhU446Ej/v96qNGvra2vbh75wIjIWxnGfYUJWAl1cvo96kj73jnGEVznB9f3oWC9iXWkmYbpdh5+xqr1q/fVNWhVW3qjZwOQop0ak63H/yf2NTJjRcyOZpmkbqxzU8S9KijTFFRJ7Vk2UgiBelGxDihoUoyNcVk2aIlWnimKKcOtSUh1dTc11HI7K+lrgPauFZlHVFLHuFTV2KBFNe2e7PFUV9p7DJUVtGTcOlC3FoGB4rSM6IcbPPbmAgkOuaodS0omTv7ZjG4OQRxXpV7pYcEgVQ32myR5wpIrdSUjJporND1zbZfAatxJnwzt/erRZkMu1JhImR4xyDVPe2CSoUdKHtEn06FoovzEPkT0rTbYlKjSKdr3UqvuLL1om3j3vboJPkXc3vWTi1iRLgpPCVRhjPlWg0+/t5d0sbBmVMcHpUuJSZY6P8RPqVxJcxqqI2ImB5IqfUXSScuY9wtwWGehb1p2kmGS2wxyXJOc4waDfvGlSFn3bnLSH/AGjpS6QD4ID3ZAdBPc4eX1K+1Tzi2vLJbRELqG28jBQr5/vUmjwidmu3VUkAIUscYUCm2oTvprlm/MnX5M4yB5j3poGdqlwILdkjhkW4iUSQEjiUDgjnrmpZ5I/h5JpxsuLqIjK8FWIJA+maJv7hNSWKS176S2tYAluZuGB6sPpnNU2nXk19EL+S0KzoO7RSOJDnAqhEt9EZo0so5Q1xMy9+QfEQBkUSlzkCwtW3gEpNvHUkU6CBLea4u5QqXeWChuDuHl+1RXk8sJa7hgRbm42qI/JT60L3AZcWM8dxaxWEsQgijwyEblJ6fY8UdqTTqttDp5Cybw24HIIHDCopUe8sJo3ZIrgqHYI2Co86Hs0tNDVIdQu5HFwxRdxxtz6H16U19ALZxaHT5rSXHdgBHwMEOOQR7VU3Ec9s0cNqiie5GSwGNo9BViVchrsESOseFB43hRncfeufd3KSXJBnXJh46Mwp2CQBH3V3ENMguJcqw7+Ugg4H8oP1ooTCe7mtIJXWKGPumjdPmB+Zqr5SYIXs4hJ30hxLL8uCOQo+uetWBna1VbmXabxwI5B6Dr08zSAe6NbmyttLCC2y29lPykdRj0oW9tzeXtstteA20RKzQlRtJ67q68kl0+yYQQmZ7hwJFQ+JA3oK4r/CxBp1sFJuBsBJJY+o/SmAPPapcX9vBYiOO3RN7bF4I5HNGwRQRgWWmRRR27qe/ZhjHP8A2adPHFYokEMRM10GjMinGzj9qGhK6elpocaNdzSAvNNJ0deh/rTsQye0iu7uS1ijjWEBV7xRjbjqfqaMe2tYyLOFYxBbxZkcjkL1zmhbdINPxoEUs0txNlw787Rnpn6UX3SzxNp8MMkcURAnlZvnA6j3pAQW8UDXLXJgjh0+IflSDrI2OKNYbY31TUj3zKoEEJHCnoD7VAokkkad8CzhBMER43nHSh+znf3Maz6u+2SViYoQcMw8hj2o4ATStHg/iInvnNzeSMe5hB8MY65+lXUBtrO1KGNQAc7QMl/c+1TJtR5DOmHPzkcHH+kVl9Z1O+12RdL0tQEabbLNGP8ALRfI0d8sXQySMXvaafTRYoYXiPeTc4IPT2GM1e6akUipaIhgtoj4UjbBlx/aorVGaF7SLMcSnY8wPilPoKbdahGxkh0vuxqceI+R8ief3ofIxt1d2s2p/C2MML3DPm4OMHGPLHpRvwmlhd0gRGYgT3OCDx/LUGlWWm2M0t4Qnfyn82cnhD/t96LIinh7qOLFnE2U3D/NemIiKRSXKzW1n3UEJCWqbfnPm2KW6geTUWtpCiDaTLcA8/SmPe3YumtYwI5h4XlbhIh6L71ZJawXUaRyM00UJ3MT1c/9KAJ9NsrOVTdOqbbZcQI/Qn/UR61X3t6EvIUgieZW/LgRRlSfXHoKmutQYsbdU2wZC4T+YnyqWP8A4S6jnkiaO5jbagHHdY/vR0Ig0zR7a2gNw9tuklctLKQcH2q0vb1mSGFUQLCSAwXnBHT9qS8vpY7NoY2YRPjeAePUD9R+1Z661+zt7WeN4i8+Pydp4DZHJ/erUSWySWe3s5wJIu5tyCfD5msZ8T8fLcCRB3YkO0Gp7m7ur6XdKxIzwB0FT2lo7YyKUmkNckdpFHD/AJcYX6VZ2scTyiXuxvA+bHNSwWigAbaNgtgOgrCUi0hI46Lij9qfFD7USkeKybLQkSYqZRxXKtPAqC0djilxzSgVxpFCfeurq6lQAGaWk604CpGcPalpOhpRQJi4867bXClGcUxMY0SkdKFuLJJAcqDR4pQMiqJMvqGihgWRao7nTXjY5SvQ2jBHSh57KOUHKitY5GiJRs82uLFHyGQH7VWT6UYyzW8jRluuDXo95ogOSgqmutJlQnw5roU4yM3FoyUGo6jZIkTqZEU8sPSry31S2ukYK5V3wnPGBSTWTgkGM/pQUtgvOF2n24qtiYlJo0sd5DNaG1t3ViHUHHXHOa692zTW9tESpRs+HyGKx0dteWaubOQqz9Sanj1e806AFo2uLk+flUuBSkjZymXBs4JAoMeAPP60lwIZpYIoWP5B3kqccjy/WqSz1tPhlupEAuZPCFPlRE97iMW9s4M0hzIfIA1O1oq0wm2vY9VlluJoXjS1JJyfmJ86PSRbsJfd2oSMEr6t7GquKSOaEWY2iJMd7JnGTU0UxvJe5ColpC2Q4OCfamAlvbRXsp1yO2m3bMCENgkjOanLQ68sEl1CFt437xQ/UOBj9KTvnvMCMd3bR+JXBwTjyqJY47y4hnVXiihRhgnANAEsBnMskupzRpbGQRwKvGcdKsEDSM95LvZAfCmc7ceYFV0MMOqGGSeJobeAllQ+Z9feiJZmnuDE21YLfxGReOCOlHYBM4t75luZOYoR+W6nHeefT1qok1JoY11S7hzcTuRb25+YDyJH6UfJJG9tHIqOsMfMcJ43tng0ssYmzezrGlwF22wPJXNMCCSWSzga/W2Y31yQe5Y/KMU+eeGwkga4t5HmnfCbTkxEjrQcLS2US3l4nf3kvIVjjaB5/SjlSCO4Oozhu8cB0hz+9AgC0c6J3VtdNcX092zbiP8AylPmfvUypLp9i0S3Dz306MlurDOzPnU4ZY73dLI8twxzFF1Kg9M0tvDLZyL4zLqExJdzyIx60AJZW81sUs0Kvd90O8nbqlFoUZQO9aO1iPiOf80geXrzUQhjggjS4vdoD/myk4aUn+Whbi1j1VkkuYZIraCYiFFb5sdDQBDY238dubbUrwXFnHHuCQ7yN3PHFaAG2DGdY8GFdqkjlAB/L6mmRNBEiSunESkRr/p/6mqm9Nzqk8M1jcta28Q3MG45zyTQuQYRbaqdWumSzBEUahcsMMh881NBAo3w2TrBESe9lUYZyeuKjjtUKiKF9kDgmQoMGYnr9qKcSCRIbVUWNUxv/wBHsPemAJc3jLdrYWMKvOBjeeiD1PvToItNsFe8UkTSZE0wHn5gU6Mm1ASG2XvHJ3ep9yalkgdlDzvErryEUeEf+9CQhcLdQRbbcpbZzGhHLt6mp7e+/M7rwKQdm4jwr/y+9QrfbISbmZEQDoD1qBNa02JQQQ23gYHSqUWKy6FhBNEO9j/LDbjvPLn1NQvNM7GLuykJ8I2cZAqkue0mYXWFZHc/KzHpVUdU1GXPeTnk1Sxk7zYy3lrakd73cewZXB6H1+tUWpdoZJZSLeJmBPzHzqoDSSNuclz70TBA7DpxVfLEm2yKa81G5BQyskZOSoNMisHZxuyat4LM9dtHw22McVlPIiowZW2unhQDgVYQ22PLFGxw44xUyQ1g5GqQNHD7UTHFjyqZYgKkVfas2yhiJingYpaUAVIxAKWlxXCkUjqQnpTvtXEYpDE4rq7muoGV/NKM0uOetLioGNx60o6UuKXFMTOFKPrSV2DQSPHWnDOaaDTlqgHinUwEUoPFMQpX1xUb28b9VBqUe9OBHmMUxFdPpkT58IFVtzoat8q81pMA0pA+tWptEuKZh59EkXOFquudKZTkx8/SvR2jU+QqGSzifqgrWOZ+SHjR5pJp4PVP2qA2BTJjZlJ64NejT6RC2SFAoKbQ1OSBWqzR8kemzBGC73Ad4Sg5244NEC4uO7VHRQq87V4ya1Umiv5ChpNGkHO2q3RYVJGc+Pld1WdWjQDG2Ppii31WGNBE6uY+gQD+po+TSXHWOoH045wUx9qdRYt0kRteG6C99MkKIfywvUCiW1K3k2ww4mRcZUHAPuaFk07P8tQ/w1RyExT2IN7LJJkSbvSWnkx4UB8K+9TW88cJdpJBLcucqo521SmxcLhWZR7GpEiuUHhkZSOh86Txj9QvnLNtlulWSRuEj/0/WhER4rgzSMLqbqSfljHoKr2+LYDLsfeuIum4Mj7fSj0w9QuYfG7zxDbM5G+Yrjj0FTRSWkEMkKs8sm7LEnxMfrWfMVyRjvpMfWmmO62gd4+BR6QeoXcds08rz3bI+W3JF5KKJmv+5VDGgkkGQFHlWcMdw67TI+PrSC1lHRm596PT+oeoXdxMlyVe6ba8fIWNqjkv7IOolPgRfCi9Pv61VLZvnoSalWwbHyc1W2It7Dm1uGQAiOQbRgKOlRR63cKQI48KBgbjTE05+PBU8emSea4o+VCuTApb69kbcGC/QVBLJdynxyv+tXi6W1SppOTyKN8UG1mdEDt8xJ+pqRLU5wFrTx6UnGVoiPTUH8tQ8yGsbMxFZOT8lFQ6c56itMlko8hU8dqq+VZyzFqBRW+mAYytHw2Sr5VZiHHQU4RAVk5tlqNAkcAHGKmWEelEKoFLUWMiEWBTwoFL513NTYxK6kyc8ilxSGdSikFL58UgFxS4pM+tdmgo7zrjmupM0gFrqTNdTGBYp1ItLjBrMo7FJ0NOFdigQlcTXY5PNKR5UxPg4c0ufKkHXFKBTJHAinDFMzTgeaYDwacDnzqKnCnYEgJ8qXNM864cGmIlBpfrUYP9Kdk0APAWl2r6UzJpeeuaYC92pphgU+QqQUvPSnYgd7VD5Co2sIyflFGilIwKe4KKx9NiP8lQtpEJHyirkClwKe9ipFCdHi9KT+Cxf6a0BUZHFdtBqvUYtqM8dEjxSHRk9P2rRFB6UjIOtP1JC2oz38Hjx0pP4MnpWhKKBmu2Lmj1JBsRQrpEQHyinDS4gB4P2q82LSbF9KPUYbUU66bEP5akFhGB8oq12ACu2ilvYbUVos0H8v7U4Ww/0irAqKTAIwRS3DoDECj+WnCEelFEAeVJiluHQOIuacIhUtd5VNhQzuwDXYx060uTTSecUDFPrSGuFNyTSAXypM0mTXeZoAWkzXHikpDHCupBzmuNAHCuxXDkUpHFIZ1Jn2paQUAdzXc0uKSgZ2Paurt1dSCz/9k=" 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Włóczka Alitn Basak MAXI METALLIC produkcji Diktas (Turcja). <span style="font-size: small;">Kordonek z domieszką srebrnej, metalizowanej
nitki, przeznaczony do wszelkich robótek ręcznych , a
zwłaszcza do szydełkowania, frywolitek i robótek na
drutach .Można z niego robić serwetki, bluzeczki ,ozdoby, a
nawet biżuterię frywolitkową.</span></div>
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<span style="font-size: small;"> </span><br />
Skład: 96% bawełna merceryzowana, 4% nitka metalizowana,<br />
Długość: 100g/530m,<br />
Zalecane druty: 2,0 mm - 2,50 mm, szydełko: 1,5 mm,<br />
Producent zaleca pranie w temp. 30 stopni C.<br />
Cena za motek: 19,00 zł. </div>
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Zdjęcie pobrane dzięki uprzejmości: <a href="http://zamotane.pl/pl/c/Maxi-Metallic-Altin-Basak/198">*zamotane.pl*</a></div>
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<i><span style="font-size: small;">Włóczka doskonała zarówno na serwetki czy inne tradycyjne wyroby
zdobiące dom, jak i ubrania oraz dodatki. Dzięki dodatkowi metalicznej
nici nawet najprostszy wzór zyska na urodzie i elegancji. <span>Gotowe wyroby po praniu mogą być lekko sztywne, ale wraz z noszeniem sztywność znika. Włóczka może lekko farbować.</span></span></i></div>
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<i><span style="font-size: small;"><span>mala-gosia100 </span> </span></i></div>
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recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-15846233045571997532013-01-19T19:32:00.000+01:002013-01-19T19:40:50.909+01:00Altin Basak MAXI<div style="text-align: center;">
<img alt="" height="320" 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" 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Włóczka Altin Basak MAXI produkcji Diktas (Turcja). Wydajny i równy kordonek, o sztywnej nitce.<br />
<br />
Skład: 100% bawełna merceryzowana, <br />
Długość: 100g/565m,<br />
Zalecane druty: 2,0 mm - 2,50 mm, szydełko: 1,5 mm,<br />
Producent zaleca pranie w temp. 60 stopni C.<br />
Cena za motek: 16,80 zł.<br />
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://zamotane.pl/pl/c/Maxi-Altin-Basak/131">*zamotane.pl*</a><br />
<br />
<span style="font-size: small;"><i>Klasyczna bawełna doskonała na tradycyjne
wyroby w postaci zazdrostek, serwetek, czy świątecznych ozdób. Maxi
będzie również wyśmienita na delikatne koronkowe letnie ubrania:
sukienki, bluzeczki, topy, szale czy kołnierzyki. Pięknie wyglądają też
wyroby z melanżowej wersji Maxi Gotowe wyroby po praniu mogą być lekko
sztywne, ale wraz z noszeniem sztywność znika. Włóczka może lekko
farbować. </i></span><br />
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<span style="font-size: small;"><i>mala-gosia100 </i></span><br />
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recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com5tag:blogger.com,1999:blog-9126609382550122330.post-25766950263184172882013-01-19T19:14:00.002+01:002013-01-19T19:14:17.434+01:00Xima CARINA<div style="text-align: center;">
<img alt="" height="320" 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oXGYVlxvUYK4wVoFr+Wa4QSBipHBPlXQ7TVuyt3exLqmlW9vqCoCfCWjOfPbnn8zUkeqWl0QmoaRDdQmQrbyJF3aoB5benT1rrWbluyPCvRjg8itHG80gicfiI4FQTwdxOwmeV48ZVgpxW4v9WRLuW2ltVltpVVIUkQfux5kYz51BPqUSTRp8u/d913LRXCZBYnqCB06fnTvJHeugKLMpp+o6lHIII7edom6HacGpJNRvo3aF1mij/StRc6pY2c9rBbuC8RImjILoSBgAZ5pkeoWb27SW3zInZxlCWZCC3I65H+tT5R2rGp90ZaBkaJvmLxmUnjDdKOu9NsjZo/7QZnP4QTmrm+gsLGwuGYXEM7uWMcsStuHl+IZHHuaz+pQvYF7l9IaW3mVRbtKjJz1JAAFTklH8jJ2DXUd3p0e93inz0HU1Qarrkxh7l0XB56VYazFew6hFH3gjmdFfut2e6yM4OQPryaF1rRGN1Hb75HkZFeWTaCgyM8FSf5Vzzp9FIuuzKPqxjcjO01IuqyPAVBAGc5HWrrUdA06C9WFXjaLYpL/AIizY54xng8fahbrToAwSKNRFIdsRCnJHTd04qTdaHTRXR6tPGGVedww2fOnG/lnRCY8spwMDmrePQ4kvLq1doI2gjOC7EHdjIHI6n6cZqSz0yKWO1XxRzo53FmBQg9P/eklFhU16K2O8PXbnHHNFSajMiASqGA4C0dOLe2juCsSjvW8ca42nnyB96Akjku3aWVie6G1yB+BMgeXpnrStWw2JBLcTSqzMSF45PGfTNWtm0hdXRzjOMn+VV6CWJZktwZEhyZJEyVK54JFOS4uvk/mFjkji3BdwHXNM0CzWJqksMPgzgDDnjgUZY6pFJDK0rs4JByOtY+1F6LpC+JEcZ2utM1EXFuw2SjxeLCgjb7VWOaaQjhGzewRRT2xnjdj48BdtRtGy54OAeuKodF1aaQRW0jFMjO9T1960ljcRLCsc10SyE58OePKuvH5CZKUGgbFIRRjxW8oEkMww59OlDOjryVOPWulSTEojpMU7FepjDcU0inkUlYIyvEU4ikIomM/mlpBThXCVPUorwFKKABRSgZ6VHNKkSZdgBRum2JkjS+dnMZbAwOKVv0g0SWOnzXcJ2RneeFFDRPp2mSTpr04kkiPghU8Z/rVxqdzftav+y4UjKR7TITwD/esRqcOlxWSNNv1HUpTukI52flU29hSCJ+1d1HbyW1ratbwysSjYOMe1VxvtYtfEbsqJVz+7boDQ++7uZobaKLvcdIkyCB7VpNP0FO4X555FuFJPduoxGvuTyTSVyH6Kq20eW4uI5r65kaGQgtuHjZfM1qrS1FvN3mkBI1TIhTHiCeZPrXrKO8uUkuBtaG2wj7xgEDooxRN/cRtMt5ao0lv3RWQqeFx7DoKyddCvYDdySiOSdI/3oH8AxVTbWNxfE3EjmPuuWbBO7n68Vbabp1zrAmU3ttACD3SynDufb29zV1b2EOjOseuxS3FtcD8Vo42DHBGfP6A+dVjjb20DklpGW1Wa2uLA90n72DAZscY+1QX1ncXGxrqz7lu6zE6ADC+p9c1aX9n2Xl1CKCxluo4mciQTrycg458se+aJlhhti13BI11DAQg3klVVgwA568DmpOP3djctBmh9m3l0cXXzET94BKYoz+8wAc9fbPnV7aWXZG6hgMiXkU8Q8SyynafTcyg8fYVTJpdzcWkWL2GzgRsuxfwvjyX6+lXGlDSLab5XULa5ieAkbZH3qxz1ZRx9q64RrdUiLf5J7fV9Hls1tLzs/bnY+I/lxhGP1yCfua5zc2Zj7VX1sNORi7s0UTMEKhxnIwcEdeK3N/24hsNSuGRINRtEOyFRBs2YHVfQ9eawms6tHq3aBr4W0wjfB2iYl0A8lJ5zUM003SdlIRaV0FaLPJp96pVGtEKlI0blsDnPvk7ua0Lai9/Ja2V9qMqxMSVzjCn/MSRWZuI4opP3UdyXzvJmHCIOmPqCaPdnaGRJLuSIMAinZuGD+vnSKbixqsttT7Ha09sJGmM1qCWE0QLZHkSoPGPWslcWqwiV5JC7yAjJYruYeTZroGg6fcX2jXTpf6rbxRArE8eFSYEdRux5++aF0bsppl3YftC+v3MaEo0dxHtzj0YsBn6Guh4uaVKianXbMfp00ZuYO7sIQXiKjfcbceRxn/WrTT7q8gNrc3Fyior93mM7mHpuAPHpmrLTezdskE+obh3MUpjKuGYMD5AqCB5c5/Oo4rANZu5tLLaspwSCD7B/qPPip/TnDbG5J6LeO21VdTtZbqF4PmPCAn+ID/Yk4H16Ums2crdpYIbeMxqeZVAAwAMkkITj16VNot/f2+qkXxhFubcgQ78gEj8SH18vOq6AgH5rT3miCMT4GLEHODk8D2roU047ZKnYNNBa3+vQ9zqgmjDjdKR3fP/AJvyyRS3L2cmpxmXTrmxtt43mVQzSDzPhC/zqbUrKczgXUsKs/jULhcjrxx1p9zp6vO3zN+IiUDKsMYfd08PLDxY5xS2pXQ1Ndgt3d3VxN3gSwRFyEWAMrY8snk/rUlw1pf3SXMitDcyrtwrsqRkcYOemevWmm+0TTe7Lh77wc7QcqfPI8uPQ0PrOuXi2ccVrYW0VvdkhG7olpF+5zn/AHmpymo6QVG9h9xpls0j99qTNcKm8KYw+5QOmSeQB71m4UvbzVZYI5Es3CtIoj8PTnHAJz9+KY9i1rrMB7qSSMKsildrlj5A5J546fpVlBGTe3N9FcXH7xyduRuA9Mgf2pFCUnsLlXRQrAbrSLhhe5uXcGMFXJcZ5yfLzNSF42FkCjI8AKho3JLA+eD5j7VtdMa0ijVrvS3t0XoZIS3edOhzjOOahfR9HlupZI51hV+QFU/bAxxzTSxV0BP5KmX9knV4YhcTTpNtDichZM+x5FF63bado0EcLLpsiSZKvgO6n35J/Kmahph01rh2SOVI1G6ZwUKf1/8Aes3OJZGPdTK8COsoVxtA4yTzyenlRll4pqtmUfyCC3+ZmjjdQC/h71ARty2AMt96sNOs7eQxxX81zpvgdO8Ud4JvF08h+tDxxKkDIFimt5I43LAFmRvP75NaSe4aPS7W3Wa2ZAhLxmJX2r67s5HPlQwQjtyNNyfRR22i3YneG2k/dlSe8dSgYV60H+LGnYEhY/hjwwY/bzq+W4tLrTI7W7iExhyYnMuCufIDH6VJEivpyQ5a2uFY91LGg/eKeqk5waosOOX7WLzl7RU3qyWksUcsTI65KK3l6/TpQEkrXSSW87Mgk8QKDPAq5l0pb62Y5LXiPuCyvhGXzxyMGq59OnjRGlnVVD7Nijxrnz+lSyYZLceh4zXTKa2/dPLG4ZJWH7ssMYPvV9bRuLZGEm2Q8HFA69ZCOVGaWZ7hh0YdFHQg0ulatBAGtrkGXI/F0KmkWntDNXsv7W/uY4VtgynjG7Aq2nuQYk3Tw+JQpXzJ/vVLcaU0kUF9bGOPcMnxcff60RFbLJbpIAodJOQTnHpk+nvV45KEcQqeLuh4mGRjNR0YD81fvE9ssarHzlsjn+lCPngiIqAdrgc4P9q7EyQ0ikNONJTBGkUlONIRRMZ4CnCvAUtcJY97V52VELMQAOSTS1Q63PLf6jFotruzIf3rL/CtK38ALDTbSTXZpJ1lWKzhPLN/GR5CtNCgKW9sqObUsPw8Cg9Otks7VNN04d8EXOCOB/c1ZW88sha3kkEMrcJF0OfX2ApG6Me1bupjNptghjtz/wARwpOAOuKzmp6Zp2jyD9nW8s8zJ4skk5PmfStTqck2lWjWKSQ97MqqrA9M9WJqLQrTTp7adLCSW4ukAMj94QJDu9P99RUu5UN0rK/sxpEuk2LXpuWa7miMsirH4owM4XPkDVXq+oi9geZGDXJIyoPKjyAFWva24bT0lQ96skqbBDuztAGPvVBYaK91h4GuZMoGdSm3njj6U7in/QCfsL066lttDe1uGuwZH3ZwVOD149P7UXCGtJY20y7R02hiDDhQcc5DdSPWhdTuGYPaSPtlUBUY+Z44Jzxx50ZpUVxa6ZN3ctvcW7tiWRXOWAwdoyMgdOeKrGL/AMOkK389lncQX2pxLdtaW2IYsyXDL3YkA8snGT9Pap7LQF/ZR1DXL5rGyGWjhAIds9MB/tyAaZcapBPoq2i2jWxV1KJbyY7wH/MPxMc+5qea07UNpz25kYW06ZfeRtjUdAxP4Tx0PNUai7aVipvroqbGG3sZ7mPuDfJcL+6lVtzKWJQDp15P3ou9S/khjSOzTu5NwKsAY1UgbR7nr96Wyh1LTrJoklikUEyCQgErtUZP0DOQPerh4LWKxjtCFlvIom2uDjG3I/XBrkRVmSddX+Uina3EdmjhVeQ8ZyANv61PJbao1wqXCdyQcvK0u4KTnC9fPg/SrC6S5nWVE08m0hDjxuNy4BOAPPz5+lSWVnpct6phM1xGO6GJPwkkZJJPoMimW3SM/ktdC7P9ndk0ySxXd53RkSG4zsJ64wOtZjt3ZWls1lcJpb6fLJhpCgwsmR1UdfKt1caYbSytYbRtzXQ2NDGGQycc5frj7Ypva+4gg0qPRvlWBhxl3j3FF/5S2T+o+ldM8ScK6onGbswwjlvLaF7rVVmWRS0kbIVbMYGEOPM8ZPnWr7LabOkK6lFYCWKKNnVJgB5cE7uAMc1U2UdxHAkhsIbnfsuMp5Ak8E+3NWd2+oXFmwkt90LOQoEu0bSSRkY6dQOfKpY0k9oMrrRY3k9quk20lndm3mKl5hGxJz6AjAA/Kq+zurQ6SbXUbXvIYJGdZS3C5PAGFJJPpkCqgJJ3kkqmFlGEYP8Ah54zn+tWWnW2ozTG0l7uytVQLIqNlGI5Gefqec1b69SF+noj0rURYw3TWkkDtMQsaSg5Hvjnj3yKpdUTVI5pJplRGmUGQhsB19MD19602t4h061g+SCyuA7SRoAFX69SfqftQst1b6tCmn2txJCkKDejABN/qSBzn7mhOXJcWZKnZS2slnOtuILN5GbrBuwVIH4lPofSiTPeR6W0NpYkKJAd5/jY+Tc8cDFRahp1/a3+2+klV7eIMkiQn8I6YP8AU0zQ9Rivb65huJH+YbxbN2FkXGDx0DedQkuPZRbLyK2l+aRWtIxMgWbBlJUe23kgjjp+VPne+ubiRZ0Fi6klXkgGAq/8x6/TFPsJYbaESwJdtKItqOyHcxPv9fOm6vfXEF8GSHaLiExjL7ht6HHPXOayx29gcjOakEudEmt5LhHuZJhIjPksyZ54HCnz5GaEuraSTTQTbwNDZHICphhuwDyTk+Va3R7KGO2+YRLXvFJTu2Q/r6H3puo6VbmAXTtG+whzHu8BGOeB0NM1FaF2Yxp1jZJLQOjBcMDtwD68DirLQ72WCVWnETrMCQ7N4d309R96vRoVqqXE8Jg7x4hiJcMAD6Z86rYrC4t7eKzka4kOQ8adwdreRPqCMnP9aEXKLtMLSZdRdoY473ur2dQAMu4jDqoxx6Yqc3dnPZ3HcZhkVAS6sqlh1IH/AL5qjk0+0hiN7BMSjuRIjqRx0yfTzwOvSq27eETGCW4na38RVkXEhXyx9/P2qi8iSjsX6asMvrnU51MiXURjMLMVbDP1xkqftzQ7WyXMttdadEI2cMjlvERwFLEe4LcVDEiaRLFIJv8AD3CKsvnIw/ERnyPSotPZNOEZVll72QgK8gVlA5yT5Coxe9jMuLjsnaJPAtpdThV8RHd4JGPIef0IoPW9KtNMlmkheY98m1JYVA3nP4SOi1ZxTvDJb6hPfH9+PGB4nRc9CCMH6Uct5Y3cw2BZwcsWYYX2ODnB8/Kup4VxpE1OnZi4bWVZ1tsO7ycr3Sb9/mVP/MAR+VErFfd5Hbm3uFckCMOCMZ9fT/StbZBrC6a5tY1RyCz4k2DPmV5wc8c1Nd6ha3crxQWrI7kGV5uBn0LZIz0/OhHxmo97C8qszOprfafPDDKsbyRttKIVZiD1HFQ6i7m4LRwyLGQB3jj/AE8qutXZrm6XTjMiXcPiWQsRIfUFj148uKnu7MFpYpLgXTRIJIzGeQ2Bg4+nFbNilG3EMJp0mZwvfS2qqklvMVYqxJGVQef5MapdY0+BTcLD3j3GQkkUZwuBkZz65X9asdTRItTjSaWOG2lJVZIwBIfPke2cVN8pFdSGaMubeIEGVjjf05/MmuaElGWykla0ZvT21qx2zDdjrGGk4YDr161qdD1S21LvUSJI5iuXQtj8j5j2qrvdMd4o++UiEnKBznr5igNStjCka21osD4PeMwzu9CPSqPEpbiIpNdm4kjayleZVkj3pj1C+x+9NhWd7UFLjdKfEOMZGeRWZs9cvNEgjt76RLuOYbgp5O36/wB60Nqx1GGKWOZu4Zc7kOGHt74o4sjg+MkaUVJWhvdSxp3jAlWY5P8AlpDS3mntNt7q9KqQAVfgj3+lIUMMzW7MrlQDuU5yK7uicWIaQ04ikohM+KUV6l9q4SwNqFwtraSTMQAq9apuwQkN3Nq9yzbZtyoQKg+IV2ItPS1UkPMcCp7GU2nZ/T9OiZvmS2HUjgZ8/wAq0WlcvgV/BqdEfUJpLm8l2QwPhY8NyijzI/OrJbfSpo1u/mTHK4OJOpYDrn/fnVDqt4mlaUZZkAkmCxodwwM9Tj6VjdX7RXjzfL2uxY48qEC5Jz7elSkt0hl1ZqdW7T28+s4t9rhSIk71dysehP1rb29pa6Xbm9sriOKFI1kmVvCW44/Pr965h2I0cyXCXF7aSGJw4ieRuCwxk49s5rX9opxb6E9wjSXbXgCKQpCowHp9D+laMGrA2TaRqNvruoxTTvbvM27EfTaoBIZvUjAq9t2gs9MZ5LzvZII/whcBgRhSfzJFY3sVpSW1xv1CGWJpoSsZdwSNx4IHkTitJrEdglllJW2GXZcMRnAToRjnyFB6CUmkQRX87NLYrcCSfarxrhj/AMpJ8skc0bfW13ZW8UdtG1zJJhWjiGVAPTjjOc1d6dYxWFr3C3LQWmA+FUbwAu3P1JahtQtLi81gpHG8ltDIsayZ2hDwoc46n+1NGVv7gNV0B22pwWFutzdaYVyQksqyAOPdfLPnnn7UZ2eu1uLWWSLXrqzAHLvIxLDjAUkjHnzn7VF2g0W3ezt47OaTaSCZCT4ieOcDj9KmsLOGGGS7vXE7wq6oqncMINo8vTP0wD51WWT7diqGyVrOArgX7iG5ZSiBsfiZnPvgDb9aWG/UJJHeI6iRy8EiplyxbO0evUUXBbRKrm0tUMaq/wC+K5Ee1VCAHpyQTQL6hHctGl7BdTKrNIzsuAzkALznpjBIGOgpMeLn7oMp8S2XT9RaGWV0kea5cBVeJcxqRhjkZxngYFWF1NBplxZ6de27RWkQLszzKnIH8IPPr19azGp6mtrPEbK3vY7gW5RJSRwQcgKg4CnmiOzSrrOnTnUGikndzFH3oZySo3M+7+LAGMDgceddWOMOTUPRKXKrkaHWLX9ymsPZ3Kxjx20Z5Zj5E4wFHPufp1qLWtZFiIori2huZCgYtcKrAPjnwnnrxk0DqGqx3ElvaW5n+UgTu9yZXe2MbyPQelDWC6fqCtZywROFJeSeQ+IDgAjnpn3+tNcXqAKfciDRLp9RaS5W8MMgkMQXGFYPk9PTdmjmtNSlMokuI02J3I44LAgqPbn+dEX/AGZh0rT4rmXUVmV12SxqpUu2cqVyOoOPOo7W0Fy0SxX5aJm7xfF+FQRg/Xr19K45xcXTeyyafRX2NmVgW5uyJkDkEk8D1BGPuPpTjZWj2wV5J7ctiNmbO1l8mH6URcRXM11dbJHmjkiG1XwqOoHmeMEY8uadpN6biKSJLdJkhGGhds4UdCPX0pK9oYEvlJBFjMe6TAk65HHv5f3ovRRb2OoWwuYkidULHEROWHnw3XFFSNctYmKzte7Uwl90mMM3kR/vzoOGKVdCN019LvQ8lIx4SeNqk85/KspSUgOqHa00b3McryXU8k7ESLEpTwtjw5P29RQE9npdnqq2sexF4MjA7tp9OfxEedE6zJNNDZBY3nbBdtzZZmHmT/TFRWsUmqzl7sR27MvMu3GQPIeZJqitfuFv4H2d/Olz8vBcGY8CJ3GFwDgE+mRRV3aXWpRRF5LcqjbpHQ7iGHHQevFCTWyhpoN7A/5cgYIx+KhtNaOCPxXBtSp8LYP7weh9s9DT0uwMNulnEsimRIXgQbnAAV18se/Xk01r6BLUIsUQkY+JiOWFExWCzM10b5JkeJoo/CMKuMYPmDzVdLp6XOnC5SdUk6JFx1Bxtznk+2KD0tmWy2e6v/l8JpzxsxAXBG0n79R9agvHmt5tly6yQzDeuXI7tuhVWFV9kLkypmSYPEMFWbBUf0xR8Sx3szwPqAfun3llXzx/CT1P86HDkjXRPcXiXMBtreKOQFB+KQDDeRGeh/Ss7aLPbxQ22ov3kbKYolU7juPAJf0FW01pYX+ot3jyKrMSxjGyPGOc+hJzxVbO7tY/IEiKSORVgUDJ2Dn88nrUXHeh70C2sR23dtIkSWdnK8pmbnaen1JIHA+tQ6Lpy3F8J54xeKse8rFnJbqcnywPsKK1W2e0iuLZEiNs0KiaZz4Cx8QA9T5VV6Kk8rq8aHEDDlX27z7Dz4/nT42lLYsla0azUdHvn0mSPTLsvFuGbeU5Cv7MOOn0qq08m1n76BiskPPdjrgZy3vR9hqHy9xsMWyCVSJCrEFeD9/WqW8lXWdWgWFbiIpEFPGExkkcDk/frVpz5TXEVKo7NPpszXWpxrMsaQ3cbdzGrhEcg8jdzg/XmmzwWVor93HKJI1JlClSSPIMpyDj18/SqObRLXTpzcSz/upkyqheQ4x1Hn1FW+nazHpfzltdyNH3kaNuPBHHGfIjB6GunHlSlxlolOGrRWXC2080fzU852SELbLGQIxjP4eSF9McdeKKg1rTdNleIhZpIz4SuQu3yH1GeD+foCrv97ZrcyWdvNGjiBZnyCwznyPkMDI/tQtxFcxx29wvF1aybZxIgfvVPRgw9h9fPNNODq1/nQIy+QXX7I3tumqwQq25g+SRjHhxx+eaGspbmV9hjjsbSOQK8bcFuCTge4b+VX0hs5RJHtiS2KL3scZP7vDbjwPLPpWb+WU3UMeo3jr++dITFzvACDp59f0ryZROtMsxarJqMjSM8bHMcaFQVJHG4fcZ+9JqcNnDZbJoQdiEna2cs3TA9MgirQK8MiuI45nyTCjnDISoH8/5Vl9dmtnkgkW4uswELI0IyVY5J9sA08E29Ak0kVMMMYuVMuC5bwIBkitLoO23ea2nVVWRvBgf8PjqKz9jf26NcRX6yx3MLb7eZkxuHkCPKtJYXoubeG8kVxcqcxvt4cY5Gaq52qfYqXsWRoReKk8ayZBBdDgtgUMsEaPLeQ3ICg7QkhwWFC69efL6kssDOxCZXbwVbJ/pVpYTWF0kAurdRujwXB9j19811YalCmSnqVkY5Ar3SmQFgTGzoxXgbTnipDmnQxnhSj1rwpJDtjYnjAriLGD7RyNe9sLa2IzHGwzj61c3ssMvay3tIbn90WG5seZOAKrexoNz2xvJ+8TKo2wt0zVfrWoR2uu3oUeMKI49vOD603UV/mL7LHttdw3c8WjW3iaKUlgP83TBND6ZGdD1GJr5gY94+YQc5XzyfP0oTs/bQXUvzlzc4fvBuDA4wT1JpmuT213dqYsvtcq2W8PH8WfT0+lLxpUu2azcaPrD3eqTJLEkFvGSqBTlYA2Mj685q/SeU3sOlh4rmDunZQoOGZs85I4xjyrHfDi3jxPaOweSZy2Sw2khcgZ+uKM7U6ndWVxcJayfJm0gERkST8QwD4fXJP601KKQvbNT2Z1C31q9vrecRxfLyqYmXO5goYhc+3FS6w9mOzqT2jSpEzkDON7PgdPbmsp8N5km0yRO8xIGkcuU8bZj/l1q47YtB+xLSKBmjtGJeMsuGHk3T6CpKI7ezTNcaZDbG6m3SujRbkDkHJXpx6EZo6GKKdFd7nuJeFTBxvJXKfoSKyMF7ZyxC6mgE5aOFiitt3HbtIOPPPP3oqTUYo3T5tj3UXdTRDq5RlA2A+ZHH5UHGtmRobbVbP5Qd22LFXMbLK3JIBP5YU4r1tqiXtkrWMCpFOGURk4ExBxlR5j1Pv51hFue/wBNkSK2mBade7EjDusDPif1bk/rVzDJMbrS5vmB3McpjUrBjc2OGLAYVM4AGfOqLFcW2K5U6NHbXt73MTC2kEOO9mUJxsJwP0pNKtLxLJDexzySTMXWM890d+TkHoSuKEurvUNStrYQQMNjO/g6FVPC1aPeFJooNOu0kIuFV0bgkHxAfTJIzQSlFaNabIe1EM0kAMCBblVfgMBiPk8n2Un7U3Tphc6NbotpFbxI6JuRfHyMg5PQeZx1oOe0nvIboX6sIZWMhjL8naSNv3BFFWslhblHSR5Lc7Ygg58YP8wKdZZQhxQHFN2yVDdwQfMWcfiddqyMQBEpYqc569c0+9sdM0KWNbeaWSeVFafew8QyCB9Cccc0PpuoXCSXIlQ3ETOTEH6Hbkf1B+1P1Cxlmilu+7a4wwJyn4iccE54x/aqY5KEdditOT30U+rw3uq3T3lzfTokS78yMSFPOAB+XFW2mS6Xd2YmXEAfC90Op56/TrUswgTQdt5I29vFNFb8uRkYyT9f95qs0y40YancabGMQ28oaOWQ4Y9CVP5mhmx8FyDGXLRcX4gs5Fiswk0iqYnVstncOg+/61QXGmajYakt9E0i5YB4kQ4iyeMk9c+1aW2u9O04xXMEaySTcrnkqMen1oHVHlnu4ruKWfYSAmDhpGz5ehz5/SpQh9RUM5cS90+dx3ZumRdsYBVgMAk9AOufyqrvo3k32KLM00km+NgVG0eRP+UU2O+7+URS2LMVUmIox3CTPOSeuf60rJFYt3+oYRZQpIALE5zk5ronjhjaSJRk5DLPTorO0Z5YppiJBunjfwjJ6e9GXsdxPeW72tj+9hHikCYC+gAoS71OPUbpNNtrxpA5DbQu1YxjgH+1WAYRRNmabbGQAuCxkYe/lzQeK9xDyrsikjgmsZrr5WKG4BP7stnnzZj/AErN9pJ0ls1e12z3OzDqWwAc/wAhx0q0183DWFzDZQQKxAkkG4nb7Hn71UaPYieFoJXDXTg4DZBXg4HA9aSK3SGvVkmj6hpl1GsdxLNBcspSQIuF48/r0q8jSx07S5YYZy2fGJOGJb1HoeapU7OXNjDHdAjvozmUAglW54A8+OtT2k+h3HeQTx3MClw3i5Xd6cdAaLxtKmDkvQSLKG+1CS4e5ZIpF2b2PiLY55OafYaLLaszxuskYHgdzgH/AKgfIf29a9NeqkqW1pHEi7N2B0znORny5qeVba8tbhzd+ONGd4icIp4BPHmaRRcnSGcklsffXENxAbO4iVpPxw9yQqMR58eQqC1tu6uG1CUHdcgqpDhjgjH1HGaBmubiQ2ohtreNpxxGDt/dAY5PocdKktJ7hzII7eNZVxkL4Noz5c9DRjj5aiByrbGX2ZlkjaJXRnKxRREP4267iPQDpRNhDIjRTWcVpcKcAMkCqwOOVxgYYY4z18qelgttC7yTxRiLLRqrKJDnqGH8WPI15b20sLdzZL3zNgvuyCSeuRnr6fSqvGsb4y3Yily2hL6K1sxeTztIphiZGl6NvY8Edaz+kC5/aM09rP8AL5ZnV+rKoHp54BFW14FutMSGdllmnkCusYPiHRWJ8j0o2wtrDTd9xHF3kacxbpBjBY4PPJOAemalihc3uh5SpEYZ3gjjntllht3MpmdT+7G/yJ9dvQ1HfadZas6NFHOTNvmfLeLg4HOCAMeXtRet3RRDufvISxb5XIDFAc7iR7nzoFu5X/GxQSSW8KK4RDgnJxgH6HP2o44uc9gk6WgSOC6s0+VmVprUkuu85Urxzx0PTpR8qTJfW1l8+5aYAO2cquQQqkng8E0jX8c9rCSZmaSQ71R/GqjzI/iPU+fpQ9/dWcjpN3nMYMNysQ8LqDgOo6YPX2OfpXakoxv0Q/cwv5KO3guXkcIlxF3WUXJVsksMfUflWbtJrezu47e4DSkbQ0jqdu5ssw3fw8FB7cVqLpoYbaSGO1aVd+YWLYC5AIVh6gf1rI37Xo1C3sAVaSFmlkZOdzOQNp+wrglFSyWlo6LaiHXWrQNfmWG5UzSyMWVlxsHAAPPHpQJuY5taj01oVskRFQ5HJAGfF69evn1ql1yKdvmhDahI1cMhHJQDr15681AdQEjOhtJUuFgBEitnDDgt7Ajy8qq8aVpCKT7LvtHo8sjxq8jrAudu3nbzyKJ7N3Fxb2wiklM0EJKeEZCny/X+VB6d2ieazjttSQPJvWNcjGRnkn7Yqz0OXuGvEgcp3DK0iDzyQAPfrU//ACdqmP8At6Iu0w+bWGSHwyqGMqkYPlj9c1HolzEN4a3UhkyDnzHmKl7QXc8rW7JsEjN+8DdV6Dn71VLcTWndIIlG7lSfIdCKbDKmaast4IWj1GRjIjhwW8PrmjKF022eMyzTzRuXH7sq3X/YovFdNUJF6M9QusSrDps0jHACmiwKoe3LldGdN4Xfxk1wPo6EZ/sWU+Q1G7VFZg48R8h1qhcteanK5TPePk7euKttFtZYezVwqKSpY95IOhApvZeF1t7y4WMHZHlWIyc5GKqo3JX6QjdJgE17HFcy2sETdw2AVPUAUXpNtG4Jkjd5NoKoq8df/ahLKNp7/wAUYcl9zDONw960b3h0y9us23cq9sPCP4BkbTz15INPjj7YJP0XfYe3tpYZrWCWO4lLNMFUeWAMDPmMn8qrPiOzzajKFXDxqI2UjkBeMH8ua98MIBPYXbq7d/C7FQPxFSyr/wD9GmdtZZrrVJe5OxbhSpCjg+L/AEFCUbSBF7Yvw7nMKSwyIwllYqG8xuH+/wA62PaSb5e3097SUSwRu7Rv3O7rnjaeprG9iFt7e+vor8mJlgYQny7wKdoPvxWr7amGPToDHcxmANlTG4YqMKDwOn/vRUajYG7lRXaXq8NpbQWN5pTrcJIkiMpKyPtypU59T+ooVtSnJulfYGUCOHLhniUnoD6noT9aqwb621Vd9y6SRozIv8ShsnHscH9ah0mdra+WFoJCjMe/IA3Y8wCRxgcZ96V7YyVFrYta948DzKNiFu9yxII6gAcZOMDPrVrbyyPoVysNred4WSTKuOEVhy5IzjpgDAyaqdKV5GmYKsKSNiMRrnA/tij55N0NxsaXCQDLbeFwQMH2qkVUdit2zURQ38elRRiKUSTuxQo2cAYyOP8AfNJHay/Md7BPHC5gVh3jHcWA8X3Bz+VV+hahd29nMweV4BhUkBIAcr4cH/fSjryG5ubaC8Nw7TLIySlsBUBHBJ9Tn+dTlDRk9lwoln1S4uJYCYe7EchxxkrwR98c1T6hnSLi2mt7nvo5ULOqgBUdWyAB7Aj9aPghv45bSG5BAeMy7kbIC9BkjyBFN7VWbRFNb0pIkWIKHEakhSc7hg9ceZqscL4PQvNckSwancS6jaiaYw7gsjZHAY8ZI9K1Jkuk2xyKgRpH3upwp44/T+lY5dbu7iFppIkWfu0gaTYMNjpnP/KKtbeeSS0njjv1nYxf8FhjHToahLHv7RlL5CtS1Cwh08WMUMccpZgsrP4QCSS31rNanb2OgaraTbBcpdjExZWGQfwnBAweCfvVjNarZQCU/Ly3SgHGdwAI8/Q0/WbuXV9MMEfcTzKhRomiyxbgmUN5YxgCup/zY0+0IvsegjvrO0tGkhjhaeDC5bB3KTkEVctcSXum209jDGJ4HBfIyqYPiJ8h7fSsVp2qWJt2t7rTou9cgHYerA4rRaRc/tKS8s0QpFI42xRcbmA4zSePcZGybRLqC3XeNfPIXSNAX7pQBEPL2z0oGQwajCgOrb1SXcysnjAI8hRuoNbyWo02a9kSZCe9U5w5HAXj/fHlVHbWlo94zXMskUpHdqAMeIA4J9ulUnBSlfsEW0qLfTotMW0+YsQgu1l2lmXmTHTj2qy1+a5tl75ZB3U6cqwwQepbA9aoLMPp1vFLDcRS3EhYgBc49cZGKjhl1AOs7ytJI+WYMPLzH0xg0IcoRa7M6k0wnS9Qjmnb5vTgoiAJYAhivUNg9eavEmgW+LWcYNwYQC6L09D9cfrQUlklpoct7BcFr0BV3jxZPmPp/aq+4uNUuLPu1iLx9zuaWIYJHlnHoaSWKUJKmHmpIO1GZEtPl1VorrJCheoycnnrk1ULaz6c8zXluzvghoWOAR6g+eKtls5Le+sdQuO/dHiDFQPFG4xkk88dMcUl+ls18IcPcPKpZ2ycCMcnOOSeKaUGrbBGSYPDf2Ugilj09VmCiMKRuTb6jPn5VNprSPpjyRLb7GlIuFkTGR1X7HpXrG1vLFoI7O3iZnbKi4GCr7clcV6UajMpg7tlimTvUVAMM4PI/pVPptqxeVOiW30vT2Fu80J37fxs5KsccZ9K8LS8lgkmtmMyONkp3bRIAeAvrxUN4Y4LGPT3intw5MuGkA3tjOzOPTp9anIgijVpprq2eZPCiKdowODj2ORQw4eM7ZpztCaubK4ud0sQS3RDH4Bhlz0yB6c80lhFcCL5dZba7CL4lIzIB5e/QeVOlS2g1gMIzcWwQTyqzA94cZLA9PPke33r1hNaR30l7IUQyPvhEWRkjqvHTjyNdMoKT2TTa6G3lpcGwluJ9SKTurjBl8MgHI/PkflQBtJxbwB54oiy/wDDyfAvqfQH1ojUpbWZ7dltTLaF376XdzIgYDp5EY6fXFTJdaYxaK3VJmZ5Ikzn95CckEHjpjFSniixozYBdI1rGl3ZTwzPcHu5O8TJIyD5jp0/SidFQh1imuPli6K0sbglGUEbSoPn/Y0VqkscultCtlMu50VzwNjeHxnz2nHPlkCgRbSWunvK7Sm6VlhiSQ42OTnP/SM/rSzxqC+34DGXJ7A9aa1+ftV03cHOX5PO0E448icE496n06OW5aYNFAypNmIgEBl48OD6/wAyagsHtjrt5LcTgpEqksUH7wDjge+OPrRun6ZdJFcKRIruy9wEGdqlQxOT9a5sbtOJaSp2R9oXubhDKXitIISO8jzz3jeZx1/9/SsdPc3TaerC3USyTMxkVuWOcjcM8Y6D2JFGdvrv5eNtMguO8kMyhio5IVcAn1OT1oXuZZrSJba6McbkO6ZzyPXz684rYYq2CbHT3V5PH81HPGt1MCXUDmInPGCOOKqWs7ywnhvgVfCkHd0OByp+1Ex29zY6vLNeOXjAKu+cjp4Wz6Z8/rUt/HbaiiwyylCuVXy9if0p1GlTBZT/AOLngtLrYHTvCQEHGQc49uDitTZaj8xdTX9qRCyQBXCj8TF8AH6VlbVZtiafBejbK+4bG4z7/wA6suzDXmmXxRQjbuXDjOCCD+dRnFfuHXwXXaeY3cto0DhrhiS48/IYP3BNVmt94bNri2GHiY94CcgE9f1qw1ci41WJo1RiYiZCp/jwTj7DAoZ40ubK/CI0TEEkZ/p/vrRxx5dGlKmWui288Nuk0/duJUG0g52mjzWe0VLqOytJZgcSACPB6ketaKul+tCx9meFYv4lmUpaonK78sPWtqKwfxGuWi1C3VvwY6V50ujoQnezjsoYYyVSQlmGOOtTdk/mI9PvWO2aDuxEwY/hY85qae429i0t2MezZv8Aw+Lr0pOw6iXRb1GjYxud6MpwA2COa6ap1+CTerKzsxETcsrfhkViTty2FBPH5UJr8kjapHIX3dwNrB/X0xVr2bSWLtAFadkMEJZQQCOQeOfXNQ6/bm47QzzKGfcQ7uR54AJovpIC7sI+HFw9reTyb5I5xjYynHBYdf1q3v4M9oIpZmVFafAUfw+I/wB6rezN3Pp/aq47rY7tAvAjVl8jjBGOlXcdlJJrt41/ER3aGWTkfiYbgMD2BqkYaVCuW2B6hZW9vr0NjeLFAkyo7yJIGwQxycj2Yj7Coe1d7bajHYtahYrVIkiZY/xO6gb2P/mOB603thIs+rRwbI7ciFyUXOR4iQv3GKD0mGM2KhiIxGWdgBuZvIH+dI33EZLpjtQguoCbonBlPgbf4sA9T6c09S816JlU7VjCBVJwTjlifrzn1NRS20slxJYpuaMuuUA9M/rya0VrE6WE1uImlwC0jRpxHwOpHkOK0Y2ZyoMRLDZFbQTGPCkzNgnI28Y9geT7U0JfRCTS7Qx3q3Td2AAeT4WAwceY/Q0J2dWA2V5JcF1ukiX5fbjDBXAP1JXirztHHFpjy6pDfKjxhxEYnDEvnw5GePCW58ivuK6KVWyX4A+zOoXSWMFpMRLbbdzrt3FAjkfpk1oZJ7a7tGe6giTa3eIEyA/PGfsD+dZfsVczafpst7KglS4kkt5EVRn94uRz6ZH6Vrd8V3bWtjBbFJUEcfeNjaGGchsjrzz9KEI0kzSexrSalp63DRSsbeOVreFgegYll+2KXWJ7uPTiS+IjH3Mm0EEruJZQfLJOTQtpJd28NurN80s7jAbnaY26Y+mKsdRlNzptzL3ZRmLNGkQOHGTlseuM0zXtATKexvpURba6s0eIsDEqjHK46+Z4Iq0e2iuI/mUSO1iWYjdHk+E9TVTpDX0F+ksNvGFEBuow7ZIUcMceuPL2rWdnl+a0+a2s4nliCOJW3Abt3TAPpnH3NaMFLszlQ3TrKCa11JWbf3jLHDk4YDHhYjr6A0JolvFpV3Ot0Ha5VSNsa5AQ5yxz7eVTWsLadqI+ZIuVZ1VFhfcXdQPCT6A8UXf6teaZJc3MNrHtlx3snd72yD4iPLA/Lp608YpbfoVt9GTntm0zXRLPpkbW5JkVPFyo6n64Ofyq20/ULH94bS0MZluRht5DbSasIdROpm/LxI00MXewmTkogBLbsDqR1+tVdjd20VvYQ3OnASRt3iKCcsjeZPnjFZ40uujcm+zTHRGF9c6nAI1AOY0kXxEDnA+metA6n8ssF3YSqYXkCymVyCN6nOM+WRn9Ku+zk1zeyzyJtEUa7SnDF/QZPl0/Ks1q4b5hreWczPCHZfDwWU5wc+XWnp1yQqdumSaMdOk1qO4jCpYxxnbHKfxnGGx9TzXr2Zl1azik2PZiU92cAgpnA5pLwW0cbTnMV3K2YIduECPycfTkVd38NrbGy+SgSd4V2MreJQPMkD0/tWlG0BOmMtdLvXgurkNI0jOwVVIxg53Hn7VU2qwG5mS8lktzFKpCqx2qpzuwPTOKM+cvopoL3vXVW3bkjHDIPr61XyK13cxTJOFkJOyNYsqy9dufXB86WkqdDbZotOtzp1rLcSXTzMY9uVfOfF5eQ8PIoK3B1Bt8Tm3mUkDYoXIJzgt64APHSq+yuLUF49klvA/OA298g4yakubb9lzLOq/OrOrCI7sBQeM4+lJkd9LS7DDX9Qe1WGeWOI95GbckrPvJYv1OB5/+1FLcTpcOGvktJG/eCEqQH8w2fLPtRN7aW4hS5igaG2hdWlJbliedqj0qg1sO+qNcO0hLLvKsOVHPHtximi+OjNci7W2kUw3+pyrcqkZuETPkCMqPfGD9qFg1F7y/F49tLMISxwq8uhH+maGsRDdMltHqbypgsOo7sj+EZqfWoobWBArss1zGyMFPhBBwenTyqsm0rQiV6ZNcOlwA09u8ZWIAGN8A54Df+nIPviq7Umks9MNrE0ccjMjM5UGQKecZ9uCfaiY3jt9Hit5JwLgJ4TgNsGcqG+pqtuG33A0q5bZMJSWm3fxEgc+2Khyk52UpVRZxX2mRQyW9zEFHcjvCo4SYZwQfRhxmqxL+GzMzR2ccDRyB7RW8RVtwDIfqMn71IlwV1PZOiNawwBZoM8uQTuPuQcH6Yqt1LVjIheK2jkldF3NKOm0gBx9sdc1WT0IkTQapeTajqU9lHI5uYCskTEsTkc49CDzVit7qW6zhu4AUeJEXeoxMr/hx75Aqj7QawJreb5K2NnJMFMu0Yw2MMM+h5/IU27GoTW1hHEztDHH+4JGDwQce+DUpS/uOkXVhZNPPdW8oRpIW/EF3EYPkR5dR9xVrqF0NOsZbgyukiKFnwxzkdT7E9APQVFaXuLNCyxw3FxgSSRjBaNd2SfcnaOOtZ7tTqpuNQ+QtGklLOCEbkGQjnj+9Ql3odfkzuor83Ib/ALp0uiS23Ixt42gDrngmrWG2lstOit1ctI6q2D13M39AM/eo44ppu0EggLlWK7M4BCE7VOD54A/nU+tJPfWck2ng91alhn+JASABn1IBNM4VHQFK2VOo6fLeQvcpNLuUAyKxPC9CPYDP60PptrA15BY31x3TKP3jbSdqZ4b3+3pV/q1nbXiW8u5lz+7WMng7AMt/6iw+1VVnaWth2hFzfT7od53A9WDdMj0yf1pnHaYE9AWuWNpZPE4Lo+wkMoyCP4T7VZ9k4I7ZvmlCzB4/wsc4zx/Wl1DYtu1vdQyFkDKExyccZHtnP5VN2SjxbTO8Si2LCLL/AMJ6n+VTmkPFugfU1A1yUqrskn/B2dN2QGPHl1r1xarGt8onYSFCSPqM/pQ0huo7oN41EbCPA4wD4h9+tFXsch0q9nWX/EIjKyE5Ix1P86OJa2LN7INOju4dOtGYFVKgof8ANitXEd0St6gGsjbPfmzt41ikwiqUzzxxnFa62O6CM4xlRRqmv6DxfZRAVzrt3erFr6xywiVe7IUHyJ866MK5n22uLc9oJo54yzCP92R5GvPkdKJdS1KOPsUtuLde/wBgxIOoGaI+H7NcaDNCbholjG78OQ5IPFLLFYP2C7iSB/mmAIkB6DNS9gId1nc2ULBSy7sscDjOP1xXao/f36OdvQF2AaZtcub19hiQnej8gjB/tVn2liR9bjFtKEF1LyEP4R5jHpVT2FnxfPZyRBopJGD84ZvLg/c17tEkZ7Ud9YKyRMq92rHdgkc/yNBL7EZ/uZruzNtcR9qpGjS1nkitIlYOmFYMUAJxjnDdfak7ZyxjtITPJJCk5Rpdqnw4ypx64UUBo91dXWozWsNp3clsI4bqYEjdt8Sg+n4MfarPt9ftdRac8iSSbJZHdiMEqduF+mRTSklBV8ipXLZk5ZmuXhlluJnIDIXkOWwCcAfpW00zTEh0V0REKzREl2GCNu3H05NYyCa3QzSylhIMiEBfD18/1P2ra6Bete9n0+fbLSK4jkDYKqNvUY58qGNKmNP0Z5hNYCG4WQCSRhs2tndxg5+3861FnYSxWCyyO8veKodI24IdZMH7f0NZPVIIm+VnhCiNm3EZxjHr9hn71uNCttQsLVpHvdxhi/eDAbCiXaoH3JI+pquON3oSbKTSZdJiNvaXaODHcd7hOmCPGpx1yFTnyOak1S//AG+LfTrOFIrSxjJlyRmUlupIGT1A+1A3yRxawzEMkKSPHIyELvXByP5Ud2btYIprsTbYzFH3gI8WT1C4889P1pYyc/t9GaS2T6c91ZahLDNFCVRUneKThYwnIIA9iePetNp93Yfs+S075mV5ZWJ28sWAIIPseeayiNIYU1k2bTosvytwwkGWVwykkeR8S4PqK1GjQxzd4k4WNhbJFEiEErtOGJ9+tXhddiS7B4Xv7GeVd0cMdqgcju/EA2EJ/UZq90u8HyEU8VpIzWkO0FkGwnnGfqD/ACql1aRbbUSLWJpoI42imaRvxqxHjPp1U/arvRtTuHDpcQoUnHCxLxtC7cUYVVWLL5oy9lOLPtBLeSsiRRrJ3i7TtIbOVXnpgnH2q0nurh4AYlFtYxQg74CQzhidoIPOfL7VV6xCs2qpY215DCjD/EOcAPgZ6nny/Ol0R0IurdsK7f8ABknY+E5/EfU4zUYt/tKOuzUWcclxZWc0Kx2rRDLvKeFQcqB7n/WnabrUV3ParcRiUGQrJ3o/GQcKoHko/nVfJqtrZsndP85cJCHLkYWJzx06cADHnmixHG2oaTqFvCrGRc93Gh8OOrEe/rXTHvTJPrZHZ/KWOvXdlMgMc0mybBO1wDnaSeijHPsKSK8ifUoLuztzc9x3gTAACxE4G70AJ49jTdfig1O8jYXCRd3Czw2wUsZBxyxHJZuT9AKrtAjuo7C5AfY0YZpNoJyo6j6D+lNbuvQPyaXTNQ+WhiggikWWKTbKQvUnoOPtT9SSUrdSfKK8dxN3sgP4oTwXAHoTig7PW9PmntrjuCiwjM0icq7/AMJB8+lGxX808bHem6InlxtG1hnDGtyXyCn8AOrKl5qDzxx9xvkCQu/AKAYPH0wc0bHDa2Gn3HcTNJOo7nKv0JGS3v6fagtUQ6k8V/Bb75wpARGIUAHB9zxiiNL0qCe1hlW5NuZWIMOf4wcYrJW9Iz0thNoLm5tLSySLYPEA5fBbIJP2xTprmEx3duLWCNY4y6YJLgbsYB8jUSXRlvJo7OOUpCe6VWOWznwt/SvQ2Ec9zGuoXHdyFWZ1H4zzyMfWkla0hl8sl0DTtDkspHAknkUsziU4CqP4QfP61DYbJrd1NvBAQ3hd2wgGD1+nXH0pLk2Gk6lENshUZJTrgY9M884o0WtzBoUT3emLOhk3uX4xv4/PkfSst6+DN/6gDpbutpZE7txzFNv4Zl5LEHyxn9KZFbRTzWcrKrCSPfIkj4abLFTycce3vUncW66jaTPbulmN6Hw+JsDB59P5VW9ptWtVuWj0fJuJAA8oXO0Z/Co/hwKaMFFWwOVvRWfs82vaWa1kukt4pIw6TchUbzjx5sPWr/T7SO4ZLy8lR4s9yy9Tn/N7UKmgXNxEb7VZVAjhZgAw3EnnkeuTigbHuUmgt5biaJpDh4ymAM9Gz78UKp9BbvpmnWHSrm+k7hVN4cgJKcqHHGVx14/Kszfx28uoQGyilaV3PeAeNCuDuIyPvUl7LbaRMkDbri43skjq+ByODUUMt1OstuYv300qxpIi7TEBxjj1GKza6fZlYlktvHMt2ruwlldVeVQcEDw7vI5649jVXq17ONChSVN1y+9O9AGe7/y8dCCPyxV6I0N5dQxIxtLc4bcdoOAQp+pJzVNDd3Q1qOzEMcqW8jGaJkB3cEEZ8+M496S/Q1ewCDUWeCWW406B0a2CjGQSf8x981Jo9vcajfzvJK6MQQiJngE5wAPv+VQx3U5v5gtvCRJGUCOCFUZ6gZ9/OrnRra6ubpEjiWMKOWBwAoHJJ9KjK3oZFjJnTdL+YliXM6MYGfrxny9zgZqh0eRntvHFE067wLgL4t8hAAJ+gYj6Ud2wne/uYRFL+4GF2ZwV54UD6baHgmt7FYYreIw28lyztvYsWVsr1HkqhiD7ijCNPQJO0Nt4oY5Yr7c0bwRq2QcHxHCZP/Tz9verG6uI4tCmu54VVldJlVBgSM+ArEdPwKxx05NRRnc9y91HFOuozd4EA2mMbiq49vb0FJ2jlj+Y7hnaRLkGXYhHhCs6Rgf+VT9quqVsTukCxW9zpV38leutw4aR0ODlfFJyB9icehqm1nTbEyEpPGmHZPEwBPv/AK1fa66SOwuN/wA8tuYd4IwWKhWz7gE/cmqy6t7O5tYp5gqd5Au9h0BAxn+WfepSVqhovdgUl6mIw0Z5/d5ZicbMZOffnAq8twDorbrYoGzKv7z0wOnvn+dZiGNTcJDDcB4du518sj61pLib5fT7ZZt4ngj2D/KSckfluBqNtj6RTx3V4Ln5kHAmfltudzAHy9MHFE38EyaXPqAkLpLCwZsdOcY+uP51G0ptDAsspO2QqUK9M4JYfcHH0pdWlbT9Klhkicw3M47ts8YxuH9KslSYnbRLp99dPY2ykNJ3aKinGCo4z9elaNcFQR51m47+bvLINsRFwnhXAxjk/oK0q/hBHpU5NXRWHRnZDtRm9BmuOdqL2W91iacoFCMVHvXY5v8AhP8AQ1w/trL3V7MkJxliWxXBW7Oo3WnRWY7Fd7LMzT7eFxx1qP4eKz3k8CqZGlCnYPIZoTRF7zsC1219EjQp4I2/i55oX4aS3FxdyBvAJcqkmenIGf1rtivvS/BzS/aw+zt4LTtE0bCRGEpXj+Ac7quO2CabBPYvCpRQVEhK87hwT9P71noRPZ9rNQjvN4e3bJGMhiSAPtzWo7e223TUuUaFmfexw2WVs8cehB/SslUAN/cBdm9Qmi7T3FyEkE94yXE0cZ/FDjDcHz5P51ou1M81xoKvJ44GdvliVwdo4/LjpXPLDUJW7VxXqEuyW5SRWUcrjBx9q61q7992aULbRtHbOYY5C3hZVYg8D3brT1cH+BepI5XqG2X5dYowiqx7xTzyP9K3nw6uLBrG3luxNL8pKI3KR8E53KCCenH+nFZ2wsVkNzJ3MsrAEoQMjOcDPnV78JNWs7NdSWWLvLproypF5bQjA5/P9a2DUt+w5OiuvIIpFeNFZrgHlAOPT+lXvZJ9RVktYEimgCKF3+EsHUSDnz2lT9OfWvX9xb23bWC5S1WO1RmluVI4yCVGPuc4oTsvqM9lJCrd5NGJXMRjxhVUkOOnPhc/nRxpAk2e7Txo7y3EPgZm7wKRlSW549vKrDTbG+ntBqsEUbJOVGSoODuIxj6KT9KK7UQIHto5NOa0jlRV8bfTBx7+nt5UNp15eHDWNs0ltJ+9GWOIhE2Dn7Muf+qjGCTaA5Wip11L2d3ME/dRvEk8qp4Q23B6DryoNaPQJLHUrm2/4pa9uDLO7IRtBGSP/UCKH7ZaeLRrdpbeKHuQF/dsSD1GcnrQPZf5m0sxK9wym2jyADgsCSyn3/ET9jTQtPiwS2rRcaxa3dpLdQRSf4e6gR2QHOAueM/z+gp6ao+ndj0G2FH34M6yeMAnIAxz5UbeiNpUb5x5LOXcC7qMsFwTjyz7+dY7VHVoUijPj70AK34QuSeKSUnBsMYqSLK2EUXaD5p9l0qsC0sg3K7HknHp5VKb2LT7uUKFvppAdpVfCrHzGeuOlPFmZNLN+kkjF5NjblCgDHBAH0NUyz3lrcQzr3axwvtVnQEYOSc+tLbjSQUr2y7067trvT7yxuhFE8bB9ipln2j8JI98frWhvdUTTuzyJbMiXUo7qYyDxRrjjaPIf6VmdHtXNzfXdp+7jjjVpXJxnJHT6sfyFWfaTSXjtHnlctKvAZiSDj/SrxbUbJumxmmSvY69DLAwmiROJR1kPBJOfsKLYKtjdjTjKbW5lFtMzjxOep+xOah0gjUrmI3UTu5i7nEahVVsZyAOuPOpLZ7i3NmlnholjF1OpGQjIzA/yz+VPFaA+z3Ze9hiC2GqhhZ26hSAOoBJUkefUjNXltPaNpDbHYy3UxDgn+AdD/Ks9rlrbadeWeoKUvFgRfmUfgYkJI+u0nr9Kv8AT106c2sneIHuJFSVBjwqP7nHNNv9oHXZZ2F3PCqWIhELOhWJu6yxXJO7261mNPeC8vzaSTSRzQ7pYXGSpOc81o9XuHg1N7qFWuoEbYqBsEqcDaPfk/kaAlt9O+US4F2tsyo0kcMXjck8bcemBn70K9fBl8ksXd2F3tjm3G48Ql3AIDnOD59aP1ixsbPTEuu/kkuc5aZc43Hk1ndI1GzW8FmttJdwzOqhpRzx5egycVYaq8Kdnngkune4S72vCW5UDoFoKmmHaaBdTms73VrdYJ9saQhmY9dwUkkk+eeKutYvri10+3kldJAU3KZckO2OmB5cj7mqqxsoJbO8BtTHIq9+kmQxCDop96MlmN3oc1tdQtJP3qxImP8AhKckcU8E+/kWT9Ed1eX15b9ykEoiCAoETKhWXkceRIIqn7HzQXl7PcTXFusUEZ2lowAGBwOnmDnPrihUuL6HuIou8RoHdHHpnPhP5Gl0bTIIrx4bPEjXQ71SoyBI3Lbs+nt6UjlbTClSaL+x+SjumtbWaV7bBkeaReCRySPr0+5oLUdKnZri/nddgYKpAyNpUMTx5DirDSra/u9OFuZIHCDCxsQnhyRux59KHk+Zs7KXS4O9uZJSIrdSpGSSd7D7KevrT9rYOmU1paabeRJc/PtI8MhEiv4TImeCvvg0V2cdr/V5niE6xwNuYt48EnG7A6mqW2jsUnaK/mMMsUo3RgHLjODg9PXrV1aT23ZxriWG/MxmcKpibHhI6nzBHH51LvbG60E6lNMdPni1EYmT96cHLSYG1VYf5skfmao4YCtlNfxIrusiAtMTuPBOMA9DzWmAsrv984Fi0sZ7tfKU7sge/Tr61GEuLm5vP2XDAbaFjOEfAEgbjnPHHI9qo43sVSMfe3N18hEDZRrdPvbvlXGeRgY/MflWks0c6aI17u3nukVY1yfEufP0yc5+goDSoLqfUBbzoscKN4yRyMHBJPoOaPuoUhia9e4DxM6d0Yzyg25Zz/05xj1NRUW3ZRulRRtY29/etHJdyxFZMjamTJ03H2O3cce1RXd3Z3upsWjaMR5KxRkYVDtAXnqQAg+/53K6ZDBY3N5HL3xMPeTmUFe6UgEqvmSfCoPoR6mqWw0/fqlxcTMNjSNMOOFBO4cenA/Si48PQE7LRYo7i9TuY3W8gh7oq2CnO1NwPqCW4oO/S0efTRGVJSYvI/K+CPwrz9Fb25ohC2lWRlSYzdzMZ5biNvDsHhQDI5yWP3oLRIYpCr3m9YciMSc4AJb+XBouqp+wL5LHUlt10m91IEY5ZkcYZSg/D/5nK5PXFV1jc2d5o5EG2O2Ve9RZMlo1GMrn/qwKXX4e5gSO4eWTvNkaKpyTgh2ZvqW6ewoPsvLp66vNYSx/4UnMbjo20k7T7E4P1ArS06MurB47e2bVEW38buQcBTgnzFWWtdxPeTS72xMdwBT8AJxwPXpR+kraWuq3sT8y2oeJZCOFb8IP50DJcdxfWiJAbieAd5Kw5QKAcAH/ANNRUNjuWgDT7qG/mvbPU41hEQVgV8iFO7+Zqs7RakH0K0tyjMwkRkY+Q5oW6Fz3rtceEOGZnUctnrU+o3NvP2atLdQrTR3KKARglevNaU7i1/UyjTTLYXc09xbo0EYhWPbwOB6n61poxhFHoKo5Xju7uBRb9zFwigHrg5yf0q/AwAKE75dj4+jNXH/Af/pNfOvxCvWttfmYcgHBHrX0VdcW8h/5TXzZ8U4WGqXMoyVJFcmGuVM6XdG8+G8I7Q9jb35WWKQ2w3SRFsMBioexN9JZ6stqysEXcuV8ia4bYapqGl3LTWF3LbuRhtjEbh6H1FdB+H3biwj1ALrZ7jeynvlXI4z1FdjxvkmiNOmdCuLa7h7cTLetuEpCzFycFV5z+QrV6tbLedkXvLYCNIsI/JIIwAH+5zWY7V6zFc6rZ6lFcQ3URVVLREYZMY/PFW73EV12TvbZJmhnt0AWKRuJFyoGB6gjNKq4yX9RHdpmd0CaQ9oLCY7II1kERmPVgTjNdW0eX/8AtuYTQuUijYqQAyjcd2T9Sp+1cgmknigt4V5khkyGUYwetdJ7PTw3DW95JMz2+0LLGRtGBnKg9M8n9KOHaaZsmqAtB1SI6g8sJEAZmjQE+BcAEHPsx6+1F/DprHTp2t79FkkXUissYPSN4wdwI64x9KpLeGO0vNTCKLrbKYoQoIGMDxYPTwrn61aRSWs/xHntZLM2r3UXdxrjC7jkKTn22jjz5p4WqFlWy27Xz2MMcTR28iSxSNHKh5ypXBJ9CCOlVnZq7uLg3KL8vboGZcsduDKjA4GfMKM++K1V5bWjdm2je0eS5STvJWfqx3+vlxnr1rGxS2667J/hXmikbCQrgYPBGenmAM+hNKm4z2w6cTY9pr5bzSIZJJd11a7JFO3O1wFDA+g4z9QfWqjSJCJbo2c7JaS4jKjnHeJk49MmMD7Cr7SA1z2fezu44ljnEjEk8qzFChz9vyJ9KzFlb/sTU44kCSRzpubvSQAy+MYPr4eP+ryq0rUk/kmv20aftIZb7QJ5nsZco5cyyEAB8jePfnJxx0PrWYiW4TVTJLEAHPdxFl4Co+Dx54DVqtJnmbT5LTUboNBucyKPFvLFST7nkn7Gq3W7Z9k11ZNPPb2AKbj4Si5DE/U+ImjKKuzRfoJ1x3bs/Gg7twCriOJSGBJK/rjJ9qqI7WLvZO/t2Z0jJR88IR6/X+dXWlzquh+KETI8avlm8agEhG6euRjzxQ8lpLfXFwrlbVe5eQjOANq5/qPzqM4fdaHi9UaK506caIY7W9SQA92kb48DAMNvTnOT+dY3VFuHtpdPlRC8Z3KQPF5Z/KtPoYuZNBgKywyiZwDI0nMUmep9OM9ao+2VpcWVwJYp0aQxgF4mz4jyRmmyL/ELB+hujG6trJwqmWSWbuCjdAWU4P2IrY3fdyaYVu5pGuJm7tkRfCpXAznHmaxGnm707Urc6hPN++j35VQQG6ocn35zWzt9LnEKxvdJ3BO8P/EQdrbiftVcauPQs3sbpkraZOHkVEMUZhVQR+INyfY8mmWlpHqt5dJ3wiklQyDYfAfMg+vIJqOW5jKSlIvmO+k3d+VwPUj9B+dWWp3lsbNRHbTk20e0d02wYONxJPGcYprXsUzvayymSeG1XM91MsYjjQZRugOT65Wn9l5La8aXTLsLBeozKJM4Bz0A9MdKqtQafv1v2mljtDMDFITl8A/0zS301vb9oVmEUk9sYwxYNguoxu59ck1PkrsetUbl7PTk0u4mWd98biOJ0cjDDPi/361SXCm2s4JrYzRMqtlyB4nxyQfSrXTdMilsYbizu/3EwASLdyHOQR9qi7SWTd9Jb28skkUAIIc/hY4yfpxRyppWkCDV02V/Z/5c3OnzXh7iOJWcd2CSSD+I+/8AarbXFstQtJjY27IAodH9XJxgnzP+tVmnwNa2TC+jd4rk93GicMCPMeg5A59aJ1BpZrIW8VrLatHLGVjwclQPxE/Xmmgvtpgl3ZLp9i0ejy3Uu6HfGoMRcnf1yfbOOKfYSLpuo2BmgCnq83OGXGFP+/Q0Vfmymkit78NBe7VQJnwsfU49OaDh1G0M97B+zWKxspjjBLEKpPP6YP1qmkJ2Ud5b37XT39vKywlwFlAwVbqPr1x9vejbD57VZIPl5Al0q7JGUBfFuIzxTtflmvWhS13iLuhN3Y5Kscbv5fpVpo+miTs7Le3OoR2vzDBiyKA2FOAMDnJI/QVJxcpUil0rIr6wl06SzvJpik7gR92W3EgeZ9ByBigO0zwvqaRi4PeKASinGwZxgn14z96lu9RuG0hbWaYRLcSmATNHyuDkn+QoKRIgI9UmmaWQxrgIoZtwIHi8sEnrT+qQq72D9pdI2aoksCFInh70xE5ZU8j684Y8+WPWgo7TTrjvlj1JEddpBdSFPsCfTitFZXKJey3OoWXzUl8C+52IERGCAfXjBIqu7U6fYWV0xe4GyeMTxkRkZJP4cDp/aklFfuQyfoF/aVvHcS2iwS3M0ThYpZGIMQGDhR0x1/OnvqWdZS30mUwWpkLPvGck7Tz7cYx9aHkh07T4JLxbsTttVkjA5zno1EaKkt3d744IF7w58Iwo55zk+nNTcmtDJJ7L7QkkmSSf5uJZmw8fejBOSMtt8+c8e4NUva6WW0tDYxAwRrKzRrLjLAAckf8AO3PpgVaavbjT9QEUKOZ0AVGjOSBn8R/MAe1UvaicT6mGuIO/SJmWSXJDPjjgH6fWrP7Y0+xO3ofDe20+l28s+pOtxcMhZJ4wySSD+EgHO3pz/aotHspWjvY2lihkR3TLNgSFG8WM9QOuPas7G8NxfEsRbQrECpccKevX61cRa2TOTKls7XE0hQd5gwlmDY+hPQ++KmpJ9+gtV0WeriS306W1eMRRTSR9xHKesaZ3EgHOS2D9a8LEfs8sjr8woEggIyXQjIx9doz7VU9qLW9vNQi1K6kaOyWIRrIc4G3Bby65zV5fsq3AuNNIa3CIJJQD+7XbjHoxOeT9KfuX4F6QDNDKIkFygaSB3jaZG5MmCdv0Bx+VZy9nmgvO9W1WMlxJuDZ4B6H1zWm05Uka3+cPcSSOZ1YtkPluRjyyAetVuoJeLI9vNDFuhyCGz1xz9qlkWrHh8Cdkorq+0pe6lLNdXjy3Uh5KqPMjr/mP3FDXGoXdvrc1mP3Ee0RzKgGQdxJH2zj7Vf6eW0u7gkgtFhit4xGgB/4v4s5+uG/SsrrPffMbxGN2fHIDyTnrS7jD8h/dJi61bSdYpmeMD0wD/s1UyojXNoRGxTvAGX1q11X5lrxFnZkjMQMIJxhfL7+f3quWSJru0hlJVVkAYjk1LItlYvRrbRo5LyPuI+6hzgL1PTk1c4qg07UEk1DZ3HdqEVUIXgjzP3rQVTJ2DGtGYu//AA0n/Sa4B21VJ7+5jkGVJx+td/vv/CS/9JrgPa/jVpx6mvKmzsic01rSZrVzLGpeInqPKqxemK6RCodcMAQfI1W6j2XhuyXs2EUvXafwmuvB5qX25BJQ9oy2napfae+62uHUZyVzlT9q6PpfxNiutMisNUtvl5Vb/wATGNwI8hjqPPpXONU0q+06XZdQOno2Mg/eg/Ku/jDJHROtncbO7hv7ee6t7hZolAZmRs4/1re9gNTll022W2C4iklXaSMvlccj6MB9jXyvaXdzaSd5bTyRN6o2K3HYv4k3uhyFby0S8jIbDqdrqSAM+hxQhhcHaEyR5Kj6C1CC2te30C/MD5G8iExKnxLhcMGHqPEPtVNLeW7dqdL+Y+YSRFMckm4+GQMSpU56DC9Ky+o9vOzWuXOn32n3Xy9z3h7+2nXYVB44PQjGOhq+7YX8Aksktttx3RSRpVJ5zlj/AD/TjrU5vjp/IqgzsOjzCXTrqHUHU3b7lkDnaC3kT5eZP/lrntw9usU1/wB33UttKGZVOcsrLkewwx+4rUaXqOpSTpLHDBLIkESQlotyyoSBuIPUnA/Osh2ght7S+1G2nVoY7hTLbjnIOcrn1HOKfLqmJD2jY9mbqxglhSGw+diKBSZwQCzMPEM8jw9PTNUvbVFhvlmBlcoTOQ/Voyf044NF6BfQRaNbfPXDJfb44kA/Eq8AtzxnA/lS9rf2fCPmbZLi4WWIxASjxMSwznB445GPKmnuNix1IttFvpLKZJrO0S3RLdUjE+CH3MMnHPJVgxHOKG7S3FxZ6RJNCLcSPIyyeLczBg6njpg8j7e9AdhL6zXSEh1Au8jTdzJlciND1Of4Wxgj6Gg57+PVe1hkazWSF3EAt7cbAwU9eOvIFac/tVezRjvZcfDq6a1QNq0hns5IDbFI8FlCsrcDrwWH51e9odR0prq5t54XeWSAIWIOQw3YHlwcisPCJdF7SzS7tpG6PaR0JHIx7cCtPeRT3klvqepF3eTMc7EZwV6HHr0rc3woziuVgXZaVrWO5EkPzNuZdhUNgbscH7da1faLT7GPSngifdPj5jGOmcAfof51j9DvpNJ7QTwmMywSoVkiYev8QHqAa2rtpA0qTU17+SCVdiKWwSynkH9CKMNwoEtSsxdri6gjtYljV4GcsWOXfgDj6c8Vo9LGqXlqt/HIlxE8PyrJnHdHHQ5/Osze2M1lcpqiyosEVygPiGSCcEj1AJUH/qFWlvc3l3qd3HpUbwC4y5hYjnJ6D1IJ4xWg67DJWtGk0+zeDTBHfZjsxI7Bl5eMkAFsf5QR+tIsWlS6ZOh71n3d1G27hsEeL34xUUk95eapDcPZu6Rxd1IjA4ZgDuP5gGrFbS1lQXisRGyd8Ik4CgDDiqVekJdGPlt91jc2EaySyNIoVCfChJ8vcgVE2hahLazCaCbdC4EUcY8UjMdpTHkOp+1GtFcXV5FqWnwMqs5kRSw6pgnr6Ag064vdTSHUNRluHt4XZO9WNhvZyvGOc45OcetSSXse36HdlYo5blrE34iubYmRSP8AhsR0H/V5farzWpIrGM/OTvPLdIVSSNQEznnJ68Gslp1rDaXMt3dTSW7rEHihTxF94yBny486ubE2l7Zsolf9xJ3oSbklSMN/sU0WqoEuy2srx2EWmt3MEZh7ou67mz1J+pJJoGDUtQ0+87pYnl7xFil70eXlz5DGDROnxxXclvJHcpeJG43kJtAUcKD9elV/am51EXvfg3MbTKO/TI7tz5EY6jA/SnbaVi0myHTAwbUp9QglCE5SQ8mNwQR9B5VeqNOtLRtRWR5GMiqGDdDuyxI8/LiqDW+0VxPZKTG0YYqs4C/8Taf7VcW1hZXgWOzuHETKJRAeu/HK/oayfxs1fJFPemJEjjIg7veVYDBcZ9euDXrK5lins208yTBpCWd4x4pD5L6AZp0sMd9q9zHaLJOIgEiLYIUY5JB4x1/Kq+Sb5fRra1MqzXLSt8sgP4EOMsfQ+n1NLG07YXvosNTWW5e6v7mCKXvInliccd2VYZOfPyP2qi0uFLq7ijguGPeqTgqQF8yPtjNWtnNLC1zYWNwly/WVACFhBBDgZ+p9s1DHZXOianKG2TBk3RNuABjIzk+nGRWnto0dItJzaavbxR2GbWfYWdp35YBcbQB9DzWc1p3u7y2HdO4ghEIZV/4jE5PU+QHWrh5jdS290Ht7gygDuYl2CNsEKnvjrjzx1o3T5b9QbO6toBcwlpUk4y5PhXHlgZ/QU8ly0CL47MitlpNy9xC948BWLJZkIAcdV9enn61oOzkmiCLUNOmmmikEKEtnPeLjLbcdSTjA86yk95YC8ubeXvZW2na0a9WP1P61PDLBpw+eglzOiq6J0IO4fy5rnUlfQ7TNLcXNxJoN2lpE4kSdUZCuJApOFB8+Tt9uKpNbuDYrHHcKt3Ispg4faWYZJOcHjJwD7VZm9ZJV1Q3JkRlXKk4aUkhiDj38/LArPdspJby5kmgAjWxQQxAjhnHJyPUtn7YquRrjYsVsq7q4mD918usfiTcw5BU9Rz5dKivLC0hllRLxMliY5ecYAGM588ijmvjcRx3L2YeNlVM7uT7/ANhQhELw97cyDvDuBXHJ9CPviuZlR0C6nfaYO8uZZIJZmVtx8PeH36c4H5CrOxmd9OXT4mc3ETKpRQSMHGSf0x9qpbKzhnvTFBIGd48jaeAT1FWWhKLbVbZnu1j7xtu/O4ggEY+vHH2oxkwSSNCLOVr5Li2uDKqHY8ZTaV29Sc+WzNRM1z+2X/aELMXR5mUr/F3hAH06faluu8iudXSC3bam5Bg+JkyFP3xyfdq9d3bzWsHe28kl2sQiWQg7gufI+5wPsavJEkRT3b2rRAxZlmuFbuiOFwWJbHl+A/bFZi6nuUvLyyUjMUrINy5PhNaC5ulu7lzL3hv0s+7SUrwSx5P/AKcYP1qp7TWXyEK3jTItxJIcmNs+HAIOffNLOLcdehoPZV3Nyr2KfNTs0sThAp/ynJoPSLiA63CjkLDGWYyDz4oO+jnuIbuTvwDBHvZWPJWo+zus6LZfMT6lcxrEseFVj4ix9BXO9tIvWnRsb3UYmuraGztnjE86oufJQck/ofzrX1zPsxq8Wudqlnt1ZLVCe5VvIV0ymyO5GhHijL6h/wCDl/6TXAO1x3atP9a79qH/AIOT/pNfP3aVt+q3Ps5ry8nR1ReyutOgowXEVvIhkkCbztXJ6n0oK3/FTdbsnvLNGiOJIXEgHriueKi5pS6GZp+5hu4e6njWVGGCGGRWX1nsPbTM76fL3En+RuVP9q0Wj3CT20UqZwwB+lWM6kNvxwabHkyYk+Lpoku6OM6roep6Yx+atXCD+NRlT96ruc13y2VHJR0DKeCCMg1U6x2H0TVCzRRGzmP8cPA+46V6Pj/qiesiFemccU1YWGsanYrttb2aNP8AJuyv5HitFq3w81uz3PZhL6If5DhvyP8ASsnd2tzaTGK6glhcfwuhU/rXpY82LMtOxjrfZb456xYWdjYatpVrf29ptVZI3aKYoGztLcjzPQDrV/qfxJ7Ga9qr3MTXumq8KjZdjcQ3JIDLnjngnFcCUmnZqmTFHIqYqgk7R9VfDLUNP1ZJ7CKe3mjg/wARG4kDNwBuA9TtXgVutWslu+z0M0d9G00SqwgWMeEJvALHz4/T6CviCCaWFw8Ujo46MrYIrV6L8SO2mlDbba/dOmwoVnIlG0jGPFkjil+i1HjYksTu0d4/al1aXWoWsbxLFfqDNGB4VYNncPQjyqymgEmj2t9ao9qA4V2JxufPkeuMVxDQvindWkzyalo9tfl8ncHKEH18x9q13Zj4o9l5JYYdUW/sR3u9pdneiPA4AAOf0rnjhyf4kGeNro6F2hmtxrOmjlZGG+5diTlmGRuz9q3WjXOp6possy2luqLtMiIeQSowwBPGc1yHVO2nZjtVd/MPr1nbvbwk7pN0ZuGU8DBHBxgY9q6L8P8AWYryHv8ARkjacQr3kazBkfawIxTwVSaaITg0kU876lZ6h83MkbT20pWQ7cr6HIPXg4roCWVjqMCi3ufl4UcStCxyqKQAz/TmqPtEFeeSe5V0gvYhNIgQHcyg42+gHGfrTuxcUmoWRe2Pc30Qa2nWU8MpUjPP0xijjpNxFntWTX2j6NqOj35S87yRJGWBipCnaAcY8stgD6iqq51q2mtbLUI2aHUYm3NKo4bxdT6Yq6j0qa0tVluYpIlJVO5jlCuzDABxg8blFZTXIZbJ5tOivfmIzK5KBckspwWz7nJ49qM5cVaNFXo3Ca3fvZ3puENvcbVMWBwd34/zzmpNLVWCl8204zG0hbKOhXlvY1R9kO0aw6HaQ31sJktpGjBC5Kgnz9uePpUl3epf67NZ3Dy/LoFS2dB4RgHGfzOfrT8rSdice0Edo7CG0gt7NLk/Mx3HijAxtBGMn6+E1QahaXL39ws5LMsgWVs8BiTwB59DWkvIC0kt5c3cQd7fbkAtlsYCk+pxVT2bRk1DEcQneQndvPCAA+L6jk1GSuVFE6iHX0Nr+wbWWeJI4UfYxUkyEgjczfngCgfmNPe5maKO4gjUAweeQeME/nRNpf6Tb6Tc2xWWaSacd4M8lA2QoPvjk+9GLp1s2qzLObe0WWAuVZ93drkBQPf1qko30KnXY7R7SURTQaZcQu7jc2G8YwdwIH14r3zrXHZWVWRzdRokkYK5ASMnJ/XFU0Nz+zdZ2JsMttIQpDeGXyxn9aGtb+6s7q7sxMjlXKlB4lw7BiB/L86VTS0Hiy80fUorvcl1BGZZsNG4QBVcDyA4GcURY3trqN9c3OTbXiTFoSvCMB5fXk0DHPHp13LCkMcls8gkglTIaMZGVHt1/OitWu9PXCWNsqwSz7u8Ay46g4/KinrYrW9DtdeDRRI8k8ry3b47yHlVU8sD50BLd6QlhFdwr8xK0T8fh288H6g8/aozbWerWsmy8lSSOcYEg8TqfMD1HpQMV7pXfSWyW/eQqvdpKikMxDfiIPtxig3TsKRY6BeSJcXNxHPAJO82TCRlDMrEHgdSePLpVy7SpO41eYRYQRJHt3POw/AAPTJrORaG1zFJrEMDRRiVY2UEttwOpPl5VJLa6nPfR3yHe0dyuHjcNsbjBz5etaMmls0kr0GC5uIbj5KKJYvknZp2TGVckBifoMCrjUp7uPVLSeNI5olhaSEB+e7VTnJ6ZxnnyNUegWPzFzesxleYsxCK+e8Jbocfi5wftQmtardXeq23ZhrQRzxxgTzRS7nZMnwjBwvBII59fKjGerYeNukDaJZi6tEnjUiS6kMwiHlHg/bC4PJ5O6vXotg+ZIZUwviJHX6VrtMkL2p0zUo47e3TdGkkKjMiBjxu8wOenWs9qLOW3m2eRBEo2vJyoI8OeOmMUJwpWZStj9J1iO1juLR4oprdEOyRgdyjHOM/fj1xVEws7+NXhfBdy5TPiXJySR9q9ezK0UkawssjEKTjwnNT9n7CKLVY7dJ0mVl3b9pGcDJX6jIHHrU1K1xGqtkssBsIBp9oPmIcKS8mQcnngA+pOM1UTSxy3yu0fdRxjkEZ5PGc/atRq0sI0iTUbYLHOvdbkYkr4fB18s4zj3PpWK1C/nIaP5ZQztlnHTB5wB/vrQypRDC2T3zWEcjSK4Khvw4/ED1PPlmkMcNvcLKkyE4EoUMDx9P98UBq+oadFbhLy6gtZoyQ3esAMAZGM+vSsjedr+zFrbuX1VGlVvCsQL5H1AxSJN9IfizuP7Tkks9Nv44SoIdginh+ACD7EkD7mpH1AftBX73fbCFYpmYZI525UDoB5D2NcK//AF1isNKh06x06W7WBy0bSlUAz9iTWR7RfGPtXqkXcW5tdOiz/wD48fiPXqxz/mIrsjGbpsn9Fn0DeTafZ6NNrkl0baFGWOWJyA4PK4H2LH7e1c6+IXxD7Kx6MdP0e9uLh0ZDFhcjbg7gx9c4rh17ruqXzbru7knbOS0h3H9aBlnlcENIxB6jPFN9L5KRxJdmn1Ht1qbpJHZkwK4KsxOWYVVaXcXF5fq88ryNn+I1TYLEAAk+1bLsP2bvru5SWWJooeu5uM0mThjiWjFt0jsvwfhJvVfHAArr5rCfDyzitCkcQ6Dk+tbuuFS5OxZqmZXUuLKU/wDKa+eNdbOpXR/+oa+htV4sJf8ApNfO+rkHUbvH/wDKa4J9MvHsEtz4qsIDxzQMKjGaNiHh61xyKz7BOzU01vqb2rj91PuliPpzyKE7adp75rz9n6U7xxxHEsqLklvTPoKfrJnt9Mtbm1YLNDuIJHkAcirjsE5ksY0+Y0+dWG5tgxJk+vqa9LDW8tW+qOTIqYzsFr7arBJBcsPm4OpHG9fXFbWFsFf1rKaxHp2m6pDqDQtaSh9rSqngkU8ENjofTPpWnhPA864PKrkskVSf+4atFiAAfrQuoWVpeRmO7top0P8ADIgapo3GRzUsoVVLMwAHUk9K5pO2nEMdGJ1X4f6JcktbCWyc/wD8bZX8jWdv/hlrUamSwnt7tR0BOxj9jx+taztN2ysNHu7NEjF5FPktJFKMIAccep9uK2tlseBXRsqygqfUGvQ/ifL8aMZSen8lZNNaPnjUtA1rTSfndMuYVH8ZQlfzHFV3INfT5UAY46VUah2d0LUWPzml20hPVgm1j9xzXTi/Wn/jj/kCK5HzwM05TXbNQ+FOgXAL2k93aN6Bw6j7Hn9ao7v4O6ltLadqtrMPSZDGf0zXfj/VfHn26C1WzmI96mtp5oHDwTSROOhRiD+lanUfht2wssk6Z36j+KGVW/TOf0qgvNE1iyP+L0u9gx1LwsB+eK7YeRin+2SAiztu13aeFI0XXtRKJwitOzKo9ACeKvNK+KXbPTUKxamHUtuIeJTn74zWGAYcEfanHOOlW4xe6M4p6o6zN8de091dNc3thp8kjIFLRq6dPP8AEefOpLb4zzrcCZtKaJuuYp849TyPrXI16CvZpZYMc+0BY4L0d40f4ydnLZDHJpupxLJC0c2GWQEnBUgZGCDnn3rXf/rf2GuIl7uKa1mkhVJme2OAwP4hgnkgV8sbjSg4NH6EapCvBBs+pJviH2NlZbW17SRvbqQ4eRGjJOOmCPpV7YdrOx99PYv/AN49OtbdEKywrdruPrznq1fIUSSSyLHGjO7HCqoySa6z8PvhW03daj2kyqfiWzBwT/1ny+lcef6PjLlKQJePFrs75fXWia29/c6UY5EEme/ilG0qAAFA+vNMspYLMTR3MUdxDJGWaRsgowQY2n0GDx65qjgt4LO2S2tYY4IUGFRBgAfSlLEedeV/9R3qIq8ZP2WvaSLTI447jTZpHZlXvQxH4uOlA2+ntYi31KFStw5y4kG5dvVePrmht5HmcGp1uJioQyuVHABalfnX/hKfwrXsJmn727gmtYkzGgaSPJ2vj8X0z7VZ2V9ay2kMd1YiOdZ+8jxxGARnDeeMiqdGZDkMfQ81ZWku8c4xTQ81p9EsuFJFdYpbXNxvuHmt7ie4IKxjwxjyYHP04qeHSmtGNtM8Jnll2IATlATy2Rxjg1YSBVydq59cVH3j/jLnimfleqJpGk1e2h01VEWoq6ui24jYgrtHViOnU555rKpb3tgJIbAhoROUJRvC5APGR6g1DPJI5Pjb86GkVsfiOKaXm29IaOFe2N/a99omnLBbLM8ksu0CNCQFJySx9B6eeatdDvtPstRTU7i3tGklAiZOfCuG3E85JJf9KoJFPnzQz4PGan/Fziy0fHhJGy1vXNOeS3u49Tb5gqQ6xRfu4lxwig/XGfvQE2v6dewuZYpYZmhVSIxkNIqbVck9MDyrJyKAPU1F3hD5/lTPzsjHXhQSLwzuxjMmzwKBhFPJ9Tkmp7O/e2w0UamQd5hm6qHUKcY9gKqLWcuMZzRDEjnFKssnuxHiSdMTVrue6s3spypgcrmPy8JyP15qjuZ5t2A5AAAGOOKspdzOcCgLxM5x1pMknJW2dWBRi6ow/b3shHr0DXtmAmpIM5J4lHoff0NcYuIpbed4Jo2jljYq6sMEEeRr6YjZVYjrXOvi/wBm0uYzrtlHidB/iFUfjX/N9R/L6V2+D5XH7JM2fHbtHKM80p60ldY+Fmm6DqOjrcHToXvIWKTF/Fz5HB6ZH8q9LPl+lHlVnLFcmc50rRNW1NsWdhPKP8wXwj71q9N+HN22H1K5SAeaR+Jv7V1sqkEPdxoFGOgGAKr7v28q8zL5k31ovjxRb2ZvSuzGkacwMNsHkH8cnJrQQlLeIysAFX0qFcE5zRkdql1ZtC5IDelcqlzdyLS+1aNp2MkAuI/+atvWB7AZaaNH5MfGa31XgqVHn5HcrMnq/wD4CX/pNfO2p4/ad6P/AKtfROr/APw+X/pr521XI1i+H/1K4p/tZWPZFB50Zb/hwaBgOTijkBCA4riZ0SWrBr+LvbLuNuSO84/8p/vWTsUjtVmjlgkklliX5YxqcqzEEgEeYFbZFDarEp6NExxjz4FZ+awvJpDpFs+y7S5MyOSRtjC4Bz+lej4mTjafXZySVhc+v2FrZCBL24v7dh3c9ndIe9X1Ktjy9DW07J3i6j2ftbpCSdux89crxz+VAdj7DTl0lZYrRPmlJW4ZxufePxZJo7RFFlrt9Yr4YrlRdRqPI/hf9cH70nlThkUoJbW/6iR0rLhDg+9Z/t3rLW37Os7aL5u6e4WT5ZT4mCgkZ9t20/apO0Wsy21yumaTELrUnHC/wwj/ADOfL6UDouirp/aTTbm5ne51CcTGeZyfEdo4HsK58OKOL+Zk79L+3sotoA0vst872jmftKqy3NxELkJGdqqd2CvHXHh/Oun22xERVAAAwAKzl0M9stPCgki0mL/QsmP1rQRHB+lS8nNLLxcvgpS6DWUhBx1qIA5z1GamQllGcV6JMkgdM1ypixlQSp3RjBo63IWPz96rkbYu1s+1ERy+HFChpR5LQauZnCZ60asUaKE2g++KCsD493n71YbRjIGRVoUo67ObJp0C3uk6LeJi70qyuM9TJArH9RWfu/h72Pu38WiQxk+cTMn8jWr2kHcOnvXn2x+LOTTLNli9SaBFtdHO9V+EXZQgfLSX9ux8lmDD9Qa5X8Rezuj9m75LGw1Oa7uesqMoxGPIEjz9q7B8T+2CdmtJxCytqNwCIEPOwebkeg/nXzxczy3M73E8jSSyMWd2OSxPUmvpP0uOea+rkk69I6Y3VEWMmi9J0+81O+jsrGB555DhVUfqfQV7R9Ou9V1CKwsYWmnlbCqP5n0FfQnYPsjadmNOCqElvZB++nI5P/KPQV0+d50fGjXcn6KxjYH8Puwll2cjS7uglzqbDmQjKx+y/wB63sBOMdaExmiLbndXymTLLLLnN7DNfaSnPX0qKUYHFTlSR1qMrx60URjLYOMk4PFSqcUgALZPpSgeXWmR0ckyVNzMAPOrezjVEGT0qpgB3jHNWtvkjnpVIdnL5D1Q8kk8jiobw4hwM+9EOyqD7UJdtiFiDgleafohDbRWm5xJsJ6nNEKd6E5xVXMVEuSw4o20lBGBg5qaezszY0laFkXJOaCuFCnHtzVsQpU+tBXKAMRVeyUJUyrmGP60NtNGzIQaHkwVx5+VY64ytDLdsSjOBVmz4jz1qoXKtk9aLjlLLimi6EyQt2Sp4gSAMZoO4Qs5AGB70bHyuDxUDgCQ5Oap2hIumVk8exs+Rquu8SblcBgwxg+hq1vGAJ5H3qt2AsdzVKX4O7HtWzhfbXRjouuy26g9xJ+8hP8Ayny+3Srv4PaqbHtIbN2xFeIUx/zDkf1H3rVfFbSBfdnzexLmWzO/OOqHgj+R+1cn0q6ey1K3u0J3RSq4+xr3cMv4jBvs8/JHhkPo2VjgmgLgZBHrU6zLNbpMhysihlPsRmoTycV477o6o6VgakhiKuLAfux9Kqp02yK2MA1cWQBQY9K0VToGV6s0/YhCuonHTH9K3NY7sUv+Kz/y1sf0rqiedPsyOsf/AA+X6V886x/8YvPd6+htb40+T6V8+a6m3V7o+r1wT/ay0e0Vs9zHZqJZASDwMVb2E0V3ZiSI5B9fKs7roBtY8tt8XJxQmgas+myhZWaaGU85/hx5itDxfq4bj2PObTo19hzqcjf5Iwv5k0XdwpFqNvfAAEHu2P8Ayt/riqm3vkhglvgC8ckg248x0qwmvLXUdGuEgmAk7s4HRgR0rkdxmr66D9KbhzS0A6/rj9n9WlnsIPmRNF/ioudqH+FiR0NZq97Y6pNqNrdLJFBJGrLhYiNgbg9Tz5GtL2QaZLPZeX+k3Edz4pFlf9427qCc1obvQdEdWkfTYZxsAyq7mIAwADXq/Vh49KUb9X/8nMkm6Cez2lWmn2Ia2czvOBJJcMctKSM5z6VHfju9d0eQ9DO8ZJ942/tQPYzVLOO/uez0UsrrAN9uJFKsqHqhB58J/SiO2TSpbWjQblmS7jZZNmVTJ25P/qrz5YpLyOMn3/yPCWqLDTMXPaC/vxkrGVtYz5Hbktj7tj/y1e9GoDT7eK0s4raPO1R1PUnOST7k80bJ1Hr51yTlctdFq6DrV9y8miLfG8gjr50FD4QB96OhGCDip+xJxoWRakhB2inMm5RjHvUkChSPMZrICk6LazhRYgwHNEIwUgE/WoEctHxxTlUt966JZadQOR23bJS6lNvWqjtHqlro2k3Go3jBYYE3EZ5Y+QHuTxVhcuIY89cVwn439qH1HVRodtJm2tGzNg/jk/06fUmreD40vKzqL6XZfHB1aMR2n1q71/WZ9SvGy0jeFc8Ivko9hVfBFJPMkMSF5HYKqqMkk9BTDmuvfBPsh+7HaW/i5ORaKw8vN/6Cvq/J8iHi4uX+SLpJGm+GfY+Ls3pwnuFVtSnUGV/8g/yD+tbI8j6V4qRXhwQc/lXxuXLLLJzk9ssmOCk9amt+H20wY65pQcOD0+tImFrkqDFHBGaZtPkKniKunFeWPxHmqo4rpuwVwADUYGDiiJwRnyqBjgY/OmsvjdoKtABg8ZNWDyKo2j0qpgfb0FHweMlm86dSaI5o7tkmMjcfOhL5yUIJG3FFOwVCPPpzVddsNlGwYVcipugC3uKdasQeMginMNzZOKfbxjcMdaXs9GbXHZZQsWHPU0k8ZPNMUhAOaIB3rzVY9HnS07K25QZ9KrZE2v096u5oh5VXzJyao9lMc6AJB18sVGshUj3omVMjrigp1IIANKdcPuLOJgUyCKYBkk0PbHCEDniiYx4cnzFPF2c8lTYBeRb2PI+1V0ikOOfrVvOpZ2CkZxnFAyREtz+dGcToxZNbBri1jubKWCVQY5UKMPUEV856jbPZahcWj/ihkZD9jivpI4PA6Vw/4qWYtO2NwygBZ1WUfcYP6ivS/TpbcTn8hezofYq9a77LWMhOSkfdn/ynH8sVdxEGsX8KJjJ2emi6mOY/kQK2UJw2K4s0eOVr8nRF3jTJJY94Bx0o/Th4KihTeT7Cp7Ze7yD5UGt2SbuNGy7GjE2P+StVWa7GDJdx5LgVpavDo4p6kZDXONOk+lcD7RLjUZz6tXe9f/8Ah0n0rg/aLjUJc+ZrhyftZaPZQ6hGWsmcIG2DODWeRIjBHGFVi/UHPHvitlaIHDIeQaotTth+0Le1U91IhOCo8qr4OXuBsq2WXZm9S7axs2i2mKdE3D8LAUXdW0E2rTWlzbvayCYxLcxDC5PTcKF0bRnse0+nzd6ZFeTnyGfpWx1uBFvr6FiFW7te9QnydP8AYp5xhJcodWdvi5nCo/K/5MRq3Y2fS5W760FxESpMkRyQoPPHlnpXuzhsoJrhE1e/0qZpW7lfxQhfIHOf1xWmSG41HR5u0t3fy2kijbAEOQQOMY9zV3p3ZO21fQ4ZtYhCXsi7jJENrAHpnyJoweSTaXX9SmeGDjeXTunXz/T3/Yx73dzB2x0v9pW8b3iFV+btyQjxPuUb18jnFbHtPA0+hXkSjLiMuo915H6gVU6h2H1ux7yTTp0vY2VF2tw4CtuAGfQ1P/3jCObbWLGeylI2ncpxXH5f1IyhJx6+CC8OUvuwtSX47/y7L6xkW5soJ16SIrj7jNG4y4xVH2OkYaPHA/LWztAf/K2B+mKvhy4rhyR4zaRG9ImiPiqyQYUYAqujGG6VYRMTjipNAewiDJFTQRF5QBXogoWprdgrkgVoNN7IttXQfEoRcZ5rzsE5HJqFXLtSynHXyqs8lrSIqO9mf+IWtpoPZm61BmHegbIAfOQ9P7/avmSaR5pXkkYs7sWZj1JPU10r4964brWbfRInzFaL3koB6yMOPyGPzrmXOa+q/SPH+lgUn3Lf/o6YLRoPh/2dk7S9pIbAAi3X95cOP4Yx1+56fevpS0gS3hjghQJFGoVFA4AHQVkfgl2cGkdlF1CeLF5qH7wkjlY/4B/X71uu7G33rxv1TyvrZml0gOewdgD9RSAcEnyqR0K588Co8noc15xSEtCxnIIzT4xls+lRg4NER858qyRflSJrR9r+WPejcZII+9V6ja39asraQMu4/eqRo5M69oFlUknNCup3GrORAckD3oYoCef1qlCQnSBDwaJjn4HliopEKk+lRA4wfes1su6kguSTdk596r7mTecDNPeTkjFQnk5461rKYsfHY3AqaPAOceVRedTxRkn6UUg5GqHY3tnPXpUquYzmvZVOOM4oa6kYJkVRHPXJ0Gth14oK4j5JptjKwbxnjPFGShWXIwc1WLsSUXCVFXJGAuTQEyjOM81b3Cn0qvliG45HWi+i2KdAsfhPWs72/wC2tp2ZsxDEFn1GVf3cWeFH+Zvb+dF9t9ah7OaJJfP4pc7IUP8AEx6D+v2rmPYLQrjtfr0+t6yzS26PucH/AOY3ko9hXX42GMYvLk6X+rGyPk6Rd/ChO0mp6/P2h1B5HtZomjLyEjdyCAo9ARXSW3MuCuK5rpXaG91T4nw6WrCDTrF5Ujgi8KnapGT61qOz/aY6r2v1fSlOYbVV7sgeYOH5+pH5VXyYSlJyfxYsXRaykKxGK5T8a4MX1hdAfjRkJ+hB/qa6pdKRIfc81z34yxbtHtJf8k+PzU/2qXhSrOiuaNwA/gxKP8fAf+Vh+tdAkjKyBh0zXNfgy+NWu16gxA/qK6lIM5xT+Wv5zFxS+1EtodoJY4HvRAkjeRQjq2eODWa7RXkkNvHBCcNJnP0FRdmu/S+iYtkEjj0zSxxXDkTlKpUdj7HoUgbPpWgNVHZpQts32q3zRiqRyydyMb2iONOk+lcM7Tri+J9Sa7f2pbbpUp9q4r2rUGWFx/EK4Mn7WdMeyu04eKodfsbaWeCecMOq5Xr7CitNAxmir+Jbm3MLDqOvoa48c+E+QZ25Uin7M2Ig12xZmkMglIKsxIHHFaXt5LDNPZWYLbg+6Vl/gjPBzWZ0KO603VoLjUJBsWRsMTy3BxVnb6pZz6fqd1Ie9v7s9zHF5hT0xXpzyxkuN3Z1+Lilyjkrr/llnoVl89rz6Mrq2mWM3fbQc7s4wv2Oa6PGvQAcVz7spBFpp0q9TINwXt7rd13k8Z+4xXQlZVIUsAT0yetdPjUouzl/Um3kSXS/39v+4TGOPasv8VVQ9lGJRSxnjCnHI5rUwjIrJ/FzvD2XjiiGXe6RVB9cHFU8j/xSI/p3/wCVj/qjKvrtno+u3hWK6uLFgpuJYISywSqNpyemMAZx0Ip0Xb+G+1BLPQ9Na8bON086wA/QHNZftbddotH0iGylsZLW2OVEzOrFnbJbJX15xnmslNpmq2Fnb6nJazQwSEGGbHBPUYNLh8Tx5RUpU30g22fQWnahJOyR3dnJY3LdIpHVg3rtYcH9D7VeWoDHaeorlvYiPV+19rY6hqWoo9tp11u7pI8SM6gFSzenNdPt22yj0NeJ5uBYp8V37+P9Rou0WSgYx54qaHHI88VAo/ip8f4jzXBHQrWghZABio7mdIoJJ5W2xopdifIDrSKAfPNZf4saj8h2D1BlbDzgQJ/5jg/pmr4MX1MkYfLFSOBa9qEmq63eajLndcTM/PkCeB9hgUT2P0o612msNNAO2WUd4fRByx/IGqcV1X/s/wCld5f32sOv/BUQRk+rcn9APzr7Ty8q8fx5SXpaLI7jbIggVI1CqqgKo6DFPQAJ4s58qhspADtbn0oplyODjFfF37OaScXQJMfLFQuviBAolly5qNxwU8utZbKRdA5Ug9eh8qfE20jivY8J+tNTG/BFMkdKYUhB61PbOqyck4NCx+WPX1qZTg+p8qaOjSSaotGAI+1DuvhJIp9rJvjx5jipQo2vkVZbZ57uOiunA6cj0oR/QVZXCKYifMelAsM+WKzOjFMGZc+9R7fPrzTjkEgGvAEL15pDtQgHr5VKsnPHWojx+dOgGSSadEp17CYwWOWoW+fjaDxWS+LHa647NabBDpwUXl0SEdlyI1GMnB6nkVSfCftLqmuLfQarObhoNrJKVAPOcg4+n867F4svo/WsTErkdAtDg/WrG3OTyetVMMiLlmYKoBJJOAAPOqzs/wBtNM1ntLNo+mhp1ghaRrkHCEggYA8+vX2qeLHKScktIOdbLLtvr1n2a0KXU7vxYwsUYPMjnoo/30rGfC3tfqvaq61MX8duscO1oljTBXdnjPn0rEfG3tM2t9pW06Bz8np5MajyaT+Jv6fb3q+/7O0JMesy44zEv/5mvWngjj8ZtrbOeKpWyk+OepvddpINJjY91axgkD/O/P8ALH51u9FtIezvZeOMjatvBvlPq2Msa5J8R7qKb4ganPCdypcBevUqAD+oNbX4i9tNMvOzEdppU4lnvkXeq9Yl8wffyxTZvHlOOOC69lsU1FO/ZzvQdel0rW5tVEfeTukgXJ6MwPP611L4N6S9rok2r3P/AB75twLddo8/uc1iuz/w81i61K2+ehEFkyrK8m4Hwn+H612mKCK2tUhiUJFGoVVHkAMCk83yINcYf3DCDXYNcsSxrCfF5c9mkPXbOp/Q1vJxjnyrEfFvA7L49Zlrj8b/AM0S+T/xszHwcGdcucnH7j+orqv8Jz51yr4Qj/8AeLlv/o4/UV1cAhMmreY/5zJYv2IznaWNmmj2kDah/UirTsrFGZgzJghgF9abrFiJmSdQS8fOB51NoJZJVmfgsT4T5UIzTx0LOL5HW+zvNoT71ZmqrstuOmKW6mrXOK0XaOSSpswvbI40WYj/ACmuJdq5QkFlK3uDXbe2POkyL6iuL9rLYS2kMI6r0NcTaS2dCB9PYMq7cUbNhduOtZrT1ubZZdzlQpHJ9KvRcJOgaNwwHmK48uJR2tmg25EUz2F9I1lcECRTwCcH6ihraxudI1CK+hhW7WI5Ct+IVW6tFPBdy3cqD94yhGXyAIqXQ+0UiRyC7BdYIdx/zFt3T8iK6I4HxUsbOnB5c8KcO0/RZXXaKRvmoIIMRTSiZUbho5Bg5H3FbbWrpr/T7C6t2KvLCHGPI74/9apBp2n6xbxTyRY7xAysOGGabFZa9o7AWEy31uvIhlHI+lTx+Q42pezslLx83Hh9sl8+/wC5q4+0M0bXc6qJYt8Yt06ZXBLn8lJob4utI2i2C2+4yPdqU2dSdpxiqLT9V0O4uFt9Yt7jT2SLu1Q5CqcYyD16Z/Oje22o2seldnJZrqNkhnVpZEbcBtAyeK7Fn5wkrv8A+SUPGWLPBqNd/wC3/wDAftfomuXvZLT4i8d5qVtLHNKrqNshGcj0wM/fFZya31LTOztxpmuxQ29lebljLygiO5GXVgAMKjEYx5V0zWr7utAbUbPFwzR/uAvPeMeFA+pIrm2t3N3J2F0SbU7gtcyXztJJLEJsAd51XoQPT0o+NLJfCXXL+/z/AKHlQdotewPZizvom7SS2z2K3IHy8FtOyBABgtlSDknPHlWk0fVSvaC57OXd2k9zCglt5Mje6Hqr4/iX9RzXONO+fWVBozm3NzMsAudMuj3BLHGXiblDjPp04radluxk+n6pb3VybZXtZnf5hNzTXW4EeMtwoweg86p5kIQ5fVndrS+Blb2dCtH3RlfOpeR5GgwTHJuH86sYHEiBh96+dlpjdbGqOa5b/wBoS9K6fpmnqeJJXlYf9IAH/wCRrqkh2j3rhvx6ue87U2duDxFaAke7M39hXp/pEefkx/AyWrOeqea+iPg1pxsuwlo7Lh7l2nOfc4H6AV87qMnp1r6t7MWvyXZ3TrXaR3NrGhHuFGa9b9cyVijH5f8AsZssFBHI4o5MNGGB9jQg6EdantCc7PI818yuyU1yQvmcdMVBIc+EDmiwh8qgkXGTTIWL2DMCPYelJjJH9akdT5ng0jKCDtFUReLPAkdDj1ohCCKgwfCR5U9WPNOkPYVDJsbijYpFZTzwarYzkc5FSqzJ0wR7U/RPJjUlonuxleKEYYXn7UWsiyxcDmoSnHirM5060V0uMnA5pnsQKIkjHeHPHNNdSq7gAR9KFHZDJqgcjjnpXgSoPPnSMST0puSDk9aZMejO9vOylp2pt7dZrl7aa3J7uRV3dcZBH2FR9ktD0zQbOTT9PmWeVWBuHJBYtjjIHT2FUvxk7Q6hpFnaWmn3HcNdb+8ZR4wox0Pl1+tQfBJWfs/ezOSzPd8knr4R/evQeOf8LzctekPB06Lr4izrbdidTcvsZotg5xksQMfrXJuwmuRdnoNY1BXAumte4tl8y7MOfsBmtX8cdYAW10SNsnPfzYPTqFH8z+VctRGkdUUEsxwAPWvS8HAlg+73sjldtlnbaS9z2d1LXZ3bbDIkcZP8cjHJ/IZ/MVp+wXai17M9h9XkWRDqNxOEt48852/iPsMmr/tzoy6B8JLTTgg7z5iNpzjq5BJ/t9q572N7O3HaLWY7SNSsKkNNJ5Iv9zTxywy43OfSf+xPjy0iz0z4fa3rHZga9aETTSyHFu3DOv8AmBPvnir/ALFfDK9S+jvtfRIo4yGW3DBix98cAV2TTYIbWxitoIwkUSBEUfwgDilkXJJxXDPzck4tfIE6ZUtEVIHTHSluBlBRMwyTQkjgjb6VxPTOhPlsFlHGPesJ8YmC9n41P8U6j9DW/kHhJNc7+MpC6VYxnq8xb8h/rXR4ivNE2V/Yym+EUeLu8kx/AB+tdUVcquOmK5z8JodtrdS/5nArpEbZC4HFbypXmkGMaghsicf1pthaQw3DTM5IPIB8qnblCaFCvLexxAnB8qlHsWb1Z1Ls7zpqEDg1Y0DoabNNiUeQo2umPRwPswnbI400iuT6+mSrV1Xtmf8AAYrmetR7oM4rz8nVHVHSM5PCs8YhfIL9MVWCK60899nHkFHQj396O1Hv1EcsXSPk4pLXUBMEt51XLfiJ6UMfJQtbXsSL2S6fqcF6Ut3ReQd4YcD2pdR7Ow3Lq9lOLchsuAuc9P7Cob7SMYkthvUciPPU/WiNIv7iBlt5FeUu2FQjxLjGcmskv34XT+Bnp7EureddC06zupJI0WbZMVbaSBnHPlk4ouy7V21vpkMCPPPdqQv71P8An24LDz9/PFGXt3ai4jsby33wzL4i2MDJxjFOn7NWep2Uc2h3ccEGFSRFXKuFbcOeoOc02OUZY/5q1d/gXJSejSm2sNRtil3FDMh43HB/XyqoHY2wN1Fc20zGBXyYWO9GHtWTttP1vTJY7SCKazWRo4XkDd4khLNufHuMVc2PbC+j0JoFsoo3SykaOdGCjem4cLjHGAce/TFT/g+S/lSsrj8rPhVQlphuo20nZvT4LWPUJ4NIlucO5QMbRSD+E4yMnjPlmquTStQ1VLCbRrK6tNGsWf5V0nxcSFusgDeXXg4yDW47O6jY6tbKnfw3kiRoLlduQGKgkHjFaF4AIlVVAUdAB0FN/F5sUdr7k/f/AHv8nLav+pzHstpkh7ZwTXdnamW2RpfmY4Whd8+ECSPpu5zkdcdTXTSBgMOaGkTjpRUHijC55FcHk+TLPJTZbVDH6DyqS2lMTYB4psinBGBXlTKk+dSTsKJpWJ5864H8Y5N/bu5Xn93FGv8A9oP9a70p8IzXz98WefiBqPt3f/8ArWvZ/RF/Pf8AT/0VbuNGf0qHv9TtoOokmRPzIFfWkG0KF6ADivlfsiu/tRpSkdbyIf8A3ivqZTVv15/dBf1Eq0Tnp60+E4kDZ6VGmGUU5fxc9K8BaJ0Hx4OTnNQzoRk0kD7WwPOs58S+1sHZPQGuSFkvZyUtYj0LebH2H9q68ON5nHHBbZCnGRH247YaP2WtV+ekMt065itoz429z/lHua5Lqfxe7R3EzGwgs7GH+Ed33jfct/YVk7C21ntl2nEQd7q+u5MvI54UebH0AFdv0P4WdlrGxWC8tTqFwR+8lldhz/ygEYH6178o+J+npRkuUv8Av+R0KKS+4wnZr4ua1DeImupDfWpbDMkYjkQeo24B+hH3rtVlcQXlrFd2sglhmQPG46MDyK+dPij2dg7NdrZLKyDLaSRrNCGbJUHgjPsQa6t8B7yS67GtbyMW+VuGRPZSA2PzJrefixTwLPBUNXtHQI154+9SMo205AQucD716Qjb1FePx0MpEayd23qKmEgbkUJMc9B1r0bMje2am0CeNSVope3vaWz7L6UL+6jaZnbu4YVODI3pnyHvWS7O/FnR9RaeLVLc6UEj3K7SGRX9uFBzzVz8adDh1jsZNdNOIZNPBuIyejcYKn6+XviuFdj+zV92n1b9nWLRRssZkeSQnaqggeXuRXteFg8efjuWRf1ZKCTWzrcHxU0O51mGwhs7swyyCMXDEAAk4B29cff7Vuc8edfL1nAy6vFbhgWE4QEeu7FfSHbfVk0Lsxd6kMd7Gm2MHzc8D9an53iwjOEMSqy8ZcezjXxh1Uah2te3Q5is0EQweC3Vj+Zx9q2PwhnhsewtzeXDhIluJHdj0ACrXHp5JJ53nlcvJIxZ2bqSepq6btBP/wB0IezlvGUUzNJM+eZMnhcen+lejm8VSxRxLpUFS3YF2lv5tZ1i81V1bZLLwccKP4V/IfpV/wDB7Qxq3apLiVN1vZDvmyOC38I/Pn7Vd33Yy7j+HkFvbQGTUDOtzKg/Ecgjb9gf51u/hr2eHZ7s+sEgHzcx7ycjnB8l+3965fI82H0XGD/H9jTg49lx2j0ix1rSZNOv4y8L4J2nDAjkEGgtB0PTdDsflNOh7tCcsScsx9SfOr6UZTpxQ+zrx0ryuUq43oSDpDYLkx+FsURuDrkUBdLhcin2soVNpNCMuLGnjTVo9KOpFVtyCJODVnKfAcGq64FNJj4RiZYBfzrmfxrlBu9Ptl/hRmP3xXUIfCm7POK458Urg3PallzxFGF+/X+tdvgL+ZYubo0Xw1tzF2eEh6ySE1soX4x6VR9kofl+z1pHjB2bvz5q0ikCEljxXLllyyN/k6eP2IsMeAcU20dUu1GMsTig5dQVcxqvi6L7mp9DhkkulmmPJPFU40rZzOV6OqaVxYx/SijQ+ncWcf0qfNXXRw+zBdssfJ81zvVBmyPrzW87flo9N71egrBSSrc6cHU5rgyRdWdF0qM1cyiCDvGGRkA0JLY293ultjhl8XHQmi7yEXCNC3ANBRwTWOnywjIY8gg+QqeNf/q6YOhLXUJ7BliuIJCn8PmQK0VtFb3gS6XcDsKjyIz/AFqtspba/swgJLAYOfxA0VDHNbWE6RuzbfEH8yc5NLl36qRSSE1Sylk1KC7hgSYxY/E2CuDk8e9GaVqTWum6jLCk5kd3aNzFhVIQYB9MdPtQ3Z+d7m7upX5BwF4xkZOKutEnbUYrqCe2CRbmj4bO4cg59D/espygnFq0qFypNEMOsXFpNLYXEfzjWuWuJ8hSseFO7GOT4v0qN9H7Na9NcJBlJkVo27rKDnKlgOjdSM0VcdmZ+4lTT7gM90rRXMlwcsVYjkY8wBjFe7P2Nxb6vBatazIlnDMkkjLhX3SArg+fAJqmT6ai8mN0/wAaJQdaLbsjo37FtZ7OF42tTJ3kIC4Zc9QfXkcfWtXavvj8Q56VzHSNQvtM1S5vpYruTT5LqaJgsm8O5k2psTPB65roGjapY3kKSxzKu8soWTwtleGGD5jzqUsc1Pld3/uLkWrC2h3Bj0IoaPKPjnrVqUBUOpGCMj3oCVPGRjiuLLj+nphxytjtyt580iEAkVCuen5VOAT4hip9HQ0qtD2XJAA618//ABdQr2+v9wPKxkf+ha+hAMgZ44rhHxvtxD227zH/ABbZH/mP6V7P6LL/AO4r8f8AoWLMz2SYJ2m0t88C8iP/AN4r6k3n718o6ZL8vqFtP07uVW/I5r6qiUv4s9QMV0/r0fug/wCpaFVsIt29TRIwMVCkCkfapwuBj0r54lkpvQjHaSxIAHnXzR8UO0z9pu1M9yGJtID3NsvkEHn9zzXcfipq50fsPqFwj7ZZU7iLHq/H6DJ+1fPfY/SJNd7TafpS9LiYK5z0Xqx+wBr6T9FxKGOeeX/fkWKvbO3/AAG7LLpnZn9szx/4vUBuXI5SIHwj79fyroUi4xjrRFrDHaxR28SBYo1CIo6AAYArE/Fvtta9ldLa1tnWXVbhT3MY57tf87f0HnXnxjk83O67f+hBzblr2cb+MeqLqvby8MLh4rYLbqR0O38X/wBxNdQ+AmnPa9i2uJAV+buGkQf8owv8wa4j2Z0m87Qa9b6bbZaa4fxMeQo6sx9hX1VpNhFp2n21jbrtit4ljQewGP6V7H6lOOPHHBH/ALReTUUkF7fD0rM9su1+l9nYGWY/MXZGVgTr9SfIVB8Qu1n7EtvkbEh7+UcHqIl/zfX2rmWhdmtS7Wam7O7LCG/xN0x3c9eM9SaTxvDiofVz9BX3Fd2k7f8AarW7j5azlktEY4WGyBDN9/xGuydjbrULrstYy6nbTW96IwkqyjDEjjcfrgGsh2sv9L+G1lbW2kaVFNe3KtiaU88Y5Y9T16DAqx+FWvarr+hXV9qkqu/zbLHtQKFUKvAx9a3mt5fHU4xSjevkeNJ6BPjhq62nZD9nbyJb2VQFB/hU7ifp0H3qn+A9h8rpGsa/MMAoYoifRRub+n5Vl/iNfy9q+3qWOm5kWMi1hweGOfE30yT9hXWbnTotB+Hl5p9oBi206Ubh/E2xst9zS5F9HBDB7k9gkrizhPY2IXXbHS45Oj3kZb/1A1qfi12jftFr0OiaWxmtreTYNnIllPBP0HQfeufKWVgykgg8EGusfBfsczv/AN49ShKqB/g0Yck/5/7V6Hkyhh/nS7SpG/LMb8Qezv8A3dvrG1ROJLNGdxyGk5D/AK4/StB8Lux0stxHreqQFYU8VvE4/GfJiPQV2G5s7a5ZPmbaKYx8oXQNg+2elMmjXHAryJ/qE54uH+bK43G9gxGBRFm2HxjiosAGvIcOD5Zrzys/uVFpKB3dREeDpzSxuHjGTzStwpNVi7OHoEmi3Agjmq6QGPjNWmSxJNA3ChnOelZ7R04pbpirMDFx1oaccDjOaQZV8Clk8XFBPRRR4vQjjbDuHTFcJ7QSvqHam5KknvLgqPoDiu0doLpbLRbm5Jx3cRI+uK492LtjfdqLYHLAPvb7c16fhfbCUyOTbSOjz3B023hgWBpAkY3YOMAYFDi8e7uRFArBWIDBh5UdqtlPcXobeqwlMH16062to7O3Z0GWUfiPWuRSil1s6Wm1+CeG2EU8lxMoA6gZ4PvVnpcpmv48KVQEVSQtLfMpkyIwBk56VotLWM3EKRHIyMmqvo45HSLLi1j+lTZqK24t0H/KKkqyOQyXaCxF/pk0GOSpxXGRI+m3UllceFQxHNd2P4TXGvinb7NVaVFxkc4rmhTfF+yzM1qzSKHkgPOQamt7u3uf8PJw5XowqjtdVFtciG6P7s9GPlV1e2K3Vv8AM2zZOMjb1+1SyYeDUZLXyZyRBa6e8GoCUS74xnj0ptlc3Fq8kkbNIzMVEZ5HrnFO0N5TcyCVWyABk9fvVrHY28zb7Ztk4XwyAZA5qbnxk1LaKySaQtle2kl6FcCOfYPEv4TnyB86GvLe+ttQEsrTSK5YoLXIckKcMfzA+1CSaZNZXwdleXgDvSfD5Aceua0D6k8OtxxbCIokJLYGGcjhc+XQ1k1GaeL2jT/bsdYdpL+07sX0Uc8zsVW3i8MiEMq4bPruzWg0btDa37NHclLO4M7xJDKwDNtP6/aqSw1nRr1EnvraOK4Lrl4lLgYwwJYDgDjOaMvNAmYy/s+WHN0CsrzAkoC+/chHmCT+lHIsd8MseN+znq9ov7rSbWWKJO72ok4nATgFwd2fzqg1Ds5duzqGimtF7944lykhaXqN3TjJxx6ZpZIO1GnTPDaESWZZliOM7I1O/PPmwJT7Cjuy2rXmoT/LXjWkrfKR3HeW+RjeSNhGTyMVKWKeBOcJWkNGTaplXa3GsWk9tts7+xe3tpD3cYZobmTxd2m1cqnkT064FHrruqRx2Pc3uma3NeFVEKAxyAkZb8JIAUZzkVbadqF1D2mu7OeWNraO3SdfBtKglgQTnkeHNPs4NB7T2z6iNKgMQmZYbjaA0gHVwRyOf5ZrqlnWTHznG6/5/qTaUZA/aS9vrSfT7HTo4fm76VkV5gSkYVSzHAxk46CidKu7mJJ/2tcafthI/wARE+xT6hlJO0g+/NGa3pC6jbxbZnt7i3fvLedOTGwGM4PBBBIIPUGsrfdj7uW4bVJpbW9vBLG3dCAQxyqpJIbGck56nPQVx4nhlj4Tdf2/PyWjKzVaVfx6lJepEmFtbgwbtwIfwq2R7eKuW/8AaCtCl/pV5jh43jJ+hBH/AORroHYq1utMjuILjTVtxd3ksyiBw0cK7VwD0POD0FUnx4sTcdko7pV8VrcqxP8AysCp/UrVfDlHF5kePXX/AAFWmcLX8QPnX1P2Uu/nez2n3J5MtrGx+pUZr5YGQfevoP4NXovewdqpbL2rvC32OR+jCvW/W8fLBGXwx2bxRwCKeGOMEUNExAwSaf3oxXy1AUWzl3/aMvNmmaVYBv8AiTPKR/0qAP8A8jWd/wCz5ZLcdsprpuPlbVmX6sQv8iaL/wC0Q7Pqmk5PhEMmPzH+lFf9m5FOo6w/O4QxgfQsf7Cvp8a4fpbr/uzSXGJ3G3mJ4bGMYGa+Ve2Fvqt/2+1Oyk729v2vXiUICS+GwoA9MYr6jVcsSelVOldmtH07tBea5BBuvrxtzyPyU4AIX0z1P1rz/A81eNybVtko1F2io+E3YYdk9Je4vhG+p3QHekYPdL/kB/n/AKVtgAoJPGBkmqbtz2jXs32VudYEaSyR4WKNyQGdiAAcfn9qwvY74mar2k1u30aTSLNFuiULRs+5Rg5PJPQA1aHj5vJTzt6I/fJtmI1bUpNV1q51J/GbiVio/wAq545+nFdx7N6ZFpGi21nEqgqgMhH8Tnqfzrhlzp8umXdxYXCsktvIVfOeua6VcfEvQ7fs2lw7vJqKxbflth8Tgdc9Nvn1r1/OwzzQisatHTJ0lRzv48363fa5bWN8izgVDz0Yksf0Iobs52wg0L4eXOm2rudTuLh9oA4iUqo3Z9eDgetZu6i1TXbu+1JYJrmQEzXLKudoJ6/TmrDsN2P1DtJqcaiGSGxVszXDLgAeg9TTzWHFiUZvUSijaNh8Duzj97J2ju08ODFbAjkn+J/6fnXWLmGOS3eGVQySqVcHzU+VJZ2UFhZRWlrGscEKBUUDoAKcwyPMivnPIzyzZHNjppsxGm/DPsza6gLtlurhFO5YZXBQfkASPvW9h2pGqxqqqBhVAwAKG2gEHBBp6vg89DU55Z5Hc3ZskOS0SSDB6UPOhH3ogtk8dKSYZUGsmQTaZXuvtxUZXFGSR5AOKgdQF5rUdEJ3ojSVkOM8UbG2+PrVe2AeKlhnAGM0U6YcmO1aCAMZ8qEnUljxRCurk1C5BY81RUSjaYKyeKmEeEmpm60jqO7rLsvyMJ8VdQFv2fW1DYe4cD7Dk1RfCOz3Xtzelc7E2r9TQPxUvhc9oRaI2Utl2/8AmPJ/pWz+HVl8j2Zjdhh5yXP06CvSmvpeMo+2SX3TsurtSCD5Ujwq1od/Q9adMN8ir1qa5QdyV9sV50e7OqT0kV1vNFOjQ2/AAxgVfdn4e5kjXOWJqhs0gseerk1pOzuGmjkbgk5xXQnrXRx5VXZ0KHiJR7U402M/u1+lKTV0cZSH8Jrm/b20W5uiWHSukHpWM7VQhnLEc5rmh+5FmcM7WaXJCJHVSVFVXZvtLc6W4hmLSW+eQeq/SusS6WuoXCW5UMWO2sN277Ey2VxI1tCysvJXHX3Fd0JKuE1on+4vrOezv0W7tHVsjnHX70EtvqNhMzwyELy5YDIY8nBFc5sL6+0q53QSNGwPiU9D9RXQuy/a+xvSsF9i3mPGT+Fq5M3hZMNyxbXwWU01TLaLWLaU91exlXjbkhfCWHp+WaK+Vs9XlzIJ4JNv4Scbhzg488ZqPUdHhuHFzbuQPx7FPhY88/rVbHJc2TNNbmNGixuLHIGeDkepJ/SuSEYTTcNMZt0i6+Q1KzsGs+4jFtdyhZntkz3ce0Anb1ycfatD2oVodHDwSSRNG8ewqxU/iA+/Bqu0XtHFKxtp4m3RNslmQfulYkgc9ecVoopdO1a0IjnguUBG4K+cEHI6e4qeZZtOS/bu0QtJlZb9pLmLtaNHLQyQu6xiNUYuMqSW3dOPQ+VWdzc6Fo+rmARJBczIHkeOA4ClsAuwGACc8mgBo4l1aO9t73ZAbhbh41UHe4G3IbqAR1FEdrdHudTvII7J5YPm07m8lABTuQc4Oed3JAx6mqReDMoxl6W/QJKnaJ9R0q2vp9TEd4BcXVmLZ1VgTGPFg46/xU3sVpt5p1/cvcW9rZ20kUcQhtmyrMucydBgkED7VSaVHBa63ZW0QH7VbVLj5kfxmAhyCf8AlxsxW8Cc4x1qGeUvGfCLtP5GT5KmHGMAdPpQsqY8OKKsn3ju3OCOlLcRjO7oKnmgpQ+pHonFuMqYBGCrZ8jQHa/Txq/ZjUNP25eWBgn/AFDlf1Aq4ZePKoypxweK54ycWpL0XjJN7Pk0qQSD9K6n/wBn3Utl9qGjO2BMgmjz6qcH9CPyrHfEXSf2P2uvrZV2xPJ3sPptbnj6cj7UP2L1Y6J2osNSzhI5QJMeaHhv0Jr7bLFeV4zS/wASKSWj6eMZHAqN0PmKnUqyh1IZSMgg8EeVecE9Bmvinp0xITp2ct+PultNo1lqka82spjkx5K/n+YA+9ZP4I67BovbBYrpwkF9H8uWJ4ViQVJ+4x967hrenW2q6Zc6beLvhnQo3qPQj3Bwa+ce2PZrUey+qG1u1LRMcwTqPDIvqPQ+or6L9LzY8uF+NP8A6isqkj6oAwcHyNK56EdRXzn2d+KnarSLdbZ5INRhQYQXSEso/wCoEE/fNRdo/iX2p1yFrd7pLK2cYaO1XZuHoWJLfrilj+iZFKuar/X/AL/c5+EkzRfHPtVb6ncwaBp8wlgtXMlw6nKmTGAM+eAT+ftVv/2c+z8kl5cdo5UIiiUwQcdWP4j9hx96wfw/7D6p2qugyK1vYqf3ty44+i/5jX0x2csrPRtMg0yyh7uCBdqDz9yfcmujys+LBiXj42bI+MeK7M58QOwv7fkN/YSpBebQHD8JJjoSccHFc4l+FHaa6vAlw1nbQ7jmQybjjPkBX0GpXZnI+9DzqCPKuOHm58UOMWRjmlHRjuyfZSw7K6ULOzBkeTxTTOPFIff0HoKPeIIQAMfSrho88Z+lB3EXPpzXDObk+THhkbewMgEYNIy+E4qZo8jIqJgwOOcUheMyIDmmEedTe9Qv5Vi0ZDd2KlVwyYPWomAHlURfaaNhlDl0EqCcZ61C0ZD4I4p8c6tjPWppAMbqZMg04sBliJ8sDFCum3NWUynbwaGmj4zTUWhk+QeOUKMZpO83Himyx89ajXw8UCvFPaJQeag1i6jsNOmupSAsSFj9hRSAcE1z/wCMeriHT49Kifxznc4Hko/1rq8bH9SaiRnKjnNsJ9Z7QBjkyXM+4/c126CFLe2htkGFjUKMe1c9+EGkfM6jLqMieCBcLn/Ma6RIu1ya6PPnymorpDYVSGQR77gH0pmrSGOBmUdB0oq1GFZvWgNYuooELTMqoOuTXJBfCKN3IDto9+Li6IGBmtF2MdtQ1Md2D3MfnWDF7ca1eLaWat3ZOOPOuy9jNFTSNMQEfvWGWPpXWoce+zjzTTdIvugpDxXq9mmOcpazXamH92zA85yK0oqk7VITZMQOfKuVadl2ZLSoxFN30gK+Lg1N2ugmubi2eZdysnBA60QdqWMe4Hd1NETSXE+nQlk3Ro2Accj2ru/w0c3uznfbTsNafs8z933cjYMcg/iJ8q5ZrGhajpZDTwOIz+FwODX0D20NzNo+nxKw7szeEeeaI03SINQs1tbqJJY1PiDjgijDI4TcV0OpPjbOAaD2o1TSCqRymaAf/Kk5H29K3+kdqtC1uAW14RaysQSsnAYg5xmp+33wtt4X+a0WdSsg3bPIH0rmWt6Bq2jS7L+zki9GxwfvTZMODyH92n/qUjL4O4R6Fp97HGsbNDCQNyQkBZADkZ+9Dvo18J7GCWxRra28JntG2ysAMLnoQPXFce0HtPrWjODZXrhAf+G/iX8jXRuznxYtiyprNi0RPBlh8Q/I81yPwfIxO8cuS/PYJX8Fnot/qekRW1nNNEFDQRrbzLiRhIeWB9skfatBJrb2fap472S6isYrZMBFDIzu5ALAc+gH3qax1fs5rwjktbu0uZAQVDYDqfoeRRceg2LyoRvjIaIjDZ4jfeo59ya4Xk4ZP5sKfTNqUSz0nUtKv582txbyy7TwCBIBnBBHUc1ZNH4sjpWZi0J7LVLa8ikQhLq4nkOMHEgOB74OK1EMm5A3rUcjxT+1E2q2iJQQ4K/iouAh12OeR50x0Gd4pPRh1rmTeJ0+g3yRJ3eG5HBqCRMEgZFGxyCRQGxuHSmTR9T6008a48o9AUmns5F8dtEM2nWutxrlrc91Kf8AkJ4P2P8AOuO5/Ovq3WtNg1PTLnT7hcxXEZRvbI6/UV8v65p9xpWrXOnXK4lt5Ch98dD9D1r6H9F8nni+k+1/sdcZWjvfwY10a12PjtZXBurDEDgnkp/Afy4/8tbdQpXkcivmv4X9oj2c7UwTyuRZz/ubkeik8N9jg/nX0tFhhlWBDDII5zXnfqvjfSzcl1L/AHIzXFkEqcZFCajpun6paNZanaR3UDdVcZ+49D7irRkGORx7VFsG4geVearT0GM9HPL34P8AZmeQvbz39sD/AArIGH6jP61ZaF8LOyenSiWS3mvpFPHzL5UfYAA/fNbKM7SB1qZTzmul+Xna4ubHlKVElrBFBAsUMaRRoMKiDAA9gKnQYP2pIxkcGplHh6YoR+Tlb2IjtnHr70qSEttI+lNAwfeopOD5inuhqT0EMhzUMqHPIr0dzsXEgJ96nR0lXIoqEZLTJtSjsrmj8WBUbQkk0a6Hf96aycdCanuh1PYA0Q8/KhpUIJxVgyDfjyNMdApJK8kUyVoeM6ZWTKfKhnB9KsZIyTkcVE8OegyMVqOqOaiu5DccUZDMCnNMmhx5VCRt6fStuykqmg5mVkoZzkYFNEuFpm/ORTqRNQaI5BmoStTtyeKVIxjmitleVIglmjt7aSeVgqIpYk+QrgfabUpdd7QT3QyVd9sQ9F8q6F8XtfFrZDRrZ8Szcy4/hX0+9Y/4c6ZDd6wLq6dEtrbxsWOBnyFez4mP6OJ5Gtsg3yZ1LsRpQ0jQILcqBI675PqaMvNqMSTis9rPbvSLImO3f5qUcYTp+dYbW+1eq6vIY0buY2P4I+p+9c8fEyZHynoZZFE3ut9rNP0yExQsJrjH4VPT61kYG1XtNfqgDEMeFHQUR2Q7DajqzLPcqYYM8s3U12DQdAsNKjjhtIwHxyxHJq1QxqodkJ5CDsL2Tj0GASXAWSaQcH/LW5AwAB0oC1DKywyDxA/pR/lQn3Rzxd7Z7NJmvUhpBinFV+uoGsnJo+gtZVmsmxXJ0dBmGV+7G9cjH6UVZXbx2ssEcPeptyR6VPbQNcTxxEgAjjPrQ89z+zpZnQeIAjbjg13Qbqzmmt0U2Fv9QHB7qIbgPLNaDSSYGYIoJcZU+9VHZxGaEzMMmRz9qMW6EOrworZeLlh5YqMZ1JMdxtUW+owGa1hl2opVlDKP9+1JHZaXeJOmpW0c8UsJC71yA3lirPTIo7xWjkjAd/wufpVJqxmja3VeYlly+PQHOKvkVSUiUXqjBdrfhDpcsQvNMnktu8bptygzny+1c31/4f8AaHSFaVrX5iAHHeRc/p1r6cn7650a4jtsGJZDICeqgDn9Oay+p3ZZzZQKJPmUIZiM7M4wfameaWN66KY8j9nzNsmgkwQ8bqfPgir/AEftl2k0vaLfVJmReiSnev5GvouXsnoep6PGL7Tbe6mkjyX2YfI6nPUcVzztN8J7SJnnsxcWqYyA3jUH0ro+vFqprQ6yQl2VOj/GC58Mer6XHMPOSBtp/I8VuND+I/ZS+QRvetaOfK4Qr+oyP1rmmp/CntRaEm1hivhtDARN4ueehrJXel6hZHF1Zzw4OPEhFQn4fi5XdU/xoZQjJaZ9UWF/Z3UYktLuC4jPnHIGH6UXgEZUgivkaCe4tpBJbzyQuOhRiD+laXSPiB2t07CxavLKg/hnAkH681zZP0eMlUZf5ivDL0fSXuOuaKVu9jx5iuG6Z8Y9UjwL/SrS4HmYmaMn+YrTaZ8YNAkYfN2N9bMf8u2QfzB/SuKP6V5ONtKmn8P/ANiyhKto6QycciuS/Hjsv3kMfaOzTc0YEd0F/wAv8Lfbp+Vbay+IvY29AA1iOFvSaNk/UjFWj3/Z7WLGS1TUtPu45kKOizqdynqMZpcPj+T4eXmoOkCOTi9nynjHSu7/AAP7WDU9LGhX0v8AjLNcRFjzJF5fden0xXJu3nZyfs1r81i+5oGO+3kP8cfl9x0NVui6jdaTqcGo2MhjngYMp/mD7HpX0ebFDy8NfO0dUoqS0fXGARleBUfd5Y1TdiO0Vp2k0SLULYgN+CaLOTG/mPp6H0rQGPBBzya+Ry4p45uMltHL+3QOUwN3pSK2BzRTReE54odVwSKRfkpGWiS3chsZ4oxcnpyKA24zmi7SQIdrHNVhTdMXJG9oech+nFNk8Rqc7S+7qDTJFAJp2mokr2B8c+lLFL3TdRinunNRyLhaRSraK2nomFzExBIIp/eo4YIQeKr5FwOKZHI0bZz9qpHK1ozwprQYUPXzppRWTn706G6R+GAHvUu6PBAxTxh8Mk+S7QK0I8hUDRuDjGB70ewO3j86EcPv5NCUeI0XYJcQ8A+VAyoRVw65HiNCTRgis0XxzaKuRcGowMDiiJl9PKo1XJpWjsjLR6Ic9KE7Rapb6NpM19csAqL4R5sfICraGEBCzHgCucdrdD7UdtdTCWVm9vpkDYRpTtDnzbFd3i4FN3Lo5p5FZyzWL+fVNSmvrliZJWz9B5Cm2cN1P+5tklkz1RATmu2aF8GbPT7tJtau/no0GZYYfDjjOM10DQ+zOj9nEa80iwiRZAB413MMk8ZPtXsvLWkjnlmiujhPY34aa7reowwTxGyilP45Rj9K6joHw60bRSGkjNzcKOXccZ9hW5jUZbUXfxRuMYHmetCPdtc3r7iOmR9K58k247ZP6kpMHijRIyoUADyHlUZ7xr5FTJIHlRLAgt06U20jk+c70AgYxurnirdGk9Fpa4Zix5bA5qc0yAr3KlRinE0Zu5Gj0KabXs0hpR0U9RXg3W7jrxUtI4ypHqK5GXM4HEcyc43HAPpTNftnSIlhl/X1oDWZJIL4Ic7Q2RVpqs88tnbIygq2AG866Mck8bJTT5I9pVtthjQKAMcgetCXlm1trUkjxbS6jb9KsJHkgtC8P4+MH3oOX5261RJbh8lE+wFBVxA7svdNnin7pJFaMA43D6UzXbFYJI44m3CbDbD5D1qXSJbf5d4ZVIO7crDr0ojVIE7qO8SZpSgCcjyPSum7x2R6kQ23efJmG3Cs0sRRhnpziqHSbAh52nBWUvtb2APSrRZ5Ip3giXDv+DB5Bp8iSQyMHQg5BOf51KVSSfwMrTZPpc5tjJJIMqMqAP8AKeDmk1WfHZ+4siT3YPeIwHTpxn7VC86vNavCmAzd1L6HnINWNzNEEuMg900TRypjIBx1x9gapD9tCy7sz9vcTfKJHLEzyOAoI9uRTktgbX5W5hjlOwnaVyAPQ0zSoZph8xvZYx+HnxdKk1R5fl965EjZXj8uag5WiqVMpT2M7Ma0GiudMhSX+GSEbC3r0qm1n4K6S88jafqs1opVmjWYBxkDO3PHnxW502GKIJcTMyspwox5Y6j6VfKWksohIkcpQsAXGfD5HjzHP51fDOSj2CWSUXpnzlc/C7Xlt/mLOa1uo8leGKsCPXNU1/2M7S6eSbjSLkBepRdw/Svoy2gig1S7su+HyxKyIzfwgjof1/KrLWoBd20scBSMNDt8R/EenH+/OrY/IyVb2U+u0z5KmtLmE4mt5Y88+JCKhYkHAzX1NY6XbXUKwyqrbEAVHXqB/v8ASo7vsloV6myTRrBpO8zkwgeE/T6GqLzH7Q6zr4Pl2R5HCh5GYL0BOcU3GBX0pcfDHsrKhb9lwwsCxJEkgyAOmN2KyeofDbs/POkVs11bEAFyjbhj7+dU/i4+xo5oM5x2F7T3vZfWFvLcmSB8LcQE8SL/AHHka+kdA1i01jTItQsJxLbyDIPmp81I8iPSuY3PwXTaXtteJBPhDwZOMcdD9asOyXYztR2Nu3uLPUbW8tG5uLVgy7gPMdcMPWuLzsOLyY2nUl/2hZSg9o6tG6PHjGaj7sc8UNaXHen92rE7dxBHIHqaniuoXl7sE7iQOFPWvBeLI3tEWq6PSR49abtI5qaR48EbuQM4xUPeRY2lgD05FBY5rtDRmPjkfIBJxmjeMZIqvIKsRg1NDcqgZZD+HrkdKeMZLVAyRT2h+3rTJgMe9EQPE/CuufQ02TbIgKrkHocUf4eaVtE1LYIE3HB49KhuYSrHz+lEo6hyhyGXmmyhpXLKPD0z60y8fI1dDxyUyuIZXz0qeJ8nNPktw6kKGaQZ8IHUVFp8LTQPLyP3hVDjg8f3orxcvwWllhJBUMpxtIzSyMhwKfDBtuEyFChsMW/CePP9astVs4YnhkjhURFdqsTgtxwWHqcE/euuHi5HDZzOUeRUOuV9/KhZBlHA5KHDf8pqynhbc2Om4fbHpQFjayW11L3jF47ly6sTkkjGc/nR+ghlKgb5FiGYnAHFGRaO1uSl0v70HqOnTNEry6jaQS24++DVvrN5ZTJEQ574tt2Hny5Jq0PGhxb+ASzTujNyw93NAy4B3EZPTHlmjI7ruLWS2RVw8gO4+Q/2a9OgBO3k8Dr1xTWEbogUeHyOKaH2vQj32WVksNtBLBMuZpRtWTORjzNQazqDQaSLdolyMAH3Y9fr/ajkYSpFJDCjxwLgjzPmTmhtUjgv7qJHzD/8xs+Z8q65Xx0SXex9wfktNG5AUnjGVbqT1/tVTa24EMV1g7pQSR6VYai7z2wtgyuC+3vOvHoPam3CtFBHbgDETYz61PIk/wCw0XQDMMEgVPpxIRhMdsZ5586HuM7uOvlRhXfDGCcFVxU8erY0/gMIQHCDC+VNpFPGKU1P2UR6mn7UppDWGRUY9KSnYpDXIXM/2otFdRNt5HnTLPvbjT41I3Ih6+lXd3GssLIRmqjS5JIJ5LQJlW8qpie2vkSfQRdx5sWPA4qC1ImQTDJOADU+oPtt9pH1FNso1CKqjC+dO9UhCXTpYo9VWORxtK4PtnpV1Nb97aSxwTZXO4rjnIFZjYP2nIUUrtHJPnWtg2bYLi2lVSV5U/SrYdpxZLJ6ZnLWPdKGKtubofYVZ6hbPJprsHLSoMtk8sKZdwfKTqrEnacg+WCM5q202S1uoDDOXHIKuPTzrY43cGab6kZdZHS1aBoxFICJkJ/iHSntc95bbJAY5JV5I9POo9SbOuyxQeO2g3bCx/EueBU9gqlRJLGR5gny9qRutIZK1YqJHbCPY2EJwT6+gr1jbs86XH4lJyFPQjPnXnV2ZUC4Ik5Y+f0q302D/wCQDh2OQT/KljthekUt9N32qJawA/uk3OfLFXNkJkURAhiqbWGc4I9P9+dOvI4BZxTAD5nayMB5qORn8zUMW5AZc7ZHHAzwSBVEuMhbtDHtY5NVinWNIlePu3QMccchufv+dWt5Crae8UkbLIdhjZRwQMhuf99KGIieVTLAA+AAwPGPTFW1tfXNrEu+BZIVV1VSvI3f0xVYJW0Tl1ZVrEI4/wBz4OmTjkUxwGaOZAw3KUyD0P8AsYp15LcxRM6Rs+F5Hn15/SmrAqwEq6kKhcjd0BPH6/zpByRWndVWdUfwgqTx7fyoO1sobV5i6kjcMOR1GOBRcEs8h70fvY2UHxHJHGMf79Kff/u4jJwi5B2ls4x59PrTNJoCtA0TTLcqj92wz0b7kDj3olWhmz3gePOCxQA5OffrnIqlsZpri0e6uHxNFI7rn06gfYYq5s5ENpBthABRXHi6E8mki7C1RSyAWF2AxDrIvdqpHIPJqx0tO4mDyuY42wrkruOM9aju4Vu598WcYAbcOAfOj4gkkPcqrPImfF5sP9OaMVTM9ilYMA7jhm3B/LGf0qO5tlmucJIrZUk4B45/3+VLaMscxtmV27tSwwOoz/Q/zooNDEokQhwrZ2kHxH0rR2Z6IYxH3QdwQSSc/fp/Oq/Um3XiFY5SGDZcdMjp/OjrW43zOrQnwLkAN6n9elSPtcBVUkYzjHTnr/Oh2jdDLWIQwxzxIsjNxukHhUn1pIn71I3hZWUKW6Yz1/rXnkcKIGc9y3iAA6eVJbr3YmgWTcCQVO3GQf5c5/OjJgQ1YxEu9k3syhQd2MD0x505SixEoJQoHIUdBUxi3y4lwQpGADjOKYzFiw24LMAMdD7Vk6MQOFc7mUqvOCDg46Yp6vFp8Xy0iETB9q+gAzwPqf5U1Q5d0KgBMHA9KJ1ki6S1kVVMkecLnp58/fNPH9rYreyXRLZ7gG2KlnZt2CcdOp+3NTwwLKjxRH5hYd7MuMkscKOf5U4mK3lt5XkZQ7ZYeb9Mn7nNe1e/hsLea8sIpoZJSY0zgq3Gdx988/lVEkkJbbBJI2H7tiQ0Zw49COtBXDrBAAyruLhg2Oft6A/0oi3IdQRn96MnnzofUoTJBKisSxXaOeprmv2VJGJ4YLwAMc5xQ9/8xcdzHGm+SBu8ZwOXHnmiYIriGBIp02yADIP0onR1X57MjFVkUoSfLNNH7tfJnrYPNgR7sHI5qKNisa4XIDY/Wi7tQJHRRwDxz5VHYRGWUgg+AhiBWrdAvRYQyJaWklvcRlA/8Y8/PHtVfaSRXN38wx3AuAqn0HSjO0txBcWSiFnSR/3aL9ep+uKgjso4dKf98Bsfk+fA8q6Xd0vRNdWMZA17KRgJHJkqPL2qHW7sd9DHGMKzHj0orS4haxnv1D96Q2SehPNVurWu28WVZQyhiPrU5XwbQ0asUAtOpqWYBbkuXBPoPKo0nWAksMjHWhFn3yFvU1O/tof2WqPUgagIpOOtExvmpjpk9IaRTXqwQCRNpqFqsbmLIyKrZ/DmuaUaL2RSMBVdceC5WZB4gaInlx50DNPg5pU6dmasI1IzSGORIeHXBHvS2uYo2JXG0c5oi1uJJLdFjw2Dke1enbBLzJtSTg11tctnPdaBoyJGMwAG45z7UforRS99AX/eBsgnpQlvGqqVXovFLpKql2skrZBkycelTi2pWxntB2s2d3cRd6WyoQI23yHrTOzt2VjEcgyEJUg8ZFWs0VyhlFuymN8ENmsxLM0GtdyoZA0eHz6+ddEvsfIlHaoJ1GK2m1JIraNkMQPeMTw3pipnDGIqANyEYYio41V8uPx+9O3K8yqSTlfEfvUJO3ZSOtE8MZyWfG4kkZqXTdQWK8WAxBiUPJ8m8qdboZMYxkE9TUl2lrHNDOiBJJEXfg/xDI/pTQTW0BtPQfqcluq3kbRoImj3QsoGVyM/fzrN2c29lQhhFt3ofpxVzvL2xwUfgryOR71U6lIg1HdGoTu16KeG3e351TJv7hI/BZb1uFKyKTGxHiQ4PtijoXnjRzCvh8OeOp/vVTpbS/LbGX+PO369KsEwUzGHDs2Tz0PtWT9ha9D98zyq5USXBfLDH4s+WPpVXNJHtlVlAeMBTGDz6AfpVs3etEsc0gUBuPAOTj19KpreGQXZmCLIrkdD1x60ZMEUFaPJOkTGPIIfIB6MCPSp9QQ3Vg0bxqrK2SwY848sUiqFnyhZAuVyD0NE27O4AuYg3oQcdOhoL4C/kooIPmJ3kQDuoxxz+I9OKJScpFJAv4hgJn0JqWWOO2bKnDBeBnA9ags7czu8hG1c8jOTtpNoPYXbRGBu9kyc+Q54qaFwswaIkEeEH1GPP9adDtcbX37R4QB1AoWUvFMwj2qpUjG7mn6VgHhpHuu8VmkCKU46hT/rRpMa4Ukq2PNePrQsERt8SY35PAzgEedTLOssbOEfJbbg+VYAIW2zsNrKp4J88eWPvR0j4ZgFKkAAE0hRJnxknjjj6cUu4mNRt5ZueaFUGwOJmBmE0R3l8DxZGwdOPWkmlaO+t2iDle82OBxtGOp/SpJWEcgmdf3YJ5LYx/pXrTLzrMy7x1ZfX/SslejXQRsY8hzhnyfWkGPAiqCMbiM8+tSO3eybwegJO38I9hUeRGhJKhiAN2PU1gAtxGF2SknrnHmaN0aETzzxMSsbMZFyc7fU/pQ8x3SjjxKysD9Ksb6EWaQXLj93cRlu7zyx8ifbNUghZMF0uNrm8jgwH2ZZ3PJzjAx/QUzWO9ugtqSCEPdqMdOealuIxDZR3e5UMjbSqeoHXFR4RHBXGQufqa0nSoy+RkMb21v3TLnZ+E46jNOkWMgN6nd+VO1K4CiKT+OTKkY44HQfTilSPurWPJLZjBFTcaGTIZL2W4uREwAxEAp6kipoJUiinEgBLrhOOhoKRMXSyDjZ4fsadcxhkKBuSMdfvWUndmaQsCzR94JerHIPtVhocvcJKGAG/OJD/CPb3oSUEpEonVmZcbB1AoiRHs7eOVTxIh4boCcjiqxVSsR7QD38c2s2yTf8KLJz5mjtUFrNIq22VyNzgnriotKS2ZWaSDccMS2egpsARWaeQblI8PtTRut+wPsJWWBo+7xtCjz8zVRqQkieOMISN2Wb2qe5nQzL3Izt6+5pNSumdGM2FJwAtBu00FaKnV5wiY6ZoW2mqt1q97y77tWyFpLWfpzU6Gs0UMtFxSVS283A5o+GT3pRky0SQVLu4oCN6IR8+dAdBUh4qrv04JFWEjdaCuCCDSuNj3RQXblSc1VXM2M81calFkEiszfsUJzXO40x07DtL1QQXAVn2jPBrTxu1xa8gSKTlfauX3dwc5Bwa0nY7XFkX5OaXbID4cnrV8UvROa9mtuhCkQeM+JuGUeVRtCsMWFbgjOaliRAHMhyHHDDyqX5YT2zMHw2Ko42id0P0qbfpsbwuXmRyHXPlVPqG+418GUMpLMcelEaGiW2qJG8pjMmVYZ4z5VaahC3hlMQDoxy3qDWdyxm/bIFhhMkq7ei8cV6S07mRn3HE34T7D0p9nOIboAgkPlSfTiir22maPes3/BXOMdBnmpqCcWwt0yPSJ0F8IXTEMgBYk8g1LqYiitS4VBJHIF9setBDamXA5/i56UbNAtxbCOXlX/CwPP+808HceIsu7AbG7jlZlRwrqM4PmPKku4knvt4REIA6efFBWwSBnk2DxnZ9vSrS3jBQOcsw4GfWku1Q/ux1vuiljjD8BTlj1zRMZUsneqysviUr0J96Akl3ypDtyxU729OeKNUsAB/xFVcHnkU0WBoLhaZMElXB4VZBkCoO7EKOoZT5gYwAKkjj2shiZsKuPF1P1pbwrje20eEAhR79adiAkoiQAd4AOSB5EgURayO0asGB8PiB8iKrm743zxSbXjTadyHIJ9BUrukavBGTlsHPoaW6GPaqouJkQERKMb8UQsCwDGM5PiIPUV61RZB3jkEqfPzNekZ3LRbQCOpB6it+QE8UhCZ2qM5JBHNDd3FM/gQq5HIznPmahed0Zoeo29ccii1j2JuUAlxkH0Fa7DRJCCwMYXjGF56Ch4pSmqmKQMVkO4HPVgP1/0pe/Vpu6YKuRlecdOtRwJG8hlBO6Mlua3YOiweQKcoWDHpx54qCGT96crnC5GTjnjNS7srH4TyM0Fcs0WXxwR5+dZsxNdR/MR7ANu5SCSfpU1nHFbOXlYlCvQDr7UgG+Nl4IC44pJ3AKoQCx4z9OaZNJ2BkKS/4g24K7WUBF6HryanbCudpG7IHPTIoLZvcXYAVom2+/2/KpllLvG8ZDZbdx5UNm0T2Ebv3vhBIy4J/rU8TfOzJbsRwuN7evpnyFRX8csJEYwOFICnOfOvTkR26TMVO8nK+efeqrWhOyq1OUyXECRSjcjlNuOuR5fSrQKyRhX8TdM+oqutoVad2MsfeKOEz4gDz0qyvLyMLBGMM4THFI17Y9+kCJC95qMR3tsQMAn/ADVYXt3GPl7Xue72ZGD58UtnItuI58ZQr4jjz88ULDt1O5a5DKpLHGegAo1UddsW92R3C+E544JpNysqtyRwaknBI3E9efyodtxj2Iu054NTHCNEjhudQnlAIUcDPTOP5UmoTST3SQZ3xoNqsOh5qWRG02yDLGSZEOD6H1r1kmbeSVyq45BPlirU6one7F1CIQSLbReFpEBKg/zpgMaw9yFIcDHPrTIyRcfNykvu6D0p86rN+/BCtngUy30AAiiZZeSNqtyao+0epqJ3KMGPQURr2qJa23y8TZkP4vasV82LqaUDdlGwc0ONKg2OZ2aQsepNE20mMc0IafEcGhRkXlrN0qzgk4xmqC1c8VaW71NodMuInohH4quheikbigMizkoK4PWjpOlAXXSgh2Vd43UVnNWiDgkVfX5xmqK8frR4qQt0ZPUUdGPHFVqSvFMJEYhlOQRWovIUlB4qjvrJkJIBxU5Y3HaGUrN92R123vrZYZZNsyjBB862kDgw7CgKuMblrgdtNLaTrLExVlPWupdiO1NpewfLXT9zcAcHPBqmOVuhZqg7WYhb3quuWyQCTWhs5DJbxOuJHUYYGqHU5kkYh8MQchqWwvmt7pHVgBnkUqlxkCrRZzWUtviV2Dhzxjy9qIGZ4iC2MDB9xSuhuYCO9CoWBGPWoV3wHDckHDYp64vQLvQLIEt5BAzAl1yp9TRNjIjbg2Tg/hPHNC6zbtLbb4NwlUZB9MGpbe5SSOBgArNjkeZpVUXoPaIfl8XzMqqI8AgH186OTBCnjCn7Ut1FH3YkUYKj1odTHPA7ByucHHpS8aYb0OvooIT8xGcSPkMpPHHSorO5ElxKisC4HODxn0qbUIRNZOuAX2kg56mhNOthbwLI6jexDMw8zijLT0aPWy3G1oyWUhuM88VJgtCyMVbw4zjkVF+IbG3bSQMr1pqOsUzyFihyB7deDRsWiMDuYymNxB4xUEEbPOC2WGSfpU91+/mYKOAcnHnUiYjjCsVzjJOegodhHovKhPwg8DFQXirBI0yk728OT5U23kErlS4xwUNOuJBMNm4uqNkD3rXoxHaxqSxlJHAJJ/lR8bSKATtZVOdpFQkAqQoII5P1pskxbCgncpzRWjdlVfrcteq1oiOEc7txPn5U+6udQsoVLJaAE8AZJY+nWjpJ4rS2aaYdD4PVjQemRm7upLu9JLIMpGei5860VQHskW9vbSBjd2hFw6qVQeWSeP8AfrSXq6q0BZ1tcKA5UZzjrxUfae8ksY4ZIMFmYJnGeMjy+9EXVpIbOaSXUJ22qT4W2g8dKP4MTR3f/wCztcRbN23dz7eVBzT6pd2ZlgjgiBHJf+LjnHpUEcxg0JvCFUqwJz15NW2lgfsyBWGf3fI+1EBTQ3N3cxKtoiDw4Z2J2/ajuzksskE8E8aRSQHGAeoJ60P2YjlWEhRwZCD6AYFSRqz6xfBW6HgjmiAdbXl7cXEvySRKikqJJSeT7UkV3Kbo2V3Giu34WX8LV7QH3WDIeHWTDL5io73Y+r2UURJZcu/PTnP9KzfoyI7NbyDXi5EDSd3+Ek4K5/nTg9zNq0qwW67tngLZ2qM+deYl+0BXPHdDJ9s9KJuby4j1Oa3tpPl0iTdnGWPp/Om06sG0OvNS1GC3itblbdoHfBeMEEcY/vU0zjTdKUAhvEcA/iPTp7nNU17G8Vvb3D3NxI7uPDI2RjnkCi+02DqVlDFJujMmSen+Wimn9zBXoi+c1MWnzc0UAQHBjBJIGfWjTexRWXzJUFSoKAnnPpXtWWGLTZ1i3NmPnI6H2qi1SRv2VannamM4+lTWnsbstJLzWrlhO/cbB4hEc5qSLUUuoQUY7ScOvoaq+6uDho7+Zk67uOlC2ksMbSdxMZAW5JGOabk2gUa2O8SWF17sBEU1jr3tPeNCYreOEOpxvOcflTNT1WSOJ4bd+oO8g1mdKYm0JJydxzVlpfkRki3s1xdSJdY77rkdCKG0/wD8Vd//ANT+ppT4tYG3nYni/wB/ek0//wATd/8A9T+poMwWRTkHNJ51JGOaAQq261ZQHAqvt16VYQCpsdB0DYxRUb8UDHRMZ4pGOjQsPDQVyvFH9RQ1yuRQKMz2orwazd9nJFazUI8g1mNTj2seKeJNldSOgdcEUvnS5qgllXe6eDkoKqyk9rMJEJVlOQRWoOMVDPbRyg5UZqcsV7QymWeidoYtStks51Ed0OA3k1WIaeGXDg49aw9xp0kTd5CSpHIIq30btPcQFbTVFEkXTvCPEKRxv93Ybro2+jaoEcwSMdjdDV7+6YF1clivGfOqGWHTJreCfTZ1ldxkhTT7S/8AlpljuVPXz8qfi46Yt3tFvassow5+1Ci1Nvcb0I2dQCeh86dOJJyklsACDnjoRRLlSvduuHB5zSNWMmSwSK4weevBquwtncksT3b5IPoaatxJaXbLOuEPIbyoy6ijv7YIuTkcEeVL2tdh6JtPeOaMyKQ6NnHtUM7RRnuzkcZGPSm2DCCNITgBeBipr6MToChG4A4xR7QOmNtHcuxBypbK817VklaBXt0yScOGPGM0NbfuIEHJI5YH1q1t2DxeLxDnHNBbVBfyRQp3aqwJY7eP71HfxSNbB0XOc7yOoFe77urgIwyCOp86IusiJjv2KQce9FK0ACuCqKqxghzjoORRFpH3W7Kjk8e5qC3iZkPeNzx0ovcpYK1KluwnpgYyODh+c/ShrZHeTviqpzj6CjNqTwjacjzOelRLiNdoBxnJ96doVMbe2MN8qmXf+7zgKfX/ANqq10i1t5HLTT8nDEvxV3G3RiQGY8YNB6lG8jEhW2MTu9TW9WYGewt7yH5MhzGDlGJ8RP1qe30uARrDJNcTBTjDvkCibeNEjQIMEDHPlUV0zw3EMqvtRdwcZ6g+da6N2NuNOgawNqS3dgn6nzp9oqLEIUOVQbceeB0osAFAp5GOeaGjCwz8MRgcDHSsAdYWq2Nq8SsdpbLbm5+n6VBFDFBJLcAvlxkjPBxRMx8GfPHnQwczo0bgjjkii2agO1hh1FBdL3tu+SHMZ25+tTw2Udq2YA7yScO7HJp0LJDP3K4VZOfqaIaUgEg7cigrCyCayguJBI5kR143IcE1BqVgdTvO/kkePuQFUo2CwolZdynqD60m4gkICSfWmu1QtUDrp1t3apM00jgg72fJwPL6VJd2kd3LFIwctE25dp+n9qVpkM4iTKll5qZyLcN4zubg4NHbZugbUCrRC2d8KRjjqBVZKYUiMH4owm3DeYp2r38CyhYySwHiPvWfuLuSRjg4BpuLYHKiaWCJFIFxOkJPKh+DUNzNH3fc26bIx5+ZqAsT1NNqqjQjdg8cCQQMiZxyear9PtUltu83yI2SCUbGat26VGqqi7UUKPQDFEAPb28cAIUHJ6k9TSRwJFJIy5zIctzRJHNMxk0AiKM1PEntSRpmioo+aRhRJAvSjYV4zUUSYoqNcCkY6JEFTL0piCpVGKUZGipsi7lpaWlKMqryHg1ndVtiVPFa+4jyDVRfW+4HiihWYaRSrEEUlWup2ZViQKqypB5FWTskzwpRSCnfSmAIy54IoW4s4pRyBRoFeIzWqzWVdib/AEe6FxZPx5qehrRaZ2gt9UuymqAW7Y6noaAKZFDz2ccowVFbhqjWbGK7kikC2s/ewnyzzij1vY2XJYiceR8657aC90+USWsx4/hbkVdW2uLPKBfp3R82UcUnCw3Rr3ZbgD5jG1htJNNtWFogjhYmMe/Sqp7pNqLb3KzIeduelFCcx7QxaMsMHIpHCmFSCdTiFzar3NwUl3dRXre+e0hC3Dr3vQkedV7u8LEA9eVIqN3E0wknwz+9Taadoon8lzCe8Ic8A9OKnhmWJljBxVV86EjIUcH+dMS4WYEksj4yOPOt0Avz+/aMjkqTjip0ImBVlG0efrVDpl3PsK3AUMOQQetWPfqIwEY7yeaK3sDQQ5wDhR7CgUuu/fYn4lYceYNENIroEPDg5zUZgS3clThgdze9ZpmTD4nUDaox1/Oh7t2jw4bI2nPHSgJtRHeNtBPrxRNvcK8ZDgNlccisYdYz96+Tgp1Bz50c7Zj4IAxmq2dorSAbIwABkBRTIb0SpkjaCOh8qy1pmZKLoLIASQDwR/WpJz3yGDILFcZ8x70PMglClVQDIBJ/nUkWyCRmYjGMZPU0KfRgq2fbCFYnIGOepHrTLg85B5BFRSy4xIWHAyBQ3zasAVb3z6U1ACDcd5wPw9B9aRpGC7uBg8ig5CM94vTowz514XSr1IPlzWMGjYYzI7eIdBjpQ01zkAjj0oG7mvHUrAV2sepFLtWOJDNMhOOcGilfQGwwzkqCDk4xUhMoUFm2giqq41W1hjCxRlnA6+tVl1ql3McbyqjyBqscT9iOZoLm/tbfJUgEjoTk1T6jrU8693FhV9ccmqskscsST9a8BVlBIVybGksxJJJpMU/FeIrUAZivHpTjTTQMNIpDmnGkCk1gjDzTo0yalSIk0RFD7UrYUhkcfFFxR06OOiUjqbYyGxpiplWnKlSBaRjIRFNSAcV5RingUBkXteFLikpSh5hkUHcxAg4FG5wKZIoIrAM9f2oZTxWfvLMqScVtZ4QQeKq7y1DA8UyYjMdJEQelM5FXd3aYJ4qtngKk8VZMRoHpwNJtPpTlpxRRXgOaUCnBaKAM2CvGIHqBUgFOC0TA6Rd24eMlG9QaJN9fMVEkodR0BHNIVr2z2ogCo9SxtWRGHuORRZvbdzv3KT0xjFVax54xXjBnyrOKZrZeGaN1CDIX3HnXmTAwjgtVGIpB0dvzqWN7mMYDUrxJh5MtJPmNvAPSmrezQbcgn+dCxXlzGuWXc3rmvd/uJkePn0FB4fgKmW8Ooo+7fncentRaXTDB8MgZfXpWaEis5YoQPSvRXEscm5XYKPI0v0ZI3NGjM0WxRjDZx0xUUguRLhMEE1SnV9oKvGSM9QKJh1KOdgWkKgeR61N4mMpot4JGAZZCvTBzzTR8uni3Etnjmq8uj7277jy96ieVYmwWB445rfSvs3Ki5N0MBR5VBJegkgjLE+lVr6oixARg7wetBy3c0ku9ABVFiF5l403zEqruO30PFMvZFjb93t99pzVNG1yW3byDUoBySzEk9eaosK9i82FtfMp4PNRG8jBJ25PlQz48qjK1vpRNyZPJfXLjaGIWoDublmJPvShadjinSSFeyEim7amIFJj2rGI8CvYp2MGvYoGGkUhp1exQMMNNxUmD6U5IiTSsJEiE1PHFx0qeKH2qdIqVsNEMcXPSp0j9alSP2qdI/akbHRHHHUyJ7VIqYp4SlCMC04LUirTgKUIwLTsU8LTttYZItq8aWvY4pCjGmkpcCkNYUY60LNFnPFHeVRuufKiApbm3zniqu5tOvFaeWIEdKDmt8+VMmBmSuLQjyoR4mU8itVPbD0oKa0B8qopCNFCAR1FOHNWEln6Ch2t2B4FUUkLRCKeK93bA9K9g+dEA4UoxTAeMYpwNFAHcZpwpimnCjZh4PPSnfamAgU8UbAePSmlSafS0bNRCFPTNe7v1qY000bMQmNRTSigcCpitIENCzJEJB8s0gRifOiRFUqRgVrMDJCfMVMsWKICgCvHpRAR9BTCcipGxUZHnWswwmvAU7bmvAUDCY8hXjT8Uh96FhGGm+dSEZpAhoAGeVNJyanELGnC2PpQsNA2CTxT1jJ8jRcdr7UTHb48qHIyQDHAaJjh9qLSDFSrFjypGxkgZIseVSrFzRCx+1SLHSDECx9KkCVKEp4WgYjCYpwWpMe1LigMR4pwFOxS4xQChoFLjFPxxXsVglgDSivV6kKHjSEHNer1YAh+tJXq9RAxCuajeMYr1erABpYQaElgHNer1FAaBpIBQ724Ner1OKQtbKc1BJag16vUyYCB7Ug0wwMPOvV6mTFoaYyvWk5r1ep7BR4Hnmn7q9XqKMKGOKXNer1EAop2K9XqxhdvFOC16vVjDqcK9XqID2aQnNer1AzGmkI5r1erMwgXNOVDXq9Wsw4REmniDNer1K2ah623NSrbivV6g2FIkWAVIsI9K9XqVjEqRDPSpFjr1epTDxHTxHXq9ShQ5VpQter1YIuwZpdter1YIoFKFr1eoGQu2kxXq9QGoXivYr1erBP/Z" 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Włóczka CARINA produkcji Xima (Polska). Piękna włóczka o delikatnym połysku, śliska w dotyku. Polecana na letnie bluzeczki<br />
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Skład: 100% wiskoza, <br />
Długość: 100g/180m,<br />
Zalecane druty: 4,0 mm - 6,00 mm, szydełko: 6,00 mm - 8,00 mm,<br />
Producent zaleca pranie w temp. 30 stopni C.<br />
Cena za motek: 13,00 zł.<br />
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Zdjęcie pobrane dzięki uprzejmości: <a href="http://zamotane.pl/pl/c/wiskoza-i-mieszanki-z-wiskoza/140">*zamotane.pl*</a></div>
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<i>Włóczka o tasiemkowym splocie i ładnym mocnym połysku. Dzianina z niej
wykonana jest lejąca i chłodna. Zalecana na letnie wyroby: topy, bluzki,
szale, torebki. Uwaga! Warto końce włóczki zabezpieczyć odrobiną
lakieru bezbarwnego by się nie pruła. Warto też uważać na motek w
trakcie pracy, ponieważ przez to, że włóczka jest śliska spada z kartonu
wokół którego jest owinięta. Niezbyt wydajna.</i></div>
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<i> </i></div>
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<i>mala-gosia100 </i></div>
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recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com1tag:blogger.com,1999:blog-9126609382550122330.post-8564214006534270232013-01-19T18:44:00.002+01:002013-01-19T19:15:05.320+01:00Opus LOLIPOP<div style="text-align: center;">
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" 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Włóczka LOLIPOP produkcji Opus (Turcja). Ozdobna włóczka na wieczorowe kreacje. Nitka o pięknym połysku, średniej grubości i
wydajności. Nadaje się na druty i szydełko.<br />
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Skład: 75% poliakryl, 25% lurex, <br />
Długość: 50g/150m,<br />
Zalecane druty: 7,0 mm - 9,00 mm,<br />
Producent zaleca pranie ręczne <br />
Cena za motek: 7,00 zł.<br />
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Zdjęcie pobrane dzięki uprzejmości: <a href="http://zamotane.pl/pl/c/lurex-poliakryl/185">*zamotane.pl*</a> </div>
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<i>Włóczka nienadająca się na odzież (drapie), ale za to dodatki z niej
wydziergane zachwycają i dodają blasku każdemu ubiorowi. Polecana na
torebki, biżuterie, czy ozdoby świąteczne.</i></div>
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<i>mala-gosia100 </i></div>
recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-85784021632848573362013-01-19T18:32:00.000+01:002013-01-19T19:23:52.889+01:00Inter-Fox CLASSIC<div style="text-align: center;">
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" width="320" /></div>
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<span style="font-family: inherit;">Włóczka </span><span style="font-family: inherit;">Inter-Fox CLASSIC</span> produkcji <span style="font-family: inherit;">Inter-Fox </span>(<span style="font-family: inherit;">Polska</span>). Oceniana jako miękka i delikatna.<br />
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<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> 100</span>% akryl, <br />
Długość: 50g/330m, <br />
<div style="color: black;">
Zalecane druty: 2,0 mm - 2,5 mm, szydełko: 1,75-2,5 mm<br />
Zalecane pranie ręczne</div>
<div style="color: black;">
Cena za motek: 4,90 zł - 5,50 zł.</div>
Zdjęcie pobrane dzięki uprzejmości: <a href="http://zamotane.pl/pl/c/Classic/350">*zamotane.pl*</a><br />
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<span style="font-size: small;"><i>Włóczka dobra na wiosenne wyroby: bolerka,
szale, swetry etc. Włóczka dobrze się zachowuje w trakcie dziergania,
dzięki dobremu splotowi, gotowe wyroby posiadają lekki połysk. </i></span><br />
<br />
<i>mala-gosia100</i><br />
<br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com1tag:blogger.com,1999:blog-9126609382550122330.post-52626644924350956392012-10-01T20:40:00.004+02:002012-10-01T20:40:56.538+02:00Coats - Schachenmayr SMC AZUA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoaCOT2JaQISe_BE7JUt-WnIcbepSy9iJLAGKFXPhOknJ2oZ3HVcPdIaoHvbybrOREK9Kt4QGQyO2uX0J_R41-rEthjIbjNQUuT1-nvpeGMW945JTvZYcmQZp0fhFETKOvfnkyeqjcGjNX/s1600/1_490840d4d8ea.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoaCOT2JaQISe_BE7JUt-WnIcbepSy9iJLAGKFXPhOknJ2oZ3HVcPdIaoHvbybrOREK9Kt4QGQyO2uX0J_R41-rEthjIbjNQUuT1-nvpeGMW945JTvZYcmQZp0fhFETKOvfnkyeqjcGjNX/s1600/1_490840d4d8ea.jpg" /></a></div>
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<span style="font-family: inherit;">Włóczka Coats - Schachenmayr SMC AZUA produkcji </span>SCHACHENMAYR (Włochy).
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<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>44% bawełny, 26% poliester 22% poliamid, 8% akryl,<br />
Długość: 50g/87m, <br />
<div style="color: black;">
Zalecane druty: 4,0 mm - 5,0 mm,</div>
<div style="color: black;">
Cena za motek: 8,80 zł.<br />
<br /></div>
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.fastryga.pl/go/_search/full_search.php?SEARCH_FORM=&search_query_words=Azua+&x=0&y=0">*Fastryga.pl*</a><br />
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recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-71755861220663519972012-10-01T20:37:00.000+02:002012-10-01T20:37:12.204+02:00Coats - Schachenmayr SMC AVENTISTO<div class="cat_desc">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDf9Edt_3nCmdI2Z_wSMhzlUjg5UcpHgPlQ8ciXVcnUGpA5Dos8SUwa5J-rCqS3Go_5uSDNrsRF2CsoIAihK_K-uXyYDYjo8gUQTGgEtO3DqZE_RSW_ViogxWLcctoFBIkq8-4ODFLb8WF/s1600/2_d0efa2183d91.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDf9Edt_3nCmdI2Z_wSMhzlUjg5UcpHgPlQ8ciXVcnUGpA5Dos8SUwa5J-rCqS3Go_5uSDNrsRF2CsoIAihK_K-uXyYDYjo8gUQTGgEtO3DqZE_RSW_ViogxWLcctoFBIkq8-4ODFLb8WF/s1600/2_d0efa2183d91.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggGOSqLItiOcKzAbNTb329mDMS5JylAfDFc1VOHoE2hrBoyCF8-l0Vg3wuso36DCnVG09rYGnU8JOBpDyAlKD5KL76f58IDpLgPCZN4qZ4ONedvC_vxTxSqn0wPfA6_GRYKkZD0pdgaxRP/s1600/2_3256f4f89759.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<br />
<br />
<span style="font-family: inherit;">Włóczka Coats - Schachenmayr SMC AVENTISTO produkcji </span>SCHACHENMAYR (Włochy). Bardzo ciekawa włóczka o splocie łańcuszkowym w
pięknych odcieniach. Kolory łagodnie się
przenikają, gwarantując piękny, oryginalny efekt na gotowej dzianinie.
<br />
<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>52% akryl, 48% wiskoza<br />
Długość: 50g/85m, <br />
<div style="color: black;">
Zalecane druty: 4,0 mm - 5,0 mm,</div>
<div style="color: black;">
Cena za motek: 11,50 zł.<br />
<br /></div>
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.fastryga.pl/go/_search/full_search.php?SEARCH_FORM=&search_query_words=Aventisto&x=0&y=0">*Fastryga.pl*</a></div>
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recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com1tag:blogger.com,1999:blog-9126609382550122330.post-4234835312043133572012-10-01T20:32:00.000+02:002012-10-01T20:32:28.159+02:00Coats - Schachenmayr SMC AVENTICA<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLVJEYtzDg07MOY_GoWIeJxPie9-LzmLv37__EG5fB7uYJRhJ8pM3uW1fpGqE_OgYdbAh3niDQhksHbhHfWdpVGlywLYUWVa8rDoS5_S-_8bhyphenhyphenbHmgR3Wd5t1-D9GuDmiFKLO8BFJKOJA8/s1600/2_3256f4f89759.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLVJEYtzDg07MOY_GoWIeJxPie9-LzmLv37__EG5fB7uYJRhJ8pM3uW1fpGqE_OgYdbAh3niDQhksHbhHfWdpVGlywLYUWVa8rDoS5_S-_8bhyphenhyphenbHmgR3Wd5t1-D9GuDmiFKLO8BFJKOJA8/s1600/2_3256f4f89759.jpg" /></a></div>
<br />
<span style="font-family: inherit;">Włóczka Coats - Schachenmayr SMC AVENTICA produkcji </span>SCHACHENMAYR (Włochy). Oceniana jako bardzo ciekawą propozycję
ze względu na kolory,skład oraz dobrą jakość włóczki. <br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>25% wełna, 65% akryl, 10% poliamid <br />
Długość: 50g/120m, <br />
<div style="color: black;">
Zalecane druty: 6,0 mm - 7,0 mm,</div>
<div style="color: black;">
Cena za motek: 14,90 zł.<br />
<br /></div>
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.fastryga.pl/go/_search/full_search.php?SEARCH_FORM=&search_query_words=Aventica+&x=5&y=13">*Fastryga.pl*</a>recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-21360615651954608332012-10-01T20:25:00.004+02:002012-10-01T20:25:58.295+02:00Coats - Schachenmayr SMC ALPAKA FASHION<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgffzYQIL_NhMMrqmYvQEloKpNt9SgNbWBTj7VdiEG-b3SMoyKKKNuFJXtvXHF4qLXqw9MV5S4uVmY-JfkskhiKRxMsGDfQjm63gO1vwGcYnD-iEn9hQVEZROwQgnPirmLQlhyphenhyphenx-3yLBHIo/s1600/2_b97f6787a2f3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgffzYQIL_NhMMrqmYvQEloKpNt9SgNbWBTj7VdiEG-b3SMoyKKKNuFJXtvXHF4qLXqw9MV5S4uVmY-JfkskhiKRxMsGDfQjm63gO1vwGcYnD-iEn9hQVEZROwQgnPirmLQlhyphenhyphenx-3yLBHIo/s1600/2_b97f6787a2f3.jpg" /></a></div>
<br />
<span style="font-family: inherit;">Włóczka Coats - Schachenmayr SMC ALPAKA FASHION produkcji </span>SCHACHENMAYR. <br />Bardzo dobra jakościowo oraz wyjątkowo miękka. <br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>100% alpaka (wełna), <br />
Długość: 50g/100m, <br />
<div style="color: black;">
Zalecane druty: 3,0 mm - 4,0 mm,</div>
<div style="color: black;">
Cena za motek: 17,90 zł.<br />
<br /></div>
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.fastryga.pl/go/_info/?user_id=2773&lang=pl">*Fastryga.pl*</a>recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-75536936884164743762012-10-01T20:22:00.001+02:002012-10-01T20:22:37.491+02:00Coats - Schachenmayr SMC ALPAKA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihguyIVl7STBSLg_8NnNyW5Yofb9XGVPl01RAVFmkAAQB4O_0OqU53FsGnrykocUbxOHoN590XylWukNRM1HfgbYnB-NCZmzZGroJEpBVkS0Pple7JaGflymnU-2q5cUwFkZ1oJnAQuTuo/s1600/1_14506e6784b4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihguyIVl7STBSLg_8NnNyW5Yofb9XGVPl01RAVFmkAAQB4O_0OqU53FsGnrykocUbxOHoN590XylWukNRM1HfgbYnB-NCZmzZGroJEpBVkS0Pple7JaGflymnU-2q5cUwFkZ1oJnAQuTuo/s1600/1_14506e6784b4.jpg" /></a></div>
<br />
<br />
<br />
<span style="font-family: inherit;">Włóczka DCoats - Schachenmayr SMC ALPAKA produkcji </span>SCHACHENMAYR. <br />Bardzo dobra jakościowo oraz wyjątkowo miękka. <br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>100% alpaka (wełna), <br />
Długość: 50g/100m, <br />
<div style="color: black;">
Zalecane druty: 3,0 mm - 4,0 mm,</div>
<div style="color: black;">
Cena za motek: 16,90 zł.<br />
<br /></div>
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.fastryga.pl/go/_search/full_search.php?SEARCH_FORM=&search_query_words=alpaka&x=0&y=0">*Fastryga.pl*</a>recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com1tag:blogger.com,1999:blog-9126609382550122330.post-67683680262201534852012-08-10T12:12:00.000+02:002012-08-10T12:12:07.789+02:00Drops VIVALDI<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqZ4VLYtn8MsHU8yYfkAuOHoZSGEIc5-9vr7CXG7uR4r-J_CRQgM-aBf2y8e_w30HOZeiArSxHFVLocqssF4HNXfKfi80Ejhe14QYQ1T5Y2d1nHaijJCGqs74I8vZQb4JfCKBF1Y8GQPVc/s1600/min_213_219_q7q35ktb4z8w0w8bxgvw.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqZ4VLYtn8MsHU8yYfkAuOHoZSGEIc5-9vr7CXG7uR4r-J_CRQgM-aBf2y8e_w30HOZeiArSxHFVLocqssF4HNXfKfi80Ejhe14QYQ1T5Y2d1nHaijJCGqs74I8vZQb4JfCKBF1Y8GQPVc/s1600/min_213_219_q7q35ktb4z8w0w8bxgvw.jpg" /></a></div>
<br />
<span style="font-family: inherit;">Włóczka Drops VIVALDI produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Wspaniałe połączenie moheru i wełny z domieszką poliamidu. Włochata
struktura włóczki nadaje jej niezwykłej miękkości, a poliamid sprawia,
że jest wytrzymała. Nadaje wyrobom wyrafinowanego wdzięku i elegancji.
Polecany do stosowania zarówno samodzielnie (podwójna nitka) jak i w
połączeniu z innymi włóczkami. Polecana do wykonywania chust, szali oraz
lekkich dzianin.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>56% moher, 14% wełna, 30% poliamid,<br />
Długość: 50g/280m, <br />
<div style="color: black;">
Zalecane druty: 4,0 mm,</div>
<div style="color: black;">
Cena za motek: 10,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 19 </span></span><span style="background-color: white;">oczek x 26 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,vivaldi_-1_czarny.html">*AmiQs*</a>recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-23672790284345133932012-08-10T12:08:00.002+02:002012-08-10T12:08:30.147+02:00Drops SAFRAN<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgALmMEx419uP1IlAZY2a1Vx_XdDPHB9V4yJEr_kA1o2gtL01lS77EOCQ-vixNmrSFZnUhIhxaJoucS3jXlOPaCLqwvGfIxB4qZeESIFngG-mNfHlWycpxbkOnxOMECMbabZblfkwWoSpA/s1600/min_213_219_3uq76uuz0cyjklw6iqgq.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgALmMEx419uP1IlAZY2a1Vx_XdDPHB9V4yJEr_kA1o2gtL01lS77EOCQ-vixNmrSFZnUhIhxaJoucS3jXlOPaCLqwvGfIxB4qZeESIFngG-mNfHlWycpxbkOnxOMECMbabZblfkwWoSpA/s1600/min_213_219_3uq76uuz0cyjklw6iqgq.jpg" /></a></div>
<br />
<span style="font-family: inherit;">Włóczka Drops SAFRAN produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Lekka bawełna niezwykłej jakości, pozwalająca osiągnąć wspaniałą
sprężystą strukturę wyrobu. Polecana dla niemowląt i dzieci. Wyjątkowo
łatwa w użyciu - szczególnie wygodna dla osób rozpoczynających swoją
przygodę z dziewiarstwem.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> 100% bawełna, <br />
</span><br />
Długość: 50g/160m, <br />
<br />
<div style="color: black;">
Zalecane druty: 3,5 mm,</div>
<div style="color: black;">
Cena za motek: 10,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 23 </span></span><span style="background-color: white;">oczek x 30 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,safran-10_zolty.html">*AmiQs*</a><br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-30006217377098020982012-08-10T12:05:00.003+02:002012-08-10T12:05:50.553+02:00Drops PARIS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ru_3t0HpaPxObIATjkTMcZVbp7UYcz8_UdgYqT8op7QC6S1DArnkaR8fGeUBxubiMadkAnjxbHqFWPpucd_k2FxyJW02pW8lyLxbyJWmjYTehn3ZYCLqYmMPrZ-zo96xTP6FhGfTyEoD/s1600/min_213_219_7c9dsy7hp1x0ip6k5m3a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ru_3t0HpaPxObIATjkTMcZVbp7UYcz8_UdgYqT8op7QC6S1DArnkaR8fGeUBxubiMadkAnjxbHqFWPpucd_k2FxyJW02pW8lyLxbyJWmjYTehn3ZYCLqYmMPrZ-zo96xTP6FhGfTyEoD/s1600/min_213_219_7c9dsy7hp1x0ip6k5m3a.jpg" /></a></div>
<br />
<span style="font-family: inherit;">Włóczka Drops PARIS produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Grubsza włóczka bawełniana super jakości. Matowa. Wyjątkowo łatwa w
użyciu - wygodna dla osób rozpoczynających swoją przygodę z
dziewiarstwem. Polecana do wykonywania wszelkiego rodzaju dzianin
wiosenno-letnich. Posiada Certyfikat Oeko-Tex.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> 100% bawełna, <br />
</span><br />
Długość: 50g/75m, <br />
<br />
<div style="color: black;">
Zalecane druty: 5,0 mm,</div>
<div style="color: black;">
Cena za motek: 8,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 17 </span></span><span style="background-color: white;">oczek x 22 rzędy.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,paris-23_light_grey_jasny_szary_.html">*AmiQs*</a><br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com2tag:blogger.com,1999:blog-9126609382550122330.post-61094175231400761032012-08-10T12:03:00.001+02:002012-08-10T12:03:18.156+02:00Drops NEPAL<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR_3fTv6v6-FnIDHPlAOFtecF-Nsg4PJ7LY_-_1gQoJ6KY3j0w8p4lhBnpDomRmFV_yRLjQOgqBl4CtmlMIzg4u-wNpD4Mtw9Sz-vNMp_I2LIc8Pdq15JA3myqMW1gY_puR7caYaG4Z1Mq/s1600/min_213_219_ebk2e7885cou9r293i60.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR_3fTv6v6-FnIDHPlAOFtecF-Nsg4PJ7LY_-_1gQoJ6KY3j0w8p4lhBnpDomRmFV_yRLjQOgqBl4CtmlMIzg4u-wNpD4Mtw9Sz-vNMp_I2LIc8Pdq15JA3myqMW1gY_puR7caYaG4Z1Mq/s1600/min_213_219_ebk2e7885cou9r293i60.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF2kywi5cKwwvF-ihYKMIxOD4z8L0vkHQfYTSzIsPlben-DWfB1UWTSgmHL8EIB73L5RleiDz9_uPQORtS1RVXcQrixFyIpub1KxuUzCcB86Vs0tGJV3Hs7gAvMoGYSa_8f6nzxUBblr7E/s1600/min_213_219_f1e3o743l4q75tl2tnq5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<br />
<br />
<span style="font-family: inherit;">Włóczka Drops NEPAL produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio (Peru). Niezwykła jakość połączenia dwóch wspaniałych włókien. Włóczka
wydobywająca z alpaki jej miękkość wzbogaconą siłą wełny. Łatwa w
obróbce, może być wykorzystywana przy zastosowaniu zarówno grubych jak i
cieńszych drutów. <br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> 65% wełna, 35% alpaka,<br />
</span><br />
Długość: 50g/75m, <br />
<br />
<div style="color: black;">
Zalecane druty: 5,0 mm,</div>
<div style="color: black;">
Cena za motek: 9,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 17 </span></span><span style="background-color: white;">oczek x 22 rzędy.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,nepal-1101_bialy.html">*AmiQs*</a><br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com10tag:blogger.com,1999:blog-9126609382550122330.post-28197911964272658422012-08-10T11:59:00.002+02:002012-08-10T11:59:22.731+02:00Drops MUSKAT<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwsqlhsSHPJ5Y4rYnue1oxgCFTsJ5QWyjEwxrnns1HVokWupcLL6W2G0DdT2FYkHCWPoZt7OxOWSeb64mzifng8O8r8Qr07Iu_tt74YQCCns9PGlMyjVoXEFcNfXWi83PLH0QRzJg2qut2/s1600/min_213_219_x9b102a4ib4o7787oocy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwsqlhsSHPJ5Y4rYnue1oxgCFTsJ5QWyjEwxrnns1HVokWupcLL6W2G0DdT2FYkHCWPoZt7OxOWSeb64mzifng8O8r8Qr07Iu_tt74YQCCns9PGlMyjVoXEFcNfXWi83PLH0QRzJg2qut2/s1600/min_213_219_x9b102a4ib4o7787oocy.jpg" /></a></div>
<br />
<br />
<span style="font-family: inherit;">Włóczka Drops MUSKAT produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Bawełna egipska super jakości, o lekkim splocie pozwalającym osiągnąć
wspaniałą sprężystą strukturę wyrobu.Przeznaczona do wyrobu wszelkich
dzianin, szczególnie ażurowych. Wyjątkowo łatwa w użyciu - wyjątkowo
wygodna dla osób rozpoczynających swoją przygodę z dziewiarstwem.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> 100% bawełna egipska,<br />
</span><br />
Długość: 50g/100m, <br />
<br />
<div style="color: black;">
Zalecane druty: 4,0 mm,</div>
<div style="color: black;">
Cena za motek: 12,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 21 </span></span><span style="background-color: white;">oczek x 28 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,muskat-1_jasny_niebiesko_purpurowy.html">*AmiQs*</a><br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com3tag:blogger.com,1999:blog-9126609382550122330.post-90782927996724459472012-08-10T11:56:00.005+02:002012-08-10T11:56:47.851+02:00Drops ICE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPssbOdLYQqEP9rTBDbdtHewUEN45a729bEUdZrFODwtR4GrRXKQQRLkJtH8WaPw_h3FvzvWmz9z3JiSGyi2z2xopmxfNOG8X-Ydx0SvTifuobcIVMLGEF3WYMpTum2hw-YLb-DxCeQ5tL/s1600/min_213_219_60bmc7973zo4145e3y7u.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPssbOdLYQqEP9rTBDbdtHewUEN45a729bEUdZrFODwtR4GrRXKQQRLkJtH8WaPw_h3FvzvWmz9z3JiSGyi2z2xopmxfNOG8X-Ydx0SvTifuobcIVMLGEF3WYMpTum2hw-YLb-DxCeQ5tL/s1600/min_213_219_60bmc7973zo4145e3y7u.jpg" /></a></div>
<br />
<br />
<span style="font-family: inherit;">Włóczka Drops ICE produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Modne połączenie miękkiej bawełny i akrylu. Idealna zarówno na lato jak i
na zimę. Łatwa w obróbce, wspaniała dla początkujących i zaawansowanych
dziewiarek.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> 55% bawełna, 45% akryl,</span><br />
Długość: 50g/45m, <br />
<div style="color: black;">
Zalecane druty: 9,0 mm,</div>
<div style="color: black;">
Cena za motek: 12,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 10 </span></span><span style="background-color: white;">oczek x 14 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,ice-13_jasny_fioletowy.html">*AmiQs*</a>recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-30852936322351037432012-08-10T11:53:00.004+02:002012-08-10T11:53:53.159+02:00Drops LIN<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj70NWAfsxMvWqU3IrNqfNqmNyzggV9r4s83PByROwbHeSw8ts5ogphKEunzwNGGuejC8BpXyK2SY2U77mn6QG1GhO31Bluzsh28Qifyxl6ssjpyclGIhsmNpWB2pgSBZ8-y8FUUzcS36fv/s1600/min_213_219_h3gc5k2vju46t8i4vm4i.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj70NWAfsxMvWqU3IrNqfNqmNyzggV9r4s83PByROwbHeSw8ts5ogphKEunzwNGGuejC8BpXyK2SY2U77mn6QG1GhO31Bluzsh28Qifyxl6ssjpyclGIhsmNpWB2pgSBZ8-y8FUUzcS36fv/s1600/min_213_219_h3gc5k2vju46t8i4vm4i.jpg" /></a></div>
<br />
<span style="font-family: inherit;">Włóczka Drops LIN produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Włóczka lniana bez domieszek, zapewniająca wykonanie wyjątkowo pięknych i
wygodnych wyrobów letnich. Może być stosowany także przy użyciu grubych
drutów i wzorów z dużymi oczkami.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> 100% len,</span><br />
Długość: 50g/120m, <br />
<div style="color: black;">
Zalecane druty: 4,0 mm,</div>
<div style="color: black;">
Cena za motek: 19,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 20 </span></span><span style="background-color: white;">oczek x 26 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,lin_-102_bialy.html">*AmiQs*</a><br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com3tag:blogger.com,1999:blog-9126609382550122330.post-51026131382891084322012-08-10T11:51:00.003+02:002014-04-01T19:44:49.395+02:00Drops LIMA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin4f7gPUVD4ivVnGSkj0bY9HQZV97uI54z8NpOiVY4jhlWPjNgOXh_CMzkw9uvU2EKm1-aGIWt9Q_lk3_b9838nhkPBwdL3YTxgAfsKEKPEDLdedWky8wDoVZcUXzzvVlHLrtQLQJt1FwY/s1600/min_213_219_81or891wp569qjy6st34.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin4f7gPUVD4ivVnGSkj0bY9HQZV97uI54z8NpOiVY4jhlWPjNgOXh_CMzkw9uvU2EKm1-aGIWt9Q_lk3_b9838nhkPBwdL3YTxgAfsKEKPEDLdedWky8wDoVZcUXzzvVlHLrtQLQJt1FwY/s1600/min_213_219_81or891wp569qjy6st34.jpg" /></a></div>
<br />
<span style="font-family: inherit;">Włóczka Drops LIMA produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio (Peru). Niezwykła jakość połączenia dwóch wspaniałych włókien wełny i alpaki.
Włóczka wydobywająca z alpaki jej miękkość wzbogaconą siłą wełny. Łatwa w
obróbce, może być wykorzystywana do wykonywania cieplejszych dzianin
jesienno-zimowych. <br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>35% alpaka, 65% wełna,<br />
Długość: 50g/90m, <br />
<div style="color: black;">
Zalecane druty: 4,0 mm,</div>
<div style="color: black;">
Cena za motek: 9,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 21 </span></span><span style="background-color: white;">oczek x 28 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,lima_-5310_jasny_braz.html">*AmiQs*</a><br />
<br />
<i> LIMA w dotyku jest dosyć szorstka i widać włókna alpaki, ale nie
"podgryza". Bardzo przyjemna w pracy, ślizga się po drutach bardzo
gładko. Dziergałam na drutach 4, ale robiłam bardzo luźno, wiec może
druty 4,5 byłyby bardziej odpowiednie. Na sweter rozmiar 38 potrzeba 9
motków.<br />
Sweter, który teraz robię, jest moją pierwszą robótką z tej włóczki, ale już widzę, że będę tę włóczkę lubić.<br />
Mam tylko uwagę do koloru. Ten na zdjęciu to kolor nr 4305 ciemny
niebieski. W rzeczywistości jest szaro-niebieski, stalowy. Też ładny,
ale jeżeli zależy komuś na błękicie lub granacie, to będzie zawiedziony. </i><b>INKA</b><br />
<i> </i><br /><img alt="Wyświetlanie DSCI5264.jpg" class="aLF-aPX-J1-J3" height="133" src="https://mail.google.com/mail/?ui=2&ik=66607b1484&view=fimg&th=143573767cefbcbb&attid=0.1&disp=inline&safe=1&attbid=ANGjdJ9t-Mee87QguGFM9OFJ74J2S8lCK3RzULLqNA7YCzk4XB1UJ9W3fVMOOA21nnSNurg8AtquAc0N68IlnWFyDiuuaglr6dlW8A2WK12Yy1KIYyCG_y6-XPGW9zo&ats=1396374050928&rm=143573767cefbcbb&zw&sz=w1249-h515" width="200" />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com6tag:blogger.com,1999:blog-9126609382550122330.post-73872530173298968622012-08-10T11:47:00.001+02:002012-08-10T11:47:40.208+02:00Drops LACE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSlexwsXbP5K7MW0Uf8NOvv-YRuycUYMkResNv9ufRWUumSX0NsFshBIotECk01HcZT6ORNS9FarcTq0MGo8uBwBr5BLxJZQm7ktbJ79rXRyQ5fqXzxx-j6AegK-E9QS6txzC9CgHuS52Z/s1600/min_213_219_1js1c485vb310z78f8nm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSlexwsXbP5K7MW0Uf8NOvv-YRuycUYMkResNv9ufRWUumSX0NsFshBIotECk01HcZT6ORNS9FarcTq0MGo8uBwBr5BLxJZQm7ktbJ79rXRyQ5fqXzxx-j6AegK-E9QS6txzC9CgHuS52Z/s1600/min_213_219_1js1c485vb310z78f8nm.jpg" /></a></div>
<br />
<br />
<span style="font-family: inherit;">Włóczka Drops LACE produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Bardzo miękka i delikatna włóczka z lekkim połyskiem, stanowiąca cudowne
połączenie alpaki z jedwabiem. Polecana do wykonywania chust i szali.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>70% baby alpaka, 30% jedwab,<br />
Długość: 100g/800m, <br />
<div style="color: black;">
Zalecane druty: 3,0 mm,</div>
<div style="color: black;">
Cena za motek: 37,50 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 28 </span></span><span style="background-color: white;">oczek x 34 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,drops_lace-6410_turkusowy.html">*AmiQs*</a>recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0tag:blogger.com,1999:blog-9126609382550122330.post-37165953939476593702012-08-10T11:43:00.002+02:002012-08-10T11:44:28.089+02:00Drops KID-SILK<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSKc4TykxDsteS_IR1N3egjExwnWtvNSWrQIOQM3pRs6jzZ7WuTzAdtBCP-xBYpKnZA9OhsWTF6-GMax0RmJGUhPFOlVhk_bpYtnxrmir8Tr0hKT7xTr91tGYqp3hyphenhyphend86skM48dytVDA70/s1600/min_213_219_s7p8vu3ksvu70n57664z.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSKc4TykxDsteS_IR1N3egjExwnWtvNSWrQIOQM3pRs6jzZ7WuTzAdtBCP-xBYpKnZA9OhsWTF6-GMax0RmJGUhPFOlVhk_bpYtnxrmir8Tr0hKT7xTr91tGYqp3hyphenhyphend86skM48dytVDA70/s1600/min_213_219_s7p8vu3ksvu70n57664z.jpg" /></a></div>
<br />
<br />
<span style="font-family: inherit;">Włóczka Drops KID-SILK produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Luksusowe połączenie moheru i jedwabiu. Włochata struktura włóczki
nadaje jej niezwykłej miękkości. Kid-silk nadaje wyrobom wyrafinowanego
wdzięku i elegancji. Polecany do stosowania zarówno samodzielnie
(podwójna nitka) jak i w połączeniu z innymi włóczkami. Idealny do
wykonywania dodatków i lekkich topów.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span>75% moher, 25% jedwab,<br />
Długość: 25g/200m, <br />
<div style="color: black;">
Zalecane druty: 3,5 mm,</div>
<div style="color: black;">
Cena za motek: 22,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 23 </span></span><span style="background-color: white;">oczek x 30 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
<br />
Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,kid_silk-1_bialy.html">*AmiQs*</a><br />
<br />
<br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com2tag:blogger.com,1999:blog-9126609382550122330.post-21067077583529563532012-08-10T11:34:00.002+02:002012-08-10T11:44:34.791+02:00Drops KARISMA<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4fNY2XekMv9UIo7aZZ1NPuEnFnwoIjjwhhDT3xa1JlRQx5Jv2KHeLjXjg-TubXRca-YDbTJDJVae0ACxvDodJZnGiHOlGsCmzaBFSFfOVQefgF65RPDMkyoCxZCs8Skt4a9Yhhy2DE-Dm/s1600/min_213_219_f1e3o743l4q75tl2tnq5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4fNY2XekMv9UIo7aZZ1NPuEnFnwoIjjwhhDT3xa1JlRQx5Jv2KHeLjXjg-TubXRca-YDbTJDJVae0ACxvDodJZnGiHOlGsCmzaBFSFfOVQefgF65RPDMkyoCxZCs8Skt4a9Yhhy2DE-Dm/s1600/min_213_219_f1e3o743l4q75tl2tnq5.jpg" /></a></div>
<br />
<br />
<span style="font-family: inherit;">Włóczka Drops KARISMA produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Włóczka wełniana bez domieszek. Polecana do wykonywania cieplejszych
swetrów. Włóczka jest delikatna i może być noszona nawet na gołe ciało.<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span><b style="font-weight: normal;">100% wełna,</b><br />
Długość: 50g/100m, <br />
<div style="color: black;">
Zalecane druty: 3,5 mm - 4,00 mm,</div>
<div style="color: black;">
Cena za motek: 10,00 zł.<br />
<br />
<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 21 </span></span><span style="background-color: white;">oczek x 28 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
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Zdjęcie pobrane dzięki uprzejmości: <a href="http://www.amiqs.pl/szczegoly,karisma-19_bialy.html">*AmiQs*</a><br />
<br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com1tag:blogger.com,1999:blog-9126609382550122330.post-41287374883300165372012-07-04T20:35:00.000+02:002012-07-04T20:35:10.266+02:00Drops COTTON LIGHT<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB-tN6haoQP-6XI7SYVpCSUP3cZwITbsFQdorHBfi3-YAgK98yS7FheunMNpl694gkzM4n1W9080SNGpFnIJCjvxOf2tdIPhSy6QPwZcq8AADWTv1IBym3sHlUZszRpYR-J1lsdkv0F60I/s1600/kat_cotton_light.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB-tN6haoQP-6XI7SYVpCSUP3cZwITbsFQdorHBfi3-YAgK98yS7FheunMNpl694gkzM4n1W9080SNGpFnIJCjvxOf2tdIPhSy6QPwZcq8AADWTv1IBym3sHlUZszRpYR-J1lsdkv0F60I/s1600/kat_cotton_light.jpg" /></a></div>
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<span style="font-family: inherit;">Włóczka Drops COTTON LIGHT produkcji </span><span style="font-family: inherit;">Drops</span><span style="font-family: inherit;"> </span>Garnstudio. Włóczka będąca mieszanką bawełny oraz poliestru nadająca się na dzianiny całoroczne.. <br />
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<span style="background-color: white; font-family: inherit; line-height: 18px;">Skład:</span><span style="font-family: inherit;"> </span><strong style="font-weight: normal;">50% bawełna, 50% poliester micro,</strong><br />
Długość: 50g/105m, <br />
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Zalecane druty: 4,00 mm,</div>
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Producent zaleca pranie w temp. 40 stopni C.,
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Cena za motek: 6,80 zł.<br />
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<span style="background-color: white; color: black; line-height: 18px;"><span style="font-family: inherit;"><span style="background-color: white;"><span style="background-color: white; line-height: 17px;"><span style="line-height: 18px;">Próbkę o wymiarach 10 cm x 10 cm tworzy kwadrat 21 </span></span><span style="background-color: white;">oczek x 28 rzędów.</span></span><span style="background-color: white;"> </span></span></span><span style="background-color: white; color: black; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px;"> </span><span style="background-color: white; color: #252525; font-family: inherit; line-height: 18px;"> </span></div>
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Zdjęcie pobrane dzięki uprzejmości: <a href="https://www.e-dziewiarka.pl/index.php?option=com_virtuemart&page=shop.browse&category_id=303">*E-DZIEWIARKA*</a><br />recenzje.wloczekhttp://www.blogger.com/profile/08360426603122587471noreply@blogger.com0